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	<title>art &#8211; Terence Eden’s Blog</title>
	<atom:link href="https://shkspr.mobi/blog/tag/art/feed/" rel="self" type="application/rss+xml" />
	<link>https://shkspr.mobi/blog</link>
	<description>Regular nonsense about tech and its effects 🙃</description>
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	<url>https://shkspr.mobi/blog/wp-content/uploads/2023/07/cropped-avatar-32x32.jpeg</url>
	<title>art &#8211; Terence Eden’s Blog</title>
	<link>https://shkspr.mobi/blog</link>
	<width>32</width>
	<height>32</height>
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	<item>
		<title><![CDATA[A Recursive QR Code]]></title>
		<link>https://shkspr.mobi/blog/2025/03/a-recursive-qr-code/</link>
					<comments>https://shkspr.mobi/blog/2025/03/a-recursive-qr-code/#respond</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Sun, 09 Mar 2025 12:34:13 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[qr]]></category>
		<category><![CDATA[QR Codes]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=58742</guid>

					<description><![CDATA[I&#039;ve been thinking about fun little artistic things to do with QR codes. What if each individual pixel were a QR code?  There&#039;s two fundamental problems with that idea. Firstly, a QR code needs whitespace around it in order to be scanned properly.  So I focussed on the top left positional marker. There&#039;s plenty of whitespace there.  Secondly, because QR codes contain a lot of white pixels…]]></description>
										<content:encoded><![CDATA[<img src="https://shkspr.mobi/blog/wp-content/uploads/2025/03/QR.gif" alt="A QR code zooming in on itself." width="580" height="580" class="aligncenter size-full wp-image-58752">

<p>I've been thinking about fun little artistic things to do with QR codes. What if each individual pixel were a QR code?</p>

<p>There's two fundamental problems with that idea. Firstly, a QR code needs whitespace around it in order to be scanned properly.</p>

<p>So I focussed on the top left positional marker. There's plenty of whitespace there.</p>

<p>Secondly, because QR codes contain a lot of white pixels inside them, scaling down the code usually results in a grey square - which is unlikely to be recognised as a black pixel when scanning.</p>

<p>So I cheated! I made the smaller code transparent and gradually increased its opacity as it grows larger.</p>

<p>I took a Version 2 QR code - which is 25px wide. With a 2px whitespace border around it, that makes 29px * 29px.</p>

<p>Blow it up to 2900px * 2900px. That will be the base image.</p>

<p>Take the original 25px code and blow it up to the size of the new marker, 300px * 300px. Place it on a new transparent canvas the size of the base image, and place it where the marker is - 400px from the top and left.</p>

<p>Next step is creating the image sequence for zooming in. The aim is to move in to the target area, then directly zoom in.</p>

<p>The whole code, if you want to build one yourself, is:</p>

<pre><code class="language-bash">#!/bin/bash

#   Input file
input="25.png"

#   Add a whitespace border
convert "$input" -bordercolor white -border 2 29.png

#   Upscaled image size
upscaled_size=2900

#   Scale it up for the base
convert 29.png -scale "${upscaled_size}x${upscaled_size}"\! base.png

#   Create the overlay
convert -size "${upscaled_size}x${upscaled_size}" xc:none canvas.png
convert "$input" -scale 300x300\! 300.png
convert canvas.png 300.png -geometry +400+400 -composite overlay.png

#   Start crop size (full image) and end crop size (target region)
start_crop=$upscaled_size
end_crop=350

#   Zoom-in target position (top-left corner)
target_x=375
target_y=375

#   Start with a completely opaque image
original_opacity=0

#   Number of intermediate images
steps=100

for i in $(seq 0 $((steps - 1))); do
    #   Calculate current crop size
    crop_size=$(echo "$start_crop - ($start_crop - $end_crop) * $i / ($steps - 1)" | bc)
    crop_size=$(printf "%.0f" "$crop_size")  # Round to nearest integer

    #   Keep zoom centered on the target
    crop_x_offset=$(echo "$target_x - ($crop_size - $end_crop) / 2" | bc)
    crop_y_offset=$(echo "$target_y - ($crop_size - $end_crop) / 2" | bc)

    #   Once centred, zoom in normally
    if (( crop_x_offset &lt; 0 )); then crop_x_offset=0; fi
    if (( crop_y_offset &lt; 0 )); then crop_y_offset=0; fi

    #   Generate output filenames
    background_file=$(printf "%s_%03d.png" "background" "$i")
    overlay_file=$(printf "%s_%03d.png" "overlay" "$i")
    combined_file=$(printf "%s_%03d.png" "combined" "$i")

    #   Crop and resize the base
    convert "base.png" -crop "${crop_size}x${crop_size}+${crop_x_offset}+${crop_y_offset}" \
            -resize "${upscaled_size}x${upscaled_size}" \
            "$background_file"

    #   Transparancy for the overlay
    opacity=$(echo "$original_opacity + 0.01 * $i" | bc)

    # Crop and resize the overlay
    convert "overlay.png" -alpha on -channel A -evaluate multiply "$opacity" \
            -crop "${crop_size}x${crop_size}+${crop_x_offset}+${crop_y_offset}" \
            -resize "${upscaled_size}x${upscaled_size}" \
            "$overlay_file"

    #   Combine the two files
    convert "$background_file" "$overlay_file" -composite "$combined_file"
done

#   Create a 25fps video, scaled to 1024px
ffmpeg -framerate 25 -i combined_%03d.png -vf "scale=1024:1024" -c:v libx264 -crf 18 -preset slow -pix_fmt yuv420p recursive.mp4
</code></pre>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=58742&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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			</item>
		<item>
		<title><![CDATA[You can print posters of your own artwork and no one can stop you!]]></title>
		<link>https://shkspr.mobi/blog/2023/12/you-can-print-posters-of-your-own-artwork-and-no-one-can-stop-you/</link>
					<comments>https://shkspr.mobi/blog/2023/12/you-can-print-posters-of-your-own-artwork-and-no-one-can-stop-you/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 15 Dec 2023 12:34:12 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[wikidata]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=48861</guid>

					<description><![CDATA[It sometimes takes my brain a little while to catch up with reality.  Back in 2019, I used Wikidata to improve a popular piece of art.  I had lots of fun writing the code, fiddling with the output, and blogging about the process.  Four years later I realised I could pay a poster shop to print it out!  So I uploaded it to my RedBubble shop and paid about a tenner for them to print me off a HUGE…]]></description>
										<content:encoded><![CDATA[<p>It sometimes takes my brain a little while to catch up with reality.</p>

<p>Back in 2019, <a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/">I used Wikidata to improve a popular piece of art</a>.  I had lots of fun writing the code, fiddling with the output, and blogging about the process.</p>

<p>Four years later I realised I could pay a poster shop to print it out!</p>

<p>So I <a href="https://www.redbubble.com/i/poster/The-Great-er-Bear-by-terenceeden/154273792.E40HW?ref_list_id=srp_results&amp;ref_list_index=0">uploaded it to my RedBubble shop</a> and paid about a tenner for them to print me off a HUGE version.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Poster.jpg" alt="Giant poster on the floor." width="1024" height="768" class="aligncenter size-full wp-image-48864">

<p>The print quality was excellent:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Detail.jpg" alt="Close up of the map showing the fidelity of the printing." width="1024" height="768" class="aligncenter size-full wp-image-48863">

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Multilingual.jpg" alt="Non-English characters on the map." width="1024" height="768" class="aligncenter size-full wp-image-48865">

<p>And I was going to use Bluetak to stick it to my wall when my brain did <em>another</em> remembering! You can go to eBay and ask someone to make you a precisely shaped frame!</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Framed.jpg" alt="The poster framed in a tasteful black wooden frame." width="1024" height="768" class="aligncenter size-full wp-image-48862">

<p>If you've got a little doodle, or a massive canvas, or a great photo, or something which shows off your creative prowess - it's high time to release it from its digital prison and print it out as large as you dare.</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=48861&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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		<item>
		<title><![CDATA[You can now buy my South Up, Aotearoa Centred, Equal-Earth Projection Map]]></title>
		<link>https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/</link>
					<comments>https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 01 Dec 2023 12:34:45 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[ForSale]]></category>
		<category><![CDATA[map]]></category>
		<category><![CDATA[OCSE]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=48533</guid>

					<description><![CDATA[I&#039;m delighted to announce that I&#039;ve actually finished a project!  Over the last few years, I&#039;ve been designing a custom map.  As per the credo of the &#34;Organization of Cartographers for Social Equality&#34;, this map uses the Equal Earth projection to ensure proportional land-mass size, the South is at the up, and - of course - the globe has been rotated to 150°.  I&#039;ve had it printed and I think it …]]></description>
										<content:encoded><![CDATA[<p>I'm delighted to announce that I've actually finished a project!</p>

<p>Over the last few years, <a href="https://shkspr.mobi/blog/tag/ocse/">I've been designing a custom map</a>.  As per the credo of the "Organization of Cartographers for Social Equality", this map uses the Equal Earth projection to ensure proportional land-mass size, the South is at the up, and - of course - the globe has been rotated to 150°.</p>

<p>I've had it printed and I think it looks glorious!</p>

<h2 id="hanging-on-the-wall"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#hanging-on-the-wall">Hanging on the wall</a></h2>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/10/Poster-hung-on-the-wall.jpg" alt="The poster hung on the wall." width="1024" height="768" class="aligncenter size-full wp-image-48722">

<p>You can <a href="https://www.redbubble.com/people/terenceeden/shop">buy these maps from RedBubble</a>.</p>

<h2 id="details"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#details">Details</a></h2>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Map-of-Europe-with-Emoji-flags.jpg" alt="Map of Europe with Emoji flags." width="1024" height="768" class="aligncenter size-full wp-image-48729">

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Map-of-northen-Africa-with-country-labels-in-their-native-script.jpg" alt="Map of northern Africa with country labels in their native script." width="1024" height="768" class="aligncenter size-full wp-image-48727">

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Map-of-southern-Africa-with-emoji-flags.jpg" alt="Map of southern Africa with emoji flags." width="1024" height="768" class="aligncenter size-full wp-image-48726">

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/12/Map-of-Island-Nations-with-text-labels.jpg" alt="Map of Island Nations with text labels." width="1024" height="768" class="aligncenter size-full wp-image-48728">

<h2 id="buy"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#buy">Buy</a></h2>

<ul>
<li><a href="https://www.redbubble.com/shop/ap/154196690">Buy the Country Name Map</a></li>
<li><a href="https://www.redbubble.com/shop/ap/154196862">Buy the Emoji Flag Map</a></li>
</ul>

<p>This is a <em>large</em> poster - I recommend buying the 120cm by 60cm version. It needs to be that size in order to make the country names legible.  The cost per poster depends on your locale and whatever promotions RedBubble are doing.</p>

<p>These are <em>not</em> limited editions! I will print off as many as people order. Each one comes with a small inscription in the corner saying what the map is, and some other metadata.</p>

<p>As per below, you can <a href="https://github.com/edent/South-Up-Aotearoa-Centred-Equal-Earth-Projection-Map">download the assets</a> in vector or raster format if you'd like to try printing them yourself.</p>

<h2 id="disclaimer"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#disclaimer">Disclaimer</a></h2>

<p>Maps are contentious. Some countries don't recognise other countries. Some borders are disputed. Some people clamour for reunification, some for secession. Some countries have a name given to them by their colonial oppressors. Some have been renamed by mad tyrants. Some countries have multiple names in different languages. Some are still fighting bloody wars in order to be recognised. Flags also suffer from the same problem.</p>

<p>The good news is that this is <strong>not an official map</strong> - my choices have <em>no</em> geopolitical consequences. The even better news is that the code behind the map is open source - so you can redraw it to your heart's content.</p>

<p>I have used the <a href="https://www.naturalearthdata.com/">borders from Natural Earth</a>, the country names from <a href="https://wiki.openstreetmap.org/wiki/Nominatim/Country_Codes">OpenStreetMap</a>, and flags from <a href="https://github.com/twitter/twemoji">Twemoji</a>. If you dislike any of those, please direct your complaints to them.</p>

<h2 id="bugs"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#bugs">Bugs</a></h2>

<p>There are a few of things which have left me slightly dissatisfied.</p>

<p>By convention, most maps use <a href="https://en.wikipedia.org/wiki/Terrain_cartography#Shaded_relief">Shaded Relief with the light coming from North-West</a>. However, because this map is flipped, it cause an optical illusion which make mountains look like ravines and vice-versa. As noted:</p>

<blockquote><p>Viewing images that do not conform to this convention may show a form of convex–concave ambiguity. 
<a href="https://en.wikipedia.org/wiki/Top-left_lighting">Wikipedia page on "Top-Left" lighting</a></p></blockquote>

<p>If you know how to redrawing or recalculate the shade, please let me know.</p>

<p>Secondly, in their default placement, country names and flags overlap. For example:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/10/Overlap.jpg" alt="Map of the Caribbean. All the island names overlap." width="902" height="478" class="aligncenter size-full wp-image-48556"></p>

<p>I manually adjusted the placement to keep labels and flags <em>roughly</em> in the right place without overlapping. I think I was accurate, but if you spot any mistakes - or know how to automate this - please let me know.</p>

<p>Non-Contiguous countries aren't handled well. For example, Alaska is unlabelled because it physically separated from the rest of the USA. The same is true of overseas territories like the Canary Islands and French Guiana.</p>

<p>The various seas, oceans, and other bodies of water aren't labelled.</p>

<p>I'm sure you will spot a few other errors. Either leave a comment here or <a href="https://github.com/edent/South-Up-Aotearoa-Centred-Equal-Earth-Projection-Map">raise an issue on GitHub</a>.</p>

<h2 id="how"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#how">How</a></h2>

<p>This was a multi-stage process - mostly involving R.</p>

<h3 id="background"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#background">Background</a></h3>

<p>The background image comes from "<a href="https://equal-earth.com/physical/">Color terrain art without type halos</a>". It's a TIFF which has been rotated and converted to PNG.</p>

<pre><code class="language-_">mogrify -rotate 180 Equal-Earth-Physical-Relief-No-Halos-150E.tif 
convert Equal-Earth-Physical-Relief-No-Halos-150E.tif EE-SU.png
</code></pre>

<h3 id="country-names"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#country-names">Country Names</a></h3>

<p>Natural Earth only provides country names in English ☹ - but it also provides 2 character ISO codes. So I grabbed the country codes and names from <a href="https://wiki.openstreetmap.org/wiki/Nominatim/Country_Codes">OpenStreetMap</a> and merged them into the data set using R.</p>

<h3 id="the-code"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#the-code">The Code</a></h3>

<p>This produces the country borders and names onto an SVG.</p>

<h3 id="manual-placement"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#manual-placement">Manual placement</a></h3>

<p>I used <a href="https://boxy-svg.com/">Boxy</a> to edit the SVG and place all names in roughly the right place.</p>

<h3 id="conversion"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#conversion">Conversion</a></h3>

<p>Inkscape was used to open the resultant SVG at 72dpi. I then used Gimp to autocrop, canvas expanded to 16000x9000, and saved as an <em>uncompressed</em> PNG.</p>

<p>The Emoji wouldn't import to either Gimp or Inkscape. So I viewed the file in Firefox and then printed it to a PDF. That PDF was cropped using <a href="https://www.ctan.org/pkg/pdfcrop">pdfcrop</a> and then imported to Gimp.</p>

<p>Some print shops require CMYK colour spaces - <code>convert Export.png -colorspace cmyk Print-CMYK.tif</code></p>

<h2 id="copyright"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#copyright">Copyright</a></h2>

<p>All of the <a href="https://equal-earth.com">Equal Earth data has this copyright</a>:</p>

<blockquote><p>The Equal Earth Physical Wall Map is in the public domain. You may use the map any way you like, including modifying the content, reproducing it on any type of media, republishing it, and selling it for profit. Consider the map as yours.
By downloading and using this map you agree that the map author (Tom Patterson) is not legally responsible for any errors that the map may contain. You are solely responsible for all problems that may arise from reuse of the map and its redistribution to third parties. Tom Patterson does not endorse the individuals or organizations that may use the map, nor does he endorse their positions on various issues.</p></blockquote>

<p>It builds on Natural Earth, which is <a href="https://github.com/nvkelso/natural-earth-vector/blob/master/LICENSE.md">also public domain</a>.</p>

<p>The Emoji flags are either <a href="https://github.com/twitter/twemoji/blob/gh-pages/LICENSE-GRAPHICS">CC BY</a> or <a href="https://github.com/twitter/twemoji/blob/gh-pages/LICENSE">MIT</a> - depending on whether you think SVGs are images or code.</p>

<p>In a similar spirit, the code that I've used to create my variation of the map, and the resultant output, is also hereby placed in the public domain. You may treat it as <a href="https://creativecommons.org/publicdomain/zero/1.0/deed.en">CC0</a>.</p>

<p xmlns:cc="http://creativecommons.org/ns#" xmlns:dct="http://purl.org/dc/terms/"><a property="dct:title" rel="cc:attributionURL" href="https://shkspr.mobi/blog/">South Up, Aotearoa Centred, Equal Earth Projection Map</a> by <a rel="cc:attributionURL dct:creator" property="cc:attributionName" href="https://edent.tel/">Terence Eden</a> is marked with <a href="http://creativecommons.org/publicdomain/zero/1.0?ref=chooser-v1" target="_blank" rel="license noopener noreferrer" style="display:inline-block;">CC0 1.0 Universal<img style="height:22px!important;margin-left:3px;vertical-align:text-bottom;display:inline;" src="https://mirrors.creativecommons.org/presskit/icons/cc.svg?ref=chooser-v1"><img style="height:22px!important;margin-left:3px;vertical-align:text-bottom;display:inline;" src="https://mirrors.creativecommons.org/presskit/icons/zero.svg?ref=chooser-v1"></a></p>

<h2 id="download"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#download">Download</a></h2>

<p>You can <a href="https://github.com/edent/South-Up-Aotearoa-Centred-Equal-Earth-Projection-Map">download all the code and assets from GitHub</a>.</p>

<h2 id="buy"><a href="https://shkspr.mobi/blog/2023/12/you-can-now-buy-my-south-up-aotearoa-centred-equal-earth-projection-map/#buy">Buy</a></h2>

<ul>
<li><a href="https://www.redbubble.com/shop/ap/154196690">Buy the Country Name Map</a></li>
<li><a href="https://www.redbubble.com/shop/ap/154196862">Buy the Emoji Flag Map</a></li>
</ul>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=48533&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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			</item>
		<item>
		<title><![CDATA[Playing with Midjourney - art for non-artists]]></title>
		<link>https://shkspr.mobi/blog/2023/02/playing-with-midjourney-art-for-non-artists/</link>
					<comments>https://shkspr.mobi/blog/2023/02/playing-with-midjourney-art-for-non-artists/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Sun, 12 Feb 2023 12:34:13 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[AI]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[midjourney]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=44666</guid>

					<description><![CDATA[I hated art class at school. I could see so clearly in my head what I wanted my drawing to look like - but my hands just wouldn&#039;t obey me. Despite endless tutoring from sympathetic teachers, I left school with an unhealthy distaste for creating my own art. I simply didn&#039;t have the physical skills, knowledge of technique, or the temperament to continue.  These days, I enjoy playing with…]]></description>
										<content:encoded><![CDATA[<p>I hated art class at school. I could see <em>so clearly</em> in my head what I wanted my drawing to look like - but my hands just wouldn't obey me. Despite endless tutoring from sympathetic teachers, I left school with an unhealthy distaste for creating my own art. I simply didn't have the physical skills, knowledge of technique, or the temperament to continue.</p>

<p>These days, I enjoy playing with <a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/">algorithmic art</a> where I am more comfortable controlling the input and output.</p>

<p>A few weeks ago, I went to a "<a href="https://lu.ma/LondonPromptEngineers-13JanPromptJam">PromptJam</a>" at London's <a href="https://newspeak.house/events">Newspeak House</a>. Think of it like an informal hackathon with people playing with various AI tools to create... something.</p>

<p>After chatting to lots of lovely people, I decided to try my hand at "<a href="https://www.midjourney.com/">Midjourney</a>".  The concept is very simple - give it a prompt like "Oil painting, woman, dark skin, red dress, eating an apple, ornate frame" and, after a few minutes, it will spit out something like:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_il_painting_woman_dark_skin_red_dress_eating_an_apple.jpg" alt="Four images. Each show a dark skinned woman in a red dress. She is eating an apple. The frame around the painting is ornate." width="1024" height="1024" class="aligncenter size-full wp-image-44667">

<p>Umm... What? Excuse me... What is this witchcraft?</p>

<p>One of the marvellous thing is - the more you look, the more oddities you notice. Why does the subject's hair extend beyond the frame? Do those apples look right to you? What on earth is going on with their fingers? Are those eyes pointing in the right direction? Why are they all in the same pose? I didn't say anything about the model's age - why are they all young women?</p>

<p>That's kinda what prompt-jamming is. How do you convince the computer to draw what you want it to draw? How do you get your imagination onto the screen?</p>

<p>(Aside - the Midjourney user interface is dog-shit. It's all Discord-based. So you have a barrage of other people's images scrolling by. There's no instructions on what the buttons do. GAH! Just build a proper website!)</p>

<p>Midjourney is <em>great</em> for a first draft. If, like me, you struggle to give shape to your ideas then it is nothing short of magic. It gets you through <a href="https://dl.acm.org/doi/10.1145/4284.315122">the first 90% of the hard work</a>. It's then up to you to refine things.</p>

<p>It's fascinating to see where artistic AIs tend to fail.  Here's "William Shakespeare programming a commodore 64, 1980s, magazine cover, 4k, realistic, photograph".
<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_william_shakespeare_programming_a_commodore_64_1980s.jpg" alt="Four generated images." width="1024" height="1024" class="aligncenter size-full wp-image-44669"></p>

<p>Amazing! But take a look at the hands! If you squint, those <em>could</em> be old-school computers. Why has it put Shakespeare <em>inside</em> the computer? Why is the text just random squiggles?</p>

<p>Hands and text. Why are they so difficult? You know when you're in a dream and you try to read - and all you see is illegible blobs of ink? That's how Modjourney sees text. Here is a "photo of text, high resolution, Shakespearean, sonnet, poetry":</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_photo_of_text_high_resolution_shakespearean_sonnet_poetry.jpg" alt="Four drawings of scrolls. The text is just squiggles." width="1024" height="1024" class="aligncenter size-full wp-image-44671">

<p>It's also interesting to see how well it recognises common media properties. Here's "propaganda poster, mickey mouse crushes the workers, museum piece, jagged edges"</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_propaganda_poster_mickey_mouse_crushes_the_workers_museum.jpg" alt="Mikey Mouse is distorted on a series of posters." width="1024" height="1024" class="aligncenter size-full wp-image-44672">

<p>It gets the cliché of what a Soviet propaganda poster looks like! And then, when you look closer, it breaks down. In fact, you could argue that AI art is merely a cliché generation engine.  Give it a prompt like "video game cover art" or "romantic novel cover" and it will conform entirely to your expectations.</p>

<p>As an example, here's a simple prompt "John Lennon staring as an action hero, film poster". Even before the generation started, I had a fair idea of what it would produce.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_john_lennon_staring_as_an_action_hero_film_poster.jpg" alt="Four photos of John Lennon staring at the camera. It looks like an action movie poster." width="1024" height="1024" class="aligncenter size-full wp-image-44673">

<p>Curiously, Midjourney bans certain words. You can't order it to draw a "nude" artwork. Presumably to stop people creating deepfakes of real people. But throw it a prompt with euphemisms like "rubens, renaissance painting, Aphrodite, full length, diaphanous, oil on canvas, ornate frame" and it'll happily spit out something a bit risqué.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2023/01/edent_rubens_renaissance_painting_aphrodite_full_length_diaphan.jpg" alt="Four semi-nude artworks." width="1024" height="1024" class="aligncenter size-full wp-image-44674">

<p>Again, look at the feet! And the hands! Yes, Rubens painted women of roughly that shape - but if he'd done them that badly he'd've been laughed out of the gallery.</p>

<p>There's another curio - take a look at the top left painting. Notice anything in the bottom right corner? Midjourney has seen that lots of photos of oil paintings have a copyright notice in the corner, so has placed some text there.</p>

<p>I like building silly artistic things like "<a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/">A Collection of Imaginary Software</a>" but I don't have the skill to create illustrations.  At the moment things like Midjourney are a starting off point. Or a way to generate placeholders. Or a prompt for a human artist to create something better.</p>

<p>Midjourney lets me quickly be wrong in an interesting direction.</p>
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		<title><![CDATA[The (Mostly) Complete Unicode Spiral]]></title>
		<link>https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/</link>
					<comments>https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Mon, 25 Jul 2022 11:34:17 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[unicode]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=43124</guid>

					<description><![CDATA[I present to you, dear reader, a spiral containing every Unicode 14 character in the GNU Unifont.  Starting at the centre with the control characters, spiralling clockwise through the remnants of ASCII, and out across the entirety of the Basic Multi Lingual Plane. Then beyond into the esoteric mysteries of the Higher Planes.    Zoom in for the massiveness. It&#039;s a 10,000x10,000px image.  Because…]]></description>
										<content:encoded><![CDATA[<p>I present to you, dear reader, a spiral containing every<sup id="fnref:every"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#fn:every" class="footnote-ref" title="Well, look, it is complicated. Unicode is Hard™." role="doc-noteref">0</a></sup> Unicode 14 character in the <a href="https://unifoundry.com/unifont/index.html">GNU Unifont</a>.  Starting at the centre with the control characters, spiralling clockwise through the remnants of ASCII, and out across the entirety of the Basic Multi Lingual Plane. Then beyond into the esoteric mysteries of the Higher Planes<sup id="fnref:high"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#fn:high" class="footnote-ref" title="Not to be confused with the Demonic Planes of Forbidden Unicode." role="doc-noteref">1</a></sup>.</p>

<p><a href="https://gitlab.com/edent/unicode-space/-/raw/main/Spiral.png"><img src="https://gitlab.com/edent/unicode-space/-/raw/main/Spiral.png" alt="A spiral of tightly packed characters." width="1000" height="1000" class="aligncenter size-full wp-image-43157"></a></p>

<p><a href="https://gitlab.com/edent/unicode-space/-/raw/main/Spiral.png">Zoom in for the massiveness</a>. It's a 10,000x10,000px image.  Because the Unifont displays individual characters in a 16x16px square, it is quite legible even when printed out on a domestic laser printer at 600dpi:</p>

<style>.social-embed{all:unset;display:block;}.social-embed * {all:unset;display:revert;}.social-embed::after{all:unset;}.social-embed::before{all:unset;}blockquote:not(*){all:unset;}.social-embed a{cursor:pointer;}blockquote.social-embed{box-sizing:border-box;border:.5px solid;width:550px;max-width:100%;font-family:sans-serif;margin:auto;margin-bottom:.5em;padding:1em;border-radius:1em;background-color:#FFF;color:#000;display:block;}.social-embed-header{display:flex;justify-content:space-between;}.social-embed-user{display:flex;position:relative;align-items:center;text-decoration:none;color:inherit;}.social-embed-avatar{width:3em;height:3em;margin-right:.5em;}.social-embed-avatar-circle{border-radius:50%;}.social-embed-avatar-square{border-radius:5%;}.social-embed-user-names-name{display:flex;align-items:center;font-weight:bold;margin:0;}.social-embed-text{margin-top:.5em;}.social-embed-footer{display:flex;align-items:center;justify-content:space-between;}.social-embed-logo{width:3em;}.social-embed-hr{border:.1px solid;margin:.5em 0 .5em 0;}.social-embed-meta{text-decoration:none !important;color:unset !important;}.social-embed-reply{display:block;}.social-embed-text a, .social-embed-footer time{color:blue;text-decoration:underline;}.social-embed-media, .social-embed-video{border-radius:1em;max-width:100%;margin:auto;display:block;}.social-embed-reply{font-size:.75em;display:block;}.social-embed-meter{width:100%;background:#0005;}.social-embed-card{text-decoration:none !important;color:unset !important;border:.5px solid;display:block;font-size:.85em;padding:.5em;border-radius:1em;}</style>

<blockquote class="social-embed" id="social-embed-1545409720747544578" lang="en"><header class="social-embed-header"><a href="https://twitter.com/edent" class="social-embed-user"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt=""><div class="social-embed-user-names"><p class="social-embed-user-names-name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="" src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciCmFyaWEtbGFiZWw9IlR3aXR0ZXIiIHJvbGU9ImltZyIKdmlld0JveD0iMCAwIDUxMiA1MTIiPjxwYXRoCmQ9Im0wIDBINTEyVjUxMkgwIgpmaWxsPSIjZmZmIi8+PHBhdGggZmlsbD0iIzFkOWJmMCIgZD0ibTQ1OCAxNDBxLTIzIDEwLTQ1IDEyIDI1LTE1IDM0LTQzLTI0IDE0LTUwIDE5YTc5IDc5IDAgMDAtMTM1IDcycS0xMDEtNy0xNjMtODNhODAgODAgMCAwMDI0IDEwNnEtMTcgMC0zNi0xMHMtMyA2MiA2NCA3OXEtMTkgNS0zNiAxczE1IDUzIDc0IDU1cS01MCA0MC0xMTcgMzNhMjI0IDIyNCAwIDAwMzQ2LTIwMHEyMy0xNiA0MC00MSIvPjwvc3ZnPg=="></header><section class="social-embed-text"><small class="social-embed-reply"><a href="https://twitter.com/edent/status/1544378385039646725">Replying to @edent</a></small>Still a Work In Progress.<br>Created a proper spiral of every Unicode character in the Unifont.<br>At 600dpi, it is *just about* legible.<br>The full thing  would need to be printed on A2 sized paper! <a href="https://twitter.com/edent/status/1545409720747544578/photo/1">pic.x.com/jsrofjt4xd</a><a href="https://pbs.twimg.com/media/FXJl31MXgAITej6.jpg"><img class="social-embed-media" alt="A huge spiral of characters." 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"></a><a href="https://pbs.twimg.com/media/FXJl6EwWQAY-MiF.jpg"><img class="social-embed-media" alt="At an angle you can just about read some of the characters." 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"></a><a href="https://pbs.twimg.com/media/FXJl8ILWAAMsQUh.jpg"><img class="social-embed-media" alt="Close up showing the spiral." 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dX2ElUpALymxDTnqn8dRppYa5JYaoaI/ew8pb8N0PNSgmCEfXwN49NhE6T/VqTxIM4KJhWm0YxKssxVzNu1gAhHf/Wys8p8ALty3cHOcDs2fKQUk570Q70Boto/nqo1OK6CO085V5zxTaN1+zLNW68CL+BjsxkdnRZpb9rsusjrEfJ6iFJX52DIfLeOAXEFuDLphSgL1nARkF7zsWCSngktM26GGd4bafG1irnLJrhsJEEEgPuwd0cEhWeD1u2JCjf1+WHS6Fwz3G3k4Of2+RnXiE92RSfvIBritBekrSQhRcr9gxMqWWQtFT9oDGUCjYHgkBa9Jt8hiNXo7aXCXhiKIyrgZCNbmJBH9YI8H/uWpCremXULt8Ye0PadqzCaidHMepUVgC18aooEXvmaBHs7VZishitCUjGjxJmELPIZ6weOEE14b+FN3d22eT2tCiBbtBRjvFp/dI8HcOGMhJiJbYHqg24lVlxEz8M1QB+nWYIlp06982RULjtcFAkKiJOvpVR00j/3Z+S6cLDoVblKsdEQ8wnKF/faLOSylLZRKKzN+BwiYcwucpe/mrA2A3DDREIaCfjrNITRiBkC5WhbPM4ej3i7ARl05N66yIgFr5+wPfQcyDM5NhdLm5wizZRasgzJhg8YD4/2YemkxoxhOiFIPhBsC47VdRSf8wb4Pt/KPrrAllnCuMAJZY4XiD1yAr1/NCtzGIGkGUCtmVlbVWzEKf3VGlixYGQZwpntjwDelYtZBkVXFI3Wi6VELMeWOytSG02qCTw8e/YHx/pNxQccS/9W7mFvmAIl/XF/V3Rx6MUvNX7DtfDPwfu4n0C2bfw43cxObEwDQCgy2ol3gmgkyZqCnl/lRhlXScNKHH0uPCdRdCDF/7+YMA2e6CCxj7MlG3yP/i7eO4PNRkZjRCU++3jJ/IV6Z+2vs3AJUzAIgtUaayhQfZabX2Oy2mFml9q/K7/VRLABpv30idETneVJdmRbkgQhtD3PwoZslu4ocRCKipgHp1neEOhxxcPyUc4AKw6t1TCA9a9Q0i1qSdrEnHLy6x7aJb3UvzxbluAVcokqNB13/IGaohDNvUaWHS4gCOefz0+PuJLc+125RHBfDgLaNjB16DwzU9l9iY+UfjoV7GQNWF3/II2iaMY8F/8TSKwoxrH5N99xx46x4PHjuCO9xgPG+H7AALaF4+G6DXm/K/gu2hdKJpiADWfULwItoVaz7UCpbgL7NM6Bd1SydQmnWFxEU0g4lbEpKFw/bAgdf/yKyoXHJri0KU86fMfxgJ+bt3Qr3eFfagxYGzMFnNapJDyZItmLkVGm6M8hmn990Dka8X8aLP12SYqq9clI1hQaGQHR4b5Do4uy2PK7WkeCRlPGdBFOrxrCSL1XXs2zZvB9NRdyOS056nOevoQlbtEiUjSRBIYVVaER/XZ/J5KLeA9Q1LGwvmpI8TZLZAXysXXthIHglzJzpvNmYmMslWBdcLWkNuqmLO3xqZ3Ypt43kjy/xYO97CGxstiAt1U3Wjf9dWoNLC9Ta23b2D5DPITraiUoVkMwGBLYbAWepvA+92yL36oxc9szpErP43QIJpJESnags5vLDer8VfOnIweYuZ390pte+HkwQEzWEJ6dXNl3KzQhZUsWDx3EIK/ze1p3omBkUXb2TaKmjXCRg25JIbro2Vjy81sf5LFEjtli+5HWZekQF9dZ6MK2Q1YZ0M1JdiUnj5XbHEIgBXMjSWYH3AAnsY3SlnRvSIOQc5UQpevaMa5eeS7g/qLnq86nnwprURTGITGbWj3hF9nYS0DrpAKnAvvhByoMdRQQflhgxJmU2f+Wyymx+9E2UjGK7rz91nAjYaImGUYKFF7K0uzX1TdzJbX1ZmjF7Mpx88EW9mbBXSU6hT62KbA4oBCqlJUcIOV4el8DmNNi9K0veODoRQE/jg6BcS6TOQDbKfJE3moEclVBvKf0RK8I8D0bm9na8DO0GFcuOhokUZZ/U6LOqgS0Q+nVeSchK8WiieaOYt4EWxdbiWk21QCCZ1T+5MdTR8AGyKPvtbYBRLb0mUIfBNMgDyT+YEc7AIGXZsNj26NyvSMwEKwdnUtKcDla3K+Xcuujp0BEylqabTbGE0K+7q3pg7Zu8lZCpe3A2oV6GwBiLPPV2wRIhdpEoWW6K4n74HCWJZiG8cIZSoyhp4KmDWzKHeNdSQJUGjGJatoVrKiB+B5B156tTR+Uva2VM/Z5g7EJOTuAZK1dyRnRFNYCwtlGHFw8R11yc9wjOA5Yd0IM+6zyUbidY63dNyL4OTulWg1P43ttrHhRdqkFbkIXOjB3eNGVCI1PHphh2hmBpkO/ytiYBdX/P3xwxgAD+743dE8wXWR8eCfG/2WOWmbUJQ8ORot7Kokk9pW4hWk8c9hHB43u1lUFpwdrG9dY182kEpkEHEOjWRtQkL/MG6z1nPqgauhNTSFdQHMnavcj9yxzCJHrFSGSWj/kyCKEY+Z15rN5QBVYvO2iCscQmBhcnApZ6k35Mqk4imLPjWQSt2WU6cs0c/89CLfYKFP9QjJOADYebtaNitz5P/rdfOOd+3kI+zyaJtU06eKHx7bV+jF9N3ME53rwVR2f7aLf9thczKczBM0I5Ex7CdhXeWxaAj+9nMT8W4FJiKzoMhu6CJo97nIWRzmcGwD0OT9Xu6hBZi/bJ6RFkPis6ClDV6ALgcjsW+k7LVryr7ISrHN0oykCmAkOWJWR6KUpie2TKd89ceEpPwuszKMuzOoO9xjYGna39sUPcgHkPdc35HkD/YvWX970LIBFOMJiFOkMmZcsiwqS9feUm/6BbfjRbLI5le7tN6M+2zSb4Mqx2cO7eLU3811pxTr0h+7qLaoU3x936t0yXphZyuo6Kq7oeU4UgJN7iTBLUUwWSryd3gDluXoW7Qh9X8y/g77SNBddCtwXcYxgEXhjfI9O232vEe6JEm4YuytE7GL6/G5RuEndHLEGK4XOwRvm9+KumylGlweETPfXMETsqznJHg5Nku0Q2xyguHwbvzw/+/Bqdno4wyWTZoMD8wNDIZrhN74OHiJnc8PdJr74l9+kTi4uPhYjHHE0Pmk5MzMjFn/6UhMKmCDLFlNQh+1Y1+YvVCLdHGP9olMJ8saOfxBIxcYuCeOcmFHJcePGrmSCm4CkC0L7jSFLuyCy8LIqGk6TAlIzLiXEau7jOKDxc2d5qN1cYe1rdpOkWO1IDNzHmliqmuyocNu/aR1JbSmG97ywbVf+1x3WfsWtGacaogjhJ89bcdRDOQfgozatzCJeaFgH6Wm3p6rlyTWymdiRoDS3qzGQ171j2SQe6xoCMtESm2d/ORTXC7MiGefNM3fa3q6pdR1IXCiGcB/syMP5VaKXTaldpoBSJG4JT0kWS5LoC9ycZ5Ccr+XFZ+vpwq8re0JHjXaFoAMx0/V3OUYCKUpU63Q4YIPuQis4+acrTrwArCK/Q930YRng3QsUZkZDQOBSJoyz1m1EukOiUWSdyMbzByWRTkVZb/NwHa0HX0toxDUP45RTrGWC3JBai11PyiLNZAOv0JPzlKAKOV5zjc6lgEYIfaIPKZZPOMDPxv3Ltwza55U2nSf6j5voh9Zy+UVOCHjzAvZCyKR09fQbTgUYYuTciIWOEH6qb31KX2lYQyV2c7grFl/X2qnvWyePBMfMRiXCgYLAIIkc4HPK+x2mZp4lJxJAGOB0a7Lgx4sac9vcQTal8lX1k+Q/eXGu4lbKDm0scaZutDqg1fY7PyyEZ5y0rzZ25H+Cgc1u3Fp3hcZ/90ki2djS4c++KQygVTpwQO8eBpHMQnhOlm1ehjk3GFgNRY+ZTZf/O+9mm0sLZtLDwjWnJHLLSobNxFQdwS78O5wcHbqKzR3QxM8juC++0ebp02Y+2PMXWGaqCAeX1LNYDd5qOiShkpvimZ1TeWOi4D5pNBuX6/IGc2YM0HpjEU5SjP7airHDhUN9CeghwIRjuruVQBKMGnQjG6oAQDaHbfG+YDyYJQ9cZOF6nzVe8SiO9/ipp3dgUTtJM9I3F7eULTnV0pe+KePEpkFr3E7sgcMwRIiWgyZ0zbwbRAu3iKekHZDml4QslaS6EHLLuMHzgpkuAGrpn+Vtmy3vg5ntqjZ3oCZMXxjnQEC+Oc0ZF55HJy2L5vYbUv0+G1/kYF9+xXaPBrgQKoWlCtw9JcSGMhJ3UrgbgZUD9VXN55Hp+CqYGw0lyatiTXHHwdMPKR1J1IOEtQGAlEuVS9wYMXyQYI6izq3M1GT0TnusYkJJqnmpr5UkssRRjk6DWd/QXB2O2cNHzeKZ5t8BWTTKQ8FDRV4o2iazoHNe0WIWF1hlsGwSg/GZEMPIVv7nb8y/u6VWMpXbOuQmKqPS9gVOwYKcBF+F9C0JMd8FOC+n2eri7fVEsOur6Y4fvOEZVF96igvaq3CXInitmtMbaB2ocN0biB61TKVOJsTkjMmSNXeafQ4P2bEVENw27TTBeA4pbOn2Phw/klGpdoykd9UYNTbAwVZ4YWlEGYsMn9uYJ2HtKP9zLTFM3tM/uO8dNZcBVEM0sS0AACQJxA6pQALyg8mKG+d4bUYd1tmaMh+TYER5ipyay6Nr558UhHMxuvB0JgfKhRN3nll/0f+7t0pd+5UPw5hLhUmOdsd4zlgFpm/ZBKy6Ywm9xeQxPTM4nhmz1a3ObVMhwW9JbmOhqq3uKUhDsxbhx1GxRKmH0cXYVRJBgz3HD+fBZenf9SCOiLxzp74jl7/mWbkAPrIHFpR1Pzdvtbah7T2HsHRkUReP1yLACzSnJ2P93Dd9nSe+ueAiVU0cRI50zSJvkVjc2svg9vDDnSN/iHghaoQ8zdwqCFOUfkuk0tuSppRBNCIswnGDwn7fJSuH3VZ2JGfdXgpmHaFCVYTH7ugtgIdhSmgXBsCC2xl9qY0l6DAdZ8w+tijqHSpSVaa91da3Kamy5cVZN59AYOHqK9KBau0JyGK7f/ndJeSGxu7AMrk1vWmXjNjnG/xrspFAUiMZ+y6yrPsj7IQEkjVe3NC3h1ix8AkCUEVwHbDRS2cazauAAaDxdo/fOB6KW6aNalm9PvniIOu72ZmOTpKxknybCGRtJ1lHK7bUAou0wP9cFx/GEQaxZTFKfEyYvsNPahQHo7Ea2nI6mFzrF/lWChUKE4EfFENkoIjld2F7Ui+1M0DPnT47AglziBtem8WYCkcXtEMLc3/JrkV8m7KU6pDgMJBZJdAV4Xmb4DcBLqBawCmF5HOtcOftgqhqWz8AshmSrKIezn9ORRgZ+xKDU7ZKmmbYJhP4CRiIGy5DPuVlADciG+O2RiBaEZwQ94b+4tdahkrL5IjXCrFJI/MvmfoE/lTqMgRqzo/CkdPX8Kz1iU4jngBm1qSgiJcrhtlNOkNQGa9E8ZlZt0xXlgMLa7tX5hJI7UX5mYYYxqPXqQrsa0zyeNNQ6AbiX5lNCHE2j3YAZVgPM1nqYi4lNWbeg6IT1syD+QtFH7+bcEh1slBTOdIy9ybFkllDCInZBpqcpnNL4T8RKBU34R1bm4dTF6g6we1fna71gr0JGYXH7cGcNmt0NWOlX4aQOtRqaXU8ans+ExOaJWub6h8MLwdrSP5qDRKsbdWCS+NSjBHaLgO45G/CKmSKAqR/+tTT/M6LRrcpUS6w4qF0oHxh82hNWrXH4z5lpTwCubqMb06bHeQph/uMJ4kpnB7PD8nViA+miftObRFhp9bE1eaSHZka8R6+XWNl8BijyIpUkFiyXXCGvTtYGfcOTJk5bmMft0LUsXlvVNYQiQSkZYp7CzUKNbzBCn39fHgYbtC+EbNp1bO97G+Q0mj7bS+y2kbLpLhto8Pa1zBFFhD9v0S9wrBq/gfjZjQpC0mA9Dq7YXKCRnlqHJwFIijihI5RecudfPMmZsGX9zURO30Hk2bzc+25gqWKSQ21UR84TcTb7TXbJd6x4MjYlHZjiaLUx+3UTo0lpAMZ5zJdRDWW9MVeJYSzGj28O+nSNWkZe01mJUqZc9EdTKPsj6jFXEy7zZCeiw1A4aP6ZzFe2Qq4joO7RpNN/MT1/pq2ukVsrUV+ZW4/C457Ifyfqq6h4o08u4KJ0k87tVHNdy/sIY/hWYNsdBXzHlTiMbn1+qz53/kV2ZGjtu3YTEbATYKtK/napTFrIIM/mEZex6+aTE+szqVospsV0UxrFlm6bScez6V2F8tGz3H4hN8Ok89Onj3EvUjtwwIyvYWzN8HBHXjo3eo43YfKL/3bBv5I3i1TKdCGJrd5MhNVG7bS5faV93Dfa+2ipm8/EEZ/Ef/7k0rRiRQyQm3a3I4cWkHzLKnzd5tGpT1dfv2+/rur10EcxEeM6Bi6421pySSTq8qNgPCfKFUFu7n4KQZFCWBrpKB/cHrxL20wwg4PBQ/RzBVS8UH2bXDR6DcUI/lsBijVZwyVUvESPIIQPcbMurx5EEJXbgInwqPm4Bq8D531FfQhf6Kw7jYzbElk7XPNORea1SEyg9U+1YKYDIx3OmKGXcF/WwRCu14iue8MH4F7rUFZiRl0ikfDBMRJCv4s/WK45JZ5I1tLQ7EfPpzNGBMvxQyssuzlMRAjKrcGqWY5bffPdJAnu1MWOik7g2Dp/bz9ALhUHQ2hDGEsrz2CM/ZkA1vM7e8/bzM630YixW9DIuWii6J2N2MDv/s2+0Ske+RXHXlc9Q56nEhURf6csRGFTZHlTjlNgADyR/RrUMCrk9S0NETfhlxIBbKMedgFCizZSoD8gNy19i6911Hjzdjh/ZRSZlsYceiOk6c04AuuRQhtmdV0OQ8kQtFPbPwqii3o9IQ11DDXt0C3y716o55NY8XKCJHonmsSAGtrWftsqAQDluS5qriooNksKinek5hkH2kLev5D0MkZ3d1fBbB/q0dQDvhz8b9UDwL2CDNSru7rW4p+XVa3Cj5n04IkAJ287Ry0FM2YL59iCoVCE9h/Sh3UQuW0Iphwu9p7y3Lb+mBkoH33yafm0OPYLmve0447UAHAwABB7BAdhRG93f9q1MuvbWvxQyluQaKerOCV9ePr2UwvejqBPfCzkdL8iE1xSei+8nc3LiXrwPHGh2mFTMrX5GwttEG/7K6VhyBgvIPGlW6hisP2gaXkqHBfEJHJzET5Jy2M4rYx514ujzUi4pblhLG46b4JHrejklz2yxmmLp2wpZKPB2ohp8arnmnar3RG8z8YoSAAAuOnrDLQZd1TE5G26gdR4Pi5mAeuPJYikVVS/MZI4oh8avij3wEtBMefbPiPJtwyowfaJgXUGnIA8jUXTsMwKM2GHLTUWQ4acldHOhLJ5CYFJTStUUCGIGg3lvBzzXrTJ6Cwu4/fi1v5DzRF03BsoBGj18s+CuEaX0KAWKTtbhkodoN37VmBq2AGEoZdyb2WTOnpd/w3TFLFsHpbqo6leDMl7vvRxdzodx2KUyNk29LORb2h72unp6bO1afkBcECJv3LSJ8ZgQvnCwLnT6ffqrMJN7e15Rll7wISo3CgPd88Q1CeRzatXC4oEaLWxwEaB3BLENJh+q3Os+nCcmOVHe/j988Zh4FzmCR+T1TA7rulAfG5YMAHg4IVwyzOxuPhFCbGNJK6s3JWW6vfRX75P4XDrfEgT1Ygj3DmW/3Ei8iZhKo04B6AvOrAOBhfbROcNKd+9H2Z73wkbkh9+8oi56QVvPURnq4vva5JfEjwy9X3oYxPwDCDrzLBMHnUBdZsO4xl2IdhFZQjp7WhukNvu70Z4SzXzfLtLQ+GXInIIPq5t0O7LkTLEhhkPYZCD2+xSS0F+EtqZ/jT0UglWqSTPwawH68q9yhngaPyOg/4X0a0LLko3s/ePUqfbl4PVAnIL88rOj86mxc4uIVyvZapR57liSnlkf0iIx5Nj/hRgh3XqckyrYZpLxOqUeeojylTIA0fGpZyZE1V9mnW8RyeiB16WB7TxaocO6XBEqoXd2YMbyrSKHHxHt1fx0VqIweNaq6Nvmh6LcrghDB278k5eSvM55cLDtq51Fl75M7LxbQx65UlYH4gAQC/Paa+EdANLbBdWFPAcrA6aH/MZBo+JVqmck9h9uZ2ycMkB0p+kv0/9boM2Ppy6xRzjxgaZfALklyCCm0oQ3ehg08sb5NBDFhwcIGcmLXM2pFTjbWNQ5UoNhcV88vtLwVRQh3zf1P7AhJQ49t6Yw3hqvns1Q6kX3ienFBjEr6Riq7wGC3llVwNzelpNmD+hai/QrK2h+lSvuquHyyZMDrb2srGwfHkgchBhPxPKcDoiQrZqjHuDroAUZUK+DFnhMxjU7wmdQJN8lLkM3d0Hktd7wikq/LQi/UScZ78r7W1W69c1Cdk5rV71R+cKERcvJa75+0WCyKEV1dNuFJLKgEFBWbBB+eJ6AwiFPun3Ch7/t/pA35SG9oUJIl/aWNhjXRMhAxGXyyIM+LvSpU8dXRVqlCtPUNDXNzRM17WTpzNgRbnX16lrMOYpImA/T2tca1p4742W82QSeY6w4hyltzhfHhuPCr5ZWmz2Dnho0qoACIIHG4Ty789iFtS65kSt/x4IhzoLFW3Px/ao3mgmrrFk77MLk+FIw+NHq1IvdI/UBn+vsAS4+aBDXf9sdaWLT0MzeMyyjJUMj/cVlxwJ6PVqFGQ0Pp0TWlujeiLwSW9GZs4QBO3pFPL5XH+UVpc+b/IF88I/nq7+Jj5MXWL2qb4MGD+ksfqbTkPZU78pruyEa3nfmwyZg/8IahWt6hhDFQz5RBJ9/UuESXfnxfir+VmwsJkQ/k2ZH+3144cb4PXXZKEb0yWXBXkCXZLk4NEJSXSDGanhfGIzRMYenF5NjSCV1mC0651R9kCZc7SHZYMkw97TlmiGLjUXHNqDOyc5DIidHg/WI0OAQZFb1aTI6rfFb57VpBn3J2d4fbWFna0kQq0+p2B+Lc23sb9+S9vmJDNO4ql7hiwPzEyR9OKRU7JNNfykwpM9DOTU3UeMp8Nl1TWhkjfqkDKtB3ZcSVbVeIiQqLy00yYVKsA61B72jieEGNVugZ1X7o9E1pSt0do+rpn0+6lrZRNW2tyU0hrHdlwqm+a2fP0OT68T/XY6Pto2+79fXO5u3SZxI58AKYeyeVcu77uE8ZJxlXKJxeWnuxMdz7Ne/IBI8PpMATCmLd3dpD91/Y5W3yy0l9qk63KB3cdemUS738Qd+hgeCPbw8B1Bf+UoKlGkMTBpM7jf9+13a6C3RrATFrxkeoJ7GMTOHg18RYnPHaG9IOoqCRh1tvep9TXvD5ndbTz8kBrydYrndVbUpi/1k+B8xva15SXMZRGZZq+5iAxu838oa7506kZlCBj9GijzfjmTqy8qJ4l49xVd+DxCFTb64W+SduGLRol6L2CJ9cL4olyCua1zhVJKG/NNdEdMarAgy0d/YaNwb+ujy17I/TUokZMUMZzLzRPti2z4B1hTlUETKEUIeNosBSKt0KjKxKPIa4LzUkyPwoQe7TD2pGUr9HuBOXD50+yt6OgAm2u5rKk/dbHM1+SaeNguGpSfwROrDHKdlgdefVe1GPB9ux+oHH5oJivSRL9dM2uj224WbpDts6hvX1FHcPf4m8c30Zec54UynZr4SWmkT/opaI4Tcb1qCsVfY2Gzg8sljfIbJBBNeR29uUzkR4ChQ8arHXQKUw2IKNVemXBs+svi/kWoVjRToKNa1UTeepMU1IenME3gr66ChDfenZcFq+ZMP/S+coJyO4eUH/Q/wpmFNvoAbnhW2g9t3UkOhVKQIFbCgnbJ8x5QLdXI5Xyp+dwI42/TaKGwdTeUUZ9DmDh9EHA531siGSboqFR6aCMKohTfmBzgmwQDVv9yF462+5+GkCKzfgjhtdUrtFWae4THpQhIPb5nFj4stW1IWsRmPQfLg6ZZCwUBIO8OWhLLe6evvJdQxZeJEKXWnwxn/nBVtm4qO/JMjD3djDhzRWaz3iXgyXJ5+uACMsDO4q3w+xlhe1yfwOgbMN/pgtVabfw+8DVzooCVGnuCkK6t1dscn8XPH4mXJwaHN4cL9hb5WFh1bsiL1cBzLZmTO8oIlaVUFD7+UYqrnS8iW1Tt6kLcnairOKQ6I9z6mODf2d6m8qJdgQzq4dc8u5Tn8CpJDHKPhMd9KCN7itXkZEP641h3aUz7pJ/7YlJ1g8fBaEIWgrC2VMDx2EWDOtKsuOeenvZsTKAc5sJ7STXZf7oemAnx2Zag2LjgGb/rF3PkAJP9VwspxSFbvNlk5SzxvP9yfc3jH+xK7A0TSC6BEXDfxyljOhw7oCPu9ihGar5ezxPZtRfCjhlZVvwQIng5OfGt4GEgeiI5OMwYoB6c+/z52xu4P8oKDH7XyJ5O9/Y5tbNB8lCYWMFWtNARd5xQF+JGy+3hHAEmzs5tRX3TA15gMRmx1xZX9rP/pN250a1kW6xlKE/WKmg92bAkbejmVlwdp+FcMBDXRxkER+1xqkFVBMWt5LzTh/6OD/2aTnMwYTKgiXe0EzWp9cT3HmPhy4jxoDZYN7DuvYfhBG/Vhl11BAmI9Hrt9yS60hwhCDOhP2y3zNpvMTy8exSB33r8YnE5T3nQ0a1nvcYB8Ny59zXeVvv8ulP9j0NhS2OlYY/KUmlMgH2O9FTOB64d3IL0pZp2/rzeCF8Qb8fgV0Og5tskNHoP0TPWYt5pfg9mnAWeZ9WBa7ebweYvwOjYuZJGUQmz2ZeGv2hw+0ARqRENbjl8xQPu4mZmVJEFyRKWoLP8NU8wszZYClP1h8v36YyZUarxFy5S/sfQRQGCHKkoEupy8OD2b4bqN4TlIh1R6Xo9Gx9nkAgFMTLDobOXeMlOekKVpDaTdnwQ3oFLn9JwLYdlrAKbBphCMr5IDOcVphecnTmtmAEvryA85yYXkWs3g6/r7hcSnB9EOati40zVdccM6UVetD+iOfyisT6gAnTtLHwJi5xZA72MbVYfR1b5LVeLC2FMsqh7e1m7vlfY3w7OFZOaBIFgyIaOZrDIw4f68IL9nSGAxluyfEkjAymWWd1oetPAc+T4nZeAfQMJCpFIuH3JXuDwuazrR0goQ3VW9rcM/aIwPsp9l4ORAEnpICgR7eVQOS5RC/0WpP6+wexw9PfGKRzgQJ0nrl/kCR+8Y/7YzLoMO+0rPyWzK+boWYM9SpeSbP0ubZkOn7V60ZXjwMAz0R5TBhi4wriP0kdLfG/0zRTRAcsXSJ/McAnE89aCUlvxuNb64XSpbpGlLe1q1BXY3wFfGiq+h+r0+AgETF8ufDNpHE36EypHzBj/4ZSbtK5ZVEwlVHTU7Cs2X7wHblXyMNGHLnZCE+Q142184HElEEyxNSDFA12Xsv8fZBrxMk6jRG1EhUuYoIryJY6bCrjrFoYhsb9pJhY01oj97rKHO7DGy9akAiOjbM7uIbmF3VIltePUxIuRLNjxyPcy+VudsHt1gE+GlfYf7mUBromf7HgfbcOz5vltpMUfHZiATqPJ0i6rvayWZ5FnAoyLhJcW8FV1AbFb4KhD6YtTt8v2anMt2eDLlaRMMplHHbTDYXuK/4kb8uF7quyz3BvOUDfdapgJ1bOU+pn0+GZu70YXrnMLu7DbMUEUNR8C0dZSLFmnZ9wVyP5ci9aAaQEDIf6jPpKfcM+L0GskM5HKJ+nzk92JhBlfisb7NNB6hyG4e6MOIdx92H6DUCIlyfHTXQJ+clm+FU+0uB89b/C0SRmcDkgk5dBVfeqsP/xuKIC1EZeXIwx7xp/GUsuR0sOZZpJhubH9ECwYoGnE1cX3ppaAD2vEePPAk6Pjoa74xCMxeS/Bb08MPw2zihsoZQnXlhxFjIEZDCCMRRxom9/UZjuBPMpnEowOs37dEMR+qTZ23FaaR2gVeSJYo5mrrveHZvIUZaCtcDmmaAqt/8Xb0bpfhJFTuSxt0AjoZ0nax6vzbADhU8Zr9J/VPdn3vGh3vXDF19220QzuHb4Nnaed6kiwPny6xzfmZ0hxN6vd5GClrsDEXLWXMdG2+Gba1myhYXht0Xxz11QgnOlW152Sjx44AEBuhm8PWqN/kbG+toSTw/JDR+XrEF6AwShnal4PFSBFuHdDnZeG9qsXP54HAc6F5xCeUOEWolBIdZefvDvgamusXXCsYspbQ7lGa5rwuWE5P/hpSNNS1Z0yzOxQebM8pRRX7WXL4368LD2MhKfErVb9X+cM7ZFk+rA5FrANhAXZxCwgwkGMpR2hZXvqyYZPuOv2WvSxpYAoEFt5zgqWYSdfZttZlTJ3HHorMKWLeDmyewQLlyIfn6jPL3MwT5YFkLNXz1fzJcB/uoQ28014qilXwZoFyxy3zYDJFrMKy5awv2sO7+d6AHI1g35NnwRclorUt/+EzdtRWM44K+fuVlQyHLkEYy0wrJYeSn2UJVGh5599qpP1zQ5ta5hs7p4VQYaI4vzlXZ50goG4rPOyzYGRGZl3/4WnyLJ9yR54MDV6yFODQJCGNS1uwMB9w1rD4/VrFS9AAzGXUjwrM7l/+rz9Z657YRPZogON+Q3seelLm9mP0KQQD5H9d6MChCcfiLpuB+HQdUOOPeVShLerqwrmpNoMWoxNlhYY7KFUZvn+oPPTjsxMCQFFtTfyrYLB35NckxQmOVei2xNG/e80zvwUTJOTPsHe/qOReFWQXi57fzYDUGe/YEt9dJ7VUZwKuvyQxLuoTpRALzsTV52fDaHXMVykxFj9bAt2z0yvjmUXMvigePZZ5mr3HIHwy9wjTjVCfA9RWF+/AtU1Iicx6cefwSRs0F3mWjZP0jKFr9XKHNV7/+ZiVHsdtkjMlNJpDK54ByzX2ZLRwYX6M6KefqABfJ/Vs8zOAP+8jvP6z3cd8T6z7XNHYJpOagXSDApIXQq98SsFLKGqs3YobQz+zCHxzQfj8zsRkYSFY106JfuJz/2rdcTO6Sl5ZLmcSpafr/XBiwzal3PWiKG5phzXlMmlQUbiK6kZjXx684GNPAQ7v3lnFiyrCUxmBRZ8tllwzI4VobTvAVYWnJIEAk/wDPdyNlkbgFeuwfHSLwqgLdN+6217udJ+1r1ZQeSjCA9j+Cm3wlaYSM5NYr8wipw0opAgLZNCd7I/Qez+dDCLh7oNk8kJtI7JzoZN731eCB+h4ewp94ZHLfzfV6g0dGg9IZsCUi36rztMfswxaxshKJDUAnfKMk46O6vqIDGr+qCH4ybAxx+eGb7XR5HSBxyNbYh3v7m9T3VFXpjTQhnRA8xSLPFpvdHyu7YlK/+XX+M0R13UTUG6myi5TszSOm6plYntMIxcU2gjeZfS8JuovPDqCfldwTVXKaK1Xlx1NpS+c9ROTtqSYngP7wXvDCYh7/ZFM6h2uTNzdidCRDQTMGP+eaG4sTbvUrdYIKZlaVSRmAkonKYtaJvBSk0gfdsDR+8vCqcGwlyxPqFFG5ZWtI8Xh5MqVeagsa3mwRHAv2pWA7EhKoi5WBxwAj1ZS5qJAprzw0wDKqB4CT5bhvZc/x88+UZLRqSCt2vHGrK/53+xi7OhoNKtaqjopz62gdIYInkV/Nb3YVZK4TDLiYVUq20TifiSemQ0D4sk2braO4DLjCSkrd/VnJk9NszcWBlDLWT9toFcljmy31QlRhQao/gdnm/hNfx152kcSGAn/ABBCkArZNjxnjpvOKC8Tl/bfZs2Tur2Vu2GJwGyke+dL+ruSeGLuG17TX47qgGKKZQMTgzwRBhCCAaYkxTqrOhBTPipGQ2pPgNqttTcKWkcj6BNW0o5RUOkzcCjHHWZKyYVrwCRl0AnKcuQX/YeIk1aGAQXdyAKYy7ShRBIBdr7FYofFTKH93Qk14cMzAdC4T/CMufBbVVZFaP6bSOtQVvcNP3VBCC/ejVOrhRb8D8AMmv5rdCiRcf90M9pwlW/28aolPq8Xm1M71wUMMy0r3mAvbKEg3Gb2m40JY3br37XxW7+DI0mB7qdLBpSFfjZppyEYZW6sM3eip+T7cHo8jVxQkTDR3NBomXOOzroEYuAm0SvEu90xfvh8MlV7uUSUAzdMuoCg5XTwJ4ubY0X2u0OqG4r7wPVJ3CiwrxYYuIdWN2Y6CQzkpImqGYY/Rxi9phQj1y3NmdAUp/x3YuzN3pvtFO6j4tK9/FNlueTegl1ZZfBpSossg1e2X3nPJubG6e1kxnItKwqEtdDqLtFqnw++O9fwF73IAlt+rhlKsah4LuxvfcAF3gLHLG1pIt1/cYR5yrriM578LjkNL7vpwpTHJb7EGvePDqgEez/fgwhr3CF20kVgF3uiLpGqVn1hZOd/cb56GFEHUtA0ANQkfFsGrlZk2lUFYRnP3YAJCttHxolEHGH2NaJ33RKtBQh7BPSPenN80U1qkpJHvKQCsgiC8l1O3yvZILAvbwcoQyl6MMmQBRbY1ohlgW9Kf2oj8qQPo8Go1FA86fwFP+EjE/YM8A60L4yEEVxpC96R89W+pX3Vm1cVLwWc+B4gX7d/O4Nrog7E3w5ttzE2pIm9Z4i2S3ukjH0eFarHDMhsb95LnKL49NxQM0ZsMgvqKTkiwMwZuGu8WKz4qImdGh+vfu/VCsN1t6iTcd/b1Bi//caN1iOf8RU1sctArJZQSwJiOJhGOdS5Wsd3cE66MvddTuv2kV15/CR8kc2shVN8bLZ1P4cVq6owvJIsJYuJl2qTm9b1n/BdjO7UCXCJ8RbE7PF9d4beef+zZcSOOcF2XvjNyR0Gq3bkFbYqWo1PzRim5BrfFLFCKUyx06C9Jc34gfqtJGNUcBumPe5yR8Y1ccpsgZlA0V/ebX1erftPgvSiubRUuNBaNBJhmLxZibRpXawpfB5AnHceZuQNNL3OOP8SZvDL6QbD3Pdeh7jxtGM6HmVwP5j6XyKb1E+Gw7Me5HI9iWZvp8MoLJqchBjSZ2av/azSvKN7DPuU9lail3Yw/99A8ra5HVXKajmS0YynaAuV+xHObRshjl2Eg7+Jw7gV0qLJKDURza6TMjRZW4YpeRsKfMV+62ZasBnc75g/NBWpoKcw0Lg2F+R48RBn0iBwqIqDzzytb3XMfAsQGe6tbNEfiz8yU5yOuf+qNifbElSoIE4k0JK0j9LAmsyFmfTHJi4Fx5TIn1k39rIgEYCfrq0CTH2+KmhYxr8s8X0bcjmIEbs9gKvvICfu1TAC5Ge0iPfg+PF3wfRrXDjexVSJb1LJe3U9lXm75Y3Fhq0i834o5Yq7HLACEgkQAaoqMl+uO/08ZmCRiKbq1eQOC9ZhsHIKeDa37FJ3CXlbaPKUr/P2CCbK+tsEy4wTvayeGwPjSQriLyzh3xoKu8cl4EcAl7S7j0HjhJ7bVLPIU7yeo8o2LfWkHOYw+qata66ZpCKe9qQiJsZaKNRSWr0quSrUrBy4HK0651hlUcqo2BNF2bGZYME/emcT9/DXFoJm0GGawcxgnN1/RSPOvC23Taj1nyY1uGZVtSXjZ3nrhkT3btHdUyVQMeLHxxNwdz+iuftdR3v60CBwg/S3F4TUm5pkZVhCufrasawzAAuNnBXnljp8O7wZ6ca+IKlSDwoJVEYV20y7qUaJMdmwSpl+XWlHbxJbQTgSB2IhvBvpCzoFvmOSo/nVgt3nwISZ/Osj9GWcXLhwyABg6jS85D6zFaqTkqGVOLzWszO2q1ZBB9/O8wAMAqPk2czs4bwp7eQSBQGWqWJWndSQND5Y++4LP/dTnzyDjdrGZHTIkKkdhyWpviewQtfmk3v5koV4/aYONUXaIa8M/lbzENDu/ityGgrq5yEGfZeNgSGUdjXBUgeKjAvJIvj7Autl3jrOxcHZSqGJoL5TYif483VM9y4UbR1WNlYQz1niPM/N/KsxA8pxbSLRMD4JrPw+4ruCP+UL4BxzGcf12m+Qqdmf3Sx6oLZMRDPOMriluINjykwjh1UIkEDfXphKXxwophsiBf4wKELfX7493L5Imk7X/yOYQUqyvSRdoXQZeoLdLQeWnOPmTFThdzvvNuAnc+QA4rwfWoGHPQULAH/iatvixKGdd4Xsde3Ch1MWyJ1dUtcxOEO0dlQamTNNqgFv6pl5uJm9LvFiEhFjn0DUXPVn9lK3YejBY3HwRRhqy+o3fQGTNa0eQ0Dx9Bf492L2YyBjIuNfuIBUdo+BHLAI80yNMEG1gLXGfnxbZ6/7FAnKKXrUX54SW51rdZCXu7vXNRhqjrIzvlTgD4e6Dt9OVnMYP3E1XYk3/m6pwYo+NFESeRng6ktvEwew3bU+R+rH7wqFzytSUdEEtmD0f88KpxFSHBTKnPIb4vnt3y/c6hP3qDN3ZfqAQCKnbXZPbHnUGdYPgthkrSAz7kz5aWHvaRtRHbUcMk60wXhO+8cnJtz1+Lfd3/vVKGiZEtS3tIPe3sYlhW911+K1eZ0konfXRFQHkSh30KuLJzhCFOempB1nqwB9kWpYZ7xPBVr6vhJfBdc7Im6Rf3hLutaqnAwozDmEwpFuz0LzYTXSAQB8QBIDJikTWVlaUb2AB699yEjSllbCwMcn8vL328KU9OLeMpdNZ+GlxrhmsYMrOrT6sE7TNyEQjVc/H6F8FR23AAAAA=="></a><a href="https://pbs.twimg.com/media/FXJl8jAXEAcsknS.jpg"><img class="social-embed-media" alt="Extreme close up. The basic alphabet is just about readable." 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"></a></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/edent/status/1545409720747544578" aria-label="10 likes" class="social-embed-meta">❤️ 10</a><a href="https://twitter.com/edent/status/1545409720747544578" aria-label="3 replies" class="social-embed-meta">💬 3</a><a href="https://twitter.com/edent/status/1545409720747544578" aria-label="0 retweets" class="social-embed-meta">♻️ 0</a><a href="https://twitter.com/edent/status/1545409720747544578"><time datetime="2022-07-08T14:09:24.000Z">14:09 - Fri 08 July 2022</time></a></footer></blockquote>

<p>I also made it as a square spiral - which fits into a smaller space.</p>

<p><a href="https://gitlab.com/edent/unicode-space/-/raw/main/Square.png"><img src="https://gitlab.com/edent/unicode-space/-/raw/main/Square.png" alt="A giant square spiral." width="900" height="900" class="aligncenter size-full wp-image-43151"></a></p>

<p>Again, printed out at 600dpi it is readable. Just!</p>

<blockquote class="social-embed" id="social-embed-1544219151362826240" lang="en"><header class="social-embed-header"><a href="https://twitter.com/edent" class="social-embed-user"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt=""><div class="social-embed-user-names"><p class="social-embed-user-names-name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="" src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciCmFyaWEtbGFiZWw9IlR3aXR0ZXIiIHJvbGU9ImltZyIKdmlld0JveD0iMCAwIDUxMiA1MTIiPjxwYXRoCmQ9Im0wIDBINTEyVjUxMkgwIgpmaWxsPSIjZmZmIi8+PHBhdGggZmlsbD0iIzFkOWJmMCIgZD0ibTQ1OCAxNDBxLTIzIDEwLTQ1IDEyIDI1LTE1IDM0LTQzLTI0IDE0LTUwIDE5YTc5IDc5IDAgMDAtMTM1IDcycS0xMDEtNy0xNjMtODNhODAgODAgMCAwMDI0IDEwNnEtMTcgMC0zNi0xMHMtMyA2MiA2NCA3OXEtMTkgNS0zNiAxczE1IDUzIDc0IDU1cS01MCA0MC0xMTcgMzNhMjI0IDIyNCAwIDAwMzQ2LTIwMHEyMy0xNiA0MC00MSIvPjwvc3ZnPg=="></header><section class="social-embed-text"><small class="social-embed-reply"><a href="https://twitter.com/edent/status/1544076317108355073">Replying to @edent</a></small>Printed out on A4 @ 600dpi.<br>Amazingly, it is just about legible!<br>Still a bit more work to do, but quite pleased with the results so far. <a href="https://twitter.com/edent/status/1544219151362826240/photo/1">pic.x.com/d5kwfwhq27</a><a href="https://pbs.twimg.com/media/FW4rEO9WQAA3Zq0.jpg"><img class="social-embed-media" alt="A spiral of Unicode characters printed on white paper." 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"></a><a 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LZlCGNTL6XRB005E6ra1Mo2aKfM+Ii1S90lcTzsYv4NPCaW7Tyu/FmZcfnKpzvgJKJPmqc2eaTviRsiecexn3kxT2hnmV1d+yUQx15Q9I24cfkLzz0Z7jf5Ne+lHTlWxo47qvC+x9ZivTba74kZG6HENuiOZ619sK8qbUSaGb3+pEU33O+c+ACRm+LaI2MhSXngiKWCAI5M9vhge4hRiRXpkW6RzPQyk9Mal/WHgZ7PD8US87PqOmnqv95JoL4ne9MQsltmNKmU0E4WkWsMjTJFLolVxuop7xUvd8YV6y0mHr+FOSlzNU+PvTpcwJ5lnVA2TUKxYirdVdwJN+fNSOql2z9DuixeE5vnXvepYSXNaR850UnuY2HcrX6yzNVlFjmUfRI70cUPQSxht4Cl0/WIZq3KK40GZDq/3liYdDrffhBB1TPiI+2YIAGsLtjxKYa554BJ04AzAb8ryxTZPeEQkR52IjRxxvd2foTirBuuRUjUp+xuz1U+BH5yO6vv0c9t/ZTe8g7ithqYOA0z5ZoCPaP2nntuS0/+eNFXuwy3slHgg8sU67wF0DNtN0IdIiN6rHCZLEEs8ILqsvCC1B0Ma60AWHzbd7EI5bejklKoas0Z1ZRBjZduXAXG3AWjOK5Y764Jvp5jV5t9sEUz3pyTm0qSWmXA/m6hgL+Tq+cVpnLaolquPkWqWH7tkFcx/Tpa30dcCBLK7D/h5hMHpoIiWXHSFoKRROLN5fvQeNGDHXM8mkvvj6TWZ6gF2c7ZzrI/OLtHjPvNZytXMHS7eYq717Ax6don9M9t1oCGsF3rKjRW0ItX7V2Glo04139HwWgXoaTMKK0SyP0z3GISnx0Pp88/ZEAVs9jR3rizZ/edbJCU2gO251TiBS4067ntokpYFBLnlnol4TmaG8XFfW1rME+y/Yp6WSGKJ2D2eTohDNIxg6zW1WJyASPce4nxh3i7worc2I19nKZVL5T7lSAT5FNNNAM6bHBIuQgXZctS1l+lxwI4o1tTKr4q8eKu/4p8P+sn+e+fCQygEzAjTOykgpphbomOQ6VH4j547kicBPdNzM8C3BU/X88PQm80uwPUKY7kTaVKuDxnyKTymuhl38UNjfcNRYmBsfmvYEASNmjq5t4Q6F4akVztgXId/Mw84cQzvwo21E4PKDkmbrMNRQN9Yw5l/b7DxVTKSHALVEKXmjdvlHifsw+bx0M3h/14JOjpi5qz2Na0oIVMUHbh4UXdjnSU/twCWKfU/41nMXd3je9w/qTdwpjV5cJsJ0yYo3ymNMcqPsz3lJxJt6TekyI8xstBASmVqqll7o7UCVkA1GPlp3Sh1mmk7/0HLvj5Xi+Yqa0OW4S9zVpsN5Va+Px05R9bs3Yv8gwGG8Xej+Zu7BIjQKDKp4UgIxs+Y+ND8N9y8OKZKo3ieEgfmzqHfTcShAjwj52AlvVSldYmtgDPBQDXAg/FKX2mm0hSp0I0lIEzzS7AvSgGOsqm55KZLzutbE0EAh4EkgviDbKvN4nVtAad18lJ6xKs7J81s2Yjjlo/8xa7KQ8C35BDgi63ozhH7eaOcl6WD/zroMn6eQqx8I1gSBnzC3NpW2zTtaMwPzbhsj38T+mi15hRfFC2UedDLa2oMveclJuEdcw6CvoMwHb8YWQu5O41LobLGrt89yyEFLz5J200UqEGL1+YybbtF9YJXmlAan1Ff7TmygMJi3KgGEfTmlNItR79mW9e3qiPoXAlrzLmaXDIxjQJLEK/3pjeffrGbgSw5lm2LXC0BHuiamoPsL1aQq+KtJXbkO0ewYtfusigMhkB51Tn3QCmZ0wFZC4GhNtjmCznLVqcdHjhvHafcjDysVreJqrFPlGHsICHiVyVr2klrPnt7VIwEOevSZtrS60UMmFaKCaV0g1IT3HhyaMqR2kfOnlS3yDSpb8uSMyvPXEvKb2879Qj4TvAFE3BMH2pVY+knt4SQu1h+qd5uJHK+ZqCnDfygxBkHJh98Bzi4X/Lp+wGYAQXukIKiikHeuR55Ch6wPU4d06aakrYRaYY/1B+c8IhFOnXIzebr5QNcil1ZC+3WonnteE2R321C7kxPCZWczUdwy2/a4fW2xz1a0P+sAfMMLLH0q2MsyHokTtQJNsPouvDYjqVAnfnV+qbJFRQ1GAT4EKAAAP7tCzlbENtfkupZw+8Gz4JxofgT7RmzNEJxJ5O2/4E4+M0IE4JZhOrb3EYusVqqLtIrNZo0RKuPxIRbqD/hXe8cC0AzxCKp6gCv04wybHCyHjTx/+W0Fjudco9/Da/fu1l7YCNsL44neM+mKryT4BxAriHkF6HqROJHBPCbiwZxu8JbsVORNfOSpbMy14pHJWPASutnIu1PNhUvwN56P9dchMUsflvKMUxmUgj+LhZZGsN88ZMiWD7+zHQgZCxKNDnVXZafkHiIw9aMIQxHFFE7jmG0TrmhbjuMCcu8OK2U+E2FHaAUOL8twmX2KtNUlfFroIfMmh6NN2m9vNoa4MEklBRDc4Q9PQKFthjfa9ddxsKUr6HZTCTNPQRq7EtOmafTluJSP9ec2F+s5GzLMlI1qTNH3n543HUi559LhjxBsgSIOuyHazwgpffXDYQ5hnyZhSkKZyGD4SsW1nCO6lLI9sMyfCwuIxBk+YrjNDy4vwJfCkR1gKtHHCIm3K7SnUoMGK95fm+hBe4DqiZju1EpcCxkutKXDR0rV2fiBKDum4YUlLz9pxWSsbFsHXvk5I1ysi9z09+u5382l7mmmKVQ/OJfH3KOilTBAIdvVL2V/8aziM9WQaRw5q5xYRMurNG2fO+FArqGnmYqDg3TQ3WGYrSaA7DsFrROvi0VTM0Zla9ODRUCarOUZ67enYea8psVHRU8M4P8qwEzV2XkJkoUPIWdzj+3JU3s04mVABTc4+MVpcgTXyrcVqqjBAWC1BYd1rBfhWX9lkLVkt7FHrXOda8wk99l6NV/g/0F7WW9yKoYq2jyN+82NHbr8vcp1HTFGx833fc9H8kPtTnroR8ah/qZjgyX4R5uSmbpdSP+++M+p1AhxKxrIMojT5lwEhGqAa5c9NuUs3kx/b1i0KChzWUCCcE+5ceFNWeFDXPLHNeIqH2QcVQE3cCIZl9nWbrhWliam7LgkYXf5VcwA3mSrjMaSZB/6Go/HngonJ+kpKFkrqK7xSTlxG3FBttqlk9/CJUv3oC/PyXRgwjVkBaWpAL3smbxngmfHFusZ0CJcct77YY3atUgj52sePxpB7NPdaX1BygrUeYhWsyskIjoqd9ac/nF6U89TIDD3TClOakFpEL9uv2nNE9MtDqgCzHo8ioL5LC0hGE5+XiTRmlwOchsf34xjf4Mzj/wd4B8atyFIFQtwKpvAKXFN+y0CD7ypRcRGZKItdlJWo+99mD9QbGOUS0m1SEvqSxSg3n2K6EahwWhc8Dn650RwwLgC6PhSZ1G05H1WzqgbcsfFzm7qsT2P3t92FcClbGZPL768nXlMX7i4HLESnJZWFso2m9FlszH8E5dPXM5oyb2opO0KIi2ZP8Xlva0nevVzSXdzwTqvyfaRcnpz37IBceVp7RFgjnU/gMY5ter/6adUBSpg8VFqbKPGE6ud+4hdWqwf0nJQCoiXteMa1xiIC3U9kztb58bfcDA0xxxsrIH789ezNRdupsPD/1C3r04ssFVprM2CDPMOE5Pp0aCbZquh4uS2TrREI337zPEkZpTE3rnkB0j8ovQMOyQaZDf/vz3PX+zqd8zkUEuGvNJKvJeL3gx0NNh+dYGwxdfTmiXS+h93FHjiPn0mjT4pNd1NGVBWCLHnAVXpm0m3kolcRjoDP9k+6WXh6f3Krfracb4ZH5UHjW6PK4JoVxAimSpcBgz7MDPqlIfDALm+b/oO79Krj+JSEAIvVDhABq91q8YFS3pAmnROvNQOJc4zcd/9GRlTuf88z1jYabrfAHYvV551cIuwGIeIojA3sHFGDrk3GEfoUpmdv1oi8sN2r3scDuWR6+b0XEvkoxzSeYYdoHEBcTUH07uNwtC5GRlbcvhS2aki8D6XrIOuqkoOZowOQjFiZIxxIh9n8hz+asrmCAVBqbfRlVvpO/ivIIjHio3xpIFJfIOeImFlO1MyHEmMvc5CLf0jwWHHznIa6BYzzvyQJIajdbjcimjlcyK9BQ3aa8lrAuPom3J74Ms0ucmEnoC+wJqa4C1OHYMjfVfh85kxEsM6NcO/hMCKQl1GcHdlu4LowGRbfk/QpcI3AHXmi9WmfVWM2rFEFcslafvRnWyfz9Luda0TiYzcuS6b5ZybVaVLPJFCMJ/91FAD2O013sL1Ro5/AYSQWtD9Qmeqka3cqGXuldhKpOWodwJ7WSn/U4S7kMrpF7aX0irb8qIfo1g1joA8UwZ625fYAaDzHpqV0B1VEfBMsQDNcjbBwhGoTrlGhn/n0FxhAASRiASWooyqba3KUlmSHnLwCt9y1g35LGejlVt+SJlW4Je6ySBhaFMT4thze5aCssM7DSE+9ZdKW64Xn1A+Zp6AUhhcxRPL6oJj02HqU3GDVxgXtv+NRqN4z3qaSO+t37oqHdwqVWzN2NjGb5aMUWDkepM7uGmcbLJEHQAXu02ebGWTluJebrSgHIWiiTRNJjaAO6rdvmJW/aJaLR7BPWP2YpiriaGr1BkPighArMCYz3uIPCoARWGh+28LETJJudzOE/GU5Vv2nh1ppsQguzU+Riqsh54vWEh0LiOwhIqcClubxwt1EZg2cVNe+RuhojYJQ38C3+MoePFwhhqi0unRr6yH582RweDVyJ5uFwPk/S7c11YwNxHvkTuj197cWa7Sg5l2C/B7uS2/lmADLGxSZI+lRnMmt4cyfAffc599svUoAqo58NnvqjejLIHBUpwVI0nUlMjv8j5r/mbs6mCOZmurbuyzMfRgg/5PWjyLAa12nt5AuwtSZ3mkBnS6olqF4VMuthjBbfthspURPURSv009xcFEQC6SilxAzrj579+eTqKVHH7u4HELnqIhlO9v1V8tA9/7duyccZY9YC1PJc+l9enoACnKoqFB/WDgKykrZYOWMstckkTCUGosaAxZ3Z+R+pvfTkQgTacb+dJgashFp94ruOOWsOdbBvBj3A2HcscRENtwL42Xs/bHi2zV76POceG7DTTMIYQW5QxQNz7O62/JiMo7cwpLA3xMDrUs4oxxoTlEU6TuwqU6ViVDo8mxOOmajyF19ku6ek+2uOPCRVpWxsqxyK1BEsC6J8BN6OhmjWrsi3xq2adS/MCSEgX7LjTkNMure4jkASrdLDeT2brO6yrhWdRmncyQMLmBQfyqfw8GKNoDr736/5oWYPpvKu/hMhqsg9gb8DiujAwLKt3yYxyMJiLK03lbfriCgfiicqqyDbJvUoQCUxBm3YClmcUxnXcUE4VYhkjWeRI/Id7qxN+Ta1q8oPJHp+RnLLfs8m/FUtT9kdZqhUN+f8/HVQVuQcgwKSJ3eNSPhYXn+B9v22zviM3Vw1fgvCwubIpp/tlm9GxkWtIN0bybVwSn4//s0hkS/vSz5Sv2OcbpeumySfo4xer0cvYnLNVonOs00r2CvNNmZM4CjgoeSaSwdoZrWPlMsLK3odXae9sC0loNLTGfvDLYdy4INwad8I0Hru0eI/icFPYUvTZMnzHts1G0SoBI/tD9K1YwdUuSG+TFaP3Nu3kiEZmiWuZbpnDOv0ig8UQsJnYNyQDCqv2rCKpC+D0BZ0dtxa5WaSJHjcJyfuJh59KKQoG7MUBOScSKKHit7B0n9y5rsTYnCPpB2wc+5OwAsHVyd1YiX2zGyNZbnh19esukf7CZOW82KtP6r8lXybZ6JmZ+F7MOBeZn0i6G8sbA0mWtmJWeOQ9nL0OKye1g5fZAw7aJPONW00RavK3hsiRbi8rMatiFGV5C5Wpa/HY2zVE/Fwpo218t1lPnuqXqy7yxjbH5rCbL68svHPJZdMwPGSwWvTVIkuszAXBJZAvVNOJi3CFOmZETWd6qSG38yd6zofFMLAa7BMThcswzH6Cg0h4tN+TZS7AH50IewgciuOi+pjcB/CExY4ZgTfzL1JkhYlPAQBlDECxI8XzAbk+S83LsBHy0NQyqlsMwY4wAeewNo/nK1cvy0vTiiq/COZMBL4AK3RQ71mraRvgTTy+hbOlXBcTgY4lB9cLwLH4Tm+Tq6aBqAskJCQhRBLUk2P32+9/YhB3iHMCsEdA4Ul7Fx2OecPUYFHo2isQrQioXdN4PuFyEWzERLzc+SzWYLWLPPJnTfSk/1KJcamP1nU4bmXtAnN9oWJUqPJzJJWldqA339h6beprPhlrkEbRoxoSmRnpb+qfJFyr1Kg0uCVLwMa2VbA37748c9kZZX6n8e0jG/ynID9c3M+FNXbyY0I9MjJ9ttdBeyNajn7NId4bLn+LqO2Ryq/zB620yCr1RFyYSJ1brQ1R+XrNHwfsllvoEzwbIwfhMcAMgWIqMLsG4NyhhO+kOPRK/PNLaQLcyuChW14QnikZTJog7DkiwdubuHA8fIkzjpWCkgR33acShHkQfFWeRc+iTyTYFE9M1nrVZFB5LVI53sR4eEWqYJ8pLbdf+EzDGKj+GM6pUKQkNcJnVgRw7GXF1nyDSdRSFq4ejvAucHOe+LqCksna/fzuDaTyAwoLg4xfMDW/6kn3RTWV/ydJJyKHgoefnWKwRmPtkOBwSzh86D87FVmHSbhvganQ4wXb0GdmyiM0fwDGean4cQGzNcTvK8NDpNZc/51E5qoyOGaHxVVNi9QSpUOYdLudGBCY978mM9t6YkXHYdnuJ1sp+O+Rh+Nr7Zt/mwo1uRv04gzPfPPZlnQD6nkSCGOuZ1tNb81Zx6N99ocC6vKD3kStRW77CthyNXUqdQeXxC+Cb19aLAz2fNzaj+G5VkPJ5/q8XIN3KKVdBiRKWyoVOFIG7l6Cv6Ky9H8D2/rUjva3LUMM9u+WtPyGeT/NWqjsaFn0QvAL6ujtuCyk5/n9UrWdGAAQSuWJMaZcm4suN9l6DpTMdhpHHQ/CfMRsGmIrkElNCSb8CJOZleF0uCaQ+3eUDLjFtUJSFBgnuMsC60eIOItJuWqPOaVvAE5OYZeU2vlBFcI4ENQ8+OFnPr2NPWFDfwU9za0DCfIHaqfE2juMDGEbjL3BXri+FlIJw+0FV+laXoimj07hy5yS5co1lvK1/QyaYhlJ9+WaA1MKSqZvyq9m9/ORIirbkybHiFISELVBPHgp/U4LGmU7OwrbXvfvcW4OOpHGc+vcwl+Hbbppps4mSmC8/iXky5a6cTrOwPeCMmTxT76NcpN2qhx+Pqka0BfpLUXg4TVEtqZ2/BMJIGUMX80/9/xVP+erd7trf/8np4OmfPWfSMh6zI1efUmy+xBHDU9xXMB9kGDr73NMhNvsNFwRHB1BvXZHg2ZclCTGQhaJ06ct9DF3xQeZlpF6/70QarTnGQBq+i4roIA6+C/yFcfFsVjyzSBq/iisD2PSuc+zmvR3eEYVnnPXWQZjFysiKvC/wLpml5d8j4eFmJ+0GCtRO74SwL0Zv94wmz8zR3AEVZnhCCOhcicDWhCjdlAEoE6KZqLQAQKbOZHCrdHA5YoEdVuqiGfzMHMwXIwlCWfR0uTOO6hEZt3oMl9lMDJZ3SOjLb61U9kDd4aWPTRSL2XFSuQNNjXEr5l+tUJs4pTmJZY7bnV04HyhCchtcY0J9FY/aSk32VpLAQsuVW7FbOa0mhwfrW0M+0ch2bE0Pu0UtFTyYMYI9kB0fSsSHiZteXlFX7lnUgLUGsS8LWd5T2FUSeuzRInUwzAU21z8rYGyRiVzYLLezW+A0d9AxgjucgUtM8IOO8iMhoETGntYgqHp5vjfRv4IFmT97N6YqEiUfA2IfqbjlMg9uGtqZKVPKZeW8lA5g5VzaDIgOK9QBEQBU8ZOdG1W9/Fjtc8oI0BpvvxE+dl+/OS1SaoZYTEkGDv1I2m+P15cPopBuPcjWj4MaGZpjPnObW7f31guCV1r6pjKKTbBcKzSdju6ITb4mWzD9vLvc0Zg0iKLuq9K8n8+vJIYEBHw38pHfO6h6tVCNWZxPGJB/1tJ908AIP0X2JqikQCsSpl4i7V34EAqbcW9B2OsYsQajt/cmBCb6Y6Lw0WMEN45xPvOuzf6OTZnEaZvOjlzVoYqYBnPXUE83Z9oPN/GedeLG1+gZrtYmZAKyJ6ZXloH8O4g+0RquEmLRj3s2X4Ps64z1rUhJTu0yGUXljwolKrWjBw2CbLYfJzzPfWfG4feWsbr2RpPKK4trWUwYmzkVtbT6xLvZApgKoahghxwWsuUpFswie7QYWtr0zY53Lh/LY7hpPKVBt6Oqv8JPWRisN0vNEHOFNqTwYatRMZZn6l0Qqy12/seS9H90REAiDn6bt3ErnO3NxclQ/F1CHZCu9tXv4F40taHvRD8191lEMg8ySg4z2MLfW7rNVPx+Ot5cl9yQ8BUg1IoYETiF8Dv8YpsxyRKIWewwZ/RDKNMl3NHLfipmhxrIqSQW11vqC8TL4mXRgtfhPiRK3dJwBwFXXf3mXGUGaCoaIhgD2RUHF6J22TAVAfSF0jnL8QIQAdZVjTkYLCvBG+VYkgNyoBevO3EXomiQhPDcC78V4yWvYp8oa9lhYcNvxKwyDqJgPnhZO1m9Icb1N9JOwylyG2qALrEYcMU/Jz6ewPyoSQWLofQKERj9D9/ykhgcGh/xtGYr7n3C0uISeaMmy1dBp2x0tkVNJK8AJKxiSDFTdnPP6Zvz/CSJQ+JWOYTRZbf9mKg68BYqjWbYiJ/JQLHTACuABi7SVOj/IkXHvP6PnhfuskMNeCyu3vILQ819OLY/48Q0T2qmShv14qksGTWUS5ZZG6mzgQFVxGq1umujc8Xiw0nyxeFCjWSa5NsYEsNXnGo7UQcmgAUP9UxyxNzJvj6dZc5BKvKuufM5zKToGSEze80rdlNLlv54JcZI+3CcuWDLZRlP5tCTNzcL7M/DiUnIhYT5PKQwZe8QB1N1Npd7Ie4t1cC6UTg9i2THracmRMjmPIi1niADwp5DejZFAsz2g4pbOWsWdp0LPMjdxEA8uEJ06tLZ2mglDlYUJ31gfj8fEJOoakq4wjMD+rhfhth0o/b+HNqAEmE5/E14j9U8Hr+rsaeDFcqgRCplaEPPjZ5SaqPDxaJg6SExUS/iUP/otsqbEIlphDrhp69Mqu3fkOlGSVkNxcAssWjyqyYY37Z2eePIJKvsK8THZ9XZmNOXfvD4s7baxE3P+QgOmEXqqKnEGKjg+2TwpmQEJimiYSW+PSHkjsHuIbp+vPrFBGH29nMFb7kb8kWB9U6/JuZIYVjcKNaEZksrUWOSm40/Vj7vlBTNjD24G6B01t7zPN6FNog3b+fuMzGWmT8sEQOWTtpfUakfy/NFfCXlbDfnY3Z/ynfTSkrv0We5bnfZj9euTEFWmU1biGdU1FVpoAPf5NmejCzam0E+U3SbsreG6OIySmmu3HnIBEODllTRbN6Or6SvBr59P1RF6J7e27azUtqBmSLUao996AJ/1e+mB25bNO/rCGvysV1roHpDz9EJYDBx2oAmb5YCIhwwKD1YZOKJsV2c5oi+Gj35D6aovAh2T3a5KxFt2aENkGEhcHC7unC5owilFFkUVu9JwGbg9j8/gEbc0g4Sfomr1qorYEFBfBjywG9NeLlT7cO+D1qBc3ViQHIwbY2cqrVonXTeEz9lcFs7PoV4abuVyjSk5LTX+eAj2gTpz+8y4KVqjXPIBswhTnWKzjjVf33rmuUP00qTd2yGydDAq7C/rbdy/o1SiNsnNxgPu5p1mFmWp4fqgZBddSr8XlnY5gGYLPnpmgpVXud7vOmzpzDM041TRRd+swKKoxYNgXy4dG7YMZjeYkOC9ggvxd6t2k6Mi8ohkHKw+CxsbtvjBSj3OVSpgY/tVcBCGHcdp+Z2gN6PfUqOnebgYwzzauvWxYxnwe5/XL8NXte+dS6FUeIu/e1QmkO4ywOiytW2gTLSsqEduddbZlFjAAvOdFOY/AfoTs4xwdZQtpzJKiwpisug8CrwX6JmCJXWjj9gfpRQONYnbwVyfRJU7eEF04lEqjpEeZXS0UWaflGZcwCZJKEN1j/A+HCmdfxfK9meo6gVTL4HdOOxYH1VJd593bEdn1rXuc14nX6h2b40Uf9OAIQaimNks+QfAuV11xW4aKxhIDNRQo2gFuMjEnyDQW6qVUUYGv5g93n+Paxa0UZVvFDqYm8oqYYjg2Qb8/nT7iw4927ADTlvXqMMn7zytZcnWpMErs9Tyv/+fKZY5cryeL9aGWA8e7CwyJOT8MsbbDAjcJuX0tbzDKq5ziOoG17KKEsYQ1s90cJToY3mddq8K3/LCux5vflq/6elAU2/K6Wbcm2X/gp9mhaKZ/rxc/nHF1IKCtaX8t33B2+dbIZbLWD3+kjeeCB1/7MKclhoHzwjMAhew6FONwUKc2cAC30yC21YLBEIGXrPHDwRJWz/SkGzWUnpIkWwA/UMbgl42S2snzpjsakbtHGv+q7D1UbH1c8LmjfzqBxd9QQ3+c3CDYgWMXjkHKaGIotQOHRJ6fN8x6EMbBv+bgJQ8lRK+Zm+cA1bjgD8Wj0FQOtIAabxMTVYZS2GOPQ89MIoLW6mJ4em7AOePp0SjwB5lp+MxoHM6+drzEtXzvSsAGWQiqntUVpWsU38KVGwSuRoG1yhgbJ/9hCjr9gE9NGIKx7a5Bv+M2wYVj718diyCTkS2kiZ5dU/tExaxRO+N4bVvQHG7E2vnW932reSK6kyl5mXex4Gb/sJi6HwF9ozWCRqeKIHs4f/qK/9LLRDIWfMMZh5zJjMzElbmJjQHFspbaBrYmbTgNbCF2T2kgBiOTfLjJM58SQQHAPpW3QVdSppjLZrIBpB824+2qNpf4RhiLH4m746js5cIxMHYDPpT2EmZ5rMAnS13x1MEy6dru/GvBXuKrIuk9g+lG3TigdMQfFtxyxhEF41tauza3he6C32shNjaNPRBbgtx3MK9JSUVSW2HaDcnXHGMvNjHvwgDDQs9bwF0GVr/ZuRDT7doFMmnIUu607PNZu/aOZTiQpGEHP1wHtNvG9cdPbhMsyLwmB9Ito08N8d0OZyxYbl7/q8wzJNGUjT3+vYKPY+Kj8hD2TMaJ8/OWh47GwWY1tK6F4mE3EnMc0C5q/HdmqnSUqV30zeRWbd6Tlnoy8oXFXubVsOrzmMRK0tE/jl74T+45amgSuo7YUu9Ejga4a+UaJ9rlUz3yCuej0kJzHlS2hVB+qW6LWhW989ugg8JNGWETZEO4LrkgT4U9v2NBJcuRrKMcqq0rI6n4zq8s8PO8r64CKdJ4vVMI++1y558ckLeS41OuNGWfqYb/zq075hE/Vibp7sVR91/DqZvrs6pQyNtBg2h+9LbiSCPDn5XxMbsNz6E/zijrENwgSC4K3j8wOVH2bZ7EpqnXR0qJx3kJzU8sIf7yx3M0vBoKf3RkTkpI56sXznY9l8iG0dko91ByFXTH1gYviilUNcy13rxvpTQbgNUgpHK374ttTyTqb8xTBqqIIMg2JaDPb/qtKrX0VIvwIa3tsIxVxihKtRTdWJSyWC2lYk9bywELu0qI2TkVrh+4/HT3HhWZlNlJJpsP0HwOn4IFGRjbxApBA4kda8AOUSaTzcayikwqf82itIA8rtVDrlFNIhq8MuKd8qv349iGtW2HjNBiQ+y3PNwMJLA53sak2YVDk/tY0OO/cvFqXHUd9pwgit7HoDy2MxBwhBOxFxdYDZBOPD5cqhiD3t95tsvsCnxjdkYUKRgUGuDBcMHs2SAapNLohvLlvwlmDBKwyxPPqwygxl6dr+kC1xdUq2lz8h2Fw1nJ+3bEood2J+EDso0tFYldpsd/qWogRIantnh0SXXHgoNR4tXqw3Qw67VrkIrps5ZF9C55FlPu3v60JyTKBb4joY6q/LSxnIlAYuKbcSQcDslwUhFsSIC3zh30rj77BcWOVp5//sdAryH8o4A4rUhG98g/IczjiI2C2ErCdepmG5zb+kaNzjiXoMPAtF5L0Umd51lb9O9Ww25Mil3kwmGf9xu6Ob0dX2oQv2CWApaxASPol9/IVusakngn93WSCtM3btiXK1VHJP2n0agv+ZbwBjKos6AaLgGOkDlIuf7KDLERo/K0tAnRn/SA2I/vftvjpJN49soQe+3aSGLT/nlPuyVfQGes/kQvhJI3Mog9mQ0GEe6Iefs9T8X8aYDHz77qzvL8SxVfVvISuSzwnT35/163huvuDXi7hSYjNYKyx8RQO7mrf0wIXdEOssBXCph7RSJxy1yLFAjBfmRyCNtQ2FUcXMG+9sEImL4dc61BT2UEyibPBM5m0Zr+MsoEeF1I4qoS5XT99JVIZ5MTs3Sjtw5ptVX6aLTtmMQbYv49/9dzrXsOPI7Z3jcyqeHRRdaTqCRWHudEMEdK+oSa8L1Oq+hL5NyR/Nrw/DxltThIbFhzD+uFIkQtWgpwchF9xa2exaSiy6/iTNiiNvPahyceMUgWqTE97QkeU3P8gUsIJXHkF1NRvC8nTf20lHO67sqhdbDE3CbUpk6VQQJOJ8rwvK58BoWyTnSNBz/pKpnbmUV91iwYuG58CbAO/L+izPYUgWfroz3fCCOscPZuARAvDVgktdC1OYVTTmdwS7aUc31OqXoBx+BYT/6P5b+hXUgxVWanN6IMXdWbEkalpqkqdXpqHQxgbS2BGmKT6UTntlaaRb96LJY5UIuGhft8LQG+eqb3KePmLCJeZIe85O2y52nR4Jj1ePigfJAQNLvgCFGhlauJyOBRRn92L5JBWDEZNQke3VDj/Y6pcEPpUg8pGKIlVzi8ZkZCb291jzbW4szGLvVc4rhcqH8XtGQ+7YuipTE5kSbG39hJiZHwdHhfz8Pc7gHk1S79aLnOtUhm/Ti2PSr7NW8NTdHJwYui6E1fMm3JP42fGfW0TIVCCMBk6XQntRgGIQk6MtiGTb1YKfXbrXSs/g1hxLH7zW/Yxtt5tNOSBlhb6x8j1aY+CouuRc2Z0ZAoQI36LWksb8dboDqD1i4XDbLpbUZ/lFS9DMn8BiFeV3UbR9/Pkp9Sn+UF8C4UOwKiw4a/nNMPWsr/2lPR7p+4a+ESgEahC1ns59e+u/j9iMRSaNVWtByIDGNu7Ro8cjnTGPtDl+P5Q1APgpc67HLSmM1JE71uQEzc6sNnPmLkp3FEuW9Jfa1F0xctE7ZRxOx11R+bzDNji/trPTuzKJw2RRNtyTnbZpUEaakansVKzRsxQxipHwjcJ2xqWYasE0+sSyFsSwwPHUtxjEpuEgwdRK7ohSD9iIozS1mSsI1ldy6TjzyaFupNEPCEviFPXquuGRKMg4YHwsZBWgYoZ+k2+RbBnN865pFQZSDvs3WbdfxrP1XNDBvXBJmrvLqGsGnzerJJOpj4Nf6b8tphzz2LzxvweYzEEB91ZrjOecGsnovp0+OkbnBO9IJwnPXZSUIopt8oKudJs7yO4gqK2GtrqXSOtVQJ2zDIbLjPayxUT1bbY/m7/5I3O94QI2yNUw/ctZ46C4XVRM1Eiv9hqOe9H84BG+cithvCdZNstZ5Qbpa8baqjx7FJ+lLy2awwek9AsJLfL1b0CankQX6OT4cI7Pygn18ra61ou+SgffhIP+wkqIInc2idWCVKQjOwMun7Wl33VPhrRT79rVdzyt0x/9Pr4bT9MXi7QCBUZRfO5xLQ77kvaSBHa26+/JziBmPVEcoRy359epCde3p2rBvqguvO0cwJX6QQQisKaEuOso0m/BdAtNN1+yoFdqwEVYTCHlA6zcYOTcM2IeclwJgw/mDR3VmUCkhNdCFCWQXKBdBakpvxSt7c1tnkcQ6L5YcQ89Sq4g4N/zTOW+sbDCz9qij9rOym8+cTDKOnGjqdc+OxYsoPQa2nVk0MkiI0NbGOb+OIDDfsJQnW6Ly4Kjkb+oxL/duppnj8DAVzYrh1aOGSQmBe0PbRHdMrLWKtpqZi3owW3e6gu77HGpb3YS1cmj7xCOM6bWR7lHHe77J89hkjQC4AD2ER1EEpQxTsozRtaVvVS9ZJGDQ4BvqJ12vNJkOynAFaE8ojjpXnd/QY696RJPvRuXVD0YP81iahtRtqkfk0Xe0cbn7vLNMV+kF55s3ro989BXJZQ8V5Y76p54YoE7JJit4vulEYB9ygb/a4ZNm1+ICj9l3IwGYiIv0gxcs+F248e41ypIzNogF3RLbc8IA7V0ywCeVdTq633/18Yzqb3UzTP5NoySHYE/N7wql5qQCHspqtwsaB8ytLrQ3q3nvYb1bDBJ8iU1VMwZ1fgN3Ts5my6gWhuaDGXhK98Kl96ern/dI+q51qbt9K7bDXGQD5MRS2Jh4iiJiqVj1YSIpfK0Pxufs/Qd6ZbKmdr8SNPSB3zep6qSABsTu/jSgPlVJuqFL7qDHR7IUzhJ/9LzpHWkEoucuTCY1Sua0EB33Tb9LBUXj1wLrGj1KqezJ/9YeOOB+XqpT20kqJY63We6GWGyFZZROMlSrOW02grjfka3yE48KQ0XSkzfXN5Bf1gpp/xKtT5Ap0q6C5j980d1uUlL+o2PV2IXFjEFaWJs3xNY20o3O3fH5uKmGEeMkfbYAWCZnNrBBiXB6P1F04D/4vsyeOT8uFO4SW59aj8zkBFR5izIEQQULNRsxOUcv8OrJvkLTT+G3pTTM7FQPfNuY6hb6uepSk4vkJZNj2AZt5JB0P3rW3Vv0mzbtHBSdA1zo0bwxXVke8ksQuF1LqCZAnDIuvuIv9dhlRSF+L/h/St41gSBfYz29B2vAucIDgKZ12hrXwL1sNW9WjfGxyPt3r9zXhLmeHlIjpjUJFQoxqgSo9aTI0lf0BZxGtwg42h+eLcQKzhPoYY1j/LpthJz68qBIVDFB9ylsHbhQM/sFOLSRmlxPpQ5fsBZKhiZkz4dnAk40xMcI9Rtkl+Qin5rER3wqMfszaQkusVJQq4ty6p/uaFf+cjI1fcCiblWOZf/LjyI4AJxkwcEQ/bAHOHUrhsubEBbA/5zFNgBp7LCgSiM+gvO1B9xnxK+VId6ksAYcoEOYz0WBzzpOuvQXhmxNdLZwvaNzhsjNR4wliEnHk/UpCYNnwxlDVoGnzR0j8l8KtFF9kmLqt81BKjDr07hoEQbLs07cvtB5KCurR+iCwTfJAKI2ZrgzyyhGpWuGfX4FySuQYbNYdSE3c3nu88bMDVUKljo4uM7H4OCNzjc8TU9kjLQ3Bvzu2gFVwPsQh1oVKJ1DCTAyljK0Vos/FCLgsJfJ2rjCxVFHKd07aH2thx5kI+nrmuq/esO7kuSLHEeSf8PGMD1VxPG87D7l4qmIUmv5pzHiSXiiAlOg4qZN74qjICqBYJNJCl/EYa8x8AQUuPawGm2mUSWR4IrRseLKH7IyGxSVfB3QGm1CTb9e/4hBEJeKbKZzaXlD3xYuAYoOOqag8YxvPg3yXAULutj9XRzbzeWHJCOcsfx3hAGdgSqLJbDpZYKx1hvcgQOBnsRHoYqXF+W8sk1xUpNb5eNBPOuckg7upMSg6tqxuT7kYQNXDGGOHuznFmGzvmbwv5SLhoUo7Yt6VD7O/BxWnY+IEuUzizU7HrtfOEpuDB91Lj6Uhedk4O4iA/Yzdsim8eq5Hh5tkbTZurKo4ZIDEiYvTkNBYczRMEbMSHQwpOIYgiKUa5YAIsOyYiFEFsDprUIzN/AZ2/OlqeKHoWDWdSZKca4MYETEh+6Lue5ftW0yDkTBEG5ZqBjWMrPfHg9RHexU6FI3RsG5sDIN5EV4++qsUZ93YvLDKrl0SZ7skCBeyzt1A2trmlXEmnqVlDnFZH+8rWjyBlymu/0GChLksKENibDOAOzOMwFc2ymSxeZtqqCZ2ZrkHUKhH0lSLO3uq577ax+gs/6aLAnO6d6ddJ6nsm0Auuh4J11nK2GnjF/9CwN1HYGmazUuGJb9bznNM4rCVI9dHrmVW8alrezdx8pv8Fqgxtk1WQt3vTVQrz+ihkjdRnBEfhf9CFQdN2k1GKlD2sremWUcQCtHxqloTKZHk1ryfuf9SwP90IG3O4V+CE5WC4TZn4w6/awl8ZjJo5f7MrUNVjrvcDlBaTi1Sp0UwoF9FOtKdnj9iOLOPdLzUOxF7RmEMqFRtAwSHEh3xkTieHYGHPPzT9qdN7seGYOBykQRLFQEsrG8JWd7JQDAvzmTkNFYnl8JZNJdZpXmzII9TM8h1/lAtJRYgZXw8rC2IxazunwJ1AZKcBuXWhGe2DmM9w6N8ruDWGHvDU2o/kypayfBrfitxPL6HV25Rh+ia4We8OPQi7sPSFPQVvPakKoCyvYYxmZmKCqXkrlcbuNRn8jye4+ytbGS41E792ygKx3HbyRiyQ9gW3ZABp4j84QkISMxijDGvPdJi4aPGcSJPDREi2XkPHfk7BCIgC6Qg7RA6TNcUs1b27iTHoO1t5H1MAqLCY862PlxEm/Fl8nmQNiw25jetAnjdBxXb0e4GowO03r4NPj0gLJqL6eau/eR+8UcAm7ziPmhNTXTDhnA1tmOJnxNI8okqNHPFQ/18K607hoYHSkdScDErziVgiR7iCZkw/IKbuJ+fa49h4ShccVfKpCsWU9b7N9FnOuvzDBahlvhYu0UHcWyDYosoM2mbrm3PTssBh1DxBbfTIJW3pk1/UwGvvXMReKQwMOrt9LbLq5QZZ2GeMePhdieMebvZmtYwYEbqinqb1eBO4Xj+pSleVhbOJHPj+Yohq/n2MkpDZxceJh2Y72S11Giml7m0p7mGdr0AOFRiDLjFcxmUNa5iTExpSJmOKeHzXlQR6bB6s1HUQhsRtW+4pGlyrVnDK900kF8r97do3KEHC80MkPmVEZwQyO9C71HcYebkA+MWIyK/MMSx45Ggv4hbQy7fpAR4q0ep9+Yg65j2dVn9JnU0jHPzkMdP2cYYlpvTM0momZRRcwX2+SabP/f61xyx/MIsVZ7KWVRR+MRMxbV+rnhJUplK8zIIoD/Kdu307MUcr8uRcvFCo2IvCCm2VRKAeFyxr8FsiBOKdS8vAY9jQ8TD/vRWW4finbzzCrHbO6NokGnmS0ZCe4zgtpW0GadggHzBN9wYqL3ayJV/WLLF7PoQFosLER80nvD1Ntb7jryJwX+nUe+FHSNj5f0ISWa4WZ3OdqBX0B6F3Z8ygzi/+CNQ2Dj25NX3nBwRrUNLB/yp/7FQIiIEgHznyrdCviyuudCAOf+QbC4gnrKXmWeJzqpgUYYWsWonsbz+Mt35DEffs2i3V3cjtXJOa1ONk31TxwmLZ6DCvBquHFWAYtUk5aaUgDv3kOIKJjBGoZ5uXnO7CgtG3AxOKwEr5nAnyLi93FVmERrLOKN6byuJLVNmdzOp65BIaeYR9pSqZucFNr3wQ2F/QnNZSWNbatgdxuCAc37RkfjEtWKk4jSBD2raCliwDMfSywM5DAvfezOc8iaOYbS+JUxYF2lTnifveaWjaE426I06WFIlHSJzxbWq6CVZj/HfInXbfyNlzty9VL9akpzGm8Jd0exeK5ddWR35af+LDnvWUyI2tQ82gkNnF/oSb2JfScLIlwCb6aUjmFcGRDpon8hQAq5gADWXycNP1dcmlcR7hhmXcdUKGLMzuBnCWQPSLKSAhn5cKs4jvc641HoqSbLRHowCifR5W/HSGPJJycsIoTOXVoRueyUzqlF+/yhoH/Xmg14BqmAyXQkYtt59OsNLiD7GVW0NH9IBk292b+AA956XqMXa54osnV8E4t1ErGOj0TRe01PWxIG0RTtsfi4VVzc/20Z9c96Ec3+oEIo/j5djtMsKCuT/WYrzYm1h95uXYPtEh+N8dun5hc+/LFktK6vRSQsRYqv7wW8D4Gu7tfscDOubucnUE8q7a52Kyz9hGjWixOSLb4/JoC5zDFf5U0fjDN9vJJE5Cl5zqUjFiVdXy/l2voVKiaIltfBQFnNe2KDFHqA9f6GhXthS1UBqwFyINXlCjH6pHFaoy5haQ45+DopL9gjHYxJbZ7YA59VaWe1O4I9AJJ0b0ywD5xhkaKaS7aC9rlSb7ZPkzvU+DjvZLQbvTt8mbasr8QiySb9Yku4SByst6FuLzerCPPKqIuhYn2jI2ZX++dNB5KLW6mmBNIgeSmbI+aSpUQIq9yG1d7DXXhFOQiwBjNp30N/PI4OKZ3M+t+qC2mcEKIIW8Gx1WeqvjMOdGZeyv6ZLn/vJ4DDjPbJItYd/1b02cyMlhP34ijLmMTm8xGJ1Ub+KC17ex0K91BcBcH4MDy5gI1I+c31cyHBZCDKFP5x/MRlL1QR96QqfBGQJOYwLsfyUjkrheCK8uLHQqy8MYw7kXxHn6mGZqIUSHsY8hrFtDFymGETRCWXT9kdaWldncKLTzp3HSLcH4+6z/jBvikKLvRUDSs9B6ytastBsyf4RnzkegMfXVQf3gMw4uw+eRXeE38giByXK+BRc9uXrBHNwv7EBkOTlvlrqXe/MfPvk9oKyq+nU3r/NmJV2dBycgz4dLW8feLUg3n3/NVopIfgIBcLj7Imaxoyey8YVQiI1iQ1QZLWmdhW2Py3uDKC7Ppi66Dfq52eUS2fp9qWRkXSe1ouX5Tr5o4xJ76QVL+ga0aK9IdGCJS9fEQa9Kb2T+tWw/1aT0NxVhgsy2H/Smrsk8yQkfNcGrZ7L8kmyz2KY7T2SOW/bZk2JoJhT5Y9s4x7GNZrKq5x2+sns3ruPFUg5t7UoIIdsfcIaNAthZY3kNZr/Vtb2SrxkaCKnVsUjPIVit/RPLfMwTWN7qywpySip/o2bJe0R1X/t8BFAMHbCmmBnve+yvptDb5F3LC974X9mygIPPlI9/ls8q/UfiOPzxCqXQX0togn+4xrOEkWWL5j9KjGqbT8bT4MvrLAX7bEZ0WxetMgMsHd8nrFofDeeI82Iy6/I4KZnqRsuFrel++6Fi+tzWcBU4LL6FNkw6GxxXy3PTgG6U15k01UvSlZyG675wi95ofZW4hfwal2wDc6tg4+Dbap83YxtFdJiiUhLeK56+FqguUXT6XRW9zWc7KYSQI0BbMesyQsjei4I5bM9eDp1UzkEZ2LmPqpIM6QTZhCo8WwnJTv9TVC36mFTKYo3DvDhhFH/+R0mNR3PT3Y5Ra0lOUERTC5bYXULCAza5sHNoRvN8rtE+7qGvPAaq0ski7nRgLwgKckAL9rNIn5KhOxk5bWsN4Fh6Y1PWsvMGXrEzBuRGnN+oJ60wx61zuCzUmyPik5x9Gyjo8n3td+v88KNWTigDfyS57P7i4iCEqciJNZ+N2Tz6NdPo9Mr6uQerOOnQCNEjQQhKGMkBHAND1QafZpPULo4nXCggYvCBDMvQxY/WL3T3Yruyy+uf6k70so73FzRBVJdNyVrJ92a/XVz5EaRda0RpbTeSa7vp/4tdcUtEYsIr7cqSeGRbDSlVIuYRtaTRtVVDzt7NrFdWNuoJVH88+2L+hirXPydmuunlcwIIpWkLFnt3kvNlu3KMN3JAIvVXj0ltok03r0QoWVYlckvFgMHCYObHJfLKSe1JYOGmOubxed7iR6HzsWnY/tAZ2+M0lbxBtqozWZ6UCDCOEaR1Q4vCyPKoJ5DZYIUMTD6Te7jZ4EXDcXTDwJguWM3px4EHEvpYZyrGCUinjiZ9oVr/0YvWeDib15CTI8MCe2rXfK3M/f4ax0d2k+CK/EPSWt9uLUs3KL0dYFMmfuzp7uxnWyvM6MC7Rb/4wRf6xAqrQ04j5MbMPNpOL1+A+2oDaN1Y6pDSz0eAagjF17a1ZAIm5vF2g25Hf1ATNB4vU5P/gwIpw81BFhkZC1BbYp2dKMxvJPIn7K4U+DhVxzV/U8MLgwEyJNXOOnKAF924mD4/vFHJr0wLCsItYy4xdsIfQCWrSOt8ezIQC7JxM47aQrpoyP+XPbke044PJgxfZlm/HKF0VgQbauPlkY/MKjoMfMPQZarLIC3wWPz9AF69vh3i5VWGHIuOKSES5/4Wy0jYK8mNMZxIIQ9fSTwXhkhKU2ptiDMI4PXdWryWWjnK05Z/fNmpC+MpUhrOlMR8FHPl+DR1X5SXfxqWkcCE21ptRtBxc11VhUglsTDtQNlHLnFf4L/CuDMvmy2ITHvDRmxfQnQggic8bOTt5E4BV9mggoHUfdLl/IQCrAKbuqe2PvM5gwR2KaGe1UQ6VeGotMXVNJFy85RbfBEV7JuWak6GkOnL+uMkskP8HJohdTBxMnAdVYmqbXYNA5wCsYICUkzFOseFQm4+THgAJS6s/KpjBuZT8ufsDqotDygflEtOcE0SzJ14yRyHg1HJIVDgrQJvmE8SzpndfRHt3R4flZXo/DondSSlQg7dyGo9F0W8oYzD1sDtLNwJFRHe9/0RvGYVrZKQ+o+VvyY+zYWQr19StLi5z49a6guqOM0LBG9xBBHJtJEMSLrjR1UJUhkPO9MUgEYy1vGXHQS+3MjBn86vzaUwzj5BbEcuFTAOImnfUYPp6dtKbnFGsy2PU/Gz9EqEMwPNjjPjcW8MbLXpD36HbO+m/k+3Sqak7iWSQpFSK+DBiluoejJPZW/pxW0FqOt/D42fxp77Alowuz/MPHlGjC6s697kktoizS1BHjDR+ptwUNdeNDTEp7yAy97A8LN6ZG69g52neTY9Kvj+14QYs8CFfoFy74cgc8Snf5A17xzAqCjk8CXggbJrEaKZgLHx6QGXwy52UW0PmpzyNf3WKWyNE81y2ioqgf4V/WWC5BSQrZlDRV2CezIGBi6qkxCVSlKgNU0MJ22CGhSvhCMM4SrgRbDXJ8tRIxXr9+ljUadr9/bAwk0j1vKwM//n5EFxbJlL1IF++vLA3vvOB6JQgqAeUedNRU7CG8Kj5d/gVaE0wKeyyMPUlRYlXM7d7vjiTheJC62yUZDI+kArtljo5UyyYcOjc8CJBu9kmgXFO0uHdAo37pEwTel6iuZFJNSfQYXBt5soB/n5BgzToL8VNtE9B0/nXuNNmaM4ft3FahBniYJECkFvyraTLmbRvkCnlwsBbBzVwWfDVGvVsTwCYz+A92dypOdFIEVE6WpRWgx7gWUk1Ue0aU++/yC4o+VvCVxLmxBxX3g3oqpEU5WJs5znJGw7PajP6IX0eVmEFAzMn0mFTkKxtGoR5uOgWyb0zPRqCmNQbq4DMIjjrLdSxF3ytnksb5MAISFGbJNwJnSfWJ7E+1cWP+D0K4h/ym+Sg+rAQHXVcS8opNlXOgpJAZFk7eKEU/mMueQv1qu61VZU0YuOOT9KTBqJj1Q9GwvIlS12XLHuoLgUN4MQBoCRB5gNbyxyhhpA2Vf6TxvwpT7jB2xJUGNund4j7qFtm+MGjnhhIFH+s8qt0RDsqypyKDAefB8+NV3CCYCRNCxNnJHjXxrSwf7rTs7T6mstmN6P0xy7NUUzANFJasi2fC8Nh+IQP6V1DMCYEiH1HT69CUusts3Q/7cjUQmY1GFgxP8SKuuX9qEJ24xelB/+KDnByaXvAPJHNay6lU7xdr0qmi8RrDv/SHivE6hc4f7qICOxu3h38wsWzyJNJye3XYOxqgLCELTeSasyEN1ect0GRq1aabTwljBu5+0d+WsdbLQcJ/SShnGw0V6EmJusnuy8Byff/45cxgPklgWR7ASN4zHV0TslrsD1CbGMwb/+HadIoGZ4l1Pv33idd/+NHDLv1uncRkOaevpPXH0JPFhNnT25rA95iTh9ZjwGrwFG7D9CcfbnMblANNMAnWhSwXm4tb0RIcH+28vVE8BvSzuFlEBvdir22JWSopT1BBOwKgF4eHJ4Wtr8yGUBVwRUNr5B/vLjQWIxThIsUMWOAZXHykplFIy7Y8xipfTnmCcSysO36OJ3zgE8hM7juA+o94MSqWu5Y6czPW4HpspZg1hc81qZrMrXYpAKrJyLWgd0GFCLAWKcPRhl7mjvd026u3MdjJrwx+cp0gpZWNiylOiVdeFADYdYTJjofsXVi1KR8prKb/tL+rKkQw1u/asiGkhtdKepN4wdntkv52DvDwbPGXMRLDy9JDxqmyQ73TVKZ7bGq3v6UZhXCRyZkihnB3qhj5hyMa8Zkj9dsSbXND2V03MbkTIGIY5Y8CyQCi/32ZVPxSQLNHuephTybGOIUhfc1BKIb425Ymf46cXZmJHqsNrWTEPGRb+/H7elpMAwA4lYYEMWMTTEOg5krGdmVaeAkGZWyvM6buA0EovLNqntCCUNvjYso0R682vm94z2SdGRWhEXJxXYHBuwxYI8tCHM7ZuglDRt1ce/MqPp+g6jlCNc8qe46cYzbrAPE7JTAH3jQagTHjYlz/fl17WH172LCoG/mUZ9OPSB9GtxdTdm715mUgU96tIz5k+lqavPILEGt7mgS6Sn08InQiJdIaI2o/pMaanIvdBAGTGhsN2FHGLfMu3ct6phn1bg3qS2V+xPVi/DJxyiJEoZMGdAiovpR8Ga0C81aG05MZGZGvR8Qiy8f+sMFfCq1A9wBIl4n+FKSm/0jIOzejGzYjI4RrpYEdqsF8l+LrGCVUAvaw5RDyFcjJz62py60fr43V61IZFCCPvE2Si5mJ30q2vvIC00wtx66UOo/zECbsfuBEAEhOMIbnAZ6I5Hm9xQ7TnBy3QFhyPcDlW2BAvKdEOdL7Hg0vesMSGweCtwSQqzz+H5EkgdAuSx84j6wfMuMFswVt1D9RZ8a5e3lZ+hHfbHCD4GxjhHqhBSYlQhXoz28/zh/acrzWvyeySV9rEdEcQlrd/Eeg0XMMEj8b5wZ4B/DsEEXqJtPYxsLBpVM+WuQAeFOidLCqara82JjNzMuytnzPNHvsqdgFqmPDLojxxHcGR8EmQ7msg5JjrpzwmwnPyjYmQM0oPxjem8vQNp0HGWDRjyv+421hog9Ta6z8Y6IFFJPS1xFbz+jByAf6oTkbmNy1x1U7K5fnx96RtbL5ftLn2HsHdx0OV+r3GT/90ku0w3YvMmadgOECfhLW3+x1COt8Cgc96l1rFQHwmhxfC4mX6+ug9tXo+bRP7SfNdn6TWtW6vNlMapaa6g/yc5uq3kDJZt4YR3rNMvzJWhCPb8XpqqPqaDZ1ff3+CpUnmFL6aAlHkyDZWQASazMqWRvvI976TXRCC4xxl0yDQvBkLj9U9buMI8OEYXj6lJzgFms8mhfDPm5pSM0+bv3xXZr8EDosphOmg7Aa5QiFDI46bkcCp+ArmfwS6FF9FY9b6JdL+8M67OAlAaCi0UfyPIMgRCG3kyl6Xo9ksr/fION9oTbzDSgASDyTIGeG1uT+1JMO60jRwUynJaUgeGKOmKU58l+LHKlk7FWDMCi+nTs0CVezYTOj3Jb9YESu6hb9IoiAmpd4qZyNaC7Ub+vezKrViX3phZoo1zgAXToCkND7Of9GozDpCTF+WhA4V83IOJcs9FPu9wPTBWhwHvzx+tc7Mkjw+dTnkusc/DFq5Hbh6Qsa21Ozu/UsWuoe4SmeX7jz7q9gj2yQEgxz8tECompRxqOhJCUos8F+o8ZIWUjIlUsVGmp6oyDyOanSO0PwKq+pyVtSHPxzM0Qx4TaJrX6jvfqggBC1J/cB36V3Pz1hpAmffqLt7iferDlUpeny1Kl86iZwBawz2yH21csH5Gj9xFxCtTk/Zg8AL4oNvsShLrojlztXV9U10xuX5/q9YMvmO2/0KMkmZ8lbUbIXwpnGnWHnHCyVWjBc+r09npSjwJt8CqGrGjs/PDTbR9SKOdlAnurfNDunmLYscGsN4td5V/e9nSCA19iiP4kHv8gr9GfUzAUl0MQm6voKOgM0TdwcAPZqqrbn20AeIZo2lnx7kV0Po6DCEhdT2iG7VFKNxEnDfoR841OSI0k2QYMVR1iw4F/NCeDtgmqB7qT7DjXKXh2veu46ALhTQuIrdNBLhVUuGLfcmI7fwhLx6iO4YCMWMKbQuYJ5vN3LA0mdMSxnQnhDdrbwHpqVrIBC0WU6yHqGHWLEjw5qRCahlT7Mln8gpHruPtGcRFMpU3EVr/IEHEHWXKVP8pBuKZ1JRV4k+fNsdmVVy9QflIiBfdVK/ks4vN+GwO4JNQpzuUT5k6xyNA1Th81k5frSeyi2zIo1CzI2dWFQGBM/Y2iDq6CMBT9pCvf1ojdZ0kpNhKq95nnTYPBU/83LTUBFH/XufymRnJLk7Jcu/FlcGtShoKu0iKbNa7WmAui1D0H6a8ODruPtkiMg/uq6Yi5+ZlVTPlERqSaVNZxFvjbLWv1C/UP/INsxZMHZ/urV/p7m1DimkJa5qLTzmILfFCQIRb8OWJOGDBiUvdOANLZx69HRsczkf68BMYpDTvq4Mr1Izln9anpdfAEm3XyfFZf+ccQRPu0EyGMJK+7MiS5kdRQ8UIIAYNwsooLnt8urPNhuEwTitP6VuS177KJtrEQcmEazNmdrD74TR5/7N03ZHSk1MGT6eUSvWiu6lISTNrKyGJdPWEdmL4dwC/JthG2VtdF0f4+G4PK7J+OASB2WwM2bl6j13CKjG499+fdHG1Ifeg/NKZ0YCpAmRMt6eBrosa4Uuz0zfLLCeV4L7pjMaI6TusGVhTQDDl1+yEnBM0F1YLshIUO7jx8ofSdMeZFpw/itHRSMX/lUazeP1lN27pDixH9XQxQSsKCj8MjHJS+WrBT0+VqAW58WXuF4XGqxLnh6TGdo3f5iG0Qs2AkX9QtJG5/vFrPPftuz4F5JMAA1rW23LI7TkTsRYNJvH5vZEnpGYHrl6OyIdhHTgA7GPU82FNbZ8s3ZWapQDPcBSvmxJ07jieuuZd7AhB/XVPBr1KIwFeBnTYAbxkO+8ZwzmQp7kowN+C9wBnhWYFmy/Qj0hMu16VfhOuS6gAJUqQjoZIq5eJDluELnbEupe6Zh2XrajOhlhxPFvuv5psCwIJyuo1+/QKeCaCwL4iIIoCfmkfDxgamzi69EkcR6rz/cvnd0aQudlBNunCP06ArLMhq6ocymnslpvHLLdO5AMoDkdEvTzcOmryCq7rkyRODIRx+zz2VDkcLkLNMOF3mVgJp96eQQRS1QHTkJS80XobEkJJ470gtGWT34DQkMGBFVLPzPmqyeGmxjDMreBn9VWTAeqvil/gMPoxXzJnRgUjpeQ7D4hiXmqEP6dfzVKcIixUcPBWa/ZbArtrR0cqOvyvntoEW2bBndGQ1tpA9WYtm4Me0UA678DhnACQGCE2PRZpiTeMZDRn5OGkVwWBneJanYevw8miLx0TAPZe7YW6STAErEDXTWzzqh9y6qulCFTFMtTbHHpO4538S97QQH9oHd1WN2doN5XbXKW0zmq1eTsWwr04nBA5mj2KOtezb0hshmSjWPkVKXfWP8DHvbx9XI33Ptbx1PKrmAJucIYMs/yYz7/Tj9K7AxfbxPfuOjRjRk6O+MC0eVSz8qP5ujLR25JgDt1lnItMvFlCllCjXiv5eX6pvY3zrnCCvGnXrAvqy5SlE62raZaOsI2eV3sqERaiNYqa0JRSzIivdxUD8rOS6guaIL1dckfwGdtuxKN/c0OOGHDWOX1YCgXmhhp8Rin/PZ0a18T8D0m7miaYPUCGWkhV13zmm+nazCfA8uVqmTnrnN0EkBryD3VUB/dJSyomOeaYvum3QjwXNeweRd7HqtfsNdE2BA8K0X70A0cAorntwM91hx+bxcuYxW95BFw2/VNJUkPojQNL4vyjsTlaljDmRn7/yVyNfhtnVgF+M5+DALm1tNYGN1BpcGP/fQmGNKb0ypDwr9WKcWbG8ROnUM7kdWRUp9Wpo5kXxY7/8gHss1dVnSa1fqjMtUPR7KsuYTtTpS835geC6/9Jujwwc/oF8yvj6aXadlYp8PXi+cbV+1moR5MXyCMHXkGzl6mG0IdjFLUHHf4aqbqgMG2VuPa7gkocOuO5X04dbMTonKBFlf+MO3726/N/R18x+ZR/eR1g448oYCVqNbnR9DfN6bw0sVWHdz5hBunSJx4kuid3QWab2a/mbKefGd5ezKYqCTbEEwf5DVxv7kTJLx27zVXSkyGPq5ImB4OtFDHOQSyQYJQC+a9XnquEiV6M07CcJHxxAujHTeFZYt6VF91G7WwXLXmcGybEADDk87c9Lcnfwm0Ls4rR7MYyiWxJ4lx/T8y0/WD7H9rSEhDz2PNQdLXVRKiW6E9vlwu48MziPnD72o5mdosZ96hYZIvB6GJmRsfLnBpWqWqqQN5EAZ2JP8fN+EGYF/39ClXIpcRq43n4zOOBed95Qts2KSZxpY8BXK1ZgnXl0HKA6haXqhQv4v0wk7lgxYpHMtCVKhxnThQrwffQ0Kr2YvW+PkVn9LxofwaiEdXD2rjw1uknQWDPweC3kLtumMbQtlLzg0VfxCfM+la94/SiI8qrmxF+YCcIQKUcreoo52RaZEgLrdcKhfzVn9jbwlPM/UB6tyDe4kXfCcfxLAH9WChpMT9Lqng/IEGtShRgyZCCfxxuZk2l3BQlM9DzgwIy8YZHrgHIzJhD5FXQYqA8Fz/3NUJ874ukSgtR/U+ew3ZNvc0Sso6v4ImTBnSURj9Zgydq3r91CMyTKR9c3lnV8BBSp91ElSu2j1YzDClOXS1qJ0z/qMeJIrfOc2Nd329xn1Yvl5TMQectVfeBGTxE+MqqMEu5e6+oU/wWPUuqs0sngz8z1nPIxoP5Xhhnnq5/dZxNPbdYIKfiHMMgC7ZVwPG1B3WTLd49RIX2l+uWzAi936Wm1XcyuPYMD/e5JDL+K2HCez2RiF5fFBiwpEyeEmWwn7lhrZzvj+itOetay7byB00WMuZ+3NVUI+dMkv8YC3NOq+MLn28y71b8qTGj3lGPFn9CLN3Ifv9bN7ymORqKqvoj851O4G2RVIusAjfDEzhfrqo4UKC6JeW6LN/5mdTQXHyNHO5BL3EZ1VXB7QJhx2AMa6Q/yCa8Gz1y3PNvTnUCOptH+kdYTErB6rhJix+mdudZLe8GuAV83BI8s+Ni5iK2aHF2mHqtOKgztxT9drTiAOe145Q58PcioVB2EqqDp57cjbfH03D48Z3unpx5YdF1EHTInPLFHd7a4VySnrW2ke4LQUrUbBMk6fFl8znGwDBLK6xWlN2HohyHKnc6vApDGhfOEWIVs85nPVhT1YtdJrhHtLhTZlu44Uo0bvE54wndMTVD8UR/mh/yovbxitBLlNaK6Uk2+Ne9ZRTLIZEFwnd5CdQsRDybGEo0b3XcMa25z4AxEHN0WOqfr6kK/s40SwfTviakjB+MCFMr1xjNr7uMEG3e9wn8GysG6MOG/StpSO/Js7BPCT9mRY597s0gyQOIVTSULNBCgX6w0zZcF/XjeU4MIJSQL0NNWQn+2uVQ9fgZVNANaYvPuGSvNDx4iftj7bQIAewecLK2x3ChchOsbbzQ1SNmIf12wLiho+aKNleQfJTbXw82zBDGNjLAwPY1boAJwHVcieI3EwT6vhtYr1td8GfP7SZthDl0PE45JKOWjI4RqXTG1SmmnP+xC8FKnvWnzwtG8yZbi7KmJH5FZuyi3x8OK3uRJJjXWJn/eY/0rFzFC+LiImi1D5a4YjU8uF9S2H+q6oqNzNbpDLScJKX6E3oMud2SrOJM25ZCr8STGPZ5473gPe7Sz985p1gknyoUPGAXbhk8gABEAwkK36HnGhgyCXlhg9EfwCr0whQnfrsbvEuguEjidFTklWXHM8/No665wKBVGaZuFHsLiKs8BsF3TXQjxr2+4HPMnnhubb8xdzvGH0wOmT4DmpQbBB1JlJOAbvwDgRRPFtcps0RnL0jyVGe/whWfPSixo4Z3qpqty1JHjJILrocmYPnZtfF52JO4Mtcq520yKiTML3NVvN38NitMrLFIhquZS+8UsdmOLFVtXDffuPxj0H/LsnIfC6zD6Cjb1mZlNkudUMRwuD9Tfwp32WDyZw+NtJ4qzFqiH1d4fXQLUCqVYWaarRbZb1dtCvEK5UcunQTMM3lZ/fqkBn0tggJHCWXwvl2ekf3gv27gRqo3/vnI6t6+Ruq3KjsoTTDusBlEgcomkyXltz3ntaAnYArPJ9Jc8LLnZ7rrTrpBD69eviNXUcHxKrztGRCKhXn6zcRuu1L9fotJ6to+F95d1jMWJd/u/Be8d4ZYo7irRpm7ibgV2PFtFaHHufnBiBrv0XVKUoaed+Nlvp7W1Dne7inHUnxuG/2CR5+yRfDZ56l/jaAzokqkhBdcj62oEW6fRxXk5fBofgJQCoQvNZHjfJYvK9OBDtSoxc2PKUtQ7g48D526fez7FkeRYIbyDvO6UftoJVvY+ygmNS7tBEo0zaih4zHlUsumdM7trjhBCYFR2Xg81VXyYrmlfipp4+qcw/yztUznpNPk3VJAgaixtz6LjP2FlclKw9h3wkB3OBrktjRgxAuMXorfeNizLDn7FkBybM9Z1PxfdjRWNW9wpofcETFaSRC0LumzWNoJ6VKAfMVnNTQfdCcfzla9QMwx9QEOd37za3+c95T5A1aXVTcgVDd5x7CRbqk+C54WwD/9cwEe6Zd6K+cwd5iG7G/6K/aj4mQZuGwpjaovHwu9aGzYwzEFFpNgpSHTezhPAE5rzqlCb2oxDaLDlcPlHQZkzITYCaUi4wWippZj1e097T8ZRBghg8Hi3MNAjk+uluk9Kpn6oQBIBugEhXYpP2HVHUMICU13f8qtrxYcAcIyiwcwAvr4fxv/09IaVbR+tvr5Qi6Pfe6q+mSpmEDpQ6ywhJtmSjJuOla7nAIPVongVaRQVM8QMJGiraYX8FZoblfx5IvM1Q6OWpl6WBXsm8nqGRF161PB1g0JC+np60QjrU1Gj4RkG0D0APt1gc0aes71wfUtxqlvWqOUidpNIMm/kdAVua3TKI2zpl286ntzu7jpI4rLGvSLtssa9LvU8QOkfHN5Fnn3kvhjVv4hquTOByl0umKK/av7shEKueCTTG/Xk82oKUZ7yp164VvMooPD4eFwRU3h/5auHm14YHD9nFc31KtNd30q6IOo2p2JYctBYrOiAEa1/W1uh5/K93a2CPnsEXWW1Ra9v4sGPfsXWx5uEjxljPARPQKXhF5PWllAd/vFq8FYno4XFviusk6rfeczLUSgKIhXfQ14WvPyfBcIOY4FbAEO2CPIYEQgiLCfxfRQLXGU6SLs9L+LnCGc4TkCCtd4i8CiiRlBmLHYObFEGnVhskpkCfSyWE837MFAu3LyEPwi4rhoxghLnZvEA5yaOULfS9tV6uZtcFcWkRwyNqXalQqDDZs+v959HSguB0MyxcKWFoAMMX4K/tMGV+5XSCZH2sc52IsHEl5xVXquk4+7Ixky4hJygUshxWxYxyn3CfG+75e1CogznqtJHYhaeDS2mVg7F0SwG/OQtIlKpok4EcjJTsQtJzg3WS5uw2Je4vHBDrcxQkeQdZfWvG5goxu/Lnx6awQGju7H+ezGc1k8XBnIT+WYFJ4KLHY0hR4s4EZFe0HEtseXjxU/ZVMmuHmkPppaTmRRrmp/jV0Qz/u5rxBOu13ZVjuHbKsx067/6Hk49Ce+45tsNT3zeBrtn1t44eObQKeEiPWg5z65vcQITJ0OdjLSHp25n9WwXqU2mzcEjXF1kVXx7ohxghs9I49GY7ISCjJd/XxTQ180O1V26qPp+3/tk8iSB/PNOzjHapQ16p3hrHGBBczEp/ByWDlfX9c3mMFzXAAA"></a><a href="https://pbs.twimg.com/media/FW4rGz5WIAEWtYE.jpg"><img class="social-embed-media" alt="They're a little smudged but look OK." 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"></a><a href="https://pbs.twimg.com/media/FW4rHl3X0AE-wPt.jpg"><img class="social-embed-media" alt="The emoji are quite dense but still legible." 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"></a></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/edent/status/1544219151362826240" aria-label="1 likes" class="social-embed-meta">❤️ 1</a><a href="https://twitter.com/edent/status/1544219151362826240" aria-label="1 replies" class="social-embed-meta">💬 1</a><a href="https://twitter.com/edent/status/1544219151362826240" aria-label="0 retweets" class="social-embed-meta">♻️ 0</a><a href="https://twitter.com/edent/status/1544219151362826240"><time datetime="2022-07-05T07:18:30.000Z">07:18 - Tue 05 July 2022</time></a></footer></blockquote>

<p>Printed onto A0 - 841mm square - it's a bit better. The ASCII set is readable:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/ASCII-A0.jpg" alt="Black characters on white paper." width="1024" height="768" class="aligncenter size-full wp-image-43205"></p>

<p>But characters in CJK weren't particularly legible:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/CJK-A0.jpg" alt="Various CJK characters - some of them look like ink smudges." width="1024" height="768" class="aligncenter size-full wp-image-43206">

<p>If I wanted the 16px symbols to each be 5mm wide, I'd need to print this on paper over 3 metres wide!</p>

<h2 id="why"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#why">WHY??!?</a></h2>

<p>Because visualising one-dimensional data structures in two-dimensional space is <em>fun!</em> That's why 😃</p>

<p>I was inspired by seeing two lovely piece of artwork recently.</p>

<p>The first was 2015's <a href="https://www.reddit.com/r/typography/comments/3sjq6x/unicode_in_a_spiral/">Unicode in a spiral</a> by Reddit user cormullion.
<a href="https://external-preview.redd.it/eO56NknSAV7c9AnGGUC6sMk7yAaJWgabEQvMTyyTBME.png?auto=webp&amp;s=45a012a8b8c27ed5ba9eac63c52feae87ef27a85"><img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/unispiral-small.webp" alt="A spiral of text." width="800" height="800" class="aligncenter size-full wp-image-43147"></a>
(Click to embiggen.)</p>

<p>It's gorgeous, but doesn't include all characters. Oh, and you also have to rotate your head to read each character.</p>

<p>There's a larger version which covers a lot more of the Basic Multilingual Plane 
<a href="https://www.dropbox.com/s/umkctv0ibfha4mm/unicode-spiral-full.pdf?dl=0"><img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/unicode-spiral-full.webp" alt="An incredibly dense spiral of information." width="782" height="782" class="aligncenter size-full wp-image-43148"></a>
It's an <a href="https://www.dropbox.com/s/umkctv0ibfha4mm/unicode-spiral-full.pdf?dl=0">18MB PDF</a>. And, because of the resolution of the resolution of the font, it needs to be printed out on a 1 metre square at a minimum.</p>

<p>The second interesting thing I found was a 2016 Hilbert Curve of Unicode:</p>

<blockquote class="social-embed" id="social-embed-923509232124563456" lang="en"><header class="social-embed-header"><a href="https://twitter.com/smly" class="social-embed-user"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt=""><div class="social-embed-user-names"><p class="social-embed-user-names-name">smly</p>@smly</div></a><img class="social-embed-logo" alt="" src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciCmFyaWEtbGFiZWw9IlR3aXR0ZXIiIHJvbGU9ImltZyIKdmlld0JveD0iMCAwIDUxMiA1MTIiPjxwYXRoCmQ9Im0wIDBINTEyVjUxMkgwIgpmaWxsPSIjZmZmIi8+PHBhdGggZmlsbD0iIzFkOWJmMCIgZD0ibTQ1OCAxNDBxLTIzIDEwLTQ1IDEyIDI1LTE1IDM0LTQzLTI0IDE0LTUwIDE5YTc5IDc5IDAgMDAtMTM1IDcycS0xMDEtNy0xNjMtODNhODAgODAgMCAwMDI0IDEwNnEtMTcgMC0zNi0xMHMtMyA2MiA2NCA3OXEtMTkgNS0zNiAxczE1IDUzIDc0IDU1cS01MCA0MC0xMTcgMzNhMjI0IDIyNCAwIDAwMzQ2LTIwMHEyMy0xNiA0MC00MSIvPjwvc3ZnPg=="></header><section class="social-embed-text">UNICODE in the picture frame. The placement of characters along the Hilbert curve is beautiful. Original: <a href="https://github.com/hakatashi/unicode-map">github.com/hakatashi/unic…</a> <a href="https://twitter.com/smly/status/923509232124563456/photo/1">pic.x.com/f69hwyzlvc</a><a href="https://pbs.twimg.com/media/DND1rMOV4AAqZ1w.jpg"><img class="social-embed-media" alt="" 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"></a></section><hr 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<p>The <a href="https://github.com/hakatashi/unicode-map">Hilbert Curve poster</a> is beautiful. But it only goes up to Unicode 10 - and we're on Unicode 14 by now. Despite the æsthetically pleasing nature of fractal curves, I find them quite un-intuitive.</p>

<p>Neither show off the <em>gaps</em> in Unicode. That is, where there is space to fit more symbols.</p>

<p>So I wanted to do something which satisfied these criteria:</p>

<ul>
<li>Contained all of Unicode 14</li>
<li>Was legible at a small size</li>
<li>Showed spaces where there are empty sections</li>
<li>Readable without tilting one's head</li>
<li>Slightly more visually interesting than a grid</li>
</ul>

<h2 id="how"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#how">HOW?!?!</a></h2>

<p>I've written before about <a href="https://shkspr.mobi/blog/2019/04/banish-the-%ef%bf%bd-with-unifont/">the wonders of the Unifont</a>. It contains all of the Unicode 14 glyphs - each squeezed down into a 16x16px box. Even emoji!</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/04/emoji.png" alt="Lots of Emoji rendered in small, monochrome pixels." width="560" height="544" class="aligncenter size-full wp-image-31831">

<p>Well. Mostly…</p>

<h3 id="limitations"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#limitations">Limitations</a></h3>

<p>Although I wanted <em>every</em> character, there are some practical problem.  Firstly:</p>

<blockquote><p>Unifont only stores one glyph per printable Unicode code point. This means that complex scripts with special forms for letter combinations including consonant combinations and floating vowel marks such as with Indic scripts (Devanagari, Bengali, Tamil, etc.) or letters that change shape depending upon their position in a word (Indic and Arabic scripts) will not render well in Unifont.</p></blockquote>

<p>So there are some scripts which will look a bit ugly. And some characters which won't be well represented.</p>

<p>The second issue is one of size. Some of the newer characters are simply too big:</p>

<blockquote><p>Scripts such as Cuneiform, Egyptian Hieroglyphs, and Bamum Supplement will not be drawn on a 16-by-16 pixel grid. There are plans to draw these scripts on a 32-by-32 pixel grid in the future.</p></blockquote>

<p>That means it misses out on characters like <code>𒀰</code>, <code>𒁏</code> and, of course, <code>𒀱</code>. Which, to be fair, would be hard to squeeze in!</p>

<p>The third problem is that Unicode is updating all the time. Although the Unifont is at Version 14 - <a href="https://docs.python.org/3/library/unicodedata.html">Python's Unicode Database</a> is stuck at V13. Luckily, there is a library called <a href="https://pypi.org/project/unicodedata2/">UnicodeData2</a> which includes V14.</p>

<p>But, given those limitations, I thought it was possible to craft something nice.</p>

<h3 id="python-code"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#python-code">Python Code</a></h3>

<p>I split the problem into several parts.</p>

<h4 id="plotting-equidistant-points-along-a-spiral"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#plotting-equidistant-points-along-a-spiral">Plotting equidistant points along a spiral</a></h4>

<p>As ever, I turned to StackOverflow and found <a href="https://stackoverflow.com/a/27528612/1127699">a neat little solution</a>:</p>

<pre><code class="language-python">def spiral_points(arc=1, separation=1):
    #   Adapted from https://stackoverflow.com/a/27528612/1127699
    """generate points on an Archimedes' spiral with `arc` giving the length of arc between two points and `separation` giving the distance between consecutive turnings
    - approximate arc length with circle arc at given distance
    - use a spiral equation r = b * phi
    """
    def polar_to_cartesian(r, phi):
        return ( round( r * math.cos(phi) ),
                 round( r * math.sin(phi) )
               )

    # yield a point at origin
    yield (0, 0)

    # initialize the next point in the required distance
    r = arc
    b = separation / (2 * math.pi)
    # find the first phi to satisfy distance of `arc` to the second point
    phi = float(r) / b
    while True:
        yield polar_to_cartesian(r, phi)
        # advance the variables
        # calculate phi that will give desired arc length at current radius (approximating with circle)
        phi += float(arc) / r
        r = b * phi
</code></pre>

<h4 id="drawing-a-squaril"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#drawing-a-squaril">Drawing a squaril</a></h4>

<p>I wanted a grid which looked like this:</p>

<pre><code class="language-txt">9 A B
8 1 2
7 0 3
6 5 4
</code></pre>

<p>I found a <a href="https://eng-shamsan.medium.com/python-for-qa-engineers-challenge-4-bacebc23aba7">blog post</a> and <a href="https://github.com/ENGSamShamsan/spiral-shap-array">source code for a spiral array</a>.  It's pretty simple - although I'm sure there's lots of ways to do this:</p>

<pre><code class="language-python">n = 12
nested_list= [[0 for i in range(n)] for j in range(n)]
low=0
high=n-1
x=1
levels=int((n+1)/2)
for level in range(levels):
    for i in range(low,high+1):
        nested_list[level][i]= x
        x+=1

    for i in range(low+1,high+1):
        nested_list[i][high]= x
        x+=1

    for i in range(high-1,low-1,-1):
        nested_list[high][i]= x
        x+=1

    for i in range(high-1,low,-1):
        nested_list[i][low]= x
        x+=1

    low+=1
    high-=1

for i in range(n):
    for j in range(n):
        print(nested_list[i][j],end="\t")# print the row elements with
        # a tab space after each element
    print()# Print in new line after each row
</code></pre>

<p>However, that printed the spiral backwards:</p>

<pre><code class="language-txt">B A 9
2 1 8
3 0 7
4 5 6
</code></pre>

<p>Luckily, Python makes it easy to reverse lists:</p>

<pre><code class="language-python">for l in nested_list :
    l.reverse()
</code></pre>

<h4 id="drawing-the-characters"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#drawing-the-characters">Drawing the characters</a></h4>

<p>Turning a number into a Unicode character is as simple as:</p>

<pre><code class="language-python">unicode_character = chr(character_int)
</code></pre>

<p>But how do we know if the font contains that character? I <a href="https://stackoverflow.com/a/43857892/1127699">stole some code from StackOverflow</a> which uses the <a href="https://github.com/fonttools/fonttools">FontTools library</a>:</p>

<pre><code class="language-python">from fontTools.ttLib import TTFont
font = TTFont(fontpath)   # specify the path to the font in question

def char_in_font(unicode_char, font):
    for cmap in font['cmap'].tables:
        if cmap.isUnicode():
            if ord(unicode_char) in cmap.cmap:
                return True
    return False
</code></pre>

<p>But, of course, it is a bit more complicated than that. The Unifont contains some placeholder glyphs - the little black square with hex digits in them that you see here:</p>

<p><a href="https://http://unifoundry.com/pub/unifont/unifont-14.0.04/unifont-14.0.04.bmp"><img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/Screenshot-2022-07-06-at-09-15-20-unifont-14.0.04.bmp-BMP-Image-4128-×-4160-pixels.png" alt="A grid of Unicode characters" width="381" height="372" class="aligncenter size-full wp-image-43150"></a></p>

<p>I didn't want to draw them. But they exist in the font. So how do I skip them?</p>

<p>Using the <a href="https://docs.python.org/3/library/unicodedata.html">Python Unicode Database</a> it's possible to look up the name of a Unicode code-point. e.g. <code>chr(65)</code> is <code>LATIN CAPITAL LETTER A</code>. So if there is <em>no name</em> in the database, skip that character.</p>

<p>But, of course, it is a bit more complicated than that! The Unicode database only goes up to Unicode 13. And, for some reason, the control characters don't have names. So the code becomes a tangled mess of <code>if...else</code> statements. Ah well!</p>

<p>Drawing the characters <em>should</em> have been easy. I was using <a href="https://pillow.readthedocs.io/en/stable/reference/ImageDraw.html?highlight=text#PIL.ImageDraw.ImageDraw.text">Pillow to draw text</a>. But, despite the pixely nature of the font itself Pillow was performing anti-aliasing - creating unwanted grey subpixels.</p>

<p>I thought the fix was simple:</p>

<blockquote class="social-embed" id="social-embed-1543875587596509190" lang="en"><header class="social-embed-header"><a href="https://twitter.com/jonodrew" class="social-embed-user"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt=""><div class="social-embed-user-names"><p class="social-embed-user-names-name">jonodrew@mastodon.social</p>@jonodrew</div></a><img class="social-embed-logo" alt="" src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciCmFyaWEtbGFiZWw9IlR3aXR0ZXIiIHJvbGU9ImltZyIKdmlld0JveD0iMCAwIDUxMiA1MTIiPjxwYXRoCmQ9Im0wIDBINTEyVjUxMkgwIgpmaWxsPSIjZmZmIi8+PHBhdGggZmlsbD0iIzFkOWJmMCIgZD0ibTQ1OCAxNDBxLTIzIDEwLTQ1IDEyIDI1LTE1IDM0LTQzLTI0IDE0LTUwIDE5YTc5IDc5IDAgMDAtMTM1IDcycS0xMDEtNy0xNjMtODNhODAgODAgMCAwMDI0IDEwNnEtMTcgMC0zNi0xMHMtMyA2MiA2NCA3OXEtMTkgNS0zNiAxczE1IDUzIDc0IDU1cS01MCA0MC0xMTcgMzNhMjI0IDIyNCAwIDAwMzQ2LTIwMHEyMy0xNiA0MC00MSIvPjwvc3ZnPg=="></header><section class="social-embed-text"><small class="social-embed-reply"><a href="https://twitter.com/xandypty/status/1543875177121030145">Replying to @xandypty</a></small><a href="https://twitter.com/xandypty">@xandypty</a> <a href="https://twitter.com/edent">@edent</a> draw = ImageDraw.Draw(image)<br>draw.fontmode = '1'<br>...</section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/jonodrew/status/1543875587596509190" aria-label="1 likes" class="social-embed-meta">❤️ 1</a><a href="https://twitter.com/jonodrew/status/1543875587596509190" aria-label="1 replies" class="social-embed-meta">💬 1</a><a href="https://twitter.com/jonodrew/status/1543875587596509190" aria-label="0 retweets" class="social-embed-meta">♻️ 0</a><a href="https://twitter.com/jonodrew/status/1543875587596509190"><time datetime="2022-07-04T08:33:18.000Z">08:33 - Mon 04 July 2022</time></a></footer></blockquote>

<p>Sadly, that does introduce some other artefacts - so I've <a href="https://github.com/python-pillow/Pillow/issues/6421">raised a bug with Pillow</a>.</p>

<p>In the end, I kept the anti-aliasing, but then converted the grey pixels to black. And then converted the entire image to monochrome:</p>

<pre><code class="language-python">threshold = 191
image = image.point(lambda p: p &gt; threshold and 255)
image = image.convert(&amp;#039;1&amp;#039;)
</code></pre>

<h3 id="putting-it-all-together"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#putting-it-all-together">Putting It All Together</a></h3>

<p>Once I'd go the co-ordinates for either the spiral or squaril, I drew the character on the canvas:</p>

<pre><code class="language-python">draw.text(
   (x , y),
   unicode_character,
   font=font,
   fill=font_colour)
</code></pre>

<h2 id="except-it-didnt-work"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#except-it-didnt-work">Except it didn't work!</a></h2>

<p>Sadly, <a href="https://stackoverflow.com/questions/72893662/pillow-draw-a-literal-tag-glyph">Pillow can't draw non-printable glyphs</a> - even when the font contains something drawable. This is because it can't pass the correct options to the harfbuzz library.</p>

<p>So, I went oldskool! I converted every glyph in the font to a PNG and saved them to disk.</p>

<pre><code class="language-python">from fontforge import *

font = open("unifont_upper-14.0.04.ttf")

for i in range( len(font) ) :
    try:
        font[i].export( "pngs/" + str(i) + ".png", pixelsize=16, bitdepth=1)
    except Exception as e:
        print ( str(i) )
        print ( e )
</code></pre>

<p>Look, if it's hacky but it works; it isn't hacky! Right?</p>

<p>From there, it's a case of opening the .png and pasting it onto the canvas:</p>

<pre><code class="language-python">character_png = Image.open('pngs/' + str(character_int) + ".png")
image.paste( character_png, (round(x) , round(y)) )
</code></pre>

<h2 id="it-was-too-big"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#it-was-too-big">It was too big!</a></h2>

<p>And now we hit the final problem. The image was over 20,000 pixels wide. Why? The <a href="https://en.wikipedia.org/wiki/Variation_Selectors_Supplement">Variation Selectors</a>! The last of which is at position <code>U+E01EF</code>.  Which means the spiral looks like this:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/Variation-Selectors.png" alt="A wide image showing the huge gap between the selectors and the rest of the spiral." width="1024" height="562" class="aligncenter size-full wp-image-43181">

<p>Here they are in close up:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/07/Variation-Selectors-Close-Up.png" alt="A series of boxes in an arc." width="700" height="700" class="aligncenter size-full wp-image-43180"></p>

<p>So I decided to remove that block!</p>

<h2 id="source-code"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#source-code">Source Code</a></h2>

<p><a href="https://gitlab.com/edent/unicode-space/-/tree/main/">All the code is on GitLab</a>. Because GitHub is <em>so</em> 2019…</p>

<h2 id="licensing"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#licensing">Licensing?</a></h2>

<p>The GNU Unifont has a dual licence. <a href="https://unifoundry.com/LICENSE.txt">GPL2 and OFL</a>. The image is a "document" for the purposes of the OFL and the GPL font exemption. But, I guess you could reverse engineer a font-file from it. So, if you use the image to generate a font, please consider that it inherits the <a href="https://unifoundry.com/LICENSE.txt">original licence</a>.  If you just want to print it out, or use it as art, then the image itself is <a href="https://creativecommons.org/licenses/by-sa/4.0/legalcode">CC BY-SA</a>.</p>

<p>This is based on my lay-person's understanding of the <a href="https://www.gnu.org/licenses/license-list.html#ccbysa">various copyleft licence compatibility issues</a>. Corrections and clarifications welcome!</p>

<h2 id="whats-next"><a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#whats-next">What's next?</a></h2>

<p>I would like to print this out on paper. At 200dpi, it would be about 1.5m squared. Which I guess is possible, but might be expensive.</p>

<p>At 600dpi, the square will just about fit on A3 paper. But the quality is atrocious.  Even at A0 it wasn't great. Realistically, it needs to be at least 3.3 metres along each side! No idea where I can find a printer which will do that. Or where in my house I'd have space for it!</p>

<p>Of course, it will need updating whenever there is a new release of either Unicode or Unifont.</p>

<p>If you have any suggestions or feedback - please drop them in the comment box!</p>

<div id="footnotes" role="doc-endnotes">
<hr>
<ol start="0">

<li id="fn:every">
<p>Well, look, it is complicated. Unicode is Hard™.&nbsp;<a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#fnref:every" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:high">
<p>Not to be confused with <a href="https://shkspr.mobi/blog/2018/10/forbidden-unicode/">the Demonic Planes of Forbidden Unicode</a>.&nbsp;<a href="https://shkspr.mobi/blog/2022/07/the-mostly-complete-unicode-spiral/#fnref:high" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

</ol>
</div>
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		<title><![CDATA[Success at 2D Printing a Bookcase Mosaic!]]></title>
		<link>https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/</link>
					<comments>https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 22 Apr 2022 11:34:33 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[books]]></category>
		<category><![CDATA[linux]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=42366</guid>

					<description><![CDATA[Yesterday, I revealed my disappointment in being unable to print a bookcase. Today I revel in my cleverness at coming up with a solution!  I decided to create a photo-mosaic of a nice photo of me and my wife - using all our book covers.  The Result    Close Up  The image was printed on high-quality canvas - which gives it a pleasing texture and isn&#039;t too glossy. Zoomed in, this is what it looks…]]></description>
										<content:encoded><![CDATA[<p>Yesterday, I revealed my disappointment in being <a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/">unable to print a bookcase</a>. Today I revel in my cleverness at coming up with a solution!</p>

<p>I decided to create a photo-mosaic of a nice photo of me and my wife - using all our book covers.</p>

<h2 id="the-result"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#the-result">The Result</a></h2>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/Photo-of-a-printed-canvas.jpg" alt="A large canvas print of a photo of me and Liz in a top-down car. On closer inspection, the print is made up of lots of smaller prints." width="1024" height="768" class="aligncenter size-full wp-image-42429">

<h3 id="close-up"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#close-up">Close Up</a></h3>

<p>The image was printed on high-quality canvas - which gives it a pleasing texture and isn't <em>too</em> glossy. Zoomed in, this is what it looks like:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/Close-up-of-textured-surface.jpg" alt="Close up of textured surface." width="1024" height="768" class="aligncenter size-full wp-image-42425">
As you can see, there is a fair amount of detail on the canvas. Enough so that most titles and authors are legible.</p>

<h2 id="method"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#method">Method</a></h2>

<p>So, here's how to make something like this:</p>

<h3 id="pick-a-nice-photo"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#pick-a-nice-photo">Pick a nice photo</a></h3>

<p>Duh! We chose a selfie my wife took on our road-trip across New Zealand. A happy memory where we both look pretty good, and there's not too much detail in the background.</p>

<h3 id="get-your-mosaic-tiles"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#get-your-mosaic-tiles">Get your mosaic tiles</a></h3>

<p>I use <a href="https://calibre-ebook.com/">Calibre</a> to manage all our eBooks. Run this script to grab all the book covers, and copy them to a directory. All the covers are named <code>cover.jpg</code> - so this renames them sequentially</p>

<pre><code class="language-bash">#!/bin/bash
OUTDIR=~/bookmosaic/
i=0

find /home/whatever/Calibre\ Library -name *.jpg |
while read FILE; do
  OUTFILE="$i.jpg"
  cp -p "$FILE" "$OUTDIR$OUTFILE"
  ((i++))
done
</code></pre>

<h3 id="trim-the-covers"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#trim-the-covers">Trim the covers</a></h3>

<p>In order to remove any excess whitespace around the covers, I used <a href="https://legacy.imagemagick.org/Usage/crop/#trim">ImageMagick's <code>trim</code> command</a></p>

<pre><code class="language-_">mogrify -bordercolor white -border 10x10 +repage -fuzz 20% -trim +repage *.jpg
</code></pre>

<p>That adds a small white border, then trims it and any other white-ish colours. Without that, it will trim the base colour of the image.</p>

<h3 id="prune-your-covers"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#prune-your-covers">Prune your covers</a></h3>

<p>I ended up with about 3,000 book covers. Hey, we read <em>a lot!</em> But some of the covers were pretty low resolution, some looked crap, and some were from books we didn't want on our walls.</p>

<p>So we flipped through each one and deleted anything that wasn't right for us. A tedious and manual process.</p>

<h2 id="mosaic-time"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#mosaic-time">Mosaic Time</a></h2>

<p>There are lots of mosaic programs for Linux. Sadly most seem to be abandoned. I ended up using <a href="https://github.com/scheckmedia/ImageMosaicWall">ImageMosaicWall</a> because it was fairly modern and had a relatively simple GUI</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/Mosaic-GUI.jpg" alt="Screenshot of a graphical user interface." width="1026" height="847" class="aligncenter size-full wp-image-42381">

<p>Not the most polished interface, but simple enough to use. Select the image you want to turn into a mosaic, select a folder full of images, fiddle with the resolution and off you go. Even on my modest laptop it took less than a minute to crunch through the images and create the final result.</p>

<h3 id="resolution"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#resolution">Resolution</a></h3>

<p>There are two parts to the resolution question - what size will this be printed, and how many columns / rows do you want?</p>

<p>We picked a 75cm x 100cm canvas. According to Photobox, they <a href="https://faq.photobox.com/hc/en-gb/articles/360019566177-Recommended-photo-resolution-for-canvases">print at 200dpi so require a 6,000px x 8,000px image</a>.</p>

<p>Next, how many covers are needed to make an image which is recognisable? At 75 covers wide and 75 covers high, the resultant mosaic looked pretty good from a distance. But each book cover would have been a centimetre wide - which would have made most of them unrecognisable. At, say, 50 by 50 the book covers would have been much clearer - but at the expense of the overall image coherence.</p>

<p>I settled on 64x64. That gave a good balance between individual covers and making the photo recognisable.</p>

<h3 id="variations-and-limitations"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#variations-and-limitations">Variations and Limitations</a></h3>

<p>64<sup>2</sup> = 4,096 tiles. But I only have about 2,500 covers. That means, inevitably, some will be repeated.  The default setting of ImageMosaicWall doesn't have any variation. Which means that the same cover can be repeated multiple times - especially on similar colours like the sky. Here's what it looks like:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/Low-variation.png" alt="The sky rendered with only a few different covers." width="649" height="487" class="aligncenter size-full wp-image-42382">

<p>Eurgh!</p>

<p>I played around with the variation setting to find a good balance of non-repeating books and overall image legibility.  It worked pretty well but there are still a few instances where a book is found in close proximity to itself:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/close-up-showing-two-identical-book-covers-near-each-other.jpg" alt="close up showing two identical book covers near each other." width="640" height="480" class="aligncenter size-full wp-image-42427"></p>

<p>There are <a href="https://github.com/hanzhi713/image-collage-maker">different mosaic tools</a> which allow you to set how often an image is reused.</p>

<p>Another thing to note is that the original cover images all have different aspect ratios. This means the algorithm applies some cropping - mostly, it seems, to the bottom:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/Cut-off-books.jpg" alt="Bunch of books with their bottoms cut off." width="1024" height="590" class="aligncenter size-full wp-image-42383">

<h2 id="print-it"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#print-it">Print It!</a></h2>

<p>As mentioned, I used <a href="https://www.photobox.co.uk/shop/canvas-prints/simple-canvas">Photobox</a>. They were running a promotion so the canvas, hanging kit, and delivery came to about £60. I'll be honest, that's a bit more than I wanted to spend - but they were recommended to me and were the only printer I could find who would print at 200dpi.</p>

<p>I uploaded the 96MB image, picked my settings, and typed in my credit card details.</p>

<p>A few days after uploading, it arrived - and was hung in pride of place.</p>

<h2 id="lessons-learned"><a href="https://shkspr.mobi/blog/2022/04/success-at-2d-printing-a-bookcase-mosaic/#lessons-learned">Lessons learned</a></h2>

<p>A few things that I wish I'd done differently, or that I may do if I try this again:</p>

<ul>
<li>Do a test print. I was over-eager to try this out so I paid £60 for the full thing. I should have paid a tenner for a much smaller test to see if the resolution was good enough.</li>
<li>Get higher quality covers. Some of my eBooks didn't have great covers. I should have spent time making sure that they were all at the highest resolution possible.</li>
<li>Get more covers. The 2,500 covers weren't sufficient to provide the most detail and there was quite a lot of repetition. I should have added more - perhaps including video game covers and album covers.</li>
<li>Be more selective. If I look closely, there are a few books on there which I'm not <em>overly</em> happy about being on display. Nothing too disgusting, just things which have fallen far out of fashion. I should have spent more time pruning the list.</li>
<li>Normalise the size of the covers. Because they were all different aspect ratios, some have been cropped quite severely. I should have used ImageMagick to extend the edges of any book which didn't have a ratio of 3:4.</li>
<li>Use a full-bleed print. Mine stops just after the side, which leaves a bit of a white edge. That's mostly a limitation of my original photo though.</li>
<li>Tweak the algorithm to set a minimum distance between identical covers.</li>
</ul>

<p>But, perfect is the enemy of done.  I'm pleased enough with the print. It isn't perfect - but I actually saw something though from idea to creation. And now we have something on our wall which is personal, meaningful, and co-created.</p>

<p>And isn't a bloody "Live Laugh Love" stencil!</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=42366&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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		<title><![CDATA[Failed attempt at 2D printing a bookcase]]></title>
		<link>https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/</link>
					<comments>https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Wed, 20 Apr 2022 11:34:29 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=33876</guid>

					<description><![CDATA[Yes, you read that right, 2D printing. Not 3D printing.  Let me explain my problem...  Our bookshelves are bare. A few years ago we made the switch to eBooks - we got rid of all our paper books. We&#039;ve switched to downloading our games, so no gorgeous box art for us. All our DVD discs are in the loft, and their movie-poster allure is hidden away.  When friends walk into our house, they have no…]]></description>
										<content:encoded><![CDATA[<p>Yes, you read that right, 2D printing. Not 3D printing.  Let me explain my problem...</p>

<p>Our bookshelves are bare. A few years ago we <a href="https://shkspr.mobi/blog/2012/03/burning-all-my-books/">made the switch to eBooks</a> - we got rid of all our paper books. We've switched to downloading our games, so no gorgeous box art for us. All our DVD discs are in the loft, and their movie-poster allure is hidden away.</p>

<p>When friends walk into our house, they have <em>no idea how cultured we are!</em></p>

<p>I want to print out a bookshelf. This is a walk-through of the process I took. And, more importantly, why it failed.</p>

<h2 id="inspiration"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#inspiration">Inspiration</a></h2>

<p>In a <em>very</em> fancy lawyers' offices, I saw this amazing bookshelf:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/Bookshelf.jpg" alt="A wall spanning bookshelf with giant books." width="1024" height="782" class="aligncenter size-full wp-image-33879">

<p>Look closer...</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/Painted-book-cover.jpg" alt="Close up - the book cover is an oil painting - as are the spines of the other books." width="1024" height="768" class="aligncenter size-full wp-image-33878">

<p>Gorgeous! I don't have the time nor talent to hand-paint book covers. But I have the Internet and a smattering of coding skillz.</p>

<p>Ideally, I'd like a gigantic colour eInk display - but that technology is years away. So, printing it is!</p>

<p>And it would be nice to have something as impressive as this:</p>

<blockquote class="social-embed" id="social-embed-1365203908981850113" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/dramcgarry" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRjACAABXRUJQVlA4ICQCAABwCgCdASowADAAPrVMoEunJCMhrjQLMOAWiUAW33vRVXdhx7f8p2OU1fpXCtKPz3yY0gulaKbNNcOp30DUPkQ95Pz5348Vv8MFTKzAhNMcFGI0eeBrAAxay/rtgAD++LgFV49cjo+K+bMY9siQSc3Lygnl7rNWMd9Mgm7A5herkCWhurjhShU88QM7YtYA/EjMfYeODY8oQKGOcJ9CDiLT2GvfUP0YQq1qUaHr4Gy6V8P2D6POlS4bModTspfpKSLaNKlcawRb3ZfEqPB886H4apDD5/QJv9Bx6PF6Sy5cuqGg6hsvTtAfj6C59ocD1JuNXfTni6oJb5fiVA+UG/1uz6X9/K68VbYL9Gx8uwOprajpHZDJWdSxnvYZe3Ia0f0hJ6pUf3mX3QMexob1r8toK4HQKbcpESRAbcZl8K+0VCx57LUIBke7O7ifQrzji7KsAiCJyuvOrNRRwyoUoaSDwAEjuzifAv1QvjrcwjNfwOqCfe0EFT5/wfrBz4+MEdzg43CouKYPyO28SD03a+QauYDjFn54A/6219BjSUm2reRGq4ilKhcHGFiHIX+VlFlhMtN/x6izpIZdZnvbu6KPcL3tlHxZk7cjhch2RMjRSRpqSfMyYL91I/nIDSDiGyTwkGz6hGjA2ySH8jlO/LjpzjCpwOJA/COjgf/OYqV37RhwT7RoBVw1Qr7nHWR9fxbL2SWkDAo5IiCSUt0m2LvWe0cAAA==" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">aidanmcgarry</p>@dramcgarry</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">My partner made a wall of books for me. It was a labour of love. Everyday for last few months Ive been at this desk writing a book. Today, it’s finished. It was also a labour of love. <a href="https://twitter.com/dramcgarry/status/1365203908981850113/photo/1">pic.x.com/lrrhmrmgb1</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/EvIttjzXAAEQ9YO.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" src="data:image/webp;base64,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"></a></div></section><hr 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<h2 id="objective"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#objective">Objective</a></h2>

<ol>
<li>Get high-resolution cover art for <em>meaningful</em> books, games, and DVDs.</li>
<li>Design a virtual bookshelf.</li>
<li>Print onto a suitable material for wall hanging.</li>
<li>Sell targetted advertising space based on personal infor... wait... no... just admire it.</li>
</ol>

<h2 id="getting-media"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#getting-media">Getting Media</a></h2>

<p>Most of eBooks have a fairly high resolution cover embedded in them. Using the <a href="https://calibre-ebook.com/">Calibre eBook Library</a> it was pretty easy to either extract the covers or download higher resolution ones.  We also used the <a href="https://openlibrary.org/dev/docs/api/covers">Open Library Covers API</a> for any stragglers.</p>

<p>Computer games are legitimate cultural works and some of the box art is beautiful. There are a number of places to get covers, including <a href="http://thecoverproject.net">The Cover Project</a>, <a href="https://emumovies.com/tags/sony%20playstation%203/">EmuMovies</a>, <a href="https://web.archive.org/web/20220331190445/https://vgboxart.com/how-to/">VG Box Art</a>, and <a href="https://www.mobygames.com/game/xbox360/portal-2/cover-art/gameCoverId,217420/">Moby Games</a>.</p>

<h3 id="sizing-media"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#sizing-media">Sizing Media</a></h3>

<p>Books are all different physical sizes. So are their covers. In order to create a visually pleasing effect, we resized all the covers to the same <em>width</em>. Which means the top of the row of books looks something like this:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/Staggered-Top.png" alt="Tops of books, all different heights." width="1024" height="52" class="aligncenter size-full wp-image-33882">

<p>First, convert all the lossy JPGs to lossless PNG:</p>

<pre><code class="language-_">mogrify -format png *.jpeg
</code></pre>

<p>Then, resize them all to a maximum of 800px wide, keeping the same aspect ratio:</p>

<pre><code class="language-_">convert &amp;#039;*.png&amp;#039; -resize &amp;#039;800&amp;gt;&amp;#039; converted_%04d.png
</code></pre>

<h2 id="stitching-the-media"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#stitching-the-media">Stitching the media</a></h2>

<p>Imagemagick lets you take several images and stick them all in a row - without gaps.</p>

<pre><code class="language-_">montage *.png -tile 6x1 -gravity South -geometry +0+0 -background none montage.png
</code></pre>

<p>That creates a montage, 6 books wide, with the images aligned along the bottom, with no padding, and a transparent background.</p>

<p>Note - the first book has to be the tallest, <a href="https://stackoverflow.com/questions/60357036/imagemagick-montage-how-to-align-images-to-bottom/60357176#60357176">otherwise the "South" gravity does weird things</a>.</p>

<pre><code class="language-_">convert -background white -gravity south [abc].png +smush 10 result.png
</code></pre>

<h2 id="designing-the-background"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#designing-the-background">Designing the background</a></h2>

<p>OK, so we have lovely art - but what sort of shelves will the rest on? A boring Billy bookcase? Old oak timbers? Shabby chic?</p>

<p>I found some lovely high resolution, and freely licensed wood textures at <a href="https://www.wildtextures.com/free-textures/vintage-retro-wooden-boards/">WildTextures.com</a>. Sticking that behind the books was rather pleasing:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/Staggered-Top-Wood-Effect.jpg" alt="Tops of books, behind them is a wooden pattern." width="1024" height="52" class="aligncenter size-full wp-image-33883">

<p>With a bit of faffing around in GiMP, I created this bookshelf test:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/Shelf-Test-Small.jpg" alt="Two rows of book covers on a set of shelves." width="1024" height="683" class="aligncenter size-full wp-image-33885"></p>

<h2 id="effects"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#effects">Effects</a></h2>

<p>I loved the oil painting effect on the artwork, and wondered if I could recreate it with GiMP. It offers some powerful filters. I made some "artistic" endeavours...</p>

<blockquote class="social-embed" id="social-embed-1217562754401341446" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/edent" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Playing around with how to display video game box-art...<br>This wasn't what I intended, but I love the effect.<br>Bonus points if you can name the three fairly popular Xbox games. <a href="https://twitter.com/edent/status/1217562754401341446/photo/1">pic.x.com/cu6eprqouq</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/EOWm3cVXsAESzCc.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="So you thought you'd cheat by looking at the alt text? SHAME ON YOU!" 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"></a></div></section><hr 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<p>But, ultimately, none of them looked quite right. The covers had large swathes of plain colours - and none of them were distinctive enough to recognise when heavily distorted.</p>

<p>I found a site which would <a href="https://diybookcovers.com/3Dmockups/">generate 3D book covers</a>:
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/01/3D-Effect.jpg" alt="Book covers designed to look 3D." width="768" height="433" class="aligncenter size-full wp-image-33891"></p>

<p>These looked OK, but it made the books a uniform size, and took up extra horizontal space. It also means I'd need to create a 3D effect for the bookshelf. And I couldn't find a good way to create a good 3D effect for game box-art.  Although <a href="https://boxshot.com/boxshot/">BoxShot.com</a> is pretty nifty!</p>

<p>I also tried to use <a href="http://www.fmwconcepts.com/imagemagick/3Dcover/index.php">Fred's ImageMagick scripts to make a 3D cover</a>, angled at 25 degrees and with a transparent background.</p>

<pre><code class="language-_">./3Dcover -s 192 -a -25 -b none cover.png cover3d.png
</code></pre>

<p>But, again, it didn't look great.</p>

<h2 id="time-to-stop"><a href="https://shkspr.mobi/blog/2022/04/failed-attempt-at-2d-printing-a-bookcase/#time-to-stop">Time To Stop</a></h2>

<p>I'd considered running off a single small test print - just to make sure things looked OK. But... I just couldn't get anything which looked nice enough to hang on our walls.</p>

<p>I've been noodling on this since the start of lockdown and I think it is time to call it a day.</p>

<p>I have loads of book covers and video game covers. So if you know of a beautiful way to display them - please let me know!</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=33876&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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			<slash:comments>3</slash:comments>
		
		
			</item>
		<item>
		<title><![CDATA[This Bench Does Not Exist]]></title>
		<link>https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/</link>
					<comments>https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 08 Apr 2022 11:34:14 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[AI]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[OpenBenches]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=42149</guid>

					<description><![CDATA[We forced an AI to look at thousands of photos of memorial benches. Just because. Here are the results.                         You can view more at This Bench Does Not Exist.  Here&#039;s a video which shows how the process generates images. It gives you an idea of what the model &#34;thinks&#34; a bench is.    Download the model  You can download a 300MB StyleGAN neural net .PKL for your own use.  WHY?!? …]]></description>
										<content:encoded><![CDATA[<p>We forced an AI to look at <a href="https://openbenches.org">thousands of photos of memorial benches</a>. Just because. Here are the results.</p>

<p>
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<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0637.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0669.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10836.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10799.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10837.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0635.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10731.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0642.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0667.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0657.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0641.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0634.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10677.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0630.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0654.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0646.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10664.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed0679.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/seed10760.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="1" link="none" size="full" orderby="rand" ids="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332" include="42313,42314,42315,42316,42317,42318,42319,42320,42321,42322,42323,42324,42325,42326,42327,42328,42329,42330,42331,42332">
</p>

<p>You can view more at <a href="https://thisbench.doesnotexi.st/">This Bench Does Not Exist</a>.</p>

<p>Here's a video which shows how the process generates images. It gives you an idea of what the model "thinks" a bench is.</p>

<video width="1024" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/Bench-Generation.mp4" loop="" autoplay="" muted="" controls="">

<h2 id="download-the-model"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#download-the-model">Download the model</a></h2>

<p>You can <a href="https://g-75671f.f5dc97.75bc.dn.glob.us/benches/network-snapshot-011000.pkl">download a 300MB StyleGAN neural net .PKL</a> for your own use.</p>

<h2 id="why"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#why">WHY?!?</a></h2>

<p>What does a bench look like? How can you recognise it? Does the human brain process images of inanimate objects differently than it does with faces and animals? Is there an "uncanny valley" for seats?</p>

<p>5 years ago, my wife and I launched <a href="https://openbenches.org/">OpenBenches</a> - a site to crowdsource photos, inscriptions, and locations of memorial benches. We have been <em>astonished</em> at how popular it has. People have uploaded over 55,000 photos of about 22,000 benches!  That's around <a href="https://shkspr.mobi/blog/2020/01/how-we-organise-and-store-thousands-of-ugc-photos/">191GB of photos</a>. Nice ☺</p>

<p>I wanted to take all the photos of the benches, and train a computer to produce artificial images of benches. In a similar vein to <a href="https://knowyourmeme.com/memes/sites/this-person-does-not-exist">This [Cat|Person|Paper] Does Not Exist</a>, it's just an interesting way to show off how good (or not) computers are at generating images based off a large dataset.</p>

<h2 id="how"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#how">HOW?!?!</a></h2>

<p>It is <em>relatively</em> simple to create this. There is a pre-built set of scripts called <a href="https://github.com/NVlabs/stylegan3">StyleGAN3</a>. You can follow along with the tutorial provided. I was doing relatively well, until I hit the system requirements:</p>

<blockquote>
  1–8 high-end NVIDIA GPUs with at least 12 GB of memory. We have done all testing and development using Tesla V100 and A100 GPUs.
</blockquote>

<p>Ah. I don't even have <em>one</em> NVIDIA GPU - let alone 12! And the sponsorship for OpenBenches barely covers hosting. Let along buying expensive hardware.</p>

<p>I put the call out on Twitter and, very kindly, <a href="https://twitter.com/simonjbutcher/status/1500051051084455945">Simon Butcher</a> volunteered some hardware. Aren't people on the Internet nice!</p>

<p>The computation for the 512x512px training set was run for 20 days on an IBM AC922 POWER9 server running RHEL7, utilising all four Nvidia Tesla V100 SXM2 16GB GPUs.</p>

<p>The <a href="https://github.com/openbenches/openbenches.org#open-data-api">OpenBenches API</a> lets us grab the URls of all images, and metadata about whether they're a photo of the inscription or the bench.  There were about 25,000 photos to download and crunch through.</p>

<p>With that many images, it wasn't possible to manually go through to find images which shouldn't have been in the set. That might have led to some weirdness in the generation process.</p>

<h2 id="copyright"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#copyright">COPYRIGHT?!?!</a></h2>

<p>OK, so here's an odd question. All of the photos on the site have been licenced under Creative Commons. Mostly <a href="https://creativecommons.org/licenses/by-sa/4.0/">BY-SA 4.0</a> but a few imported from Flickr and other sites with different CC licences.</p>

<p>What's the copyright situation of the generated images?</p>

<p>I honestly don't know. If you do, stick a comment in the box below.</p>

<h2 id="weird"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#weird">WEIRD?!?!</a></h2>

<p>There are a number of "glitches" which seem inherent in AI generated images. Some are just weird little graphical quirks.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/glitch-bench.jpg" alt="A bench with a deformed arm." width="512" height="512" class="aligncenter size-full wp-image-42156">

<p>It's pretty easy to see where the AI has got a little confused. It is <em>totally</em> recognisable as a bench - but just the wrong side of the "uncanny valley" to look real.</p>

<p>Others, however, are full-on psychedelic hellscapes.</p>

<p>
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird116.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird89.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird110.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird03.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird57.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird70.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird02.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird117.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird108.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird92.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird31.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird15.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
<img width="512" height="512" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/weird04.jpg" class="attachment-full size-full" alt="" type="slideshow" columns="2" size="full" link="none" ids="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169" orderby="rand" include="42157,42158,42159,42160,42161,42162,42163,42164,42165,42166,42167,42168,42169">
</p>

<h2 id="inscriptions"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#inscriptions">Inscriptions</a></h2>

<p>Training a text model using GPT-2 was relatively easy. A few years ago <a href="https://shkspr.mobi/blog/2020/02/her-frown-lies-betwixt-two-fickle-eyes-teaching-an-ai-to-write-shakespearean-sonnets/">I taught an AI to write Shakespearean sonnets</a>. I used the same Google notebook to read in several thousand inscriptions and then generate new ones.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/04/en.png" alt="EN. HE LIKES THIS PLACE, BUT HE ONLY SERVES HIS LOVE FOR HIM.  In loving memory of Margaret Sheppard 1935 - 2017  Dedicated with love to the memory of Alan (Alan) Hutton who loved this place, as did his wife, his dogs. From his friends and family.  &quot;Seat here and get a view Of the world We all love. Enjoy the view.&quot;  IN LOVING MEMORY OF JACK AND JIM KORIN (BILL KORIN) WHO LOADED MANY HAPPY HOURS IN THIS GARDEN  IN LOVING MEMORY OF TONY DALRY OBEY &quot;SIT AND VISIT MY SPAIN&quot;  In loving memory of MARY &amp; KATE STEWART  IN MEMORY OF DAVID DICKERSON WHO LOVED THIS PLACE  This Chair Is Left To Rest &quot;IN LOVING MEMORY OF WIFE MRS. &amp; DOG SIT AND VISIT MY SPAIN  IN LOVING MEMORY OF JOHN KURTUS FROM A FOUNDEE OF ALL LIVEN ARE BEING SITTING HERE TO SIT AND REST HIS CHEST  IN MEMORY OF FRED AND MARGARET BEELL WHO LOVED THIS PLACE  IN MEMORY OF RENEE CAMPBELL 1930-2015  This seat is donated in thanks for the years to be spent on the park by the Rt. Air Staff with gratitude to the staff of P.E.I &amp; the R.A.A.L. For your love and understanding  This seat is donated in thanks for the years to be spent on the park by the R.A.A.L. and the R.A.A.L.  IN LOVING MEMORY OF MARY GILLESPEAK WHO LOVED THIS PLACE." width="1377" height="615" class="aligncenter size-full wp-image-42351">

<p>But… we decided not to use them in the end. It's <em>downright creepy</em> generating the name of someone and their date of death. It would be horrible to stumble on the website and find the details of you or a friend listed on there.</p>

<p>As there have already been lots of attempts to automatically generate semantically valid text based on an existing corpus - we dropped it from the site.</p>

<h2 id="thanks"><a href="https://shkspr.mobi/blog/2022/04/this-bench-does-not-exist/#thanks">THANKS!!!</a></h2>

<p>Huge thanks to:</p>

<ul>
<li><a href="https://twitter.com/simonjbutcher">Simon Butcher</a> for training the model on his supercomputer.</li>
<li><a href="https://blog.devopstom.com/">Tom O'Connor</a> for the <code>doesnotexi.st</code> subdomain.</li>
<li>All the hundreds of people who have generously uploaded their photos to OpenBenches.</li>
</ul>

<p>Here is another video for you to enjoy:</p>

<video width="1024" src="https://shkspr.mobi/blog/wp-content/uploads/2022/03/More-Bench-Generation.mp4" loop="" autoplay="" muted="" controls="">

<p>You can view more at <a href="https://thisbench.doesnotexi.st/">ThisBench.DoesNotExi.st</a>.</p>
</video></video><img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=42149&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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					<description><![CDATA[NB: The bit about NFT and smart contracts is at the end.  As I discussed yesterday, being able to resell digital art via an NFT means that the price of art falls to zero.  Let&#039;s assume that I&#039;m correct and, through a combination of technology and changing social attitudes, no one wants to pay for music, books, films, or art any more.  What are the ways that art and artists could get funded? Here…]]></description>
										<content:encoded><![CDATA[<p>NB: The bit about <a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#nfts-and-smart-contracts">NFT and smart contracts is at the end</a>.</p>

<p>As I discussed yesterday, being able to resell digital art via an NFT means that <a href="https://shkspr.mobi/blog/2022/01/nfts-means-the-future-value-of-art-is-zero/">the price of art falls to zero</a>.  Let's assume that I'm correct and, through a combination of technology and changing social attitudes, no one wants to pay for music, books, films, or art any more.</p>

<p>What are the ways that art and artists could get funded? Here are a few sketched out ideas - they all overlap a little. And then a brief discussion about how smart contracts <em>could</em> solve this - but probably won't.</p>

<h2 id="patronage"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#patronage">Patronage</a></h2>

<p>I commission someone to paint a picture or write a book. I can then release it to the public if I want. This is how a lot of public art and statues are funded.</p>

<p>This generally means that art caters to the very rich. This may reduce the choice and inventiveness of the art as it is specifically designed to appeal to an individual patron.</p>

<h2 id="sponsorship"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#sponsorship">Sponsorship</a></h2>

<p>"And then Harry and Hermione celebrated with a refreshing glass of Coca-Cola."</p>

<p><em>*shudders*</em></p>

<p>Of course, product placement is already used to subsidise movies.</p>

<h2 id="private-works"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#private-works">Private Works</a></h2>

<p>Lots of performers do "private" gigs. My previous employer once paid Elton John to serenade staff at a private party.</p>

<p>Could I pay James Patterson to write me an Alex Cross book? Or get Jane Campion to make a movie just for me? Sure, if I had enough cash.</p>

<p>This locks other people out of the experience - which, in itself, may be worth paying for.</p>

<h2 id="elitism"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#elitism">Elitism</a></h2>

<p>Perhaps only independently wealthy people will be able to afford to create art.  If you have no need to make something profitable, you can dedicate your time to making something which appeals to only your tastes.</p>

<p>For a long time, art creation and appreciation was restricted to the wealthy. Do we want to go back to those days?</p>

<h2 id="hobbyism"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#hobbyism">Hobbyism</a></h2>

<p>The cost of generating art falls to zero, so anyone who wants can do it in their spare time. People may not even care about being paid for what they create.</p>

<p>Is flooding the market with self-published fiction and badly recorded songs a good thing? Does it mean people rely more on taste-makers and trend-setters?</p>

<h2 id="fan-collectives"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#fan-collectives">Fan Collectives</a></h2>

<p>The <a href="https://kk.org/thetechnium/1000-true-fans/">1,000 True Fans</a> theory states that if you can get a large enough group of dedicated fans, you can make a living. Having 1,000 fans pay £30 per year, would give someone an average income.  It then doesn't matter if no-one else pays.</p>

<p>But there's a limit to how many artists one person can afford to be a fan of.</p>

<h2 id="libraries"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#libraries">Libraries</a></h2>

<p>An extension of the above. A group of people pay for a library to buy and maintain a collection of books, music, and films. We all pay a small amount, the library tracks what is popular, and pays out on that basis.</p>

<p>This is how Netflix works. And Spotify. And, indeed, regular book libraries.</p>

<h2 id="ubi"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#ubi">UBI</a></h2>

<p>If we all have Universal Basic Income, we can spend our time creating whatever art we want. And, if we have spare cash, we can join with others to commission larger works.</p>

<p>But would we choose to create art if there was no profit in it? Would we bother paying artists if we knew they weren't going to starve?</p>

<h2 id="nfts-and-smart-contracts"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#nfts-and-smart-contracts">NFTs and Smart Contracts</a></h2>

<p>Suppose you buy a piece of digital art - be it a stupid picture of a monkey, or a book about cheese. Embedded in the smart contract is a clause that a percentage of the resale price goes back to the original author.</p>

<p>For example, a smart contract could say "If you sell your copy of this work, you must pay the author the higher of £1 or 10% of the sale price."</p>

<p>This sets a minimum price for "second hand" digital goods. If the price is set <em>higher</em> than buying directly from the author, it may incentivise people to buy direct.</p>

<h2 id="limited-releases"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#limited-releases">Limited Releases</a></h2>

<p>The Wu-Tang Clan released a limited edition album - <a href="https://en.wikipedia.org/wiki/Once_Upon_a_Time_in_Shaolin">Once Upon a Time in Shaolin</a>. It was a limited edition of just one CD. The buyer is not allowed to play the album to the public - although private listening parties are allowed.</p>

<blockquote><p>The music industry is in crisis. The intrinsic value of music has been reduced to zero. Contemporary art is worth millions by virtue of its exclusivity ... By adopting a 400 year old Renaissance-style approach to music, offering it as a commissioned commodity and allowing it to take a similar trajectory from creation to exhibition to sale ... we hope to inspire and intensify urgent debates about the future of music.
<a href="https://web.archive.org/web/20140605055409/http://scluzay.com/"></a><a href="http://scluzay.com">http://scluzay.com</a> (Archive of the original)</p></blockquote>

<p>Perhaps the final "Game of Thrones" book will be limited to, say, 1,000 single readers at a time. And you'll need to wait for someone to finish reading their copy before you can buy it off them!</p>

<p>Brilliant!</p>

<h2 id="brilliant"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#brilliant">Brilliant?</a></h2>

<p>The central joke about NFT is that they try to impose artificial scarcity on inherently fungible good. My copy of your JPG is bit-for-bit identical in both appearance and utility.</p>

<p>It is often said that the downfall of MP3 piracy was the convenience of iTunes and Spotify. Lots of people are happy to pay a modest sum for music - if it is convenient and reliable.</p>

<p>Could I go to some dodgy torrent site and get a cam of the latest Spider-Man? Sure - or I could pay £6 per month to Netflix and have unlimited <em>everything</em>.</p>

<p>Everyone in the UK has access to a taxation-funded library which gives them access to most books. Or they can pay a subscription to a private company like Amazon.</p>

<p>The key with all of those is breadth of choice, low price, and ease of use.</p>

<p>If prices go up, or services become too fragmented, <a href="https://www.theguardian.com/film/2021/oct/02/streaming-was-supposed-to-stop-piracy-now-it-is-easier-than-ever">people return to piracy</a>.</p>

<p>If an piece of art is locked down, it will be trivial to copy it and then either give it away or sell it.  And so the cycle continues.</p>

<h2 id="whats-the-solution"><a href="https://shkspr.mobi/blog/2022/01/how-do-artists-get-paid/#whats-the-solution">What's the solution?</a></h2>

<p>I want more art by more diverse artists. I think the world is moving to a model of collective micropayment patronage clustered around a few big players.</p>

<p>Small-time artists will benefit from the discovery of being on the big platforms.  Maybe they'll go viral and make money - but most likely they'll get dribs and drabs of income. People will still steal their content.</p>

<p>Dedicated fans of small-time artists will buy direct. Better profits for the artist, and a sense of satisfaction for their fans. Some fans will still steal their content.</p>

<p>Extremely large artists will, eventually, become annoyed by the limitations of the big platforms and try to go independent as well. The network effects will be too strong, and the non-dedicated fans will just steal their content</p>

<p>The future ain't what it used to be!</p>
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		<title><![CDATA[NFTs means the future value of art is zero]]></title>
		<link>https://shkspr.mobi/blog/2022/01/nfts-means-the-future-value-of-art-is-zero/</link>
					<comments>https://shkspr.mobi/blog/2022/01/nfts-means-the-future-value-of-art-is-zero/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Thu, 20 Jan 2022 12:34:00 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[blockchain]]></category>
		<category><![CDATA[nft]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=41592</guid>

					<description><![CDATA[At the moment, it is not possible to sell a 2nd hand eBook or MP3. This seems fairly reasonable because a re-seller might keep copies of their original files after selling them. This would allow the re-seller to undercut the original publisher and sell the file multiple times.  We tend to label this &#34;Piracy&#34;.  Someone buys a DVD, rips it, then either sells or gives away copies.  The Blockchain…]]></description>
										<content:encoded><![CDATA[<p>At the moment, it is not possible to sell a 2nd hand eBook or MP3. This seems fairly reasonable because a re-seller might keep copies of their original files after selling them. This would allow the re-seller to undercut the original publisher and sell the file multiple times.</p>

<p>We tend to label this "Piracy".  Someone buys a DVD, rips it, then either sells or gives away copies.</p>

<p>The <a href="https://shkspr.mobi/blog/2021/12/certified-blockchain-professional-part-1/">Blockchain book that I'm reading</a> suggests NFTs as a way to combat this (stop giggling at the back). Let's say that we replaced every MP3 player with an NFT player. You load your file onto your NFTman, sign in with your wallet, and it checks whether you have the rights to play that piece of music.</p>

<p>Later, you decide to re-sell the digital album. Your NFTman refuses to play the files because the BlockChain says you're no longer the owner.</p>

<p>Hurrah! We've created <a href="https://shkspr.mobi/blog/2013/01/a-stock-exchange-for-digital-media/">a second-hand market for digital goods</a>!</p>

<p>But, here's the thing… you can only listen to one album at a time. That huge collection of music you have is mostly sitting idle. <strong>So why not turn your library into a tradeable asset?</strong></p>

<p>With a CD or vinyl collection, this is impractical. It is physically and logistically difficult to sell things. And if you decide that you want to listen to an album you sold, you have to go through the effort of buying it again.</p>

<p>Digital makes this easy.  The digital world is about reducing and removing the friction of the analogue world.</p>

<p>I can buy an NFT album, listen to it, and then immediately sell my copy.  The minute I want to listen to it again, I find someone else to buy it from.</p>

<p>People will want to recoup some of the money they spent, and they will probably charge less than a "new" copy. Otherwise, there's no incentive to buy 2nd-hand.</p>

<p>What if, with a click of a button, my music player could find the cheapest seller of <a href="https://www.youtube.com/watch?v=AbMSUQE36us">The Best of The Beatles</a>, buy it, play it, and then re-sell it afterwards?</p>

<p>The same goes for my Kindle. An NFT eBook reader can go online buy a book and then sell it the second I finish it.</p>

<p>At the moment, I buy a hardback book for £15 and then sell it for £5. So it costs me a tenner over all.</p>

<p>In the future, I could buy an eBook for £15 and then sell it for £14.99.</p>

<p>Given enough competition, this means the price should drop to zero.</p>

<p>Digital copies don't degrade. A second hand MP3 sounds as good as a brand new one. If you want someone to buy your NFT/DRM music, you'll have to charge less than the original seller if you want to recoup any money. You will also have to charge less than <em>all the other</em> resellers.  Sure, maybe there's a natural price floor. But it only takes one person to decide that they want to sell their copy for free - and the floor becomes zero.</p>

<p>Think about it this way - you don't charge your friends when they borrow a CD, do you? When you donate a CD to a charity shop, you don't take any payment. Why should it be any different with digital files?</p>

<p>What happens to art when NFTs drive the price down to zero? That what I'll cover in tomorrow's blog post.</p>
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		<title><![CDATA[Turning an eInk screen into a monochrome art gallery]]></title>
		<link>https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/</link>
					<comments>https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Sun, 26 Sep 2021 11:34:43 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[eink]]></category>
		<category><![CDATA[images]]></category>
		<category><![CDATA[nook]]></category>
		<category><![CDATA[php]]></category>
		<category><![CDATA[tutorial]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=40394</guid>

					<description><![CDATA[Previously on Terence Eden&#039;s Blog: I turned an old eReader into an Information Screen.  This time, I&#039;m taking a different Nook, and turning it into a magic gallery.  Here&#039;s what it looks like in action:  Terence Eden is on Mastodon@edentUpcycled an old eReader into an art frame.Displays a new black &#38; white piece of art from Flickr every few minutes.Full write-up this weekend, but pretty…]]></description>
										<content:encoded><![CDATA[<p><em>Previously on Terence Eden's Blog:</em> <a href="https://shkspr.mobi/blog/2020/02/turn-an-old-ereader-into-an-information-screen-nook-str/">I turned an old eReader into an Information Screen</a>.</p>

<p>This time, I'm taking a different Nook, and turning it into a magic gallery.  Here's what it looks like in action:</p>

<blockquote class="social-embed" id="social-embed-1440788013236195335" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/edent" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Upcycled an old eReader into an art frame.<br>Displays a new black &amp; white piece of art from Flickr every few minutes.<br>Full write-up this weekend, but pretty straightforward to do. <a href="https://twitter.com/edent/status/1440788013236195335/photo/1">pic.x.com/ttvrbhz3ee</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/E_603EtVcAYB5NZ.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="A wooden frame surrounds an eInk screen. A monochrome photo of graffiti is displayed." 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"></a><a href="https://pbs.twimg.com/media/E_606roUUAM7P4W.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="The same frame showing a moody photograph." 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"></a><a href="https://pbs.twimg.com/media/E_60-SmVUAgeFJB.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="The same frame displays a black and white drawing." 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"></a></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/edent/status/1440788013236195335"><span aria-label="137 likes" class="social-embed-meta">❤️ 137</span><span aria-label="14 replies" class="social-embed-meta">💬 14</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2021-09-22T21:20:05.000Z" itemprop="datePublished">21:20 - Wed 22 September 2021</time></a></footer></blockquote>

<h2 id="video"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#video">Video</a></h2>

<p>With the front light off:</p>

<p></p><div style="width: 620px;" class="wp-video"><video class="wp-video-shortcode" id="video-40394-3" width="620" height="349" preload="metadata" controls="controls"><source type="video/mp4" src="https://shkspr.mobi/blog/wp-content/uploads/2021/09/offweb.mp4?_=3"><a href="https://shkspr.mobi/blog/wp-content/uploads/2021/09/offweb.mp4">https://shkspr.mobi/blog/wp-content/uploads/2021/09/offweb.mp4</a></video></div><p></p>

<p>With the front light on:</p>

<p></p><div style="width: 620px;" class="wp-video"><video class="wp-video-shortcode" id="video-40394-4" width="620" height="349" preload="metadata" controls="controls"><source type="video/mp4" src="https://shkspr.mobi/blog/wp-content/uploads/2021/09/onweb.mp4?_=4"><a href="https://shkspr.mobi/blog/wp-content/uploads/2021/09/onweb.mp4">https://shkspr.mobi/blog/wp-content/uploads/2021/09/onweb.mp4</a></video></div><p></p>

<h2 id="how-it-works"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#how-it-works">How it works</a></h2>

<p>Every few minutes, it finds a black and white artistic image from Flickr and displays it. Simple!</p>

<h2 id="inspiration"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#inspiration">Inspiration</a></h2>

<p><a href="https://debugger.medium.com/how-to-build-a-very-slow-movie-player-in-2020-c5745052e4e4">Ambient home cinema by Tom Whitwell</a></p>

<h2 id="build"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#build">Build</a></h2>

<p>I've previously <a href="https://shkspr.mobi/blog/2015/09/replacing-the-battery-on-a-barnes-noble-eink-nook/">replaced the battery on an eInk Nook</a>, so I know how <a href="https://www.ifixit.com/Teardown/Nook+Simple+Touch+with+GlowLight+Teardown/9301">easy they are to disassemble</a>. But for this I wanted to keep the plastic frame on, so that I'd be able to attach a more æsthetically pleasing wooden picture frame.</p>

<p>Finding a picture frame of the right size was a little tricky. The physical dimension of the unit are ~170mm x ~140mm. But the screen is only ~125mm x ~93mm .</p>

<p>I used <a href="https://www.eframe.co.uk/">eFrame</a> - they have a really handy website for custom sized frames and inserts. I ordered a mount for an 135mm x 103mm picture (they cut them slightly smaller but I didn't want any overhang) with 20mm top and bottom borders, and 35mm left and right borders. That gave me enough space to fit the Nook. But, as long as the aperture lets you see the eInk, and masks off the plastic frame, you should be OK.</p>

<p>I was also able to buy a frame without a glass front. As this is my first attempt, I went for simple and cheap wood - rather than something more ornate and artistic.  Total cost including shipping was £25.</p>

<h3 id="attaching-the-frame"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#attaching-the-frame">Attaching the frame</a></h3>

<p>It is useful to be able to get to the main "N" button - and there needs to be a gap for the charging cable. I thought about cutting out a little bit of the frame but, in the end, it was easier to attach the Nook to the frame using velcro and blu-tak. Because of the weight of the Nook, I used some sturdy hooks for the wall mount.</p>

<h2 id="power"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#power">Power</a></h2>

<p>There wasn't enough room in the frame for a normal USB cable, so I used a <a href="https://amzn.to/3CD6c7K">right-angled micro-USB cable</a>.  With the page refreshing every 5 minutes between 0600-2300, it got about 3 days of battery life - less if it used the Glow-Light. So a permanent wired connection seemed sensible.</p>

<h2 id="background"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#background">Background</a></h2>

<p>On the surface this seems quite simple - get a bunch of images and display them. But there are some limitations.</p>

<p>The original <a href="https://en.wikipedia.org/wiki/Nook_Simple_Touch">Nook Simple Touch</a> is, bless it, an old and slow device. I want to do the minimum amount of processing on it as possible. The screen resolution is only 600x800.  I don't want to convert colour artwork to black and white - that will just look messy. I also want the image size to roughly match the screen - so things aren't shrunk down.</p>

<p>So, I want a list of art which meets the following criteria:</p>

<ul>
<li>Intended for monochrome display<sup id="fnref:mono"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fn:mono" class="footnote-ref" title="OK, bit more complicated than that. eInk Pearl can display 16 shades of grey." role="doc-noteref">0</a></sup></li>
<li>Roughly 4:3 aspect ratio</li>
<li>Proper art<sup id="fnref:1"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fn:1" class="footnote-ref" title="Whatever that is..." role="doc-noteref">1</a></sup> by real artists<sup id="fnref:2"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fn:2" class="footnote-ref" title="Whoever they are..." role="doc-noteref">2</a></sup></li>
</ul>

<p>I started by looking at the Open Data produced by various museums and art galleries. Unfortunately, none of them indicated whether an artwork was greyscale. So, I turned to Flickr!</p>

<h2 id="using-the-flickr-api"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#using-the-flickr-api">Using the Flickr API</a></h2>

<p>Sadly, the Flickr API has been neglected for the best part of a decade. So the documentation is grossly out of date.</p>

<p>Two of the undocumented Search API calls are <code>styles</code> and <code>orientation</code>. I use them to search for black and white images in landscape orientation.
You can discover more by using the <a href="https://www.flickr.com/search/?text=">Flickr search website</a> and opening the "Advanced" panel.</p>

<p>The rest of the API call is quite standard. A keyword to search for ("art") - or whatever you want. Sorted by "interestingness" - although popularity is also a good metric. With <code>safe_search</code> turned off - no prudes in our house. And an image size <a href="https://www.flickr.com/services/api/misc.urls.html">no wider that 800px</a> - because serving a correctly scaled image means less work for the eReader.</p>

<h2 id="the-code"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#the-code">The Code</a></h2>

<p>It is almost embarrassing in its simplicity. It uses <a href="https://github.com/samwilson/phpflickr/">Sam Wilson's PHP library for Flickr</a>. It grabs 100 images, and then picks a random one to serve. It is resized to fit in a bounding box of 800x600 and repaginated to centre the image. The image is rotated it 90 degrees and served over HTTP with an appropriate caching policy. Nothing else.  Here it is<sup id="fnref:mit"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fn:mit" class="footnote-ref" title="Licenced as MIT - but it is so basic that I won't be annoyed if you do something else with it." role="doc-noteref">3</a></sup>.</p>

<pre><code class="language-php">require_once 'vendor/autoload.php';
$flickr = new \Samwilson\PhpFlickr\PhpFlickr("123465789");

$search_terms = ["art", "artistic", "painting", "drawing"];
$search_rand = array_rand($search_terms, 1);

$sort_terms = ["date-posted-asc", "date-posted-desc", "date-taken-asc", "date-taken-desc", "interestingness-desc", "interestingness-asc", "relevance"];
$sort_rand = array_rand($sort_terms, 1);

$s = $flickr-&gt;photos()-&gt;search(["text"        =&gt; $search_terms[$search_rand],
                                "per_page"    =&gt; "100",
                                "styles"      =&gt; "blackandwhite",
                                "orientation" =&gt; "landscape",
                                "sort"        =&gt; $sort_terms[$sort_rand],
                                "safe_search" =&gt;"3"
                               ]);

$number_of_photos = count($s["photo"]);

$random_photo = random_int(0, $number_of_photos - 1);

$p = $s["photo"][$random_photo];

$farm   = $p["farm"];
$server = $p["server"];
$id     = $p["id"];
$secret = $p["secret"];
$title  = $p["title"];

$image_url = "https://live.staticflickr.com/{$server}/{$id}_{$secret}_c.jpg";

$image = imagecreatefromjpeg( $image_url );

$cropped = imagecropauto( $image, IMG_CROP_DEFAULT );
if ( $cropped !== false ) { 
   imagedestroy($image);  
   $image = $cropped;
}

$x = imagesx( $image );
$y = imagesy( $image );

$width_ratio  = $x / 800;
$height_ratio = $y / 600;

// Scale
if ( $height_ratio &gt;= $width_ratio ) {
   $new_height = ( 600 / $y ) * $x;
   $scaled = imagescale( $image, $new_height, 600 );
} else {
   $scaled = imagescale( $image, 800, -1 );
}

$x = imagesx( $scaled );
$y = imagesy( $scaled );


// Make a background canvas
$canvas = imagecreatetruecolor( 800, 600 );
$black  = imagecolorallocate( $canvas, 0, 0, 0 );
imagefilledrectangle( $canvas, 0, 0, 800, 600, $black );

$dst_x = ( ( 800 - $x ) / 2 );
$dst_y = ( ( 600 - $y ) / 2 );

imagecopy( $canvas, $scaled, $dst_x, $dst_y, 0, 0, $x, $y );

$rotated = imagerotate( $canvas, 90, 0 );

header('Content-type: image/jpeg');
header("Expires: on, 01 Jan 1970 00:00:00 GMT");
header("Last-Modified: " . gmdate("D, d M Y H:i:s") . " GMT");
header("Cache-Control: no-store, no-cache, must-revalidate");
header("Cache-Control: post-check=0, pre-check=0", false);
header("Pragma: no-cache");

imagejpeg( $rotated );

// Tidy Up
imagedestroy( $image );
imagedestroy( $scaled );
imagedestroy( $rotated );
</code></pre>

<h2 id="displaying"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#displaying">Displaying</a></h2>

<p>As I mentioned in <a href="https://shkspr.mobi/blog/2020/02/turn-an-old-ereader-into-an-information-screen-nook-str/">my previous post about displaying web pages on the Nook</a> - the browser is slow, old, and can't handle http<strong>s</strong> connections.</p>

<p>So I used <a href="https://github.com/jfriesne/Electric-Sign">ElectricSign</a> which is an old Android app. Give it a URL and it will display the contents on screen. It can be set to periodically refresh.</p>

<p>I've had it running for months on a different screen and it hasn't crashed.</p>

<p>That's it!</p>

<h2 id="todo"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#todo">TODO</a></h2>

<ul>
<li>Buy more cheap, 2nd hand eInk screens on eBay. Preferably larger and with higher DPI.</li>
<li>Get some fancy frames.</li>
<li>Start a pirate art museum.</li>
<li>Monetise it by tracking how long people stare at a particular artwork.</li>
<li>BitCoin?<sup id="fnref:lol"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fn:lol" class="footnote-ref" title="LOL! Nope!" role="doc-noteref">4</a></sup></li>
</ul>

<h2 id="thanks-for-reading"><a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#thanks-for-reading">Thanks for reading</a></h2>

<p>If you've enjoyed this blog post, you can <a href="https://www.amazon.co.uk/hz/wishlist/ls/13GFCFR2B2IX4?type=wishlist&amp;linkCode=sl2&amp;tag=shksprblogwish-21">buy me something from my wishlist</a> or <a href="https://github.com/sponsors/edent">sponsor my GitHub</a>.  Find out more way to <a href="https://shkspr.mobi/blog/support/">support this blog</a>.</p>

<div id="footnotes" role="doc-endnotes">
<hr>
<ol start="0">

<li id="fn:mono">
<p>OK, bit more complicated than that. <a href="https://wiki.mobileread.com/wiki/E_Ink_Pearl">eInk Pearl can display 16 shades of grey</a>.&nbsp;<a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fnref:mono" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:1">
<p>Whatever that is...&nbsp;<a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fnref:1" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:2">
<p>Whoever they are...&nbsp;<a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fnref:2" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:mit">
<p>Licenced as MIT - but it is so basic that I won't be annoyed if you do something else with it.&nbsp;<a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fnref:mit" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:lol">
<p>LOL! Nope!&nbsp;<a href="https://shkspr.mobi/blog/2021/09/turning-an-eink-screen-into-a-monochrome-art-gallery/#fnref:lol" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

</ol>
</div>
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		<item>
		<title><![CDATA[Lore of the Wild - a musical walk through the woods]]></title>
		<link>https://shkspr.mobi/blog/2021/06/lore-of-the-wild-a-musical-walk-through-the-woods/</link>
					<comments>https://shkspr.mobi/blog/2021/06/lore-of-the-wild-a-musical-walk-through-the-woods/#respond</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 11 Jun 2021 11:21:45 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[london]]></category>
		<category><![CDATA[LoreOfTheWild]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=39235</guid>

					<description><![CDATA[Into the woods, it&#039;s time to go, I hate to leave, I have to go. Into the woods, it&#039;s time, and so I must begin my journey.  I live near the ancient Abbey Woods. Site of the derelict Lesnes Abbey, full of flowers, trees, and eternal mysteries.  A tattered parchment map fluttered into my hand promising adventure and enlightenment deep in the heart of the woods.    This is Lore of the Wild an…]]></description>
										<content:encoded><![CDATA[<blockquote><p>Into the woods, it's time to go, I hate to leave, I have to go. Into the woods, it's time, and so I must begin my journey.</p></blockquote>

<p>I live near the ancient Abbey Woods. Site of the derelict Lesnes Abbey, full of flowers, trees, and eternal mysteries.  A tattered parchment map fluttered into my hand promising adventure and enlightenment deep in the heart of the woods.</p>

<p><a href="https://www.estuaryfestival.com/event/detail/lore-of-the-wild.html"><img src="https://shkspr.mobi/blog/wp-content/uploads/2021/06/Lore_of_the_wild_Larger_header_-_Lore.jpg" alt="A hand drawn map with the locations of squirrels and crows carefully marked." width="1687" height="800" class="aligncenter size-full wp-image-39236"></a></p>

<p>This is <a href="https://www.estuaryfestival.com/event/detail/lore-of-the-wild.html">Lore of the Wild</a> an immersive art installation as part of the <a href="https://www.estuaryfestival.com/">Estuary 2021 festival</a>.</p>

<p>And so, shortly before sunset, a dozen of us gathered at the entrance and began our traipse through the mulch to see what we would find.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2021/06/people-walking-through-the-woods.jpg" alt="people walking through the woods." width="1024" height="512" class="aligncenter size-full wp-image-39237">

<p>It was magical. There's no other word to describe it. Each of us had headphones and listened to specially commissioned music and poetry designed to harmonise with the surroundings.</p>

<p>We went on an artist guided tour, but you can download the audio tracks and take a wander at your own pace.</p>

<iframe title="Lore of the Wild - Lesnes Abbey Woods by Lore of the Wild" width="620" height="450" scrolling="no" frameborder="no" src="https://w.soundcloud.com/player/?visual=true&amp;url=https%3A%2F%2Fapi.soundcloud.com%2Fplaylists%2F1254609328&amp;show_artwork=true&amp;maxheight=930&amp;maxwidth=620"></iframe>

<p>I recommend using open-ear headphones which allow you to hear the screaming of the birds. Are all the noises you hear diegetic? Are the whispers in your ears still there when the music pauses?</p>

<p>Halfway through our journey, we wandered into the Old Chalk Pit, where we found <a href="https://www.nickhartmusic.com/">Nick Hart</a> waiting for us.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2021/06/Fire-in-the-chalk-pit.jpg" alt="People sat around a fire in an abandoned chalk pit. A man stands and plays guitar." width="1024" height="576" class="aligncenter size-full wp-image-39240">

<p>Old English folk songs sung in an old English pit, the tang of fresh smoke and the scent of wild-flowers. Accompanied by the cacophony of crows and parrots waging their regular evening warfare.</p>

<blockquote class="social-embed" id="social-embed-1401849621995982848" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/NikkiS49" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Nikki Spencer</p>@NikkiS49</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Last night I went for a magical audio storywalk in <a href="https://twitter.com/lesnes_abbey">@lesnes_abbey</a> woods created by <a href="https://twitter.com/sophiejanesays">@sophiejanesays</a> <a href="https://twitter.com/betterussell">@betterussell</a> for <a href="https://twitter.com/estuaryfestival">@estuaryfestival</a> . I have always meant to visit &amp; <a href="https://twitter.com/hashtag/loreofthewild">#loreofthewild</a> was a wonderful way to explore. It’s easy to download. Wearing horns is optional. <a href="https://x.com/NikkiS49/status/1401849621995982848/photo/1">pic.x.com/cuPQf9wkQG</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/E3ReyFHWEAAhzOM.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a><a 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"></a><a 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"></a></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/NikkiS49/status/1401849621995982848"><span aria-label="6 likes" class="social-embed-meta">❤️ 6</span><span aria-label="0 replies" class="social-embed-meta">💬 0</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2021-06-07T10:32:49.000Z" itemprop="datePublished">10:32 - Mon 07 June 2021</time></a></footer></blockquote>

<p>It reminded me of the <a href="https://shkspr.mobi/blog/2010/09/london-as-though-i-had-never-seen-it-before/">London SubtleMob</a> I attended a decade ago. A group of strangers wandering through a landscape listening to - and becoming - art.</p>

<blockquote class="social-embed" id="social-embed-1398970215279599617" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/elliekurttz" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">ellie kurttz</p>@elliekurttz</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Last Sunday into the woods we went and it was beautiful. <a href="https://twitter.com/hashtag/loreofthewild">#loreofthewild</a> Wonderful stories co-created and written by <a href="https://twitter.com/betterussell">@betterussell</a> and <a href="https://twitter.com/sophiejanesays">@sophiejanesays</a> 🌿🪵<a href="https://twitter.com/lesnes_abbey">@lesnes_abbey</a> <a href="https://x.com/elliekurttz/status/1398970215279599617/photo/1">pic.x.com/RtLDXPMSAX</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/E2oj_ktWUAACNPf.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr 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<p>If you can get to the woods - and CrossRail will opening soon! - I recommend bringing a pair of headphones and following the guided trail. It's a gentle walk - although not suitable for wheelchair users - and a wonderful way to experience the environment.</p>
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		<title><![CDATA[A couple of book clocks]]></title>
		<link>https://shkspr.mobi/blog/2021/05/agatha-christie-clock-first-pass/</link>
					<comments>https://shkspr.mobi/blog/2021/05/agatha-christie-clock-first-pass/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 28 May 2021 11:37:56 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[books]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=39070</guid>

					<description><![CDATA[I was inspired by this delightful bookshop clock:  David Coates@OziasMidwinterBookshop clock... pic.x.com/1tvwJiI4kn❤️ 39,543💬 468🔁 017:03 - Sun 16 May 2021  I wondered - if it was possible to create a similar clock using books from a single author? So here&#039;s my first attempt - using Agatha Christie&#039;s novels.    I&#039;ve tried to use first edition covers, where possible.  There are a few notable absen…]]></description>
										<content:encoded><![CDATA[<p>I was inspired by this delightful bookshop clock:</p>

<blockquote class="social-embed" id="social-embed-1393975360916688900" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/OziasMidwinter" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">David Coates</p>@OziasMidwinter</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Bookshop clock... <a href="https://x.com/OziasMidwinter/status/1393975360916688900/photo/1">pic.x.com/1tvwJiI4kn</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/E1hlFOdX0AYVsns.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr 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<p>I wondered - if it was possible to create a similar clock using books from a single author? So here's my first attempt - using Agatha Christie's novels.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2021/05/Agatha-Christie-Clock.png" alt="Agatha Christie books arranges around a clockface. One, Two, Buckle My Shoe. Miss Marple's Final Cases and Two Other Stories. Three Act Tragedy. The Big Four. Five Little Pigs. The Seven Dials Mystery. And then there were none (standing in for 10 little Indians). Towards Zero. In the centre is the book The Clocks." width="1024" height="1135" class="aligncenter size-full wp-image-39080">

<p>I've tried to use first edition covers, where possible.  There are a few notable absences - 8, 9, and 11. The 2 is represented by "And two other stories" - which is a bit weak! If you can suggest ways to fill the gaps, I'd love your ideas.</p>

<p>Or, if you can think of a prolific author who can easily fill the twelve spaces, do let me know!</p>

<h2 id="other-suggestions"><a href="https://shkspr.mobi/blog/2021/05/agatha-christie-clock-first-pass/#other-suggestions">Other Suggestions</a></h2>

<blockquote class="social-embed" id="social-embed-1394602741318684678" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/accessibleweb" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRk4CAABXRUJQVlA4IEICAABQDQCdASowADAAPrVQokynJKMiI4z44BaJbACuVQA/ADo3J3eH45bjR1m7C5a5y/ijdIDzAdDL/M+jN1Oe8zNNPRJtsCmf/rV6KGfwJGbyugXoHZsk9b740vdW8lJmcLuzKIrCQfBOLurENPl+ryDu7sfAAP4hjlRnOKG91V3mJOD8WpWyUjTsAxl5QCE7eIIsablngCq9uUzqVrcNdiv4CTfqZWsLetpCbd3snEKJcAYb+zgpoLCCgdi/ipgOdyj7HziMuRa6hmS0LkL2yv2tXQeQz5QXiipjTcS8BdiLvYDkL4I2bNVjWFDQ04dU3LRkE/+Hk8Mt3grPaX+FOz8qU2qjK5mUd9k0BTf6+tFXtGHo6egHTZey+Pr1iVnTN7EnYithkfdUrNQzKOS5EycA4Jba6payAc42/qv3pYht+v9kvXJWEiESFdgvlaaXzdek+7QEW5D71ZjvNw/bindyOU8HIyH2HbXu8SCYq6AuC3/jdqqhVuX2IWlAnTx7yLwRC1OEj4l8qthxdSYMZnRQwAnt79O2LtfikNcT6Xs/iUvfFmS/kHLhEhvQTgBaHtFxyr7akNsvI5ub2RPgvT88b75lSShoo0Uvhw5NaXN0cayoZsX88B5WfGmlkHavEjyOB0SGkw3m6CYao6RzHEGRcsdKgQEPQsq9QbG7Rdp4ZXrYMGyDFIjvMkDKih26NT24/rwXodZgmoKZGz1TwxwBFSnPX/TcfeZKHq7/lRWsgm/Um10zMxf3+j0lXg9z7OAAAA==" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Richard Morton (he/him)</p>@accessibleweb</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody"><a href="https://twitter.com/edent">@edent</a> A Roman Numerals one could work with tech books e.g Vi editor, OS X</section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/accessibleweb/status/1394602741318684678"><span aria-label="0 likes" class="social-embed-meta">❤️ 0</span><span aria-label="1 replies" class="social-embed-meta">💬 1</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2021-05-18T10:36:18.000Z" itemprop="datePublished">10:36 - Tue 18 May 2021</time></a></footer></blockquote>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2021/05/Computer-Clock.png" alt="1. ASN.1 2. OS/2 3. D3.js 4. Forth 5. RISC-V 6. VI Editor 7. SS7 8. 8-Bit 9. Plan 9 10. OSX 11. 802.11 12. Java 12" width="1024" height="1024" class="aligncenter size-full wp-image-39091">
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		<title><![CDATA[A Collection of Imaginary Software]]></title>
		<link>https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/</link>
					<comments>https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Sun, 13 Sep 2020 11:21:50 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[design]]></category>
		<category><![CDATA[floppy]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=36609</guid>

					<description><![CDATA[I&#039;ve built myself a framed set of imaginary software.  This is not available to buy in the shops. Mostly because some of the artwork is not my copyright. All the parts are listed if you want to build it yourself.  Parts   Floppy Disks Printer Labels Frame   Background  As part of my Floppy Disk Walkman project, I asked my friends to send me a couple of floppies. Alistair and @gas_liverpool both…]]></description>
										<content:encoded><![CDATA[<p>I've built myself a framed set of imaginary software.
<a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/15998544890160.jpg"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/15998544890160.jpg" alt="Colourful floppy disks in a frame." width="1280" height="960" class="aligncenter size-full wp-image-36660"></a>
This is not available to buy in the shops. Mostly because some of the artwork is not my copyright. All the parts are listed if you want to build it yourself.</p>

<h2 id="parts"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#parts">Parts</a></h2>

<ul>
<li><a href="https://amzn.to/3mkpU11">Floppy Disks</a></li>
<li><a href="https://amzn.to/2FdLjbs">Printer Labels</a></li>
<li><a href="https://amzn.to/2Zt5zga">Frame</a></li>
</ul>

<h2 id="background"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#background">Background</a></h2>

<p>As part of my <a href="https://shkspr.mobi/blog/2020/09/a-floppy-disk-mp3-player-using-a-raspberry-pi/">Floppy Disk Walkman project</a>, I asked my friends to send me a couple of floppies. <a href="https://alistairmacdonald.com/">Alistair</a> and <a href="https://twitter.com/gas_liverpool">@gas_liverpool</a> both sent me <em>loads</em>. So I needed something to do with them!</p>

<h2 id="close-ups"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#close-ups">Close Ups</a></h2>

<p><mark>Note!</mark></p>

<ul>
<li>What a "classic" floppy label looks like, and what you <em>remember</em> it looking like, can be two different things.</li>
<li>I also can't afford a colour printer - so I stuck with black &amp; white on colourful floppies.</li>
<li>I'm <em>not</em> a graphic designer. Thankfully, neither were most of the people who designed floppy labels back in the day. If graphic design is your passion, feel free to improve these!</li>
<li>The labels don't have the rounded corners of proper labels.</li>
</ul>

<h3 id="glados-from-portal"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#glados-from-portal">GLaDOS - from Portal</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/GLaDOS.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/GLaDOS.png" alt="GLaDOS v1.1 Master copy do not erase." width="827" height="614" class="aligncenter size-full wp-image-36661"></a>
Are you still there?</p>

<h3 id="bandersnatch-from-netflixs-bandersnatch"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#bandersnatch-from-netflixs-bandersnatch">Bandersnatch - from Netflix's Bandersnatch</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Bandersnatch.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Bandersnatch.png" alt="Bandersnatch disk." width="827" height="614" class="aligncenter size-full wp-image-36662"></a>
I used an <a href="https://bjh21.me.uk/bedstead/">open source Teletext Font called Bedstead</a> rather than the more corporate Courier.</p>

<h3 id="holly-from-red-dwarf"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#holly-from-red-dwarf">Holly - from Red Dwarf</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Holly.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Holly.png" alt="Introducing Hool. Disk 1 of 6000." width="827" height="614" class="aligncenter size-full wp-image-36663"></a>
I thought a dot-matrix style vision of Holly would be a nice touch.</p>

<h3 id="a-young-ladys-illustrated-primer-from-the-diamond-age"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#a-young-ladys-illustrated-primer-from-the-diamond-age">A Young Lady's Illustrated Primer - from The Diamond Age</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Diamond-Age.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Diamond-Age.png" alt="Fancy illustration." width="827" height="741" class="aligncenter size-full wp-image-36665"></a>
Using the <a href="https://fonts.google.com/specimen/Reenie+Beanie#glyphs">Reenie Beanie font</a> and a bit of <a href="https://web.archive.org/web/20200914055526/http://www.clipartsuggest.com/girl-reading-silhouette-plum-tree-books-girls-reading-nook-gQzFQD-clipart/">groovy clipart</a>.</p>

<h3 id="janet-from-the-good-place"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#janet-from-the-good-place">Janet - from The Good Place</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Janet.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Janet.png" alt="Not a girl. Not a robot. Everything is fine. You've got JAnet." width="827" height="614" class="aligncenter size-full wp-image-36666"></a>
The <a href="http://font2s.com/fonts/50937/brandon_text_black.html#.WS5XxxPytE4">font is close enough</a></p>

<h3 id="polybius-from-the-arcade"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#polybius-from-the-arcade">Polybius - from the arcade</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Polybius.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Polybius.png" alt="Internal demo disk for Polybius." width="827" height="614" class="aligncenter size-full wp-image-36664"></a>
I spent <em>so</em> much money on this arcade game back when I was a kid. Not so easy to find nowadays.</p>

<h3 id="mother-from-alien"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#mother-from-alien">Mother - from Alien</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Mother.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Mother.png" alt="Mother Disk. Special order 937." width="827" height="614" class="aligncenter size-full wp-image-36667"></a>
I made great use of this excellent article about the <a href="https://typesetinthefuture.com/2014/12/01/alien/">typography of Alien</a>.</p>

<h3 id="wotan-from-doctor-who"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#wotan-from-doctor-who">WOTAN - from Doctor Who</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/WOTAN.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/WOTAN.png" alt="Wotan in a groovy 1960s font." width="827" height="614" class="aligncenter size-full wp-image-36668"></a>
This was a difficult one to get right. The font is <em>not</em> <a href="https://docs.microsoft.com/en-us/typography/font-list/westminster">Westminster</a>!</p>

<blockquote class="social-embed" id="social-embed-713382099638726656" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/claytonhickman" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Clayton Hickman</p>@claytonhickman</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Just noticed the War Machines title font isn't one of the regular typefaces I assumed it was. Was it specially made? <a href="https://twitter.com/claytonhickman/status/713382099638726656/photo/1">pic.x.com/jiyfllgl8d</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/CeZxOtcW8AAergC.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/claytonhickman/status/713382099638726656"><span aria-label="19 likes" class="social-embed-meta">❤️ 19</span><span aria-label="13 replies" class="social-embed-meta">💬 13</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2016-03-25T15:08:41.000Z" itemprop="datePublished">15:08 - Fri 25 March 2016</time></a></footer></blockquote>

<p>I grabbed the <a href="https://www.youtube.com/watch?v=_ltpDobd-3k">title card</a> and manually recreated the font.</p>

<h3 id="wopr-from-war-games"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#wopr-from-war-games">WOPR - from War Games</a></h3>

<p><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/WOPR.png"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/WOPR.png" alt="List of all the games on Falken's WOPR." width="827" height="614" class="aligncenter size-full wp-image-36669"></a>
A slightly modified copy of the games list from WOPR. Using a <a href="https://fontstruct.com/fontstructions/show/789830/wargames_2">reconstructed font</a></p>

<h2 id="rejected-ideas"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#rejected-ideas">Rejected Ideas</a></h2>

<p>Originally, I thought about making disks of Vapourware. Things like "Commander Keen: The Universe Is Toast!" and "Half-Life 2: Episode Three" - but I really couldn't find enough good titles.</p>

<p>So, I asked on Twitter:</p>

<blockquote class="social-embed" id="social-embed-1303305402386395138" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/edent" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Which fictional bit of software would you like a copy of?<br><br>(As in some program you've seen in books, TV, films, songs, etc.)</section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/edent/status/1303305402386395138"><span aria-label="14 likes" class="social-embed-meta">❤️ 14</span><span aria-label="64 replies" class="social-embed-meta">💬 64</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2020-09-08T12:13:16.000Z" itemprop="datePublished">12:13 - Tue 08 September 2020</time></a></footer></blockquote>

<p>Some of the suggestion were brilliant, but a bit hard to implement. What does the software disk for <a href="https://www.youtube.com/watch?v=hHwjceFcF2Q">Blade Runner's <em>Zoom Enhance</em></a> look like?</p>

<h2 id="famous-movie-floppies"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#famous-movie-floppies">Famous Movie Floppies</a></h2>

<p>There are only a few popular movies which feature floppies prominently. And none looked particularly cool.  Besides, there's nothing interesting about just copying someone else's artwork.</p>

<p>Here are some that I considered.</p>

<h3 id="hackers"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#hackers">Hackers</a></h3>

<p>The floppies on display don't have anything interesting written on them.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Hacker.gif" alt="Jonny Lee Miller in the film Hackers. He is holding a floppy disk." width="776" height="305" class="aligncenter size-full wp-image-36624"></p>

<p>Similarly, what does The Gibson look like?</p>

<h3 id="alien"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#alien">Alien</a></h3>

<p>The floppy disk props were never actually used.
<a href="https://web.archive.org/web/20201001071403/https://propstore.com/mobile/product/aliens/ripley-report-floppy-disk/"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Alien-floppy.jpg" alt="A floppy disk with Ripley's file on it." width="640" height="553" class="aligncenter size-full wp-image-36654"></a></p>

<h3 id="the-net"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#the-net">The Net</a></h3>

<p>We all love Sandra Bullock, and The Net is a fine movie. But this is hardly an iconic shot.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/The-Net.jpg" alt="A green disk with a post-it note." width="549" height="300" class="aligncenter size-full wp-image-36652"></p>

<h3 id="red-dwarf"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#red-dwarf">Red Dwarf</a></h3>

<p>I lol'd, but I wanted something a bit more like real software disk.
</p><div style="width: 620px;" class="wp-video"><video class="wp-video-shortcode" id="video-36609-6" width="620" height="348" preload="metadata" controls="controls"><source type="video/mp4" src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Holly.mp4?_=6"><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/09/Holly.mp4">https://shkspr.mobi/blog/wp-content/uploads/2020/09/Holly.mp4</a></video></div><p></p>

<p>Better Than Life is a brilliant bit of software, but there are no product shots.</p>

<h3 id="star-trek"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#star-trek">Star Trek</a></h3>

<p>LCARS was a popular request. But it is <em>so</em> colourful, that it's hard to show on a black and white printer.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/09/lcars.jpg" alt="A colourful Star Trek interface." width="400" height="309" class="aligncenter size-full wp-image-36651"></p>

<h2 id="whats-next"><a href="https://shkspr.mobi/blog/2020/09/a-collection-of-imaginary-software/#whats-next">What's next?</a></h2>

<p>Not sure. I'm painfully aware that most of these are AI systems, rather than discrete software. I have no need for a colour printer - so I don't think I'll upgrade these. And I don't think I'm a good enough designer to make many more. So this will just sit as a curio on my wall.</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=36609&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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		<title><![CDATA[Building a Record Wall]]></title>
		<link>https://shkspr.mobi/blog/2020/07/building-a-record-wall/</link>
					<comments>https://shkspr.mobi/blog/2020/07/building-a-record-wall/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Tue, 21 Jul 2020 11:17:03 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[album art]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[beatles]]></category>
		<category><![CDATA[home]]></category>
		<category><![CDATA[music]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=35879</guid>

					<description><![CDATA[I&#039;ve just built this magic floating record wall on the cheap.    I think it looks great during video calls.    Here&#039;s how I did it:  Step One - Stalk eBay  With lockdown, I couldn&#039;t exactly go to my local record store. And I didn&#039;t fancy rummaging through bins of second hand items trying to find exactly what I wanted.  So I decided to buy a job-lot of records from eBay.  Beatles collections are…]]></description>
										<content:encoded><![CDATA[<p>I've just built this magic floating record wall on the cheap.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Floating-Record-Wall.jpg" alt="Floating Record Wall." width="1024" height="576" class="aligncenter size-full wp-image-35973">

<p>I think it looks great during video calls.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Me-in-front-of-a-wall-of-Beatles-Records.-Theres-also-a-Muppet-album-hidden-away.jpg" alt="Me in front of a wall of Beatles Records. There's also a Muppet album hidden away." width="1024" height="576" class="aligncenter size-full wp-image-35974">

<p>Here's how I did it:</p>

<h2 id="step-one-stalk-ebay"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-one-stalk-ebay">Step One - Stalk eBay</a></h2>

<p>With lockdown, I couldn't exactly go to my local record store. And I didn't fancy rummaging through bins of second hand items trying to find exactly what I wanted.  So I decided to buy a job-lot of records from eBay.</p>

<p>Beatles collections are regularly sold. Some are designed for people who want pristine records, and some who want original pressings. Prices can go absolutely wild. I managed to find someone selling a collection of Beatles (and solo) records which had attracted no bids.  While other sets went for £400, I snapped up 33 records for £165 including delivery.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Screenshot_2020-07-10-HUGE-33-BEATLES-Solo-UK-Lps-Up-to-EX-grading-too-JOB-LOT-BARGAIN-Sgt-etc-eBay.png" alt="eBay listing of lots of Beatles records." width="838" height="322" class="aligncenter size-full wp-image-35894">

<p>A fiver per LP!</p>

<p>While it might have been nice to have factory-fresh covers, I kinda like the worn æsthetic.</p>

<p>OK, it didn't include <em>every</em> record that I wanted. And had a few that I didn't really want on my wall (<a href="https://en.wikipedia.org/wiki/Say_Say_Say">sorry Michael Jackson fans</a>!) so the real cost was about a tenner per record.</p>

<h2 id="step-two-hang-em-high"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-two-hang-em-high">Step Two - Hang 'em High!</a></h2>

<p>Sticking things to walls is fun! But I didn't want to damage the record sleeves, and I wasn't overly keen on drilling a hundreds of holes in the wall.  I considered lots of solutions (see later) but ended up using...</p>

<p><a href="https://amzn.to/325cYEw">STICKY MAGNETS!</a></p>

<p><a href="https://amzn.to/325cYEw"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Magnets-and-sticky-foam.jpg" alt="A roll of magnetic discs and some circular sticky pads." width="300" height="300" class="aligncenter size-full wp-image-35897"></a></p>

<p>These strong magnets come with 3M glue pads to stick them to non-magnetic surfaces.</p>

<p>These particular ones were £9 for 10 magnets. A cost of £1.80 per album</p>

<h2 id="step-3-test"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-3-test">Step 3 Test</a></h2>

<p>I stuck one of the magnets to the wall.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Magnet-stuck-to-wall.jpeg" alt="Magnet stuck to wall." width="680" height="510" class="aligncenter size-full wp-image-35907">
The glue held it tight, so I tested whether two magnets could hold up a the weight of the cover <em>and</em> the record. They couldn't. I could have bought <a href="https://amzn.to/3iSKPq5">some more powerful magnets</a>, but I decided just to ditch the vinyl.</p>

<p>I didn't want to damage the record sleeve, so I stuck the magnet to a bit of cardboard which was small enough to fit inside the sleeve.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Magnet-stuck-to-cardboard-on-top-of-an-album.jpeg" alt="Magnet stuck to cardboard on top of an album." width="680" height="510" class="aligncenter size-full wp-image-35908">

<p>Moment of truth...</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Band-on-the-Run-stuck-to-the-wall.jpeg" alt="Band on the Run stuck to the wall" width="680" height="510" class="aligncenter size-full wp-image-35909">

<p><strong>IT WORKS!!</strong></p>

<h2 id="step-3-stabilise"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-3-stabilise">Step 3 - Stabilise</a></h2>

<p>Getting the interior magnet in exactly in the right place was a bit annoying. Especially as my grid wasn't exactly perfect.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Grid-of-magnetic-dots.jpg" alt="Grid of magnetic dots. A few are wonky." width="1024" height="768" class="aligncenter size-full wp-image-35968">

<p>The strip of cardboard was just what I needed. I could snap the magnets together, and then move the album sleeve vertically and horizontally - keeping the magnet in place.</p>

<h3 id="flapping-open"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#flapping-open">Flapping open</a></h3>

<p>Some albums aren't just sleeves, they open up gatefold style. I didn't want them flapping about, so needed a non-destructive way to keep them shut.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Sgt-Pepper-Imagine-and-Band-on-the-Run-stuck-to-the-wall-with-magnets.jpeg" alt="Sgt Pepper, Imagine, and Band on the Run - stuck to the wall with magnets." width="680" height="510" class="aligncenter size-full wp-image-35910">

<p>I used paperclips. They're small, discreet, and cheap.</p>

<p>Sorry that I didn't use some 3D printed, biosonic, weak-nuclear-force, mechanised doo-dahs. Sometimes simple is best!</p>

<h2 id="step-4-more-music"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-4-more-music">Step 4 - More Music</a></h2>

<p>I had 10 magnets, so I stuck five albums up - one by each Beatle, and Sgt Pepper.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/5-albums-stuck-to-the-wall.jpeg" alt="5 albums stuck to the wall." width="680" height="510" class="aligncenter size-full wp-image-35912"></p>

<h2 id="step-5-more-magnets"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#step-5-more-magnets">Step 5 - More Magnets</a></h2>

<p>I had proved that the set-up worked. So I bought a butt-load more magnets. They're cheaper in bulk. And you can <em>always</em> find a use for a spare magnet.</p>

<h2 id="final-costs"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#final-costs">Final Costs</a></h2>

<ul>
<li><code>£10.31</code> per LP</li>
<li><code>£ 1.69</code> per pair of magnets</li>
<li><code>=====</code></li>
<li><code>£12.00</code> per stuck up sleeve. Not bad!</li>
</ul>

<p>I also have a bunch of records to sell, or swap, and four pairs of magnets for other projects.</p>

<h2 id="other-options-i-considered"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#other-options-i-considered">Other options I considered</a></h2>

<h3 id="buy-pre-framed-records"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#buy-pre-framed-records">Buy pre-framed records.</a></h3>

<p>Some enterprising folk sell <a href="https://www.etsy.com/uk/listing/518162705/beatles-real-vinyl-record-covers-framed?ga_order=most_relevant&amp;ga_search_type=all&amp;ga_view_type=gallery&amp;ga_search_query=record+display&amp;ref=sr_gallery-4-4&amp;organic_search_click=1&amp;frs=1">pre-framed Beatles record covers for £20 each</a>.
<a href="https://www.etsy.com/uk/listing/518162705/beatles-real-vinyl-record-covers-framed?ref=shop_home_active_23&amp;frs=1"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/framed-abbey-road.jpg" alt="A franed copy of Abbey Road." width="1588" height="1588" class="aligncenter size-full wp-image-35899"></a></p>

<p>Didn't include the vinyl. But ready to go.</p>

<h3 id="solo-frames"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#solo-frames">Solo Frames</a></h3>

<p>If I just wanted 12x12 frames, the cheapest I found was around £9 each.</p>

<h3 id="print-your-own"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#print-your-own">Print your own</a></h3>

<p>There are <em>loads</em> of high resolution scans of album covers. Printing a ready-to-hang canvas box frame would cost about £15 each.</p>

<p>Minor risk of copyright infringement. Lack of authenticity. A bit sterile?</p>

<h3 id="simple-hangers"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#simple-hangers">Simple Hangers</a></h3>

<p>I found these <a href="https://amzn.to/2ZP7hHK">hangers with built in record sleeves for £15</a>
<a href="https://amzn.to/2ZP7hHK"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/Wall-hanger.jpg" alt="A wall hanger with eight pockets." width="188" height="400" class="aligncenter size-full wp-image-35900"></a></p>

<p>The plastic might be too glossy. The reviews mention the sleeves tearing easily. There's also no sense of mystique that you get with floating magnetics.</p>

<p>But, £1.88 per record is a good price, and they're a lot easier to hang - just bash a nail into the wall!</p>

<h3 id="3d-printed-shelves"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#3d-printed-shelves">3D printed shelves</a></h3>

<p>I found a bunch of 3D printed mini-shelves on Etsy</p>

<p><a href="https://www.etsy.com/uk/listing/824340231/offer-vinyl-storage-record-wall-mount?ga_order=most_relevant&amp;ga_search_type=all&amp;ga_view_type=gallery&amp;ga_search_query=record+shelf&amp;ref=sr_gallery-1-16&amp;organic_search_click=1"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/3D-printed-wall-mount.jpg" alt="3D printed wall mount." width="512" height="384" class="aligncenter size-full wp-image-35914"></a></p>

<p><a href="https://www.etsy.com/uk/listing/823416663/5-x-vinyl-record-wall-mounting-bracket?ga_order=most_relevant&amp;ga_search_type=all&amp;ga_view_type=gallery&amp;ga_search_query=record+display&amp;ref=sr_gallery-1-36&amp;organic_search_click=1"><img src="https://shkspr.mobi/blog/wp-content/uploads/2020/07/3D-printed-mount-with-clip.jpg" alt="3D printed mount with clip." width="794" height="590" class="aligncenter size-full wp-image-35915"></a></p>

<p>They were about £2 - £4 each. They looked nice - but I was worried they'd be too fragile. And, they're really only suitable for holding records. With my magnets, I can swap to anything light enough.</p>

<h2 id="final-thoughts"><a href="https://shkspr.mobi/blog/2020/07/building-a-record-wall/#final-thoughts">Final Thoughts</a></h2>

<p>I don't care if I'm going through a mid-life high-fidelity crisis. I've turned a plain, boring wall into something that brings me joy. If my tastes change, I can quickly and easily shuffle the record sleeves around.</p>

<p>And there's no way I'm buying a record player!</p>
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		<title><![CDATA[This Artwork is an amiibo]]></title>
		<link>https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/</link>
					<comments>https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Tue, 30 Jun 2020 11:23:18 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[nfc]]></category>
		<category><![CDATA[nintendo]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=35521</guid>

					<description><![CDATA[A few weeks ago, I picked up 20 NFC tags. But what to do with them? I know, let&#039;s make something impractical!  I had this gorgeous Barret Biggers - Link Blot poster which had lain in a drawer for far too long. So I turned it into an Amiibo.    Nestled in the corner, sandwiched between the print and the glass, is an NTAG215 chip.    Using the open source TagMo app for Android, I&#039;ve written the…]]></description>
										<content:encoded><![CDATA[<p>A few weeks ago, I picked up <a href="https://shkspr.mobi/blog/2020/06/gadget-review-ysshui-ntag215-nfc-tags/">20 NFC tags</a>. But what to do with them? I know, let's make something <em>impractical!</em></p>

<p>I had this gorgeous <a href="https://barrett-biggers-artist.myshopify.com/products/link-blot-archival-fine-art-print?_pos=2&amp;_sid=5d996b972&amp;_ss=r">Barret Biggers - Link Blot poster</a> which had lain in a drawer for far too long. So I turned it into an Amiibo.</p>

<img class="aligncenter size-full wp-image-35522" src="https://shkspr.mobi/blog/wp-content/uploads/2020/06/Framed-print-of-an-artistic-Link-from-Zelda.jpg" alt="Framed print of an artistic Link from Zelda." width="596" height="773">

<p>Nestled in the corner, sandwiched between the print and the glass, is an <a href="https://amzn.to/2YfOe8G">NTAG215 chip</a>.</p>

<img class="aligncenter size-full wp-image-35523" src="https://shkspr.mobi/blog/wp-content/uploads/2020/06/A-circular-chip-behind-glass.jpg" alt="A circular chip behind glass." width="480" height="480">

<p>Using the open source <a href="https://github.com/HiddenRamblings/TagMo">TagMo app for Android</a>, I've written the data of one of my Nintendo amiibo to the chip. Now, in the middle of an <em>epic</em> battle on Breath of the Wild, I can run up to the artwork, awkwardly hold the JoyCon in <em>just</em> the right place, and get a much needed power up! Sweet!</p>

<p></p><div style="width: 620px;" class="wp-video"><video class="size-full" id="video-35521-8" width="620" height="349" preload="metadata" controls="controls"><source type="video/mp4" src="https://shkspr.mobi/blog/wp-content/uploads/2020/06/e3NhmRamQf0R1hA0.mp4?_=8"><a href="https://shkspr.mobi/blog/wp-content/uploads/2020/06/e3NhmRamQf0R1hA0.mp4">https://shkspr.mobi/blog/wp-content/uploads/2020/06/e3NhmRamQf0R1hA0.mp4</a></video></div><p></p>

<h2 id="whats-the-point"><a href="https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/#whats-the-point">What's the point?</a></h2>

<p>YOU'RE NOT MY REAL DAD, JEFF! YOU CAN'T TELL ME WHAT TO DO WITH MY LIFE!</p>

<h2 id="geez-sport-i-was-only-askin-wanna-tell-me-whats-really-on-your-mind"><a href="https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/#geez-sport-i-was-only-askin-wanna-tell-me-whats-really-on-your-mind">Geez sport, I was only askin'. Wanna tell me what's <em>really</em> on your mind?</a></h2>

<p><small><small>You wouldn't understand...</small></small></p>

<p>Try me...</p>

<h2 id="other-uses"><a href="https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/#other-uses">Other uses</a></h2>

<p>My ridiculously talented cousin, the artist <a href="https://www.artbyjlm.com/">Judi Lapsley Miller</a> creates the most brain-bending bird-based artworks.</p>

<img class="aligncenter size-full wp-image-35526" src="https://shkspr.mobi/blog/wp-content/uploads/2020/06/A-painting-of-a-steampunk-bird.jpg" alt="A painting of a steampunk bird." width="512" height="512">

<p>Hidden in the corner is another NFC tag. Tap it, and it goes directly to <a href="https://www.artbyjlm.com/store/p60/a-quick-study.html">the artwork's homepage</a>.</p>

<h2 id="visibility"><a href="https://shkspr.mobi/blog/2020/06/this-artwork-is-an-amiibo/#visibility">Visibility</a></h2>

<p>NFC suffers from several problems - most of which can be solved by using a QR code.</p>

<ul>
<li>The tag needs to be visible. That white circle is a little incongruous. I could have hidden it behind the paper, but then no one would know it was there, and they wouldn't know where to place their phone.</li>
<li>Where is your phone's sensor? Do you know? If not, you'll be rubbing your phone all over the glass, attempting to find it.</li>
<li>Physical contact is damaging to artwork. NFC is "contactless" - but if you ever watch people pay for things with their phone, they often slam it down on the reader. Not what you want on your art.</li>
<li>NFC is expensive. Between 50p - £2 per chip, depending on model. QR just requires black ink and white paper.</li>
<li>Limited data. The NTAG215 holds 504 bytes. QR codes can hold 8x that amount.</li>
</ul>

<p>Basically, for anything other than an amiibo, QR codes still win.</p>

<p>So, there you go, I have created an impractical video game accessory. Where is my VC funding?</p>
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		<title><![CDATA[Laptop Sticker Paralysis]]></title>
		<link>https://shkspr.mobi/blog/2020/06/laptop-sticker-paralysis/</link>
					<comments>https://shkspr.mobi/blog/2020/06/laptop-sticker-paralysis/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Wed, 03 Jun 2020 11:53:05 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[emotions]]></category>
		<category><![CDATA[laptop]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=35134</guid>

					<description><![CDATA[I have a vivid memory of my school days. I&#039;d completed a pencil sketch in art class. For once, I was impressed with my dexterity. Then the teacher demanded that I colour it in. I was terrified that I would ruin it. I begged to use the photocopier - but to no avail. So the drawing remained uncoloured.  I&#039;ve been like that ever since. I have a crippling fear of doing something artistic which cannot …]]></description>
										<content:encoded><![CDATA[<p>I have a vivid memory of my school days. I'd completed a pencil sketch in art class. For once, I was impressed with my dexterity. Then the teacher demanded that I colour it in. I was terrified that I would ruin it. I begged to use the photocopier - but to no avail. So the drawing remained uncoloured.</p>

<p>I've been like that ever since. I have a crippling fear of doing something artistic which cannot be undone. That's why I prefer computers to the corporeal world. Mistakes are only ever a <kbd>CTRL</kbd>+<kbd>Z</kbd> away from being fixed.</p>

<p>My new laptop is bare. An blank canvas of "Space Grey". Anonymous in a sea of similar shells. So, <a href="https://devlids.com/">like all good geeks</a>, I decided to add stickers to it. Being in lockdown means I'm not visiting conferences any more, so I don't have any hip-cool startup branding to plaster over the cracks in my personality. So I raided my unused pile, and ordered a bunch more from RedBubble.</p>

<p>And then I got the fear.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/05/Laptop-covered-in-stickers-still-on-their-backing-paper..jpeg" alt="Laptop covered in stickers, still on their backing paper." width="900" height="675" class="aligncenter size-full wp-image-35137">

<p>If I put that one <em>there</em> it will overlap with that <em>other</em> one. But I want <em>this</em> one in the corner, which means <em>that</em> one won't have room. Will these look silly next to each other?</p>

<blockquote class="social-embed" id="social-embed-1264102570404057088" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/summerbeth" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Liz Eden</p>@summerbeth</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody"><small class="social-embed-reply"><a href="https://twitter.com/edent/status/1264099826863669248">Replying to @edent</a></small><a href="https://twitter.com/edent">@edent</a> <a href="https://twitter.com/edent">@edent</a> can confirm concentration levels on the Serious Business of perfect laptop sticker placement! <a href="https://x.com/summerbeth/status/1264102570404057088/photo/1">pic.x.com/zO3RNdhYzz</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/EYr-a2dXsAEJiVC.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/summerbeth/status/1264102570404057088"><span aria-label="8 likes" class="social-embed-meta">❤️ 8</span><span aria-label="0 replies" class="social-embed-meta">💬 0</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2020-05-23T07:55:13.000Z" itemprop="datePublished">07:55 - Sat 23 May 2020</time></a></footer></blockquote>

<p>ARGH!</p>

<p>Eventually, I settled. I'm at home. No one is going to see this for months. Hell, I won't even see it because it's facing away from me! Stickers are pretty cheap, and so is cleaning fluid. No one's life is getting ruined because of my poor sticker placement.</p>

<p>But still…</p>

<p>No! Stop it!</p>

<p>Ta da!</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/06/Laptop-covered-in-stickers.jpg" alt="Laptop covered in lots of geeky stickers." width="1024" height="768" class="aligncenter size-full wp-image-35250">

<p>I've got a few more coming in the post - and I hope to do some sticker swaps with friends once the pestilence has been driven from the land. If you have interesting stickers - or want to <a href="https://twitter.com/edent/status/1265628903059722246">swap with some of mine</a> - let me know.</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=35134&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
					<wfw:commentRss>https://shkspr.mobi/blog/2020/06/laptop-sticker-paralysis/feed/</wfw:commentRss>
			<slash:comments>2</slash:comments>
		
		
			</item>
		<item>
		<title><![CDATA[Mondrian Windows]]></title>
		<link>https://shkspr.mobi/blog/2020/05/mondrian-windows/</link>
					<comments>https://shkspr.mobi/blog/2020/05/mondrian-windows/#respond</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Sat, 16 May 2020 11:26:09 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[diy]]></category>
		<category><![CDATA[home]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=34988</guid>

					<description><![CDATA[One of the problems with buying a house, is that you&#039;re inevitably stuck with someone else&#039;s taste in decor.  Our new place isn&#039;t too bad - it&#039;s just a little dull.  With lockdown in full-force, some of the boring bits of the house have been annoying me more than is reasonable.  I&#039;m not a big fan of net curtains. They always look a bit ratty, and are a dust trap.  So we decided to get some…]]></description>
										<content:encoded><![CDATA[<p>One of the problems with buying a house, is that you're inevitably stuck with someone else's taste in decor.  Our new place isn't too bad - it's just a little dull.  With lockdown in full-force, some of the boring bits of the house have been annoying me more than is reasonable.</p>

<p>I'm not a big fan of net curtains. They always look a bit ratty, and are a dust trap.  So we decided to get some "stained glass" privacy film.  We found this <a href="https://amzn.to/3dsMi2W">beautiful Mondrian-style sticker</a></p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/05/Mondrian-glass.jpg" alt="Coloured squares separated by thick black lines. They glow with sunlight." width="1024" height="768" class="aligncenter size-full wp-image-34993">

<p>It brings me joy every day to see something so bright and illuminated. As a bonus, when the sun is just at the right angle, it shines a rainbow on our stairs.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2020/05/Rainbow-on-the-stairs.jpeg" alt="A beautiful pattern of coloured squares dances on the stairs." width="680" height="510" class="aligncenter size-full wp-image-34999">

<p>A <a href="https://amzn.to/3dsMi2W">long roll was about £8 on Amazon</a></p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=34988&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title><![CDATA[The Great(er) Bear - using Wikidata to generate better artwork]]></title>
		<link>https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/</link>
					<comments>https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Fri, 01 Nov 2019 07:18:50 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[data]]></category>
		<category><![CDATA[NaBloPoMo]]></category>
		<category><![CDATA[python]]></category>
		<category><![CDATA[tfl]]></category>
		<category><![CDATA[wikipedia]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=32337</guid>

					<description><![CDATA[One of my favourite works of art is The Great Bear by Simon Patterson.    At first glance, it appears to be a normal London Tube map. But look closer...    Cool! But there is something about it which has always bothered me. Each Tube line represents a theme - therefore, a station at the intersection of multiple lines should be represented by someone who matches all of those themes.  For example,…]]></description>
										<content:encoded><![CDATA[<p>One of my favourite works of art is <a href="https://www.tate.org.uk/art/artworks/patterson-the-great-bear-p77880">The Great Bear</a> by Simon Patterson.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Great-Bear-512.png" alt="A map of the London Underground - entitled The Great Bear." width="512" height="402" class="aligncenter size-full wp-image-32343">

<p>At first glance, it appears to be a normal London Tube map. But look closer...</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Great-Bear-Detail.png" alt="Close up of the artwork. All the lines have been renamed by a theme." width="512" height="512" class="aligncenter size-full wp-image-32342">

<p>Cool! But there is something about it which has always bothered me. Each Tube line represents a theme - therefore, a station at the intersection of multiple lines should be represented by someone who matches <em>all</em> of those themes.</p>

<p>For example, here's Baron's Court - the intersection of the Explorer line and the Saint line - represented by <a href="https://en.wikipedia.org/wiki/Saint_Ursula">Saint Ursula</a>. 
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/St-Ursula.png" alt="Saint Ursula Station." width="71" height="106" class="aligncenter size-full wp-image-32341">
She is <em>just</em> an saint - she has nothing to do with exploring. This artwork is <em>wrong!</em></p>

<p>So, can we write something to query Wikidata to generate a <em>more accurate artwork?</em><br>
Because accuracy is my aesthetic.</p>

<h3 id="jump-straight-to-the-finished-product-and-skip-all-the-geeky-details"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#go-go-go">Jump straight to the finished product and skip all the geeky details</a>!<a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#jump-straight-to-the-finished-product-and-skip-all-the-geeky-details">🔗</a></h3>

<h2 id="a-brief-guide-to-sparql"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#a-brief-guide-to-sparql">A brief guide to SPARQL</a></h2>

<p>Wikipedia holds structured data about people and things. It uses <a href="https://en.wikipedia.org/wiki/SPARQL">SPARQL</a> to query that data. It is a bit complex to use, but a valuable skill.</p>

<p>For example, this query finds people who are explorers and also saints.</p>

<pre><code class="language-sparql">SELECT DISTINCT ?person ?personLabel WHERE {
  ?person wdt:P106 wd:Q11900058 . # People whose occupation (P106) is explorer (Q11...)
  ?person wdt:P411 wd:Q43115      # People whose canonization status (P411) is sainthood (Q43...)

  SERVICE wikibase:label {
    bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en" .
  }
}
</code></pre>

<p><a href="https://w.wiki/57h">The result is just <strong>four</strong> people</a>.  And that's where the problem starts. Simon Patterson chose categories for the lines which often don't have <em>any</em> intersections. There is no one who is an Italian Artist who is also a Saint and <em>also</em> a Footballer.</p>

<p>So, to create a more accurate artwork, we'll need different categories.</p>

<h2 id="nodes"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#nodes">Nodes</a></h2>

<p>One of the first things we need to do is understand the Tube map as a graph - with stations as nodes and lines as edges.</p>

<p>We want to know:</p>

<ol>
<li>Which stations are on which lines</li>
<li>Which stations are on <em>multiple</em> lines</li>
<li>Which station has the <em>most</em> lines</li>
<li>How many stations are on each line</li>
</ol>

<p>Thankfully <a href="http://markdunne.github.io/2016/04/10/The-London-Tube-as-a-Graph/">Mark Dunne has done lots the hard work for us, and provided a great tutorial</a>. Sadly, the data are about 5 years out of date.</p>

<p>Alternatively, the TfL API has lots of the information we need. Here's the call for all the stations on the Bakerloo line - <a href="https://api.tfl.gov.uk/line/bakerloo/stoppoints"></a><a href="https://api.tfl.gov.uk/line/bakerloo/stoppoints">https://api.tfl.gov.uk/line/bakerloo/stoppoints</a></p>

<p>Let's throw some Python down to grab the data we need. First, how many stations are there on the Bakerloo line?</p>

<pre><code class="language-python">import requests
r = requests.get("https://api.tfl.gov.uk/line/bakerloo/stoppoints")
stations = r.json()
count = len(stations)
print("There are " + str(count) + " stations on the Bakerloo Line")
</code></pre>

<p>Next, let's get the lines for each station:</p>

<pre><code class="language-python">import requests
r = requests.get("https://api.tfl.gov.uk/line/bakerloo/stoppoints")
stations = r.json()

for station in stations:
    stationName = station["commonName"]
    lineGroups   = station["lineModeGroups"]
    for lineGroup in lineGroups:
        modeName = lineGroup["modeName"]
        if (modeName=="tube"):
            lineCount = len(lineGroup["lineIdentifier"])

    print(stationName + "," + str(lineCount))
</code></pre>

<p>The line names can be found at <a href="https://api.tfl.gov.uk/Line/Mode/tube"></a><a href="https://api.tfl.gov.uk/Line/Mode/tube">https://api.tfl.gov.uk/Line/Mode/tube</a></p>

<h2 id="brief-survey-of-the-problem"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#brief-survey-of-the-problem">Brief survey of the problem...</a></h2>

<p>270 Tube Stations(!) across 11 lines. King's Cross St Pancras has the most lines - 6.</p>

<p>There a few anomalies in the data. It lists Edgware Road as two separate stations - even though it's really one station.
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Edgeware-Road.png" alt="Edgware Road station on a map." width="381" height="126" class="aligncenter size-full wp-image-32346">
The same problem is present on Hammersmith and Paddington. Cleaning data is "fun"...</p>

<p>The categories are also challenging. This is how many times the Bakerloo line intersects with the other lines</p>

<pre><code class="language-json">'bakerloo': {
    'circle': 3,
    'hammersmith-city': 1,
    'jubilee': 2,
    'metropolitan': 1,
    'northern': 4,
    'district': 2,
    'central': 1,
    'victoria': 1,
    'piccadilly': 1,
    'waterloo-city': 1
},
</code></pre>

<p>That is - the Bakerloo line touches <em>every</em> other line at least once.  As do the Northern, Central, and Jubilee lines.  Those lines will need to contain some very broad categories.</p>

<h2 id="back-to-wikidata"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#back-to-wikidata">Back to Wikidata</a></h2>

<p>So, we want to replace each station's name with a human's name. We need attributes which are wide-spread enough to get good coverage in the data - and quirky enough to be interesting.  I'd also like to keep some of the original categories:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Key-to-Lines.png" alt="engineers, philosophers, explorers, planets, journalists, footballers, musicians, film actors, saints, Italian artists, sinologues (Chinese scholars), comedians and 'Louis' (French kings)." width="451" height="248" class="aligncenter size-full wp-image-32348">

<p>I suspect there's a way to interrogate SPARQL to find a list of categories based on a graph - but I'm not clever enough to do that. I started off with an entirely arbitrary set of attributes:</p>

<ul>
<li>Academy Award Winners</li>
<li>Left-handed people</li>
<li>Nobel Prize Winners</li>
<li>People born in London</li>
<li>Educated at UEA (the university where my wife and I first met)</li>
<li>Female Computer Scientists</li>
<li>Saints</li>
<li>Explorers</li>
<li>Journalists</li>
<li>Sinologues</li>
<li>Comedians</li>
</ul>

<p>Here's the query for Comedians who were educated at UEA and were born in London:</p>

<pre><code class="language-sparql">SELECT DISTINCT ?person ?personLabel WHERE {
  ?person wdt:P69 wd:Q1045828 .
  ?person wdt:P106 wd:Q245068 .
  ?person wdt:P19 wd:Q84
  SERVICE wikibase:label {
    bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en" .
  }
}
</code></pre>

<p>One result - <a href="https://en.wikipedia.org/wiki/Doc_Brown_(rapper)">Doc Brown</a>. There are no saints who have won an Oscar, and data about left-handed people is suspiciously absent. The categories will have to be completely rejigged.</p>

<h2 id="keep-it-simple-stupid"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#keep-it-simple-stupid">Keep It Simple, Stupid</a></h2>

<p>I figured the easiest thing to do would be to start from a well data'd individual and work backwards from there.</p>

<pre><code class="language-sparql">SELECT DISTINCT ?person ?personLabel WHERE {  
  ?person wdt:P108 wd:Q35794  . #Employed by Cambridge University #Bakerloo
  ?person wdt:P19  wd:Q84     . #Born in London                   #Circle
  ?person wdt:P463 wd:Q123885 . #Member of the Royal Society      #Hammersmith&amp;City
  ?person wdt:P106 wd:Q121594 . #Professor                        #Waterloo&amp;City
  ?person wdt:P106 wd:Q205375 . #Inventor                         #Metropolitan
  ?person wdt:P106 wd:Q81096  . #Engineer                         #District
  ?person wdt:P106 wd:Q4964182. #Philosopher                      #Piccadilly
  ?person wdt:P106 wd:Q11063  . #Astronomer                       #Victoria
  ?person wdt:P106 wd:Q170790 . #Mathematician                    #Jubilee
  ?person wdt:P106 wd:Q82594  . #Computer Science                 #Northern
  ?person wdt:P106 wd:Q188094 . #Economist                        #Central

  SERVICE wikibase:label {
    bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en" .
  }
}
</code></pre>

<p>The <a href="https://w.wiki/5BF">result of that query</a> is the inventor of steampunk, <a href="http://sydneypadua.com/2dgoggles/">Charles Babbage</a>!</p>

<p>We can do a reverse query. <a href="https://w.wiki/5EW">Given these people, which common properties do they have</a>?</p>

<pre><code class="language-sparql">SELECT ?property ?propnameLabel ?value_Label
where
{ 
  wd:Q46633 ?property ?value . #Babbage
  wd:Q7259  ?property ?value . #Lovelace
  ?propname wikibase:directClaim ?property . # constrain to directClaims
  SERVICE wikibase:label { bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en".
                         ?value rdfs:label ?value_Label .
                         ?propname rdfs:label ?propnameLabel .}
} order by ?property
</code></pre>

<p>(Thanks to <a href="https://twitter.com/Tagishsimon/status/1142947487520608258">TagishSimon for the help</a>)</p>

<p>This is where things got trickier! Most of the major intersections didn't have any candidates other than Babbage - truly a Renaissance Man! - so I expanded "born in London" to "born in the UK".</p>

<p>We can't use <code>?person wdt:P27  wd:Q145</code> becuase that only covers the <em>current</em> United Kingdom - not <a href="https://www.wikidata.org/wiki/Q161885">The Kingdom of Great Britain (1707–1801)</a> nor <a href="https://www.wikidata.org/wiki/Q174193">The United Kingdom of Great Britain and Ireland (1801 to 1927)</a></p>

<p>The correct query seems to be ensuring the place of birth is within the current administrative territory of UK:</p>

<pre><code class="language-sparql">?person wdt:P19 ?pob . ?pob wdt:P131* wd:Q145 .
</code></pre>

<p>But you can also use a <code>UNION</code></p>

<pre><code class="language-sparql">{?person wdt:P27 wd:Q145} UNION {?person wdt:P27 wd:Q174193} UNION {?person wdt:P27 wd:Q161885} .
</code></pre>

<p>That got closer - but still not enough.</p>

<h2 id="unions"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#unions">Unions</a></h2>

<p>Wikidata is fickle. Someone may have an <em>occupation</em> as a "computer scientist" or they may <em>work in the field</em> of "computer science".  SPARQL eschews the <code>or</code> operator, and uses <code>UNION</code>:</p>

<pre><code class="language-sparql">{?person wdt:P101 wd:Q21198} #Field of Work CS
UNION
{?person wdt:P106 wd:Q82594} #Occupation CS
</code></pre>

<p>I'm beginning to see why the original artist was more liberal in his accuracy!</p>

<h2 id="sorting"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#sorting">Sorting</a></h2>

<p>I want the map to contain notable people. There are a couple of ways to assess the "notability" of a Wikidata subject. I've chosen to use "<a href="https://www.wikidata.org/wiki/Help:Sitelinks">sitelinks</a>" - that shows how many languages their article is available in.  It's a crude, but quick method.</p>

<p>Here's it in action:</p>

<pre><code class="language-sparql">SELECT DISTINCT ?person ?personLabel ?sitelinks WHERE {
  ?person wdt:P106 wd:Q205375 . #Inventor
  ?person wikibase:sitelinks ?sitelinks .

  SERVICE wikibase:label {
    bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en" .
  }
} ORDER BY DESC (?sitelinks)
</code></pre>

<h2 id="correcting-for-bias"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#correcting-for-bias">Correcting for Bias</a></h2>

<p>Wikipedia has an <a href="https://en.wikipedia.org/wiki/Gender_bias_on_Wikipedia">acknowledged male bias</a>. So I used SPARQL's <code>FILTER</code> property to great effect:</p>

<pre><code class="language-sparql">FILTER ( !EXISTS{ ?person wdt:P21 wd:Q6581097 }) 
</code></pre>

<p>It says to return anyone without the <a href="https://www.wikidata.org/wiki/Property:P21">sex/gender</a> of "Male". (Yes, I know things are a bit more complicated than that - but this is a good way to return women, intersex people, agender, transgender folk etc).</p>

<p>If no non-men were returned, I repeated the search but omitted the filter.</p>

<p>Because I used "Born in the UK" as a filter, there is probably a bias towards white people. And people who become Professors or members of the Royal Society may also be the product of a biased society.  There are many other filters and categories I could have chosen - and I hope some of you will create maps for your own cultures and societies.</p>

<h2 id="p-p-p-pickup-some-python"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#p-p-p-pickup-some-python">P-p-p-pickup Some Python</a></h2>

<p>There are several Python libraries for SPARQL, I used <a href="https://github.com/rdflib/sparqlwrapper">sparqlwrapper</a>.</p>

<p>Here's a sample query</p>

<pre><code class="language-python">from SPARQLWrapper import SPARQLWrapper, JSON

sparql = SPARQLWrapper("https://query.wikidata.org/sparql")
sparql.setQuery("""
    SELECT DISTINCT ?person ?personLabel ?sitelinks WHERE {
        ?person wdt:P106 wd:Q81096 . #Engineer
        ?person wdt:P20  wd:Q84    . #Died in London
        ?person wikibase:sitelinks ?sitelinks .
        SERVICE wikibase:label {
            bd:serviceParam wikibase:language "[AUTO_LANGUAGE],en" .
        }
    } ORDER BY DESC (?sitelinks)
""")
sparql.setReturnFormat(JSON)
results = sparql.query().convert()

for result in results["results"]["bindings"]:
    print('%s %s %s' % (result["person"]["value"], result["personLabel"]["value"], result["sitelinks"]["value"]))
</code></pre>

<h2 id="plotting-onto-an-image"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#plotting-onto-an-image">Plotting onto an image</a></h2>

<p>Let's leave who and what we select for now, and work out how we draw the eventual results.</p>

<p>We could do all sorts of clever things plotting out locations - but I decided to cheat!</p>

<p>There is <a href="https://tfl.gov.uk/Modules/TubeMap?nightMode=false">a fully semantic SVG of the tube lines</a> (Thanks to <a href="http://misc.oomap.co.uk/misc/tubemap/">Oliver O’Brien for finding it</a>).</p>

<p>I removed all the lines I didn't want, then I was able to search &amp; replace station names with my preferred text.</p>

<h3 id="search-and-replace"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#search-and-replace">Search And Replace</a></h3>

<p>Well... sort of! Charing Cross Station has an ID of <code>940GZZLUCHX</code>.</p>

<p>On the map it is:</p>

<pre><code class="language-svg">&lt;g id="s-940gzzluchx_label"&gt;
    &lt;g id="s-940gzzluchx_label_1_"&gt;
        &lt;text transform="matrix(1 0 0 1 515.8999 487.6963)"&gt;
            &lt;tspan x="0" y="0"&gt;Charing&lt;/tspan&gt;
            &lt;tspan x="4.3" y="4.5"&gt;Cross&lt;/tspan&gt;
        &lt;/text&gt;
    &lt;/g&gt;
    &lt;polygon id="s-940gzzluchx_nr" fill="#EE3124" points="514.3,487.7 512.6,486.9 515,486.9 515,486.4 512.5,486.4 513.8,485.8 515,485.8 515,485.3 513.8,485.3 512.2,484.6 511,484.6 512.7,485.3 510.2,485.3 510.2,485.8 512.7,485.8 511.4,486.4 510.2,486.4 510.2,486.9 511.5,486.9 513.1,487.7 "/&gt;
&lt;/g&gt;
</code></pre>

<p>Whereas the SVG element for North Wembley is just:</p>

<pre><code class="language-svg">&lt;text id="s-940gzzlunwy_label_2_" transform="matrix(1 0 0 1 282.1489 289.1079)"&gt;North Wembley&lt;/text&gt;
</code></pre>

<p>Again, I'm not quite clever enough to work out a way to reliably find the inner text for an element which may be inside (or not) several other similarly named elements.</p>

<p>So a lot of repetitive search-and-replace it is. <em>*sigh*</em></p>

<p>I also need to manually place some of the station names, because they're a different length to the originals.  <em>*double-sigh*</em></p>

<h2 id="putting-it-all-together"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#putting-it-all-together">Putting it all together</a></h2>

<p>I have great pleasure in revealing to you "<a href="https://shkspr.mobi/svg/Great(er)%20Bear.svg">The Great(er) Bear</a>"!</p>

<iframe src="https://shkspr.mobi/svg/Great(er)%20Bear.svg" width="1024" height="800"></iframe>

<p><a href="https://shkspr.mobi/svg/Great(er)%20Bear.svg">See the full sized version</a>.</p>

<h2 id="copyright"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#copyright">Copyright</a></h2>

<p>OK gang, turns out that copyright law is even trickier than computer code!  I've spoken to Simon Patterson and he is happy for me to host a not-for-profit version of this piece of art which is heavily indebted to his original.</p>

<p><a href="https://en.wikipedia.org/wiki/London_Underground_anagram_map">TfL has been litigious in the past</a> when it comes to derivative maps.  I tried contacting them several times, but didn't receive any clear answers as to whether I could do this.</p>

<p>The data that I used to generate the art is "Powered by TfL Open Data" and provided under <a href="https://tfl.gov.uk/corporate/terms-and-conditions/transport-data-service">OGLv2</a>. It may contain OS data © Crown copyright and database rights 2016.</p>

<p><a href="https://tfl.gov.uk/info-for/suppliers-and-contractors/font-requests">The original font is tightly controlled</a>. So I've used a freely available font called <a href="https://www.fontsquirrel.com/fonts/hammersmith-one">Hammersmith One</a> which is broadly similar.</p>

<p>Lots of people create modified tube maps:</p>

<ul>
<li><a href="https://www.inthebook.com/en-gb/literary-tube-map/">The Literary Tube Map</a> - putting authors on the map</li>
<li><a href="https://www.reddit.com/r/CasualUK/comments/cefrwe/tube_map_with_the_cheapest_pint_at_the_closest_pub/">Tube Map of Beer Prices</a></li>
<li><a href="https://secretldn.com/tube-noise-map-london/">Decibel levels on the Tube</a></li>
<li><a href="https://www.totallymoney.com/mortgages/how-much-salary-buy-london/">House Price Tube Map</a></li>
<li>And no doubt many more.</li>
</ul>

<p>If you want to build your own version of my modified map, <a href="https://gitlab.com/edent/greater-bear">all the data are on my GitLab</a>!</p>

<h3 id="details"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#details">Details</a></h3>

<p>Here are a few interesting close-ups of the map - they may be different from the final version.</p>

<p><img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Detail-of-the-Map.png" alt="A close up of the map." width="482" height="434" class="aligncenter size-full wp-image-32413">
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Central-and-Victoria-Lines.png" alt="Central and Victoria Lines." width="521" height="251" class="aligncenter size-full wp-image-32414">
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Thames.png" alt="River Thames and surrounding stations." width="436" height="179" class="aligncenter size-full wp-image-32416">
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Arabic-and-Russian.png" alt="Tube Lines with Arabic and Russian text." width="776" height="174" class="aligncenter size-full wp-image-32420">
<img src="https://shkspr.mobi/blog/wp-content/uploads/2019/06/Key-to-Lines-1.png" alt="Legend on a map." width="771" height="620" class="aligncenter size-full wp-image-32424"></p>

<h2 id="errata"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#errata">Errata</a></h2>

<ul>
<li>The data in Wikidata may be incorrect or incomplete.</li>
<li>I originally didn't restrict it to just humans! So a few weird entries snuck in. Using <code>?person wdt:P31 wd:Q5 .</code> corrected that. But I'm wondering if anyone on the map is <em>fictional</em>...!</li>
<li>Due to timeouts and my crappy coding, I ran the code over several passes on different days. If you run the code, you might get different results.</li>
<li>I didn't use people's names in their original language, I had to back-fill them. I probably missed some. I should have used <a href="https://www.wikidata.org/wiki/Property:P1559"><code>P1559</code></a>.</li>
<li>Even after lots of jiggling of categories, one or two stations kept coming up blank. So I manually added in a few people. Can you spot who they are?</li>
<li>Some people's names were too long for the allotted space, so I have swapped a few people around. Better code would try to keep name length as close to the original as possible.</li>
<li>There's no (intentional) ordering. It might be nice to put people on the line in order of, say, year of birth.</li>
<li>Similarly, there's almost no relation between the people and the places. Although I've contrived to put the author of Mary Poppins somewhere special!</li>
<li>The Hammersmith One font only has a basic set of characters - so non-European languages (and some accents) are in the default font.</li>
<li>The Elizabeth Line / CrossRail hasn't opened yet. I suspect it will be much harder to produce a new map once it goes live. Similarly the DLR and Overground lines are excluded.</li>
<li>The SVG renders well in Firefox, and seems to work OK in Chrome. Please let me know of any glitches.</li>
<li>I've also added a couple of Easter Eggs. Enjoy finding them!</li>
</ul>

<h2 id="thanks"><a href="https://shkspr.mobi/blog/2019/11/the-greater-bear-using-wikidata-to-generate-better-artwork/#thanks">Thanks</a></h2>

<p>Mainly to my wife, Liz, for being very patient with me while I swore at my code.</p>

<p>I am indebted to Simon Patterson for his incredible and inspirational artwork. When it was created in 1992, Wikipedia did not exist. Linked Data stores were in their infancy. It would have been close to impossible to create a semantically correct map. Nothing in my version is intended to take away from Patterson's work and creativity.</p>
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		<title><![CDATA[How I became Leonardo da Vinci on the Blockchain]]></title>
		<link>https://shkspr.mobi/blog/2018/06/how-i-became-leonardo-da-vinci-on-the-blockchain/</link>
					<comments>https://shkspr.mobi/blog/2018/06/how-i-became-leonardo-da-vinci-on-the-blockchain/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Tue, 12 Jun 2018 11:38:19 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[art]]></category>
		<category><![CDATA[blockchain]]></category>
		<category><![CDATA[satire]]></category>
		<category><![CDATA[technology]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=29696</guid>

					<description><![CDATA[Yesterday at the CogX conference, I sat in a room listening to companies pitch their blockchain based startups. Because I hate myself.  One in particular caught my attention. On the surface it seems to solve an important economic problem - art forgery and provenance.  By putting your artwork on the &#34;BitCoin Blockchain&#34;, Verisart will ✨hand wavy magic✨ increase the trust in art dealers and reduce f…]]></description>
										<content:encoded><![CDATA[<p>Yesterday at the CogX conference, I sat in a room listening to companies pitch their blockchain based startups. Because I hate myself.</p>

<p>One in particular caught my attention. On the surface it seems to solve an important economic problem - art forgery and provenance.</p>

<p>By putting your artwork on the "BitCoin Blockchain", Verisart will <em>✨hand wavy magic✨</em> increase the trust in art dealers and reduce fraud.</p>

<p>That's a pretty neat idea. A distributed public ledger of who I have sold my art to. And, if they sell it, they have a cryptographically signed certificate proving its provenance. The seller can sign the certificate with their private key to say they've sold it to the new owner of a specific public key. Nifty!</p>

<p>Except… and I hate to bring the art industry into disrepute… what if I sell a fake and keep the original in my Underground Vault?</p>

<p>There's no way to permanently attach a digital certificate to a physical work of art.</p>

<p>Incidentally, this is the problem with all the startups claiming the blockchain will revolutionise the integrity of global logistics markets. Sure, you can slap a QR code on a crate - but nothing stops an unscrupulous middle-man from replacing or adulterating the contents of the crate.</p>

<p>Let's get back to Verisart's other issue. Proving that I am the creator or owner of a piece of artwork.</p>

<p>Long story short, <strong>I convinced them that I painted the Mona Lisa</strong>. An excellent situationalist prank. Much avant-garde, so postmodernism.</p>

<img class="wp-image-29701 alignnone size-full" src="https://shkspr.mobi/blog/wp-content/uploads/2018/06/Screenshot_20180611-195059__01-1.jpg" width="1080" height="4067">

<p>For this "proof" I provided Verisart with...</p>

<ul>
    <li>An email address</li>
    <li>A photo of the Mona Lisa from Wikipedia</li>
    <li>…</li>
    <li>Er…</li>
    <li>That's it!</li>
</ul>

<p>That was all that was required. I didn't have to provide them with a public key, a certified copy of my passport, a high resolution copy of the artwork. Nothing.</p>

<p>Because the blockchain is immutable, that "proof" is there forever now. You mustn't make mistakes when irrevocably signing something.</p>

<p>So, what does this mean? Can I waltz into the Louvre and ask for "my" painting back?</p>

<p>No, obviously not. Not even a moron in a hurry would think that I was a time traveller or that I owned the most famous portrait in Europe.</p>

<p>But, if it is certified on the blockchain, it <i>must</i> be true!</p>

<p>I'm sure there are many sensible uses for this technology. I'm also sure there are many investors who will throw money at any pitch which contains the right buzzwords.</p>

<p>It's almost as if we can't just throw technology at the social problem of trust…</p>

<blockquote class="social-embed" id="social-embed-1006248586395508737" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/edent" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,UklGRkgBAABXRUJQVlA4IDwBAACQCACdASowADAAPrVQn0ynJCKiJyto4BaJaQAIIsx4Au9dhDqVA1i1RoRTO7nbdyy03nM5FhvV62goUj37tuxqpfpPeTBZvrJ78w0qAAD+/hVyFHvYXIrMCjny0z7wqsB9/QE08xls/AQdXJFX0adG9lISsm6kV96J5FINBFXzHwfzMCr4N6r3z5/Aa/wfEoVGX3H976she3jyS8RqJv7Jw7bOxoTSPlu4gNbfXYZ9TnbdQ0MNnMObyaRQLIu556jIj03zfJrVgqRM8GPwRoWb1M9AfzFe6Mtg13uEIqrTHmiuBpH+bTVB5EEQ3uby0C//XOAPJOFv4QV8RZDPQd517Khyba8Jlr97j2kIBJD9K3mbOHSHiQDasj6Y3forATbIg4QZHxWnCeqqMkVYfUAivuL0L/68mMnagAAA" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Terence Eden is on Mastodon</p>@edent</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">I don't understand the blockchain hype.<br>A startup has certified my artwork &amp; placed their verification on the bitcoin blockchain.<br>Now art dealers &amp; auctioneers can feel secure that I am the original artist.<br><br>One small problem… I am not Leonardo da Vinci!<br><a href="https://www.verisart.com/works/23f2c64a-08c6-4a42-8013-84ac8422dffb">verisart.com/works/23f2c64a…</a> </section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/edent/status/1006248586395508737"><span aria-label="2368 likes" class="social-embed-meta">❤️ 2,368</span><span aria-label="112 replies" class="social-embed-meta">💬 112</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2018-06-11T18:55:32.000Z" itemprop="datePublished">18:55 - Mon 11 June 2018</time></a></footer></blockquote>

<hr>

<ul>
<li><a href="https://news.ycombinator.com/item?id=17292476">Discussion on HackerNews</a></li>
<li><a href="https://twitter.com/search?q=https%3A%2F%2Ftwitter.com%2Fedent%2Fstatus%2F1006248586395508737&amp;src=typd">Discussion on Twitter</a></li>
<li><a href="https://bitsonline.com/blockchain-startup-mona-lisa-error/">Discussion on BitsOnLine</a></li>
<li><a href="https://www.economist.com/technology-quarterly/2018/08/30/the-promise-of-the-blockchain-technology">Article in The Economist</a></li>
</ul>
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