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	<title>SavingSessions &#8211; Terence Eden’s Blog</title>
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	<link>https://shkspr.mobi/blog</link>
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	<title>SavingSessions &#8211; Terence Eden’s Blog</title>
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		<title><![CDATA[Experiments with domestic load shedding in the UK]]></title>
		<link>https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/</link>
					<comments>https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#respond</comments>
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		<pubDate>Sun, 20 Nov 2022 12:34:38 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[electricity]]></category>
		<category><![CDATA[EnergyCrisis]]></category>
		<category><![CDATA[money]]></category>
		<category><![CDATA[NaBloPoMo]]></category>
		<category><![CDATA[SavingSessions]]></category>
		<category><![CDATA[solar]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=44103</guid>

					<description><![CDATA[Electricity demand varies throughout the day.  When demand is higher, electricity prices go up.  Most UK consumers are insulated from this variability - we pay a fixed price per kWh no matter what the actual wholesale cost.  But it doesn&#039;t need to be this way.  Exposing users to the immense variability in pricing is probably too dangerous - as seen in Texas recently. Imagine if your electricity…]]></description>
										<content:encoded><![CDATA[<p>Electricity demand varies throughout the day.  When demand is higher, electricity prices go up.  Most UK consumers are insulated from this variability - we pay a fixed price per kWh no matter what the actual wholesale cost.</p>

<p>But it doesn't need to be this way.  Exposing users to the immense variability in pricing is probably too dangerous - <a href="https://edition.cnn.com/2021/02/20/business/texas-electricity-bills-griddy-puct/index.html">as seen in Texas recently</a>. Imagine if your electricity provider could say "hey, prices are going to be high tonight. We'll pay you to use less electricity!"</p>

<p><span id="more-44103"></span></p>

<p>Well, that's what my energy provider are doing!  Here's an email I received from them:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/Octopus-fs8.png" alt="Screenshot of an email. It says &quot;Hi Terence, You'll earn 1800 OctoPoints – that's £2.25 worth – for every unit of electricity you cut down between 5:00 PM and 6:00 PM on 15th November. Opt in now to save power and earn rewards in this Session. You'll go into a draw to win an extra 400,000 OctoPoints – that's £500 worth! – just for opting in. Important: you need to opt in before the Session starts if you want to earn rewards.&quot;" width="600" class="aligncenter size-full wp-image-44104">

<p><a href="https://share.octopus.energy/metal-dove-988">Join Octopus and we both get £50!</a></p>

<p>The UK is experimenting with <a href="https://www.flexiblepower.co.uk/">flexible energy pricing</a>.  This is made possible by the large-scale rollout of smart meters. They measure electricity consumption and report it back at up-to half-hourly intervals<sup id="fnref:privacy"><a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#fn:privacy" class="footnote-ref" title="It is a bit more complicated than that. And there are legitimate privacy / security concerns. But this post focuses on the positive side of the equation. Please don't use the comments for rants about…" role="doc-noteref">0</a></sup>.</p>

<p>My solar panels already take advantage of this capability. I get paid the half-houly market-price for every kWh of sunshine I export.  Octopus publish their price so, in theory, I could tell my battery to store energy at midday when it is cheaper and then sell back to the grid when it is more expensive.</p>

<p>Now, there's just one catch with this offer.  The reduction is based on your <em>average</em> usage at that time. If you usually have your electric oven on between 1700-1800 then you'll be able to make some big savings.  But if you're already fairly efficient, it is less likely you'll be able to take advantage of this.</p>

<p>The day before the experiment, this was our half-hourly usage:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/Consumption-graph-fs8.png" alt="A consumption graph showing a small amount of electricity usage during the timeframe." width="1024" height="381" class="aligncenter size-full wp-image-44108">

<p>So, if we were to turn off <em>all</em> our electricity we might be given about £1.95 as a reward.  Not nothing, but perhaps not worth sitting in the dark for an hour?</p>

<p>But, in the spirit of experimentation, we tried it!  Lights off, TV &amp; games consoles off, <a href="https://shkspr.mobi/blog/2021/10/no-you-cant-save-30-per-year-by-switching-off-your-standby-devices/">chargers unplugged</a>, no cooking or cups of tea. We made our own entertainment<sup id="fnref:💏"><a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#fn:💏" class="footnote-ref" title="Get your mind out of the gutter! We read books and played boardgames by candlelight!" role="doc-noteref">1</a></sup>.</p>

<h2 id="what-we-earned-what-we-learned"><a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#what-we-earned-what-we-learned">What we earned &amp; what we learned</a></h2>

<p>Using our home monitoring software, here's what happened to our electricity use for that hour:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/Graph-fs8.png" alt="Bar graph showing electricity use." width="540" height="540" class="aligncenter size-full wp-image-44145">

<p>As you can see, at 1700 we dropped our usage significantly. The hours before and after, we were using about 900Wh. But from 1700-1800 we were down to about 184Wh.</p>

<p>That's about 20% of our usual use for that hour.  Our usual cost at that time of day would have been around £0.20 for the hour. Instead, we only used about 4 pence-worth of electricity.</p>

<p>A few days later, we got this message from our electricity provider:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/You-saved-74-in-the-last-session.-Amazing-effort-well-done-You-cut-down-by-74-fs8.png" alt="You saved 74% in the last session. Amazing effort, well done! You cut down by 74%." width="600" class="aligncenter size-full wp-image-44161">

<p>OK! They base the average over the last few weeks, so it isn't surprising that their numbers differ slightly from mine.</p>

<p>So, how much of a reward do they pay us?</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/So-far-youve-earned-936-OctoPoints-or-1.17-over-1-Saving-Session-fs8.png" alt="So far you've earned 936 OctoPoints (or £1.17) over 1 Saving Session." width="600" class="aligncenter size-full wp-image-44160">

<p>I have no idea why they do this in points. Presumably I might be able to exchange the points for a chance to win a prize? Seems silly to me; just use money.</p>

<p>And then, of course, the inevitable "nudge":</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/11/Other-Savers-in-your-area-SW1A-typically-cut-down-86.-Youre-saving-12-less-than-your-neighbours.-fs8.png" alt="Other Savers in your area (SW1A) typically cut down 86%. You're saving 12% less than your neighbours." width="600" class="aligncenter size-full wp-image-44162">

<p>I'm not sure how I feel about that sort of nudge. I think we did everything we reasonably could. I'm not a big fan of that sort of competition.</p>

<p>Was it a hardship for us to turn out the lights for an hour? No. But there is a slightly worrying idea that people might feel pressure to turn off vital things like life-saving equipment, freezers, or alarms.</p>

<p>Will people change their behaviour for a couple of quid? That remains to be seen. <em>Should</em> people have to change their behaviour? That's a more complex question. <a href="https://janetgunter.net/nudge-towards-the-cliff-edge">Janet Gunter has a blog post which explores the limitations of this approach</a>.</p>

<p>The idea of a <a href="https://en.wikipedia.org/wiki/Carbon_footprint#Origin_of_the_concept">personal carbon footprint has despicable origins</a> - but when scaled up to a population level, it can be a useful way to phrase a problem.</p>

<p>If people merely shift their electricity consumption to an hour before or after the load shedding period, does it have a meaningful impact?</p>

<p>Anyway, I think it is useful to do experiments like this.  Perhaps thousands of people will find it useful and it'll scale up to millions of people. Perhaps it won't make a difference at all. But the only way we can find out is by experimenting. And I'm eager to see what happens!</p>

<p>If you're interested in trying this, <a href="https://share.octopus.energy/metal-dove-988">join Octopus and we both get £50!</a></p>

<hr>

<h2 id="how-did-the-rest-of-you-do"><a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#how-did-the-rest-of-you-do">How did the rest of you do?</a></h2>

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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">WNJ85</p>@Will L-J</div></a><img class="social-embed-logo" alt="Mastodon" src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' aria-label='Mastodon' role='img' viewBox='0 0 512 512' fill='%23fff'%3E%3Cpath d='m0 0H512V512H0'/%3E%3ClinearGradient id='a' y2='1'%3E%3Cstop offset='0' stop-color='%236364ff'/%3E%3Cstop offset='1' stop-color='%23563acc'/%3E%3C/linearGradient%3E%3Cpath fill='url(%23a)' d='M317 381q-124 28-123-39 69 15 149 2 67-13 72-80 3-101-3-116-19-49-72-58-98-10-162 0-56 10-75 58-12 31-3 147 3 32 9 53 13 46 70 69 83 23 138-9'/%3E%3Cpath d='M360 293h-36v-93q-1-26-29-23-20 3-20 34v47h-36v-47q0-31-20-34-30-3-30 28v88h-36v-91q1-51 44-60 33-5 51 21l9 15 9-15q16-26 51-21 43 9 43 60'/%3E%3C/svg%3E"></header><section class="social-embed-text" itemprop="articleBody"><p>The figures are in for <a href="https://mastodon.online/tags/OctopusEnergy" class="mention hashtag" rel="tag">#<span>OctopusEnergy</span></a> <a href="https://mastodon.online/tags/SavingSessions" class="mention hashtag" rel="tag">#<span>SavingSessions</span></a> and am pretty happy with the outcome considering didn’t go to extremes like some! Popped the <a href="https://mastodon.online/tags/ASHP" class="mention hashtag" rel="tag">#<span>ASHP</span></a> into ‘Holiday Mode’ for the hour, delayed dinner prep till after 18:00 and didn’t plug the <a href="https://mastodon.online/tags/BEV" class="mention hashtag" rel="tag">#<span>BEV</span></a> in to charge straight after getting home as one would normally if needed charge!</p><div class="social-embed-media-grid"><a href="https://files.mastodon.online/media_attachments/files/109/366/724/984/661/837/original/11e57c8f7332786c.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr 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<blockquote class="social-embed" id="social-embed-109367136980614403" lang="" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscopeitemtype="https://schema.org/Person"><a href="https://tooter.wishy.co.uk/@wishy" class="social-embed-user" itemprop="url"><img class="social-embed-avatar" 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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">wishy</p>@Steve Scott</div></a><img class="social-embed-logo" alt="Mastodon" src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' aria-label='Mastodon' role='img' viewBox='0 0 512 512' fill='%23fff'%3E%3Cpath d='m0 0H512V512H0'/%3E%3ClinearGradient id='a' y2='1'%3E%3Cstop offset='0' stop-color='%236364ff'/%3E%3Cstop offset='1' stop-color='%23563acc'/%3E%3C/linearGradient%3E%3Cpath fill='url(%23a)' d='M317 381q-124 28-123-39 69 15 149 2 67-13 72-80 3-101-3-116-19-49-72-58-98-10-162 0-56 10-75 58-12 31-3 147 3 32 9 53 13 46 70 69 83 23 138-9'/%3E%3Cpath d='M360 293h-36v-93q-1-26-29-23-20 3-20 34v47h-36v-47q0-31-20-34-30-3-30 28v88h-36v-91q1-51 44-60 33-5 51 21l9 15 9-15q16-26 51-21 43 9 43 60'/%3E%3C/svg%3E"></header><section class="social-embed-text" itemprop="articleBody"><p><span class="h-card" translate="no"><a href="https://mastodon.social/@Edent" class="u-url mention">@<span>Edent</span></a></span> 48% cut aparrently. Not bad for a test run without changing much</p><div class="social-embed-media-grid"><a href="https://tooter.wishy.co.uk/system/media_attachments/files/109/367/133/729/668/605/original/d9b4487d74606a85.png" class="social-embed-media-link"><img class="social-embed-media" alt="" 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"></a></div></section><hr 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<blockquote class="social-embed" id="social-embed-109367229332731953" lang="" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscopeitemtype="https://schema.org/Person"><a href="https://mastodon.sdf.org/@hd" class="social-embed-user" itemprop="url"><img class="social-embed-avatar" 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">hd</p>@Hermit Dave</div></a><img class="social-embed-logo" alt="Mastodon" src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' aria-label='Mastodon' role='img' viewBox='0 0 512 512' fill='%23fff'%3E%3Cpath d='m0 0H512V512H0'/%3E%3ClinearGradient id='a' y2='1'%3E%3Cstop offset='0' stop-color='%236364ff'/%3E%3Cstop offset='1' stop-color='%23563acc'/%3E%3C/linearGradient%3E%3Cpath fill='url(%23a)' d='M317 381q-124 28-123-39 69 15 149 2 67-13 72-80 3-101-3-116-19-49-72-58-98-10-162 0-56 10-75 58-12 31-3 147 3 32 9 53 13 46 70 69 83 23 138-9'/%3E%3Cpath d='M360 293h-36v-93q-1-26-29-23-20 3-20 34v47h-36v-47q0-31-20-34-30-3-30 28v88h-36v-91q1-51 44-60 33-5 51 21l9 15 9-15q16-26 51-21 43 9 43 60'/%3E%3C/svg%3E"></header><section class="social-embed-text" itemprop="articleBody"><p>Took part in 1st <a href="https://mastodon.sdf.org/tags/SavingSessions" class="mention hashtag" rel="tag">#<span>SavingSessions</span></a> by <a href="https://mastodon.sdf.org/tags/NationalGrid" class="mention hashtag" rel="tag">#<span>NationalGrid</span></a> &amp; <a href="https://mastodon.sdf.org/tags/OctopusEnergy" class="mention hashtag" rel="tag">#<span>OctopusEnergy</span></a>. 83% reduction in electricity usage over an hour compared to average of previous 10 days.</p><div class="social-embed-media-grid"><a href="https://mastodon.sdf.org/system/media_attachments/files/109/367/217/810/910/175/original/22d6a6e60db54507.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="Octopus Energy’s 1st saving session results" src="data:image/webp;base64,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"></a></div></section><hr 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<blockquote class="social-embed" id="social-embed-109366524194800423" lang="" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscopeitemtype="https://schema.org/Person"><a href="https://masto.98degrees.co.uk/@mttkng" class="social-embed-user" itemprop="url"><img class="social-embed-avatar" 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">mttkng</p>@Matt King 🍔</div></a><img class="social-embed-logo" alt="Mastodon" src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' aria-label='Mastodon' role='img' viewBox='0 0 512 512' fill='%23fff'%3E%3Cpath d='m0 0H512V512H0'/%3E%3ClinearGradient id='a' y2='1'%3E%3Cstop offset='0' stop-color='%236364ff'/%3E%3Cstop offset='1' stop-color='%23563acc'/%3E%3C/linearGradient%3E%3Cpath fill='url(%23a)' d='M317 381q-124 28-123-39 69 15 149 2 67-13 72-80 3-101-3-116-19-49-72-58-98-10-162 0-56 10-75 58-12 31-3 147 3 32 9 53 13 46 70 69 83 23 138-9'/%3E%3Cpath d='M360 293h-36v-93q-1-26-29-23-20 3-20 34v47h-36v-47q0-31-20-34-30-3-30 28v88h-36v-91q1-51 44-60 33-5 51 21l9 15 9-15q16-26 51-21 43 9 43 60'/%3E%3C/svg%3E"></header><section class="social-embed-text" itemprop="articleBody"><p>Got the results of my <a href="https://masto.98degrees.co.uk/tags/OctopusEnergy" class="mention hashtag" rel="tag">#<span>OctopusEnergy</span></a> <a href="https://masto.98degrees.co.uk/tags/savingSessions" class="mention hashtag" rel="tag">#<span>savingSessions</span></a> from earlier this week. I cut down usage in that hour by 89% earning a bonus of £1.43. Apparently I saved 59% more than my neighbours. Useless bunch.</p><div class="social-embed-media-grid"></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://masto.98degrees.co.uk/@mttkng/109366524194800423"><span aria-label="1 likes" class="social-embed-meta">❤️ 1</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="" itemprop="datePublished">19:45 - Fri 18 November 2022</time></a></footer></blockquote>

<blockquote class="social-embed" id="social-embed-109369726988308711" lang="" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscopeitemtype="https://schema.org/Person"><a href="https://mastodon.scot/@sfscotland" class="social-embed-user" itemprop="url"><img class="social-embed-avatar" 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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">sfscotland</p>@S Fraser</div></a><img class="social-embed-logo" alt="Mastodon" src="data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' aria-label='Mastodon' role='img' viewBox='0 0 512 512' fill='%23fff'%3E%3Cpath d='m0 0H512V512H0'/%3E%3ClinearGradient id='a' y2='1'%3E%3Cstop offset='0' stop-color='%236364ff'/%3E%3Cstop offset='1' stop-color='%23563acc'/%3E%3C/linearGradient%3E%3Cpath fill='url(%23a)' d='M317 381q-124 28-123-39 69 15 149 2 67-13 72-80 3-101-3-116-19-49-72-58-98-10-162 0-56 10-75 58-12 31-3 147 3 32 9 53 13 46 70 69 83 23 138-9'/%3E%3Cpath d='M360 293h-36v-93q-1-26-29-23-20 3-20 34v47h-36v-47q0-31-20-34-30-3-30 28v88h-36v-91q1-51 44-60 33-5 51 21l9 15 9-15q16-26 51-21 43 9 43 60'/%3E%3C/svg%3E"></header><section class="social-embed-text" itemprop="articleBody"><p><span class="h-card" translate="no"><a href="https://mastodon.social/@Edent" class="u-url mention">@<span>Edent</span></a></span> I'd completely forgotten to check until I saw your results. I saved the equivalent of £4.61 with a 91% reduction in use during that hour.</p><div class="social-embed-media-grid"><a href="https://media.mastodon.scot/media_attachments/files/109/369/722/274/493/314/original/2a65a4d39a94d6b8.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="Image showing a saving of 3688 points (£4.61) saved during an #Octopus #SavingSession" 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MdHifkcLqo1NOSpRQw3FLqSeiiDnOcPKw6x22ZS0QS2HQz1oXL32XLw8hDkmh9gJAWyF5sHqq4DbHP0VLDAbkeEGgxorQrRBp8xJS7CkUxfyCx7zTTzNJSrVwqJEOPEy3RM+TQz6qxztpIwb9WYr5gV4hLVfpGlc/swKdhPbn6bPdxGsfZShsORhki+26y1L7/rgwxLTj5HVdd/kfmkCMx5uj0OESw7LQAAClekcCYADJvsEq0t0ZIAzERwgWkAhGjW7Zx8Bpyd9uBkMRow6bnhrWUEBjTpMrbq9rwnHoPb6yS3brMKD6XJ4EfB+KDVw60htNdmLsW+re9zb48wLJeEvoJQh1nJ6TswAAnGrDgLd4h/0LGwGFt5mXlfkoZW3oTChvgUfWV6KDU7K1ymSJ0YWzGubrE5XZFrlxgs2M7UVN7mYeF1BRXe1Q5qW4f0xLcf2JKEpg3E6PlUPNun1U/c9AbnZgPzOX93KIshIizHiO5oCwCCI56rnEg8csf1m4CcAz/rE21D92gx9bvYQGsB38x91QNlv2cdYII4jN94zxqk8EMJ6ohvQ8XXTTmAbODBzSGsQg2LD03UqW5ruTrLea3VjnscsOTMyAAg6cI/0o2nC+wbKKT8y/nfy8VVJ+Wz9iwkGEC5Mcp+dUYSD+xJtrdM1MVjOVyME+Rp95c182MzyabAl8FFN4qCXTLabhWl0syZLQuaj1PwEjXNkKwgUXMPfyrdB+zHjup1aLOhQcw10JAjsXdKDU2iI8c5nRLCWM+UHho1UAXj9Pc3HqxY5H/5QL8683GOIIc3nt/wZA5ywbqMhe7upwELsAs/0jGBUULts/aSh1nCMSuiEtBz8KIStS8zxrBj4eZTCW8d9QnGJPmN7WV5iPgvlyX6QMSJbs81C46RZRpBzx4dsPxp8sGMai9IF5fO1nqwECy/S+Xgt5VyfP77ZZ3cNb3Y6pe1vB9ZLDr/Mhhem3jC/gyrwNrKoBHX/i4/OMHtRVbonkhYpyL2xoJ4NCOEl2YDqGCpAl1pm1wMh9wFzvHYPDvDPFG/x1NTyCWQ4S/l/HzkSTRXvKCyZCnaHthAl7Sph6rbuBqc+874n/ykZyXA6B5WmYNAjQEq1zQlFG2RHU165t+BWlA1XqBWaiL7L7I+/SEACpX8CGoYVSaevnwCbleALHzlGud8bYQ8NfNsSs78m0r/9GaY23gsXuNUDrrYyVPPBXBWRYYaTWDf6m3MD5Tew74ILHs/3SM/zY9tkpnd6j/87sMxSaWKMp2lhOiVpNy2ds9WrvAWMPd0Z4EMdV2YahDVdrEiEFmIGoWvVMQQUxRnyh5DrTNrWBk9oEbIdBgVAL9lNpVClGOjiiaSB1YY55fSkBxPFL9n73SRhAWI5ycazqGqc2Mmej4UR6KZOAoMaNv1ILLO6wE39Enlp2n3IlH+4NyNkSdV3QQG3kX2UuEGZ4T/f7IaDgzReW1AO/qJ3VzW456NgGaC/ggqa4Wyp/kbrxJ+xKs1Ft3X0tz3YChWKQAy8w76V+BLXouHAQcXVrvCjSmUgoF0xa9aklOVJTWLk8dqjsJ0efGUfN+pCOAghNI7zKjLrnUB48BlVBcTK+quJaiUiI4dqWHHRTIdskWZM7d0HPO8xeWzT81L4DA+54tzZ8A5QulDWGSYWzpHk4jWudvCGZ0nps76s8NjakD94Gabp4LDONqwMt0QzX1mqOztHvOL8lVW1IuY1Qq/jndNcd+c1DvQ2LWw0Gojx6kqg36O7ZS9WJR/snmfr9fAL6Jvt4IPS8LRHKnhKzeoTOqNyc0bF7ihw5SSdmS6dHSNiQAoqnx7oDsea6KqZTV/dzohVYlk4Q0qBDCGrFExCIvWQrFBghji0ML3AC3n9cYwrKBf/tsgIYDykqvhjMnVN3IYd7gPoJLmY/bvOZ1GJCveyr1mNnQR9n0/cqzQ7nHKqdf+AIxU9v28n9X13vfHEFdG4Cn6R0xLQKUNFzxMHsBrZJHP/bWkqLy16hGnIOVOgy1aqJzLCOZWihAqyfhcwMpvM2gbs1WGuugcTHE8EqqQpC3FEUXhsrPrEGarkpTnqMCj+XYfJZLfsSwc6USc0T6XRacp24q/88CX9L42pevDbIKXYunBD0aoAfPsnPCOjwsCuUwjsGGgtYdN5l7hDd4ytv1/bdfp52tVfEdbJ0322/EHwD+upcTewpSkSdrugXt9EYC0fun8nivVNpNNeQVKd1er7i4C7amzgINlExETHlMIs3ftI9ESaEQ/G2ZzaBMzHHGhbGzHbbRM1TaAJFQhoApVaU6Mhfo3G80ZFrH4llYKReHU1R+4jKjrIfNFhyC6Q6JAEFYDDhyo3qkeJIeVICXt5z0DbpIi2UqL7llQeYEzNrDyEdXHYugxPccD5pjAXUOETQAtFLplhLlmJ3R1mQrAVLjwbyEDs6ByE4iy9BB45eoAWmFAXYJ1IPhrYCNxUwf3Rj9Eh7bWOeary8HyUrTtbImCcThYeO/HUt19bRw3yFmBYw3y/CkVZRDdWbKfvPUkOyVvzaV7O7B6r53y7pxqL2r+fuKfekO79wXEVFpTqAMih3nWDuS5RYfv1zxAYzk2ZUu4oBw5ShcMPMYhlM2RZtMNOqCNA0CBzLeKRK+U/p9SjtHDyuC4gevYrNTbUgQC9CTFwMRL7U9lmXDEanf2nA891diR5mj9QD3L7AqgxY6sR4i7gfDmxU8IPumUawy85+DiLaF4Y7FOIZMCbXq3foF7PwDGCd52MaDEbkE29P9BB58tm4EcM0+MNT7GqIKvRPO7PJqP58PscIfHTO4hMkmrz9g8R3xfEyVbO6x3x4UwC5ku1jDrduF8Y4APcByOuNZ6oqcJcrulInr4u8KF5ew8imD9F2wSE5QKJA+IGMBYFVbntHFMy64dYwmTMz6prrUl5dLzu+v+jQd7hOOKaIegtwPSkuYcXfuK/DWYnjAG2CP10U6qjf9DWbkkaxYTAJbsAm5KZNPKdRy3Ud2kN/j417AOA5yQM3Lg/XiDQ2l4iBaukQdkfqejvhAyCIsADFKrS0Mm8moA45n6tWZNFvw4GTj04KfXfdUCA6YZ1vbLY0gLvgtI67e77YpF+i6pNQRwDP+ISU8d4s4Xql7sdwQkRdQlIYEYXvrrpfWb7yN5rU94DQTmQieHNLuMVx3FwD4hu0VcvFn00WvbIfoDDHk3+zVUlRFBiVhdLl1tqUm23S+p+feUZFIc9c0KopSOBAsc/SQAkLMYWeLdpjW4TqC+tBJVASO787+qkvskh5Mi2oC/Q7QvbXclLEonCyrAgpKjzm7ILs9JOR7szUWAKpM0HxoWBwz1mhc7qqb+3+HZTJaBF/E+wHK94zF1UaHurfM2VX4OkcTQ6hAEy2kzExSw/PoF/4hD3jKLeVZviXO2ZZ0SQwv02gKiFZRnViO8Qp5uyHgh7bysX6vszHDt/XziKATO7xSNqxWXJ0iiA9ORfYa+1bXIEavS33o1CN3PWs0EeT78QIfpnWyGu84LuizU5w3b2qhic3Mb0sv7EsAE/1zjswApbJAWY1cFX8J2/d6qNBpJhBBt0NuxSrzuWuRC5iNkhtjYO9SjK/JV0flozsNl+8JCBy5Fq10Jhh/nj918GZRAUJR3DhKoFxw9qU4aYBIyJNCJTfEdUq85246nNldc2Dora/IX6EflJYxbTSzB7yL8bdeQJE4syqOGXv+Rmbd95qxVFP/ekdBJSqFHqcK43hq2CydvK96s9Qzx0ofTRWeL7q8wX+QI/a6o5cFgFzfyn06IKo3Rhdxqlvd22y49qfDIm4fygAO6w14XcM+733SiREbt510mnGReb3UL9lir1khAPWExG82S8XiQXIhEepPj35wzQC8ETVxsC8k/MMow1cnpXvj5G9GxayWzITF/KqhYQe/QMbZZNezZRhEtNczlZfzDt2MayMRrwdAAABG5im6S6BUCWfxqVZf9NglwcTwXEBoP0j6k2+OqlwNINspPu/7OeAzkHBj6NXANVDPjCLN6bdA8DeqFxhpXY/OgjKGZXFslP8DRw651TXDAjyZLXAH7R+4HdZgAAAAAAACci7oywj6LnOCqg8+6Bsy4z0GBgjRIj4ZHBBuovSUsh24geQKx48tIvPGqvzHerYQqvIFt5cwmGA1wTwLH3yvQvIHgpTM1Vv8b7DHHq1QlkbfyIWDSpXR/tjJ9ZZUE9xQOe238o7iB0s1xmGNt8nBXPEikPIXSVTBNtgB0vv82Q9mv/+QJvo1Kn5QN1oc1eDGhyjPQpwVNosSzutDjIKvsxOUYP3vMXtIhYoBUlz4M8+WwgWui4q9cUVO4+onjv/URjH9pXuzWUtWnSugAJtkdqRstBn/yjvD2lOSIcE/tDcOMsX7eYbX1+8dwOrVnxONJQjUUxJvq/+zUVP/TPAgsmV4HmLeh3QbmY8svXK+yTpn8/GWz7xDOnIYtU3WV3rlobx3aSff4TU/DcRqXU+sL4f16gMSpa9IbYH/UGi6Q/YgB5ujs0Oe3B8I2jhcluYXlavq48WFfu/5qa/OtY2ofzhK3ZoSqUVZ8Lhpt7CJojwMb3JD2ZI4GuxeTWN1va7PmU+f65Y5Quhvb1W4rLX7/o/nFylyvMkQCaDlPXIKaPAUu580cwsH8KG/iW1JebHloDlc1163HWOUhtM7gTRrrsdY1lF4J9RUIHqRRFEPcmy3rmXvgy+g1bMUWRJegQNxCELQxTFnTE/wu6CUnUGTgln1lJ16fbeVX2mb7kFGgmFQ6jBnA9OawyQZN1chyZ5PDn5J59Cv87TKcdgwCnIxARv79o9BhDQTYsgJKDchHpMqtPow1hAB8XLxSBAfIVOspQzBu3F0Og0GsBxytE9ck47RU3b/1mYk6DHNJQeBNeaISf9fZGS3+svi8d7HNcQYfXRykVjCK/Ilj3DMbc/LiO/edE0KC5KUSxZl/BbTu5lUhsdwAQiaD5Z9xqSTBCzek87vwa2ocJjA07fXUJaKIMLrQ7kPiFk6OPbBUq8gfVVvj67mcpPqkCX2nWHlBUtqRPM4soCmLCeNTUGhfiKdKW09L8orU/Wncldt62dE/eAbVDZRbi+sl2NnhLWtiGCMiBUS+9mSwV2OIg5jdUcx1JcfNdPFiDUxyUR7VdLBVvEmOzEKiMzfIoFV+tWVBA9up9A5vCYidQMIs6ku/kjDJipy1a0z5OpHFP6OO7b9DzDTa5V6RvNO/zrqqc5ERNWu5sQl4eglKBYjl/QXp8bA0wpSyI52pxM8YRM5emT3rp+V6cdmlofk8x+xb0AX9pTIaYFKAofjKqNaRdCYBxEVTG4dZdv2+MvPUf+g2jchEXWY/8th65YdN3M9oeT8sRdy3ZyBhdOX7nDaqwn9rmcF4Ci4Ao07CywduQeYSEH0J4r7J5BvVrDizlGfbxogNyG3om3Lkr8lFA91wBZyQ5KCSYOwPLtN6XOTzgmbnDYXXWhW8WnqIJjtG3yivCq3bBON9t3xexTbdCoc4+Ki8NlJgQxWEQmJnre7PKz+uCdkBhbGl/XbAB3jhWOEDWoSGFxgx1YC22pw1dHDBVulsAAARWdfvhyLLOxiswCSgKk7MjLGcIvLtXb2hPk/O94tseZ+Hmf1UWqGJOMkbMcEnnFPP8SOZimfT1qVd1+UN5tpir+5txYPf6EVFn4/Qyx3aQVJchEN+p+rDvQ2WaSGzEQmIz4LZ2RT4IOzEx3Ae1u/moQ3+tYKlf/zTATnCP2P53FjUdX9AsKTfQJxjC0ajfOHVc+xg0eqEdqO7TXjgGZkMg8/CJAuCO88UkIK1bNGDTrvgACa6e5Uvlj6Wcd9iZ1FtTeJRSLBYXCTc8AuubYbjk2TvR4y4EjE0GWc1lOJywMY5kn/nBqkZ78b8Wll2YpV+vQjQ+j4nR6Gi/DsUTfSqVxLf8MqqYLTApaIw0UwuUq+OZbuJj1T6XTiyoCU/q/jm+tbd3DA2kqihHKKtmMaDP63xxdrnhlRnHDVzDoHfoXolWrtos8wQ1DqmfBw8u2478ghZky+LYALApCWrIW81aiHyPxgdvOHMOzZUW8MmsJsfLCHeVRDBDobQCPEnKYcfw+RyVBW8/U8G/If8rjcWhzErVxC5X71FP0B+VyDTaRXLyx2t0DBhqXea4FfgyJlVMUFOtaoBQFJAY2sYoKJDYh39I8bOdM4lJ3tgVKqJtKTDvxxoMDMsrc6DYBXur10YzQt9DGUjqDpGe8kt41GL2Nq450k14BX76Fr0LeIG7hUCSmWt/O5p5UJswJmN6ePI5fLOPPHkaiUE6T+nnRxQa7xfND9bybdKyCgde2p3u4n5rn6ezB1Dad8sk5NNd6ONh4Zgoc2KWZXhA2wC9DC+flqDTRXQmTf9CPpSI1qnjAs/qY+Ped8/IJmYbt5wSx/ABQgE28IROvOaWMMJNBhEBg+U0vaAzFLonvMVrcD4ZOWBjAgvQZxzko2EskzB7FqL6psLyBj+0Exz/CNtsreFWfLFa6d2GH3TF3nLAlzFpg25XBkqm/X5mPHHZ0f8iIptCY4T8KuL/IyqmMawGmmjUsFVFJVPjNS2gbQB45nnZyMpewFjsGHaOaaKmXYC/Rmfp9s33+o4KUjF4k9R0Th7m8wNREGCKQhXfwE1+kSausJlhabhCe6AH2lqhyvTxfFIJ+fGPuoeO2mff8t+jl9OzqxOb0ZmqbEE8Ns+g1LkL0Nv/5ZvPmcteCCSUKLIaMpy91JtvDRBiCwuyq0GyQQMTOh+dF5oAn/VjCnTCRPyJtd6kn+kE+xuVNeWP+9vU8l2xQ3/GSYqTsvmZV54wYWDuplmWGmKwQm4y3GOjx56p3VDCCdVm6ce7h4Jp5LIGLOmA9hHrFhK0QUaMRxzk9kxi2SxxiLmussC5HBz56Xyb35oZ5ClwBzwxvgbnuLs5zPbmtRWsJGl6Qht/pWSJC7RulqIuwCiSTq2us+Fx4KdanEwASjJ4jAeVfRsHWNKOvBo4a2fmIfSV8ZAhx8B7f9u+bkxxTaTgYpxnGVViZV5wKYnfGmR2VFe16T+WLyyPSV0so80h8mknTR63NU3bA1mgL1zK0zExTG6ECR+pXrMW6rUGavacR1QFxKSssn1tvqdWs8xNUYPx8/Gd3h++cGKwAp5EE4kiH4udir3VWvvAqgfyaOKLOEu2Jd32NpV0S1uCg8LtbXUOmjHzVlHosS4LYUtdiks02jsghepD3jhCPZQpGe/0lCYxXLzUJMoEKQKWBFgtzL2tC7886Rag+4GFom8BQtNDFV3zG5Ghq/RI8gl7M5oDbCoH36jne7ubiuZ8D4t8pQDA7TnHxVkEY7jaMatLhGEVGdHlBJ4SDt/49/LWh2/ksCLQElLPSnV25fVOg5AJPxUhHWeOGnelX5kazaZJQpTOsA41RawXr7as4ZVZs8dkjz+Z/xiKFsnsJNJtvClc+0AVRp5c1VrFeT6EsJo/1zx5y64rkwIf9eBiszhPeTTDMGsujq5DH5y1jsRfNxTvUEePO4TRVWxnxEK1JgQsEr6EYqG9CFXVo7i3uJ6/jdiGRs6SjYGM46ADJTZkGKLHN/cXx2uoaRBmGp8DVtdseJUjTn/GAcUY9oYnhektAMcyDVhehidxHSZIA4Ae1mTkMXA8fYXwlrfH0zIK4jLQBHNUxCprtuwGQhre21bfKzC7WffY81c/s7m1UnUp1gaUvcb4GicKsewwCocRYg2ikMM7gTDqAk31EJqe1R+6GXMim0sbXk+h/x16xQWZC8ZkjZxTYaqzInug1XMqHqcSMOlFTI9lFyV3FNxTU+BJad60MsDmJ4ecrSQv8NWJ4fIIa9WT2XYW/NvPQjlpebomzH4njFhV9iUeZ+Stex9zqA79IZd6M5546Xd61tg2MYzt2yVeBixxyBtLE/E384LacD3Ga3nUKqLgGITaZ2u7+iLu1oXSV05LJeP5hBDR97qlu3L0eXQMDF378Nj7c+Nx9LNB1j3TFt6R5RgKDYpw+fhEzXKma4QHYv/H9C2Ny0N0HfYzWg/WoTnUoMDiuoeB9Ktax7tCDhlY9qpeJggI4eFO/hgXWdIRg9lYLPqnPUy7qtxW27TuPi3pWNaiPTw2bHWkRbMYuYgUvhlJiHdARKb9CAjskRJfv9s/sYeMOwyYBM75psGc/h05Gkd7YhrD+yjCuADX2kDkK5d7pdHBEx3yIgudTJRHgarTqY3jiSv60FywJIZUycEbAK/b/dcYF1JuPdOTwKJw1YSzPv1G/MDeZs+ZG9tLnHmFLRnPsL0npn3ggo8eGr0+35V1vmqre+bvCmVj/r8Nr3XX77HS6JDoRln3AxMTgvNpSAUEs9uEoh4GnM8oHBH6plPfddV2SElQR3t6PAhu2i/c+cDc0LDwHNxbECIGlLyuaRUr8z/rPX1zZAyQ15R7iOQcojnHkGy6djoGpMcFm/COQ355gBgYLrPHfKO0AzP9HFn97D8m4jlLgE9v140W0ddKoIx5Y34omiSatKXdIQwvX5oVbhw3NPBk3qSvM3NrNzjUIq14XZzzKfK3P0TaeTde2axhncXIpLswkYsF9nckw4nAB4OWASFjdVPGEBvPlY26BXREHWHqoQp/H3GEgWNfbUbWjOcTYqdc1DxvhxesJpV+W+3I9IpsgNuAY2vHTRL8XlKc/ixcWdFnBz54wJ4clbjIlGZIcv2q5VDwk2NUFloIikp0/YdOSJ6VYGJdOjBwY3lXhmuzWCNeFON+nX6pTY+H7EcmYOn7NP7isaQxuZWTfWQsYyflJKWS5mgvKz26Hy3BNJyyjadSu0ZfMLuG2RPz5+P/pQ1OaVRQtublzTUZZXjt7MnXtj+b2umjtaN6A1uAE+neLwy344vzcD1FyWopsANnoB0yngsW3dP6eFFOJbhnzTXVEE1oLtechV2nmCGR+EtvRc0BB5su6+5rqzbvH0M8FolXf5cW3X0DoLiYyT+w24YT0VRDOiJLK1FiIjdF/yDL/YHQts8NJTPoJVuyD5CwDlqFfL4aYc+AG0iKnXBSAVQ/6ZRWoPjlHrnBMhjWOjLty9a5F8OM1zmCfrw1TyBC4iURD0jL8rx1uQh6dFUhuQEuiRs8Y3SVutQSsqSMCwfLixQg4ZGtw4+RmqEt4A0gMcMhHDxAEXDNkfy7NxCAOQ/SNp4r97HkiLRMjuduJTsNRxYvFxyYZkMU92/VuKBS+VzyKZRdX3u/kLrmmiy8ICR7VRfxwjkITZfA1aLiPgJV5kuQ83Iaty47hDK1VlmwRqC1imhPBiXJFfwZIaG+HyYwWhbmMCGZOJWvASVQVOtF2oSffqjnxBxaUE23/CpaR6G9dttQGFAnaaGUzqWmZV6f40dipjZBBOOOUwR4GDWJXa06ZrIymCj4pbkdzpBMt05YVel8+cMPhOXlium+BxOLqini4mmRdFPZCT9mTw6zyWr751k958+Dy3w7BAqWhWzJyVjEMxd2OHWdkybNzM/hfnAHMZMZsxiPoTphNpZCqCjalbcPGN6JEjqHcWN4Uh4ihSq/Z5z1o21BwqQ3wis5ThQn6AVXwAw//EdpAYrvkFipM93F4AveWKMP59XslP+Np0HZji/3ziian11pUsL6VmnNQYnohG8ZzrR6cavP7pEIIjZED8UhK5V9Uc6tlKXTNpv3F2KUvg5o8v9n2j5PEur7uzdyGlfSkOTRUQ22IrF9hykevGuh7A6l+MyB55YsV/Lqe0uRqN/Q38pyFIzxllSBjztiyAc8evcWbHUuAOLkygYFhbxUagkQ03PZYIAbmuzLPsQEdfjWCCXnLaMYxUTqQBteRu6PGFwD0vIshivY/TgZ7ifdehEBUzedAM+o4XokrGLaDFE+Sr8IGJFiZBt6Z7ngQIsckfiR1XKcoWpCfcMIbpmxJjjxRF6rYCcv7c+lsEXzSYFad10BbM0tFc3zxD2CXMJeZWrRu+LQWmyqK0KBWtkYqN71y1J2ARm+Sw8zSbEsNKwVwzG0aZwbMQhDyDD4f+YLQoXZXT0R4DcgPbGjcZq5SlyJcbSi45GYgY4StkDMQz83h40/u+GZ8oS6rV9O4dbuteepYuKdHT/JTxHymsyrXzwjgHWDDr1MwO3fmrYQCjqbE3wCt7Jmfjdww78+pcSorW7Fk/t6Ry6yUWjq378o6Dl1eA4iWgjMl7XTPbGR3V0ATAdkkazMDhqlJx8bCkBou+2eSkn1FeTozpUBQ55eL9MM0nnClZyA06mQ+0qFBqcqexn6A1XxHdRsLReyUsrz3cOCOtzogib3x7j/4nLmUwj4oTvLnip8A+W2QaIzLftNYBVDjh6f//pZPyy1DGD+0iDXq9a/0XqqpeyKLVvtWx2zPTKwGXBSgN4ANAldFPhRPExbi2nYXlFyfrxZiEF3i0+be1VZb+Z68zmrmqWpreIXDpS+3537zrYfslkrmQZ0wX/rM1abaIcyMopBe7J/i8TPeuaSNlseiMzfESX0+j806/lHtLkF1NdfSpV7URuDcyKmYXJs7cgnWR55Z+UWu8EUVUYjj92IdSmC2DtlVUrSkfUeTJAQzj+ACXjGX+lcSaSXsxyKTYe5Z+DoNW2lAt/rmRm1OAF4o9XdCTwCAUSKY9qpgUPWD6SHk9kvQC1Obv/ea3lY+MoLJnzGD2qum2lUvB+sbbxNdtERWXpfmGNLMc/oqEetbn4v94SrBOlbym5EhIc29bzHHw0cEcVkrP4op5SVxfdtu0X3I3TfoP+DKEWqgmUPJ0A3pjVYLlLFuDoGAfcl2sXZizGnOPeJhPaPQcWW0yDj870HBhOTkoPKSGGLDMrmahUn3al6orYDrYJuY0YoMgU7CWBwyTy3oTet7EaZm8/eOwXEo9Xucpf7ti0KSeorKtU3frvaLfRewXofgPt8rg/JQpR6twpJJDpoVi66ttZ0u4TX9znZs2X7hW99BmVNhGeEeLhLKHqjiAWgXtF7IVNXPKc0z031dapEv0QR2Q6HiX6zprAEJlV8YmrmviUVtdd/oIUTiSfBivcnmtKCpwdbbDQ2PIdtwdtYi2hskMd0R3y51NZVb+GoSSZDaORtyEDDR1db2c/+YVZBH9Uko49zGqo9ekYc3wvyaFlSL6+QnHRPup1g04u0QFesKbNN0aRThPLgOSRsEzPW0yz5V8DT9OQ0nhrzLZRQ/aGL8CMKaWw5LGBI+o6QIyIoThwXZXaolx+CaJ4+Bmoy8HGUVCqEel9KaHGET3ImQi+a1ib1bRyfwcp24bZtjvo8krYze/pxy1pAqORE/c86MyIFf1Kec22AkzE/vg0/LGxS31Pg5ZapG7WbEGKc1ZBwlq//CMZLC6YDfdvqmYNn5fYBaVphyr+1bJz+V2eyNGAZ7khohR5tAOhwLDC/tRMtrA9EOPlJcP0vSO4q0ndbHC/jYTnbgF5hsVPVDx3Rua88lkZK5KoMU0jNccjY2utDfoqwMc3E5Iq9NoPyVfNy47ZxNzZmvBhMqpywyBOrhimbIt9Lvud45zOTlDEjA9whw/fZXw0ZYuC/ZSl8my2LT8V0vMup5yLIZcpgFEsaMobaBVcbgULePknJ7wp8EESzhZwRDM+6SeefXE8t02JV0JvIcX7ACncobVXHJPeg20Mo5hZxoWZA48VXgartADcp9yrK7tCAnz+8AAL4JWxQQ/0StPRGzXtoTF4cG/zxN/RSlS47EXcNgZdrnrb8LShGmcyV4skopFdKi+tIzk4aEKVYjAAAAEiBQdkSUe+p+llCqaTl437AMAAkmmsPnoRHH3n1QLS+dHFStBlPTnA2TWJWJcNSvNlF/K68UN9tNaK3Lj0CMNMpGUAjfNug4nyPh01CjMuh2CCJgi2LanaxkiGtehfJ/NT46xV56S/XHlx+Oyn5zg8ei8CpdQhoEJqzHEhTawYr+G9IgEUneE6HANnmAqR2B6ut6yF9npQFm3PwjY/wfNRycKg/Oi+guWznYEOJtnLnF9r9e3w27kpfBbwBIPg8eMaKro3Fw/R6per7oX+J5FA1/WbUchTvV0NZRXmtRfiHPjjBGDkqs/rWSdTEoTbOIi4yy39DsgozyoZepaOIziRKG9YtpG+fBF9wL6kREYGpNzZVP+6QDD0YS3XFUPgH5F5yh2nZbxmyvkaakI8isx7IPM5DhWz8WBV8k7pAWN3rGZaVKYpGP4Nh/xEKeaviXL5T4hmBUBNRl8VXCDKgy201jzv/l+h67qhO4rkxgA54tk4QfhsZSt837NgsA5UyUd8xK2hP9vfzx+CxPhKQTvjNXbtJdhWH1bcBYX1GK6PvLx/R/cCzL0i2JjzrJxoDo653iwcwYspSybZpmqGNUzy77V0jbG+EFQ4CVIgtutgW3pTO1gnKR9/Z80LF26H+AS33sI5q2uSuwZnIrOKXc3CFhoQxLrjHPGIBcTUCvLFxoRnVTPPkXFF3Ql81aY11S/tBJ9p2RMLVDPT9g/PJeDbbIJH2eXFqKoCAnumZmg39Wk2GGeZxNzkKgZ2Ls79C9E0x/5ITL06vmRH4Se4t+SrIsLzIaBJ7zdvWMCE26a/7942M6Le+vNHLHGnkoz6mQKBK8rH/BEK35R9BUFE8uPXr1s2tB4TPrKqdQUq29A/nwyBNEHpw8AGnRilNQ60ZtildtrxMru7XX7qQTSJFheHmH7fOMZcokjtO13n9XgiqogN5x8sf7IcwtuSHXmAIV0VsEAbrl7tKm0PXYSJXjT84+SIZxO8QwAffR6d7Ya5mNlOEUWdL54vp8C5riDTgnapSVBeUtV2svYflc0JmlwxbOzV5dy32LMRsAVkUqO6g302v4xAI8apOVsx1a+r4p+tvuZC5vXG7FfKm1Vkx/LaNS4/ua14rfW3QXz1zzTybqkbo70cK7gGL1hQVEyo9DX/eyudg33VUzVbZXLd00AgsPAAR/zFfJlFL0SNol8L5gdkC88PFS+X0xbZ2VbK7t4+h4CfrpqRX/5hu75WQQrCXkMjsnkqK+rvNoUe3ukKuxxCbVW3cxN0p/ZzokN6E9EiF1j5kd1GSmHIS04IuKGs9qBI4DJX8F6bFdCDSidAttP58rg+Ck7TrvMKis0cPDobS4TwjS/1OLtfqYU+wRBg0LnPdF1w9IdGfQMM8qmisji4G39dgPNlBvAVmB0xHwbTHxBasYRK4IC599y8CSexA7LtdCwIiwYldc2Nm1u6apgnqczD3/jwhr8xgYprMQ8Aj/pggRLIqHlED/cAAAAAANnL3YphZe7FMLMC/hr73KAbKj4soJbbCKKh9brM1aaF+x6xrvWps1dpWtWbfkmUjE9FmXwTgJBPk0n8NoDlsTYxJUiAAAAACxf+wO94B4otFKvGNPKzPuoc9NUioj8OKC7fUj30STfFFS7mdHGM99Ek3xRUu5nRxjPfRJN8UVLuZ0bzrUOAAAAAAAAAAAAByjLYH3Oo3hd0STef/8ZQo426ULYifQr5w2XYOHddFx+VreDBdzjP+7mR+ayJgmVZP0B0kDijeduaGiVnWHpdVL7CCb7ua5SoAgvYKleoZP9zXhra3URVdFUYFF+hPKbSQjV7Gf/VcL4/38SJizig+67BRh7npQriCzQn1D3XsQEqzc6SYcX8s/6fD1ojIHUuNskFqLOK/lWocNIxxeTZuNga2mYDqeOgC65whBfny6FA3HXABrWQuxgRT45JQ7NCgzGIWMsWAF5NiOUhh62GwPY46b0v6sWbevkV2WgTuSPIRWDI0gV2AOTHi+Qc3vaBIj9Ks4GBb6M1fofPTp25/d1cqJU2n13fz+NpEF21OS/vg+NBEp5BG34ygW8pebvYI09t6byijCGon+emB9Tj+8lON9amEgLONJwo+6FXPRuHYbNNDW1khd6xM5Srj/pL9+uj8Ao9AB9HDTsd7es++XBIHfySoz53tg4m/1ER528LrJDxDEb+8nUHzbBzKuJDWZo+XHOA91VSvwEFCe13OMAF4MnklTbH3zG2t0bhiKJakTFyb9nVgZ45m/WvxQoYDPf5OogxFdwPP80teXOjvKN3fKGyHO2O5Bogqns+1yDMb6Urzi1iwRMd73/gp63NHIinfG5Bxz8HqplMBIt2Etpm3Qyh8G80633NUhny+6gVw5x6KUWkFqqDR+gTy3l2kJoousBmhqcI/zy2WztLRRD/lipbCut3VbXidMRZ+b69TjeTjihMTsxNnEpxLxvsWOaKc1AL2ik7B1KngDSdHsHK07msHdZTFMRbkuVhn6GJdi6V93qz7ivpphJmIrBVBMv86K6kR4zmYMyvl50ra/Ni3YqEDR74KJkrJqhalB0xeraVcbgaq/hOLGlv3PWgnxMlWH5oJWillj78wvcJ+WEh6l0nkdT2Y+ag8YUiWqY1lb0yOhINI7BfSubnrRa4ZMUcXO2deZPFoFt1+FRh8LPJza4rhWw2AyyTV1+Tg1KKRA9rWpohRhs9RENAwMr0cofbB6bvUXkLYThKepX2TyPeb2XqNXYRpAYVkdTkjVIso76CcWt9LvUI4YlWpK8b9P2j2vDh5tNgllFSEe0cbY1XELJA/nrxGxLwvDUBMgsvdWi9UlTEWfYOYvqTcVMTYIrj1YwAW5kCXjk9wFWi2njSM/e4jb1F6pc4JENUnqfylqUMhuLptzspNIIXcuseVzzjqRzkRT1VT302efCVvqHWBk9Jg7kz2Gjg4N6JuILgrD4sYM/JuvJN5LvPVmsKgTvZ/8UiybKtu5HS+Iw9LyR5JNmE2S2SCPbCWcRNPMjW5YuhNYarreD8hU0wLV/sATaxiyhXtjnDgCQDCg5ONW/dWHE7OVwo4e9p9+jQok39ploRlopRfnfxh1Dda1+ZafDxQJtEmXC99NjV7J/YUD17hSOAcx1cO6KaOsTWoDoRSoF/1QHf5ysNros99rAIf7aX3qe0AssO5A6EBnWemHgRgb2R/T2kmvXh5p9+bHv3BbesYco1nUign8VWUJ6+kT4c2WSenSzHbE73fkSGajKA067ZwPSXGJP1VcLKKnVpb+FNbnk4wk1qNBZU3JkFyD1xYkhu2opdexi7zj1PqTLj9yeIrkdmQFW6jdgjXZ2BjdyOnXU3zFEmOde68UVXrWdij4vJqwV4LwddXMQV6cycznmzpdoy/S/Sq+xB/FZXXzdQmvwYpUvaGkb2pKk2zC+GI18tib50w4KJtXBAaAKLbPDHgMkHQTww3SiyqfXbmvQLHiTgt+FoXzsrL9BY86Xj0YTWIVxnqqcFTuFYXO31bs9nLnpaFLheaTDGLscTpypTxjIQQ4FL6ZUWVZlIeFE6FKCLIocXoH9sh/Px1UZ7fo5fnFy+bkOBTn53mDGAB/GudXz9YuAk7aZETrFlBUajm1WXuih3YYweG0xzrCYgRtasIVNYt37SpkCUSuHvNZ+0JdCmnDcCNH+eySNWIo5hoVNqjL/6XMn4oSkiwDkaESYVWJhbASYK4++iFC1vVS0VCAIu0IScatetvq1chc6+j4wOe1Ua/ovIqy+zwuJLoNgMohYFejc3boV/4pd/UBUsVDlKZo7Xzmeucb4q3shx3eQN8eoLrFoTAG2twrRgvDH+sVu2Po6Vd2m8zZFfpSer7mMJnkREj2RJbxihfcgFyuMKeGdBeBYRc0kJfssmFs+Dwy7A+TVLJuwxafwdW1YgRCENdZA9j4qfd0jGPcKTEYAMWqxSecbcO6eY1C4D52B34FgOlX9XCA+9+gAP4AG24aBurfkQhr490anQV7LnAznJ66blx/LLezfY3pP49mr6FOfJ7CRpX7dgTPf+4U+yRe7uEsE9JIpb08O39QqXIZurP8xP9mgg8XXHb/58jnZviPitGdkagnkQnAyVXLxiLMtdBn0Xz5S0CI+lS3ayRB1mMYhihuBvXlqpspo1aVcNmKN7+0z9oCWa7xJdGsVO2oRxkGcmHluERTPELqgiObLB2W/G6dI2NkCuLDy818W+0gAhP6pJVPEiU3raTzW9uWF4cAWBSYY6BNuOicPyVGKSf5R1NGHI1qWEvgpMrVFpgntx9f4/rt4u9v38i1tKo3rMV7RYQoei4JoORdIZF4vsu5Tu7tpMITq8wSLqPROABPoJr9458Kfxt6naILaXOoDrhTLekZZfewxVgg/gTwsnY0+ZFV4vpWskYLvW8YaTxqBBAWh9dEcz5jBGBAOjgMSgXg7rJcVIYwLRYRQsAwXRGw+5R9ZhXQDkmi0gTCRhidnS7PN/+kh4OMDcm0bmmVbLbg8M/YKkCf2wlF6o7oFgwEDVlVMY2J95a565TwX1dC/GSeBc33Lzq5YMWAPnBXDQKbdx8iFjXJqCANZBnd31h9X+MnZgY7gArBNNfDnMiMoreQ76ojWu+P/VQVZoJ6dpuScA8fB6Qvu20SOWqUKn+y2RLpJQmKwEAUzIacsVtGTRf1wiwA379GRkRw46avxmQUF7e/TvWnuGI+ow0fCXOjoaCYkxlz03F9mAH1DNLuVFVWw4TJj2W0qeAr0OO6/arQXsQE72IfYehJSrnM2YdJ01+OfSsCuv2f46ziMdHXNYOI8iWSZHtvDNCxRYeXaGbW2JOM+CanAIgRGdCIpMocW54Fb2cU5lfKh1/XdNxR4LMKLyyzhGNxZEleDGJN9QJzpnY46uAetGPCuBwiBNHxlNeO44npabY1i2jETwFaO0TU/ZGjJ6Ucm3DbQQzYSGbCMOtoc6QBAyWl0tsTtrK59F+vLdsztI10ckmdicC/9c2wGRq4nSoL0g2dB8K7535iU4QeFw1W3o6IPX8HhC2mEz5qLIHi3dllhww3dx8EIXotTmyAYUDHXuRIJtFqUbWK+X9hosvZAyF0+jiJmE2biuu+9Y3aB4wbOGa0uvHGAMFhZVY2m1U1qkLVig8oY/qySoZR4lwv8zjrh+f6WD/WwGGnl9oIRj0lFWi4Kwl+hOFJK2Ea/yQnVRcWOFB49M7VZNwTOi+iSuUo1L8Tma12aOloOK8auZlWc+fpY+VYShGl6DXurX5MoyyhWjtGiYq94S0t4ybS2kWqg3kKPYSOkLbHrZZo7am+2KGiI1Rj1GUj+LcWxvt9f8Obiq1M57Y5j8g6kPhymnw8xFUGudFSr5I5ihZtI+L5k+8sxHqbALD/957I8UpGIJI5k7u8kvd63NEkkVjUvWNq/e3OJjblEU+AOK+MtCwOp0rwbFDQJRQAAAA"></a></div></section><hr 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<div id="footnotes" role="doc-endnotes">
<hr aria-label="Footnotes">
<ol start="0">

<li id="fn:privacy">
<p>It is a bit more complicated than that. And there are legitimate privacy / security concerns. But this post focuses on the positive side of the equation. Please don't use the comments for rants about your energy provider; write your own blog post instead.&nbsp;<a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#fnref:privacy" class="footnote-backref" role="doc-backlink">↩︎</a></p>
</li>

<li id="fn:💏">
<p>Get your mind out of the gutter! We read books and played boardgames by candlelight!&nbsp;<a href="https://shkspr.mobi/blog/2022/11/experiments-with-domestic-load-shedding-in-the-uk/#fnref:💏" class="footnote-backref" role="doc-backlink">↩︎</a></p>
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