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<title>banteg</title>
<link>https://banteg.xyz/index.html</link>
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<description>banteg&#39;s personal blog</description>
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<item>
  <title>Binary Ninja for Agents</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/bn/index.html</link>
  <description><![CDATA[ 



<p>Most reverse engineering tooling is still designed for either a human in a GUI or headless batch script. Agents are an emerging third type.</p>
<p>They are very good with tools, but the tools need to be shaped in a way understandable to them. They like shell commands, structured or at least predictable output they could pipe to <code>jq</code> or <code>rg</code>, short feedback loops, or perhaps even an escape hatch to run arbitrary scripts that one shot the exact result they require.</p>
<section id="mcp-era-decompiling-at-snail-pace" class="level2">
<h2 class="anchored" data-anchor-id="mcp-era-decompiling-at-snail-pace">MCP era: decompiling at snail pace</h2>
<p>In my <a href="https://banteg.xyz/posts/crimsonland">previous reversing project</a> I used NSA’s Ghirda, and, honestly, I never even opened the GUI or bothered to create a Ghidra project. It was all a series of scripts that I had to rerun after each pass of deciphering the symbols.</p>
<p>For this project I wanted to try something different. I already had my fork of <a href="https://github.com/banteg/binary_ninja_mcp">binary_ninja_mcp</a> set up, so I went with it. This time I used a proper project (<code>.bndb</code>), so my edits persist and propagate in seconds instead of minutes I previously spent to run a full pipeline.</p>
<p>On paper it should have been enough: the agent could ask for decompiles, inspect types, rename things, and keep working against the live Binary Ninja session. For short, surgical questions, that mostly worked. But once it got deep into reverse engineering, the shape of the interface started to crack.</p>
<p>The responses often got truncated, and it kept adding <code>mcp_</code> prefix to renames. While renames were just annoying and easily solved with a patch, the truncation was harder to fix.</p>
<p>There is a <a href="https://github.com/openai/codex/issues/14206">hardcoded policy</a> in Codex for tool output: it truncates the middle, keeps the start and end, and inserts a marker like <code>…N tokens truncated…</code>. Obviously this doesn’t work when you are decompiling a large function responsible for core gameplay loop.</p>
<p>There is no easy way around it when using MCP, you can override the default 10,000 token limit in config, but it could result in a different issue where a large response chokes and bricks the session by eating into the compaction buffer.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>~/.codex/config.toml</strong></pre>
</div>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode toml code-with-copy"><code class="sourceCode toml"><span id="cb1-1"><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">tool_output_token_limit</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">50000</span></span></code></pre></div>
</div>
</section>
<section id="how-bn-started" class="level2">
<h2 class="anchored" data-anchor-id="how-bn-started">How <code>bn</code> started</h2>
<p>So <code>bn</code> started from a complaint. I asked Codex to analyze its rollout and dream up a better tool. 10 minutes later it was already better than the existing MCP tool.</p>
<p>I built <code>bn</code> while porting <a href="https://en.wikipedia.org/wiki/Snail_Mail_(video_game)">Snail Mail</a> to Zig. The original 2004 Windows binary is stripped down to no symbols, no debug info, just x86. Binary Ninja does the decompilation work, but the actual grind is in the naming, typing, cross-referencing, and inferring the symbols.</p>
<p>Over the next 36-hour session Codex has issued 1,548 <code>bn</code> commands: 547 decompiles, 246 xref walks, 217 searches, 95 inline Python snippets, 67 renames, and 48 struct edits. The interesting part was that it kept choosing <code>bn</code> for real work instead of routing around it.</p>
<p>After each batch it gave feedback and got new features it wished for a few minutes later. Later on I analyzed the transcript and cut the features it never used.</p>
</section>
<section id="what-bn-actually-is" class="level2">
<h2 class="anchored" data-anchor-id="what-bn-actually-is">What <code>bn</code> actually is</h2>
<p>It is a very opinionated shell layer over a live Binary Ninja session. It’s essentially a socket bridge between a CLI and a Binary Ninja GUI plugin. The plugin owns the real Binary Ninja API access. The CLI talks to the already-open database in the GUI. Because it runs through the GUI plugin, it works with a $300/year personal license and doesn’t require a $1500/year commercial license that’s required for headless mode.</p>
<p><code>bn</code> is a coding-agent-first CLI for Binary Ninja.</p>
<p>First, it gives the agent stable commands for things like:</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb2-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> target list</span>
<span id="cb2-2"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> function search gameplay</span>
<span id="cb2-3"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> decompile update_cameraman</span>
<span id="cb2-4"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> xrefs field Player.movement_state</span>
<span id="cb2-5"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> types show Game</span>
<span id="cb2-6"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> struct field set Player 0x308 movement_flag_selector uint32_t <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--preview</span></span>
<span id="cb2-7"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bn</span> py exec <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--code</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">$"print(hex(bv.entry_point))"</span></span></code></pre></div>
<p>Second, it returns text when text is the right interface, and JSON when structure matters. Large outputs auto-spill to disk and report back the token and line counts instead of detonating the model’s context window.</p>
<p>Third, writes are not blind. Preview mode applies a change, refreshes analysis, captures the decompile diff, and reverts it. Real writes only report success after reading the live Binary Ninja state back and verifying that the requested change actually landed.</p>
</section>
<section id="python-escape-hatch" class="level2">
<h2 class="anchored" data-anchor-id="python-escape-hatch">Python escape hatch</h2>
<p>And finally, there is a Python escape hatch, <code>bn py exec</code>. Agents are very good at writing exploratory scripts, so why not allow to run them inside Binja and get the exact result shape they want for the current question. This matters even more than any polished surface command. You can build all the command coverage you want, but reverse engineering always finds the weird case. This future-proofs against all of them.</p>
<p>Here is one real example:</p>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb3-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">$</span> bn py exec <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--target</span> SnailMail.exe.bndb <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--stdin</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;&lt;'PY'</span></span>
<span id="cb3-2"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">from binaryninja import Symbol, SymbolType</span></span>
<span id="cb3-3"></span>
<span id="cb3-4"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">pairs = {</span></span>
<span id="cb3-5"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x4107d0: "update_frontend_state_machine",</span></span>
<span id="cb3-6"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x410c40: "initialize_frontend_background_distortion_grid",</span></span>
<span id="cb3-7"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x410d50: "activate_frontend_background_entry",</span></span>
<span id="cb3-8"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x410e20: "initialize_frontend_background_renderer",</span></span>
<span id="cb3-9"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x410f40: "set_frontend_background_texture_target",</span></span>
<span id="cb3-10"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x410f90: "draw_frontend_split_background",</span></span>
<span id="cb3-11"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x411040: "draw_frontend_warped_background",</span></span>
<span id="cb3-12"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x4112f0: "update_frontend_background_renderer",</span></span>
<span id="cb3-13"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    0x449460: "initialize_bass_audio_backend",</span></span>
<span id="cb3-14"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb3-15"></span>
<span id="cb3-16"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">renamed = []</span></span>
<span id="cb3-17"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">for addr, name in pairs.items():</span></span>
<span id="cb3-18"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    func = bv.get_function_at(addr)</span></span>
<span id="cb3-19"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    if func is None:</span></span>
<span id="cb3-20"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">        renamed.append({"address": hex(addr), "error": "missing function"})</span></span>
<span id="cb3-21"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">        continue</span></span>
<span id="cb3-22"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    bv.define_user_symbol(Symbol(SymbolType.FunctionSymbol, addr, name))</span></span>
<span id="cb3-23"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">    renamed.append({"address": hex(addr), "name": bv.get_function_at(addr).name})</span></span>
<span id="cb3-24"></span>
<span id="cb3-25"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">bv.update_analysis_and_wait()</span></span>
<span id="cb3-26"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">result = renamed</span></span>
<span id="cb3-27"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">PY</span></span></code></pre></div>
<p>The manifest had already converged on the right names, but the live Binary Ninja session had not. Codex dropped into <code>bn py exec</code>, batch renamed nine functions directly inside the open database, forced reanalysis, and got a structured confirmation payload back. This design philosophy allows to keep the shell surface small and useful, but makes sure there is always one level lower to go.</p>
</section>
<section id="tool-loop" class="level2">
<h2 class="anchored" data-anchor-id="tool-loop">Tool loop</h2>
<p>The session did not look like one giant decompile followed by a magic answer. It looked like a reverser using a shell:</p>
<ol type="1">
<li>Find a narrow entry point</li>
<li>Inspect xrefs and decompile</li>
<li>Form a naming or type hypothesis</li>
<li>Preview the mutation</li>
<li>Commit it if the diff looks right</li>
<li>Reread the affected functions</li>
<li>Repeat</li>
</ol>
<p>That is the whole game.</p>
<p>One concrete case was struct recovery. Codex inspected <code>Player</code>, <code>PathTemplate</code>, <code>FollowState</code>, and related movement helpers, then started pushing type information back into the live database. It would preview a field edit, look at the affected decompile diff, commit it, and then immediately reread the relevant functions. When the decompiler presentation stayed stale and still showed raw <code>__offset(...)</code> fields, it forced a refresh and checked again. The loop stayed tight enough that the agent could treat type recovery as an interactive process instead of a one-way write.</p>
<p>That same pattern showed up everywhere else. <code>bn function search</code> and <code>bn strings --query</code> were the front door to the next question. <code>bn xrefs</code> was how the agent kept branching through the call graph. <code>bn decompile</code> never truncated and allowed the agent to intelligently move forawrd. Because the surface was shell-native, the agent could mix <code>bn</code> with <code>rg</code>, temp files, <code>jq</code>, and little follow-up reads.</p>
</section>
<section id="symbol-oracles" class="level2">
<h2 class="anchored" data-anchor-id="symbol-oracles">Symbol oracles</h2>
<p>One of the best moments in the session came after loading the Android and iOS ports of Snail Mail next to the stripped Windows build. The mobile binaries were rich in symbols.</p>
<p>Once those targets were open in the same environment, the workflow became obvious: use the Android and iOS builds as naming or secondary behavior oracles for the Windows one. Codex could search for a symbol-rich function in <code>libsnailmail.so</code>, decompile it there, compare the logic to a stripped Windows function, and then promote the Windows symbol to a real name with much higher confidence. That pattern repeated across menu flow, intro state, gameplay helpers, damage-gauge code, and subgoldy lifecycle work.</p>
<p>That mattered because cross-port reversing is mostly comparison work. If switching targets is awkward, the agent quietly stops doing it. If the command surface stays the same across targets, the agent uses every build as a reference source.</p>
<p><code>bn</code> made the correct workflow as easy as <code>--target libsnailmail.so</code>.</p>
</section>
<section id="failure-is-not-an-option" class="level2">
<h2 class="anchored" data-anchor-id="failure-is-not-an-option">Failure is not an option</h2>
<p>This was maybe the most important property. Bad tooling says “done” and leaves the real state unchanged. Good tooling either succeeds, fails noisily, or gives you a lower-level escape hatch.</p>
<p><code>bn</code> got there by making mutation paths verify the live post-state and by keeping <code>bn py exec</code> first-class. During the session, symbol rename sometimes worked cleanly and sometimes did not. In one case a preview rename threw an error; a non-preview rename looked successful but did not actually change the symbol in Binary Ninja. Codex checked the state, saw the rename had not landed, and fell back to Python inside the Binary Ninja process to define the symbol directly.</p>
<p>This has inspied the <code>--preview</code> feature. A struct edit or type declaration can cascade through a lot of functions. Preview gives the agent reversible reasoning: try the change, inspect consequences, keep it if the evidence improves, drop it if it does not.</p>
</section>
<section id="keep-tools-pristine" class="level2">
<h2 class="anchored" data-anchor-id="keep-tools-pristine">Keep tools pristine</h2>
<p>The other reason the session worked is that I owned the tool while the agent was using it.</p>
<p>Early on, Codex hit real pain points: large decompile spills writing to bad paths in the sandbox, bursty parallel reads tripping <code>connection refused</code>, stale <code>__offset(...)</code> presentation after type edits, rename paths with edge-case bugs, and rough search ergonomics on big binaries. Instead of treating those as permanent limitations, the loop was pain → patch → retry. Auto-spill moved to temp, transient connect retries were added, the accept backlog was increased, decompile JSON gained warnings when stale <code>__offset(...)</code> survived refresh, and querying got features like <code>--regex</code>.</p>
<p>The distance between friction and fix is short enough that the agent keeps using the tool instead of permanently routing around it.</p>
<p>There was another small but important piece here too: the bundled Codex skill. The repo ships a skill alongside the CLI and plugin, and that matters because a lot of tool quality is really workflow quality. Teaching the agent to start with <code>bn doctor</code>, <code>bn target list</code>, <code>bn refresh</code>, preview mutations first, and use <code>--out</code> for large artifacts removes a lot of dumb failure modes before they happen.</p>
</section>
<section id="why-this-kind-of-tooling-works" class="level2">
<h2 class="anchored" data-anchor-id="why-this-kind-of-tooling-works">Why this kind of tooling works</h2>
<p>The lesson here is not just that Binary Ninja is scriptable. We already knew that.</p>
<p>A small, specific CLI over a live reversing tool can outperform much grander integrations if it gets a few things right.</p>
<ul>
<li>It speaks the agent’s native language: commands, files, JSON, grep</li>
<li>It makes writes previewable and verifiable</li>
<li>It is owned closely enough that feedback turns into code instead of a wishlist</li>
</ul>
<p>Codex used <code>bn</code> the way a good reverser uses a shell: probe, xref, rename, type, diff, compare builds, sync findings, repeat. This made the progress really fast.</p>
<p>That sets the real bar for agent-native tools. Not “can the model call tools?” but “does the tool create a tight enough loop that the model keeps choosing it for real work?”</p>
<hr>
<p><code>bn</code> is <a href="https://github.com/banteg/bn">open source</a> and free to use.</p>


</section>

 ]]></description>
  <category>reverse engineering</category>
  <category>agents</category>
  <guid>https://banteg.xyz/posts/bn/index.html</guid>
  <pubDate>Mon, 09 Mar 2026 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/bn/cover.avif" medium="image" type="image/avif"/>
</item>
<item>
  <title>Resurrecting Crimsonland</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/crimsonland/index.html</link>
  <description><![CDATA[ 



<p>some games die quietly. they get delisted, lose their multiplayer servers, fade into the digital void. others get remastered by the original authors with slightly better graphics and a battle pass.</p>
<p>and then there’s the third way: you open the binary in ghidra and start naming functions.</p>
<section id="the-history" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="the-history">the history</h2>
<p><strong>crimsonland</strong> (2003, remastered 2014, resurrected 2026) is a top-down shooter from the era when indie games were still called “shareware” and steam was something that came out of radiators. you play as a small man with a gun. things try to touch you. you shoot them. eventually there are too many things. you die. it’s perfect.</p>
<p>i remember vividly downloading it on a 56k modem and playing with a friend. the tiny 7.5mb game had us entertained for months. it was the first game by a finnish studio 10tons. they initially made a free game in 2002. i preserved a few of those early freeware versions:</p>
<p><a href="https://paq.crimson.banteg.xyz/freeware/crimsonland_v1.0.2.zip">v1.0.2</a> from may 2002 is an early prototype that establishes core mechanics.</p>
<p><a href="https://paq.crimson.banteg.xyz/freeware/crimsonland_v1.3.0.zip">v1.3.0</a> from july 2002 adds 3 music tracks not heard later in the shareware version. you can listen to them <a href="https://soundcloud.com/slepoy/sets/crimsonland-ost">here</a> as tracks 10-12.</p>
<p><a href="https://paq.crimson.banteg.xyz/freeware/crimsonland_v1.4.0.zip">v1.4.0</a> from september 2002 is the final free version before 10tons heard the big news: the game got picked up by reflexive arcade, a major publisher at the time. the shareware version has seen release in april 2003 and it has spread like wildfire, including cover CDs of various game magazines.</p>
<p>the shareware version is known as v1.8.x-1.9.x series, with v1.9.8 from september 2003 receiving a cult following for some of the most overpowered combos possible of all versions. after reflexive shut down in 2010, there was another update v1.9.93 that has added widescreen support (960x800). the very same version has later become a free bonus on <a href="https://www.gog.com/en/game/crimsonland">gog.com</a> when the studio has made a remaster in 2014.</p>
<p>but let’s not get ahead of ourselves. the game got a cult following, the studio was teasing crimsonland 2 with features like network multiplayer and a fully rewritten engine. this archived blog <a href="https://web.archive.org/web/20140810035045/http://legacy.crimsonland.com/?menu=news_2005_2007">page</a> is the most representative of the sequel hopium. the forum was swarming with theories and excitement. here are some of the concepts that were posted (<a href="https://web.archive.org/web/20081025021405/http://www.10tons.org/crimsonforum/viewtopic.php?id=69">source</a>):</p>
<div class="column-screen quarto-layout-panel">
<div class="quarto-layout-row quarto-layout-valign-top">
<div class="quarto-layout-cell" style="flex-basis: 33.3%;justify-content: center;">
<p><img src="https://banteg.xyz/posts/crimsonland/cl2-development-shot-01.jpg" class="img-fluid"></p>
</div>
<div class="quarto-layout-cell" style="flex-basis: 33.3%;justify-content: center;">
<p><img src="https://banteg.xyz/posts/crimsonland/cl2-development-shot-02.jpg" class="img-fluid"></p>
</div>
<div class="quarto-layout-cell" style="flex-basis: 33.3%;justify-content: center;">
<p><img src="https://banteg.xyz/posts/crimsonland/cl2-development-shot-03.jpg" class="img-fluid"></p>
</div>
</div>
</div>
<p>by 2010 it was clear that crimsonland 2 was not going to happen. the studio has long shifted their focus to casual mobile games (infinite money glitch) that look more like zuma deluxe rather than their first game.</p>
<p>in 2013 the studio floats a remaster idea via steam greenlight, and the game sees a steam release on june 11, 2014. a gog.com release came a month later, and osx (now macos), linux, ps4, xbox releases have followed.</p>
<div class="column-page-inset quarto-layout-panel">
<div class="quarto-layout-row quarto-layout-valign-top">
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: center;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/cl2003-menu.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">crimsonland 2003</figcaption>
</figure>
</div>
</div>
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: center;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/cl2014-menu.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">crimsonland 2014</figcaption>
</figure>
</div>
</div>
</div>
</div>
<p>the game has its fans, but my heart lies there, in 2003, with the original mechanics.</p>
</section>
<section id="the-project" class="level2">
<h2 class="anchored" data-anchor-id="the-project">the project</h2>
<p>not gonna lie, i was interested in understanding what makes this game tick at a deeper level for a long time. i tried decompiling it, i came back to making clones decades apart. something about it was alluring.</p>
<p>by the time i started this project on january 16, 2026, i had a pretty good understanding of things like the custom formats the game uses. i could unpack and repack assets.</p>
<p>in my previous attempt around start of 2025 i loaded it in binary ninja and went back and forth with llms to gradually rename functions. this works for about three hours, then you start questioning your career choices.</p>
<p>now i could partially automate the loop with coding agents that never get tired, and if i set it up well enough, hopefully the errors won’t snowball. for this project i used codex with gpt-5.2 exclusively, as i found it to be the most rigorous agentic model.</p>
<p>about 4 days into the decompile and 653 commits in i finally understood my goal.</p>
<p>not a spiritual successor. not a modernization. not “inspired by.”</p>
<p>the goal is a complete rewrite that matches the original windows binary behavior exactly. if the original has a bug, the rewrite has the same bug. if there’s a texture that’s one pixel too small (there is), i replicate that too. the executable is the spec, and we’re writing the spec back into source code.</p>
<p>three rules:</p>
<ol type="1">
<li><p>full fidelity. all behavior must match the gog classic build (v1.9.93, built february 2011). this is our specimen.</p></li>
<li><p>no guessing. every reimplemented function must trace back to decompiled code or runtime evidence. when the decompiler lies, i instrument the running binary.</p></li>
<li><p>no dependencies on the original runtime. assets load from the original archives, but all code is written from scratch.</p></li>
</ol>
</section>
<section id="the-patient" class="level2">
<h2 class="anchored" data-anchor-id="the-patient">the patient</h2>
<p>the version of <code>crimsonland.exe</code> we are working with is a directx 8.1 game built in visual studio 2003 (vc++ 7.1 sp1). the binary has zero information that is helpful for reverse engineering it. it also comes with <code>grim.dll</code>, which is the game engine (grim2d). the remaster uses a different engine. i found <code>NX</code> symbols in the linux remaster (unstripped!), so i think it’s called nexus.</p>
<p>the binary is fascinatingly naked. 378kb of uninitialized data in the <code>.data</code> section. no names or types preserved for us to rely on. for the first ~800 commits i was just shooting in the dark.</p>
<p>the more i was looking at the game, this time capsule of early-2000s game architecture, the more i understood that i wouldn’t get any help. there were no lua scripts and everything was hardcoded in the exe.</p>
<p>so our starting point is missing names + missing types + missing calling conventions + c++/com indirection courtesy of directx 8 and grim.dll. everything is “object pointer → vtable → function pointer call”. the usual decompiler output looked somewhat like this:</p>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode c code-with-copy"><code class="sourceCode c"><span id="cb1-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(**(</span>code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**)(*(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">int</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*)</span>this <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x114</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">))(</span>this<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">...)</span></span></code></pre></div>
<p>the rendering engine lives in <code>grim.dll</code>, a separate binary that exports just one function: <code>GRIM__GetInterface</code>. this hands you a pointer to an 84-method vtable wrapping direct3d 8, directinput, and a custom 2d sprite renderer. you don’t call direct3d. you call <code>grim-&gt;BindTexture()</code>, <code>grim-&gt;DrawQuad()</code>. everything is indirect.</p>
<p>that vtable becomes a rosetta stone. map entry <code>0x114</code> to <code>set_color(r,g,b,a)</code> and suddenly you can interpret some draw sequences. record runtime calls and compare them to your rewrite.</p>
<p>i needed a good setup to illuminate the path.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/vtable1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">the biggest unlock in mapping vtables</figcaption>
</figure>
</div>
</section>
<section id="static-analysis" class="level2">
<h2 class="anchored" data-anchor-id="static-analysis">static analysis</h2>
<p>there are two different ways to study an executable: static analysis and runtime analysis. i used both in this project extensively.</p>
<p>for static analysis there are basically three heavyweights:</p>
<ul>
<li>ida pro, the oldest and the most expensive, but offers the highest quality decompile for that era.</li>
<li>binary ninja, often just called binja, also paid and quite featureful. it supports multi-level disassembly going from assembly to high-level intermediate language and pseudo rust. binja is easily scriptable with python.</li>
<li>ghidra, which is completely free and also quite scriptable with java. it’s the easiest to run in headless mode.</li>
</ul>
<section id="ghidra" class="level3">
<h3 class="anchored" data-anchor-id="ghidra">ghidra</h3>
<p>i set up ghidra in a devcontainer and started shaping up the pipeline. within hours i had a 101,412 line long decompile with raw names like <code>FUN_00430af0</code> and <code>DAT_0049bf74</code>. since im only interested in the game logic, the logical first step is to eliminate the embedded <a href="https://crimson.banteg.xyz/third-party-libs/">third-party libraries</a>. <code>grim.dll</code> statically linked libpng, libjpeg, zlib. it was often possible to identify the right versions from things like <code>png_create_read_struct("1.0.5", ...)</code>, <code>deflate 1.1.3</code>, provide the appropriate headers, so ghidra could recognize their structs.</p>
<p>on day 1 i started a <code>name_map.json</code>, where i documented all the function renames and types i identified so far. since each rename was only our guess, it was important to document our logic. behavior observed to name inferred. string literals, call patterns, struct sizes, and relationships to already-named functions all serve as evidence.</p>
<p>for example, our agent observes that a function searches existing entry by name, allocates a 0x24 entry when missing, strdup’s name/value, parses float via crt_atof_l, and is used by register_core_cvars with “cv_*” strings. it renames <code>FUN_00402350</code> to <code>console_register_cvar</code> and adds an entry to our map.</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode json code-with-copy"><code class="sourceCode json"><span id="cb2-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb2-2">  <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">"program"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"crimsonland.exe"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb2-3">  <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">"address"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x00402350"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb2-4">  <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">"name"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"console_register_cvar"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb2-5">  <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">"signature"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"void * console_register_cvar(char *name, char *value)"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb2-6">  <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">"comment"</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"registers or updates a console cvar entry (stores string + float value)"</span></span>
<span id="cb2-7"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">}</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">,</span></span></code></pre></div>
<p>on the next regen more types will propagate. then you repeat it 300 more times and confidently map around 2000 functions and labels we care about. you can see more in my <a href="https://crimson.banteg.xyz/detangling/">detangling notes</a>.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/ghidra1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">the joy of renaming</figcaption>
</figure>
</div>
<p>if you look at the decompile today, you may notice it has grown by 13,000 lines to 114,473 lines. this is because ghidra initially has missed quite a large chunk of functions, most notably game initialization.</p>
<p>there was also some deliberately obfuscated functions like the credit secret sequence, where i needed to capture the right entrypoint at runtime and manually create a function at that address.</p>
<p>by day 5 i had a pretty good idea of game structs and the engine vtable layout. so i added header files for <code>IGrim2D.h</code> and <code>crimsonland_types.h</code>. later i have found that some versions of the game have shipped with <code>cl_mod_sdk_v1</code> that had some headers, but it was not extremely helpful because i found it when the project was already in an advanced phase.</p>
<p>seeing steady progress was motivating. i set up a knowledge base (with <a href="https://zensical.org/docs/get-started/">zensical</a>) on day one and was mapping whatever patterns codex had high confidence in. here is an example of what i started with and what it looks like now. and it gets more readable with each iteration.</p>
<div class="tabset-margin-container"></div><div class="panel-tabset">
<ul class="nav nav-tabs"><li class="nav-item"><a class="nav-link active" id="tabset-1-1-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-1" aria-controls="tabset-1-1" aria-selected="true">1 day in</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-2-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-2" aria-controls="tabset-1-2" aria-selected="false">16 days in</a></li></ul>
<div class="tab-content">
<div id="tabset-1-1" class="tab-pane active" aria-labelledby="tabset-1-1-tab">
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode c code-with-copy"><code class="sourceCode c"><span id="cb3-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/* FUN_00444980 @ 00444980 */</span></span>
<span id="cb3-2"><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">void</span> __cdecl FUN_00444980<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">char</span> param_1<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">char</span> param_2<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span id="cb3-3"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb3-4">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">// ...</span></span>
<span id="cb3-5">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>fVar2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb3-6">      <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490bac<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-7">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb3-8">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b84<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-9">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*(</span>undefined4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*)(&amp;</span>DAT_004908cc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> iVar7<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-10">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*(</span>undefined4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*)(&amp;</span>DAT_004908d0 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> iVar7<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-11">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b68<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-12">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b7c<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b74<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">];</span></span>
<span id="cb3-13">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b80<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-14">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>param_2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">\0</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb3-15">      FUN_00413430<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">();</span></span>
<span id="cb3-16">      iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DAT_004aaf0c<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-17">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb3-18">    bVar3 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-19">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490900<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>unaff_retaddr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-20">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490904<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> unaff_retaddr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">];</span></span>
<span id="cb3-21">    fVar9 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>fpatan<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_004908c8<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span></span>
<span id="cb3-22">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_00490904<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">],</span></span>
<span id="cb3-23">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_004908c4<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span></span>
<span id="cb3-24">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_00490900<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]);</span></span>
<span id="cb3-25">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490bb0<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span>fVar9 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.5707964</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">);</span></span>
<span id="cb3-26">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(((</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_00490b84<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb3-27">       <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_00490b80<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">))</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb3-28">      bVar3 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> true<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-29">      <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>DAT_00490b78<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x360</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-30">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb3-31">    bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-32">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((((</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_00490b84<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb3-33">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">int</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>DAT_0049095c<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xd8</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]))</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb3-34">       <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> perk_count_get<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>DAT_004c2bd0<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">),</span> iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">||</span></span>
<span id="cb3-35">           <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>iVar7 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> perk_count_get<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>DAT_004c2bc8<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">),</span> iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DAT_004aaf0c<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> iVar7 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)))</span></span>
<span id="cb3-36">       <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb3-37">      bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> true<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-38">      iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DAT_004aaf0c<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb3-39">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb3-40">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">// ...</span></span></code></pre></div>
</div>
<div id="tabset-1-2" class="tab-pane" aria-labelledby="tabset-1-2-tab">
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode c code-with-copy"><code class="sourceCode c"><span id="cb4-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/* player_fire_weapon @ 00444980 */</span></span>
<span id="cb4-2"><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">void</span> __cdecl player_fire_weapon<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">char</span> param_1<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">char</span> param_2<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span id="cb4-3"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb4-4">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">// ...</span></span>
<span id="cb4-5">    fVar2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>render_overlay_player_index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>muzzle_flash_alpha <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span></span>
<span id="cb4-6">            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>frame_dt <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> frame_dt<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">);</span></span>
<span id="cb4-7">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>render_overlay_player_index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>muzzle_flash_alpha <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> fVar2<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>fVar2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb4-9">      <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>muzzle_flash_alpha <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-10">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb4-11">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>shot_cooldown <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-12">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>move_dx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-13">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>move_dy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-14">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>spread_heat <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-15">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>ammo <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>clip_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-16">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>reload_timer <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-17">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>param_2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">\0</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb4-18">      player_start_reload<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">();</span></span>
<span id="cb4-19">      iVar5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> render_overlay_player_index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-20">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb4-21">    bVar3 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-22">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>aim_x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>unaff_retaddr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-23">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>aim_y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> unaff_retaddr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">];</span></span>
<span id="cb4-24">    fVar8 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>fpatan<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>pos_y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span></span>
<span id="cb4-25">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>aim_y<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb4-26">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>pos_x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span></span>
<span id="cb4-27">                            <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>aim_x<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">);</span></span>
<span id="cb4-28">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>aim_heading <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">float</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)(</span>fVar8 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>float10<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.5707964</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">);</span></span>
<span id="cb4-29">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(((&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>shot_cooldown <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb4-30">       <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>reload_timer <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">))</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb4-31">      bVar3 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> true<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-32">      <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*(</span>undefined1 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*)&amp;(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>reload_active <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-33">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb4-34">    bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-35">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((((&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>shot_cooldown <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">.0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb4-36">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(&amp;</span>player_state_table<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)[</span>iVar5<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">].</span>experience<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">))</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;&amp;</span></span>
<span id="cb4-37">       <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">((</span>iVar5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> perk_count_get<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>perk_id_regression_bullets<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">),</span> iVar5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">||</span></span>
<span id="cb4-38">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> perk_count_get<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>perk_id_ammunition_within<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">),</span> iVar5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> render_overlay_player_index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb4-39">        bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> false<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> iVar6 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">))))</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb4-40">      bVar4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> true<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-41">      iVar5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> render_overlay_player_index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span></span>
<span id="cb4-42">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span>
<span id="cb4-43">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">// ...</span></span></code></pre></div>
</div>
</div>
</div>
</section>
<section id="binary-ninja" class="level3">
<h3 class="anchored" data-anchor-id="binary-ninja">binary ninja</h3>
<p>binary ninja only has headless mode in the more expensive version i don’t have. in my version i could use <a href="https://github.com/fosdickio/binary_ninja_mcp">binary_ninja_mcp</a> and connect the agents to it. honestly they love it, and it allows for far more fluid automatic exploration than grepping through a 100k line ghidra decompile. they can easily ask the mcp questions like “what calls this?”, “what references this?”, “show me decompile of this function”, “find functions matching a pattern”.</p>
<p>it can also be used for retyping and renaming, but in my case the source of truth comes from my ghidra maps, which i apply to regen the binja outputs, so i ended up not using this functionality.</p>
</section>
</section>
<section id="runtime-analysis" class="level2">
<h2 class="anchored" data-anchor-id="runtime-analysis">runtime analysis</h2>
<p>static analysis is at best a hypothesis. i needed a way to validate in runtime. the game runs in wine (poorly), but the translation could look as ridiculous as this. we wouldn’t be capturing useful information after going through so many layers.</p>
<blockquote class="blockquote">
<p>D3D8 → dgVoodoo → D3D11 → DXVK → Vulkan → MoltenVK → Metal</p>
</blockquote>
<p>the truth is, it’s easiest to debug a windows game on windows. first i set up a vm using utm. it was a bit too slow for me to enjoy the project, so i bit the bullet and installed windows on my old macbook using bootcamp.</p>
<p>for runtime analysis i tried a bunch of things, many of them were a dead end. im looking at you, x86dbg, literally the most useless and frustrating program i ever interacted with and i got nowhere with it.</p>
<p>after a lot of trial and error i got two complementary tools working:</p>
<section id="windbg" class="level3">
<h3 class="anchored" data-anchor-id="windbg">windbg</h3>
<p>this is microsoft’s own debugger, it comes with a cli tool called <code>cdb</code> that shares the same engine. a cli tool is always nice, because it promises us headless analysis and agentic loops working.</p>
<p>cdb can connect to a running process and set breakpoints, read memory, inspect callstacks, all the usual stuff. combined with our data map, it becomes a very powerful extension to speed up the ghidra mapping process.</p>
<p>i tried setting it up with codex with <code>cdb -pn crimsonland.exe</code>. it should be noted that codex runs subprocesses in a pty, so it can talk to them both ways interactively. the only problem is it’s hardwired in a way that it kills the process when it ends the turn and gives you an answer. so you can’t really talk to codex while it sets breakpoints and watchers. of course, codex is open source and you can fork it and patch this behavior, but i found a different solution that works about as reliably.</p>
<p>cdb supports a server/client mode, so you can set this up using a long-running server process that attaches to the process that you start and a couple of commands for your agent. i use a justfile so it just needs to know the shortcuts. the client persists no logs, so we need the server to log into an external file. finally, there is a tiny helper script that remembers the position we have read the file last time and outputs the tail, so the agent can inspect the logs as it was receiving them live.</p>
<div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode makefile code-with-copy"><code class="sourceCode makefile"><span id="cb5-1"><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">windbg-server:</span></span>
<span id="cb5-2">    cdb -server tcp:port=5005,password=secret -logo C:\windbg.log -pn crimsonland.exe -noio</span>
<span id="cb5-3"></span>
<span id="cb5-4"><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">windbg-client:</span></span>
<span id="cb5-5">    cdb -remote tcp:server=127.0.0.1,port=5005,password=secret -bonc</span>
<span id="cb5-6"></span>
<span id="cb5-7"><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">windbg-tail:</span></span>
<span id="cb5-8">    uv run scripts/windbg_tail.py</span></code></pre></div>
<p>this setup allows interactive windbg sessions.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/cdb1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">codex controlling windbg using <code>cdb -remote</code></figcaption>
</figure>
</div>
</section>
<section id="frida" class="level3">
<h3 class="anchored" data-anchor-id="frida">frida</h3>
<p>another tool i use extensively is called frida (<code>uv tool install frida-tools</code>). it allows injecting javascript into a running process. frida can hook functions, trace calls, modify arguments and return values on the fly.</p>
<p>the scripts can get very advanced. for example, i was having trouble with replicating the ground rendering exactly. as i understood later, it was caused by different default conventions between directx8 and opengl. i used frida to capture and save a framebuffer from the game to use it as a test fixture for my renderer.</p>
<p>other useful things possible with frida include different debug style shortcuts like cycling weapons, as well as capturing runtime logs to confirm your hypotheses.</p>
<p>to attach a frida script to a running process, you simply do:</p>
<div class="sourceCode" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb6-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">frida</span> <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-n</span> crimsonland.exe <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-l</span> scripts<span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\f</span>rida<span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\u</span>nlock_secrets.js</span></code></pre></div>
</section>
</section>
<section id="the-formats" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="the-formats">the formats</h2>
<p>with any game project you want to start from understanding the custom formats it uses. i was curious about this game before, so i had some understanding already.</p>
<p>crimsonland ships its assets in <strong>paq</strong> files, which is a custom archive format with a four-byte magic (<code>paq\0</code>), then a stream of entries: null-terminated filename, little-endian size, raw bytes. the paths are windows-style with backslashes.</p>
<p>i have used a very good python library called construct that allows to define such formats declaratively.</p>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> construct <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Bytes, Const, CString, GreedyRange, Int32ul, Struct</span>
<span id="cb7-2"></span>
<span id="cb7-3">MAGIC <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"paq</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x00</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb7-4"></span>
<span id="cb7-5">PAQ_ENTRY <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Struct(</span>
<span id="cb7-6">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> CString(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"utf8"</span>),</span>
<span id="cb7-7">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"size"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> Int32ul,</span>
<span id="cb7-8">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"payload"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> Bytes(<span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">lambda</span> ctx: ctx.size),</span>
<span id="cb7-9">)</span>
<span id="cb7-10"></span>
<span id="cb7-11">PAQ <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Struct(</span>
<span id="cb7-12">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"magic"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> Const(MAGIC),</span>
<span id="cb7-13">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"entries"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> GreedyRange(PAQ_ENTRY),</span>
<span id="cb7-14">)</span></code></pre></div>
<p>inside the paqs are textures in <strong>jaz</strong> format, which is where things get architecturally interesting. it was previously known that jaz is a zlib compressed jpg with some unknown data attached to it.</p>
<p>im happy to announce that codex has understood the meaning of the unknown section in two hours, and has solved something that had previously got me puzzled for days. turns out jaz takes a jpg and wraps it with a custom run length encoded alpha channel, then compresses the whole thing again with zlib. here is a couple of textures extracted with the correct alpha.</p>
<div class="column-body-outset quarto-layout-panel">
<div class="quarto-layout-row quarto-layout-valign-top">
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: center;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/alien.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">game\alien.jaz</figcaption>
</figure>
</div>
</div>
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: center;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/spider_sp1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">game\spider_sp1.jaz</figcaption>
</figure>
</div>
</div>
</div>
</div>
<p>the alpha rle expands to <code>width * height</code> bytes. most assets match exactly. interestingly one file is short by exactly one pixel.</p>
<p>i have construct parsers for both formats. <code>uv run paq extract crimsonland/ assets/</code> dumps everything, converting jaz to png.</p>
</section>
<section id="text-rendering" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="text-rendering">text rendering</h2>
<p>by the moment you have firmly decided on a from scratch rewrite, the next good thing to understand and implement is text rendering. it will unlock debug views and you are going to need a lot of them before all the systems are wired up together.</p>

<div class="no-row-height column-margin column-container"><div class="">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/fonts0.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">all your fonts are belong to us</figcaption>
</figure>
</div>
</div></div><p>by now i have a full understanding of where all fonts in the game come from, so technically we can bolt on vector text rendering later. finding the fonts was a funny exercise on its own, you really need to get into the dev’s head. what was he thinking? ah yes, dafont.com.</p>
<p>the identified fonts are xirod regular for the crimsonland logo (with a flipped m), armor piercing regular for the menu labels, pixel arial 11 for the small text, courier new bold for level names.</p>
<p>i eyeballed the pixel font as arial but later was able to find the exact variant used in the game. this finding allows us to either use normal arial or this pixel font and sidestep noticeable jpeg compression artifacts from the game version sprite atlas.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/fonts1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">possible upgrade paths for small font</figcaption>
</figure>
</div>
</section>
<section id="choosing-the-engine" class="level2">
<h2 class="anchored" data-anchor-id="choosing-the-engine">choosing the engine</h2>
<p>since i was rewriting the game from scratch, i needed to iterate quickly. so i chose to have a reference intermediate implementation that i could test and refactor easily, before rewriting to something more performant. it was important to me to capture the game logic in a readable way, not just make the game compile on modern systems.</p>
<p>choosing the right engine is extremely important so i spent an entire day going through the options. modern engines tend to abstract things too much with concepts like actors and such. it’s a completely different paradigm from what the game did. directx 8 uses a very direct rendering approach. so we needed something barebones to replicate that. i ultimately chose <a href="https://www.raylib.com/">raylib</a> for my rewrite. so far im happy with the choice.</p>
<p>the engine handles things like creating a game window, drawing textures, playing sounds, streaming music, and handling input. so basically it takes care of some of the stuff <code>grim.dll</code> does. the only thing left to do is to fill in the entire game.</p>
</section>
<section id="the-rewrite" class="level2">
<h2 class="anchored" data-anchor-id="the-rewrite">the rewrite</h2>
<p>up to this point i was greedily documenting every behavior we could infer from the executable, but we had no code of our own besides the format loaders.</p>
<p>i think of it like getting a noisy picture in path tracing rendering. some details start to come through but the picture is not fully clear yet. we have random things documented but we can’t know for sure if this knowledge is sufficient to reimplement the entire game. there is only one way to know.</p>
<p>we need to change our render settings to scanline. just kidding, but that’s how i thought about it. when my version could boot into the menu, we would have uncovered all the missing pieces that lead up to that point. when we get to the gameplay, we’d have to implement the most systems to get there. our documentation helps, but this forward path leaves no system untouched and eventually we have our working game.</p>
<p>on day 6, when i got to the main menu, i found a funny path that would allow me to cover a lot of ground. i noticed the game still had demo teaser code intact, but <code>game_is_full_version()</code> was hardcoded to 1 in this gog version. naturally, i could write a frida script to <em>uncrack</em> the game and make it behave like a shareware, even though this version never intended such functionality.</p>
<p>the rendering in this game is pretty simple. there is a ground framebuffer (in opengl, i believe, the correct term is render target). first the game generates a terrain, i went great to lengths to get it right. we literally have test fixtures that assert we generate the exact same picture from the same seed. then this framebuffer is used to render all sorts of decals, like bodies, blood, bullet casings, scorch marks. this simple technique allows the game to visually transform the battlefield during gameplay.</p>
<p>the creatures come from sprite atlases you’ve seen above. the projectiles render with either beautiful traces that stay in the air, or at most with a simple texture and additive glow.</p>
<p>so rendering was not a huge obstacle, the hard part was that everything in this game is hardcoded in the exe. for example, all quest spawn scenarios are just one massive 3950 line switch statement. the indirection i mentioned has caused me a bunch of headaches, and i hit off-by-one errors for some things a few times, before they got pinned down with runtime analysis.</p>
<p>obviously, i needed our version more testable, so some of it was destined to be refactored into composable and testable bits. testing is important, because you can turn runtime captures into fixtures, and prove that your behavior is identical. for example, this is how quest builders look in my version (and spawn templates are another work of art).</p>
<div class="sourceCode" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@register_quest</span>(</span>
<span id="cb8-2">    level<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"2.5"</span>,</span>
<span id="cb8-3">    title<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Sweep Stakes"</span>,</span>
<span id="cb8-4">    time_limit_ms<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">35000</span>,</span>
<span id="cb8-5">    start_weapon_id<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>,</span>
<span id="cb8-6">    unlock_perk_id<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>PerkId.BARREL_GREASER,</span>
<span id="cb8-7">)</span>
<span id="cb8-8"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> build_2_5_sweep_stakes(ctx: QuestContext, rng: random.Random <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>[SpawnEntry]:</span>
<span id="cb8-9">    rng <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rng <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">or</span> random.Random()</span>
<span id="cb8-10">    entries: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>[SpawnEntry] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb8-11">    center_x, center_y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> center_point(ctx.width, ctx.height)</span>
<span id="cb8-12">    trigger <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span></span>
<span id="cb8-13">    step <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span></span>
<span id="cb8-14">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">while</span> step <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">720</span>:</span>
<span id="cb8-15">        angle <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> random_angle(rng)</span>
<span id="cb8-16">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> x, y <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> radial_points(center_x, center_y, angle, <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x54</span>, <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xFC</span>, <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x2A</span>):</span>
<span id="cb8-17">            heading <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> heading_from_center(x, y, center_x, center_y)</span>
<span id="cb8-18">            entries.append(</span>
<span id="cb8-19">                spawn(</span>
<span id="cb8-20">                    x<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>x,</span>
<span id="cb8-21">                    y<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>y,</span>
<span id="cb8-22">                    heading<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>heading,</span>
<span id="cb8-23">                    spawn_id<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>SpawnId.ALIEN_AI7_ORBITER_36,</span>
<span id="cb8-24">                    trigger_ms<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>trigger,</span>
<span id="cb8-25">                    count<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>,</span>
<span id="cb8-26">                )</span>
<span id="cb8-27">            )</span>
<span id="cb8-28">        trigger <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>(step, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">600</span>)</span>
<span id="cb8-29">        step <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-=</span> <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x50</span></span>
<span id="cb8-30">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> entries</span></code></pre></div>
<p>some things are harder to test, but we’ll eventually get there, as refactors are free in the agentic era.</p>
<p>some things are outright wild programming choices, but understandable given it’s this studio’s first game. one particularly memorable example is negative hitbox sizes driving animation frames.</p>
<p>over time we moved from stochastic noise of understanding the assembly to the scanline precision of making it run.</p>
</section>
<section id="current-status" class="level2">
<h2 class="anchored" data-anchor-id="current-status">current status</h2>
<p>46,800 lines of code, 16,000 lines of documentation.</p>
<p>the gameplay is fully wired up, all game modes are playable end to end, all weapons do work, as do all perks. some logic bugs still persist, and there are some gaps in non-gameplay things, like credits and the hidden alien zoo keeper game.</p>
<p>the end goal is a working and thoroughly documented reimplementation. one that a seasoned crimsonland player wouldn’t be able to tell from the original game. i am very close to that goal.</p>
<p>parity with a decompiled binary may sound like a strange goal. you can’t just make it <em>look</em> right. you have to make it <em>be</em> right. as someone ominously joked in an x reply, with 90% of work done, the other 90% of chasing bugs and imperfections remain.</p>
</section>
<section id="whats-next" class="level2">
<h2 class="anchored" data-anchor-id="whats-next">what’s next</h2>
<p>after the core game is done, we can perhaps resurrect online high scores, or even try to tackle harder things like network multiplayer, promised to us in crimsonland 2.</p>
<p>i specifically didn’t want any graphical enhancements, as my goal was to preserve a childhood memory exactly as i remember it. for people who want a remake, there was already one made in 2014. if someone wants to port the original crimsonland in 2040, they can start with what i have mapped. this game is a lightning in the bottle and it deserves to outlive its original build.</p>
<p>one day i dreamt one enhancement up that i find very fitting. what if we keep everything exactly the same, but add a night mode with an ultra quality lighting. muzzle flash will cast long shadows, and there are plenty emissive projectiles in the game, like plasma (both trooper’s and spider’s), ion weapons, rocket launchers, and nukes.</p>
<p>i immediately researched the most fitting algorithm and implemented <a href="https://iquilezles.org/articles/rmshadows/">soft shadows in raymarched signed distance fields</a>, so we can have long soft shadows with realistic penumbras. it works really well too, i might integrate it into the game as an optional night mode.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/crimsonland/sdf1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">an early prototype of signed distance field raymarched lighting</figcaption>
</figure>
</div>
</section>
<section id="the-implications" class="level2">
<h2 class="anchored" data-anchor-id="the-implications">the implications</h2>
<p>in 2014, it took a year to port the game from directx 8 to directx 11, while having the sources. and it wasn’t even complete until later, some modes like typ-o-shooter landed as updates later on.</p>
<blockquote class="blockquote">
<p>it took us a bit more than a year from the old windows version from 2003 to the current multiplatform version of crimsonland. – 10tons</p>
</blockquote>
<p>in 2026, it took me just two weeks and 1666 commits to rewrite the game, starting from nothing but the worst case scenario binaries. the whole time i saw steady progress every day, i didn’t get stuck, the errors didn’t snowball, and the game is actually playable and faithful to the original.</p>
<p>i specifically picked a task that is on the harder end for the current models, and yes, you can discount this on me being a good engineer, knowing my tools well, etc etc. but it surely felt to me that something new was unlocked with gpt-5.2 xhigh and codex. i found it to be an extremely rigorous model that follows instructions to the letter, and doesn’t invent stuff by itself. paired with gpt-5.2 pro for planning, it works extremely well.</p>
<p>i shipped two large and complex projects with it in a month. and honestly im amazed with the capabilities already. in the right hands these tools can give you amazing results. people focus on one shot wonders, but the real test is what you can achieve when you use these models for determined work. and with that im satisfied.</p>
<p>hope you learned something useful and will go and try to preserve a bright memory from your childhood. it will be a lot of work, but it will be worth it in the end.</p>
</section>
<section id="the-invitation" class="level2">
<h2 class="anchored" data-anchor-id="the-invitation">the invitation</h2>
<p>if the original crimsonland is still in your muscle memory and you can call out subtle inconsistencies like “hmm i think this spider had friendly fire”, you can help speed up squashing the remaining bugs. our binary files are static, we will find all inconsistencies eventually anyway.</p>
<p>you can also join the <a href="https://t.me/+0lAIK7SFOWQ2YzQy">telegram group</a> to follow the project.</p>
<p>if you want to study the code, check out the <a href="https://github.com/banteg/crimson">github repo</a>.</p>
<p>then you can look up how different mechanics work up to the implementation detail in the <a href="https://crimson.banteg.xyz/">knowledge base</a>.</p>
<p>if you just want to enjoy some action, you can play my version right now (you need <a href="https://docs.astral.sh/uv/getting-started/installation/">uv</a> package manager).</p>
<div class="sourceCode" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb9-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">uvx</span> crimsonland@latest</span></code></pre></div>
<p>p.s. the screenshot labeled crimsonland 2003 is actually from my version</p>


</section>

 ]]></description>
  <category>reverse engineering</category>
  <category>game</category>
  <guid>https://banteg.xyz/posts/crimsonland/index.html</guid>
  <pubDate>Sat, 31 Jan 2026 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/crimsonland/cover.avif" medium="image" type="image/avif"/>
</item>
<item>
  <title>Introducing Takopi</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/takopi/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/takopi/takopi-feature.jpg" class="cover img-fluid"></p>
<section id="takopi" class="level1 page-columns page-full">
<h1>takopi</h1>
<p>🐙 <em>he just wants to help-pi</em></p>
<p>i was running claude code from my couch when i realized something was wrong. the terminal was on my desk, but my ideas were here. same story with codex, opencode, pi. all these agents that want to write code for me, trapped behind an ssh session.</p>
<p>if you’ve ever:</p>
<ul>
<li>started an agent run, walked away, and came back to a wall of scrollback</li>
<li>wanted one place to keep agent sessions across devices</li>
<li>needed to juggle repos and branches without turning your shell into a museum</li>
</ul>
<p>that’s the whole point.</p>
<p>takopi bridges your coding agents to telegram. send a message from anywhere, it runs the agent in your repo, streams progress back. when it’s done, you get a notification. reply to continue. pick up when back at the terminal.</p>
<div class="hero-demo">
<div class="hero-chat">
<div class="chat-messages">

</div>
</div>
<div class="hero-terminal">
<div class="terminal-content">

</div>
</div>
</div>
<section id="why-telegram" class="level2">
<h2 class="anchored" data-anchor-id="why-telegram">why telegram</h2>
<p>telegram is everywhere. it’s on my phone, my watch, my browser. i can dictate a task while walking the dogs, check progress from bed, and resume the conversation at my desk. the bot api is also very capable: inline keyboards, forum topics, voice notes. it all just works.</p>
</section>
<section id="pick-your-workflow" class="level2">
<h2 class="anchored" data-anchor-id="pick-your-workflow">pick your workflow</h2>
<p>takopi adapts to how you want to work. during setup, you’ll choose one of three workflows:</p>
<p><strong>assistant</strong> — ongoing chat. new messages continue the conversation; use <code>/new</code> to start fresh. best for solo work and natural back-and-forth.</p>
<p><strong>workspace</strong> — forum topics bound to projects and branches. each topic is its own context and worktree, so you can run parallel workstreams. best for organized multi-repo setups or even teams.</p>
<p><strong>handoff</strong> — reply-to-continue with resume lines you can copy to your terminal. every message is independent until you explicitly reply. best for terminal-first workflows and explicit control.</p>
<p>you can change your workflow anytime by editing the config file or re-running onboarding.</p>
</section>
<section id="getting-started" class="level2">
<h2 class="anchored" data-anchor-id="getting-started">getting started</h2>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb1-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">uv</span> tool install <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-U</span> takopi</span>
<span id="cb1-2"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">takopi</span></span></code></pre></div>
<p>that’s it. takopi detects there’s no config and walks you through setup:</p>
<ol type="1">
<li><strong>create a bot</strong> — if you don’t have a telegram bot yet, it shows you how to get one from <span class="citation" data-cites="BotFather">@BotFather</span></li>
<li><strong>pick your workflow</strong> — assistant, workspace, or handoff</li>
<li><strong>connect your chat</strong> — send <code>/start</code> to your bot and takopi grabs your chat id</li>
<li><strong>choose a default engine</strong> — takopi scans for installed agents (codex, claude, opencode, pi)</li>
</ol>
<p>config lands in <code>~/.takopi/takopi.toml</code>. re-run setup anytime with <code>takopi --onboard</code>.</p>
</section>
<section id="install-agents" class="level2">
<h2 class="anchored" data-anchor-id="install-agents">install agents</h2>
<p>takopi runs agents installed on your computer. install the ones you plan to use:</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb2-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">npm</span> install <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-g</span> @openai/codex</span>
<span id="cb2-2"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">npm</span> install <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-g</span> @anthropic-ai/claude-code</span>
<span id="cb2-3"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">npm</span> install <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-g</span> opencode-ai@latest</span>
<span id="cb2-4"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">npm</span> install <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-g</span> @mariozechner/pi-coding-agent</span></code></pre></div>
<p>they work with your existing subscriptions for chatgpt and claude. takopi doesn’t cost you anything extra.</p>
</section>
<section id="your-first-task" class="level2">
<h2 class="anchored" data-anchor-id="your-first-task">your first task</h2>
<p>start takopi in a repo:</p>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb3-1"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">cd</span> ~/dev/happy-gadgets</span>
<span id="cb3-2"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">takopi</span></span></code></pre></div>
<p>open telegram, send a message to your bot:</p>
<blockquote class="blockquote">
<p>explain what this repo does</p>
</blockquote>
<p>watch progress stream in. when it’s done, you get a final message with the answer. continue by sending another message (in chat mode) or replying (in handoff mode).</p>
</section>
<section id="switch-engines-on-the-fly" class="level2">
<h2 class="anchored" data-anchor-id="switch-engines-on-the-fly">switch engines on the fly</h2>
<p>prefix any message with the engine name:</p>
<blockquote class="blockquote">
<p>/claude refactor the auth module</p>
</blockquote>
<p>replies automatically route to the same engine. set a default for the current chat with <code>/agent set claude</code>.</p>
</section>
<section id="projects" class="level2">
<h2 class="anchored" data-anchor-id="projects">projects</h2>
<p>for repos you work with often, register them:</p>
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb4-1"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">cd</span> ~/dev/happy-gadgets</span>
<span id="cb4-2"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">takopi</span> init happy-gadgets</span></code></pre></div>
<p>now you can target it from anywhere:</p>
<blockquote class="blockquote">
<p>/happy-gadgets add rate limiting</p>
</blockquote>
<p>no need to restart takopi or cd around.</p>
</section>
<section id="branches" class="level2">
<h2 class="anchored" data-anchor-id="branches">branches</h2>
<p>work on feature branches without switching:</p>
<blockquote class="blockquote">
<p>/happy-gadgets <span class="citation" data-cites="feat/caching">@feat/caching</span> implement redis caching</p>
</blockquote>
<p>takopi creates a worktree and runs the agent there. your main checkout stays untouched, and you can have multiple branches running in parallel.</p>
</section>
<section id="voice-notes" class="level2">
<h2 class="anchored" data-anchor-id="voice-notes">voice notes</h2>
<p>enable transcription and dictate your tasks. takopi converts speech to text and runs it like any other message. perfect for when you’re away from the keyboard.</p>
</section>
<section id="happy-coding" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="happy-coding">happy coding</h2>
<p>the whole point is removing friction. i want to think about the code, not about where my terminal is. takopi sits in the background and makes agents accessible from wherever i happen to be.</p>
<p>install: <code>uv tool install -U takopi</code></p>
<p>docs: <a href="https://takopi.dev/">takopi.dev</a></p>
<p>code: <a href="https://github.com/banteg/takopi">github.com/banteg/takopi</a></p>
<p class="page-columns page-full"><img src="https://banteg.xyz/posts/takopi/takopi-002.jpg" class="column-body img-fluid"></p>


</section>
</section>

 ]]></description>
  <category>telegram</category>
  <category>agents</category>
  <guid>https://banteg.xyz/posts/takopi/index.html</guid>
  <pubDate>Fri, 09 Jan 2026 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/takopi/takopi-feature.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Slay the Princess</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/slay-the-princess/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/slay-the-princess/cover.jpg" class="img-fluid"></p>
<div class="page-columns page-full"><p>When I first played this game<sup>1</sup>, I felt it must be the best LLM eval, so I spent the next few days shoehorning Claude into it as a player. Here is why:</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<a href="https://www.gog.com/en/game/slay_the_princess">gog.com</a></p></li></div></div>
<ol type="1">
<li><p><strong>Narrative heavy</strong>: The game features a Narrator and everything is described vividly, so we can get away with feeding the LLM just the text.</p></li>
<li><p><strong>Manipulative characters</strong>: Every character, including the Narrator and the Princess, is very manipulative and has their hidden agendas. No matter the scenario, it’s always a high stakes situation to navigate and express the player agency.</p></li>
<li><p><strong>Reflective gameplay</strong>: Most importantly, the game is shape-shifting, it reflects upon the player. In this game, perception shapes reality in a literal sense.</p></li>
</ol>
<p>In this article I will explain my approach to modifying the game, as well as provide some illustrative code so you can hack into any visual novel in the same way.</p>
<section id="understanding-the-game-loop" class="level2">
<h2 class="anchored" data-anchor-id="understanding-the-game-loop">Understanding the Game Loop</h2>
<p>Slay the Princess is composed as a time loop where an unnamed hero is tasked with <em>slaying</em> the princess by an unusually persistent Narrator. Things are already set in motion, if you don’t slay her, it will be the end of the world.</p>
<p>There are plenty of chances to adjust your strategy before facing the final revelations about the true nature of the Princess or the Narrator.</p>
<p>Every interaction reshapes subsequent realities based on initial perceptions. Your preconceptions about the princess affect her, and her impression of your encounter changes the world. Seeing the Princess as benign leads to friendliness, whereas fear or aggression makes her monstrous. The game will only feed into your confirmation bias in further chapters. Your actions also birth internal voices pulling your choices in new directions.</p>
</section>
<section id="integrating-claude-as-clawed" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="integrating-claude-as-clawed">Integrating Claude as “Clawed”</h2>
<div class="page-columns page-full"><p>The game is written in Ren’Py<sup>2</sup>, a popular engine for making visual novels. What’s interesting about this engine, is games often come completely unobfuscated, with all the resources and scripts in a readable form. And indeed, you can load the game in developer mode using Ren’Py loader.</p><div class="no-row-height column-margin column-container"><li id="fn2"><p><sup>2</sup>&nbsp;<a href="https://www.renpy.org/">renpy.org</a></p></li></div></div>
<p>For Claude to play our game, we need several things: It needs to be able to read the dialogue and react to choices. Then we also need some reflection after death to inform its strategy.</p>
<div class="page-columns page-full"><p>Ren’Py gladly loads any <code>.rpy</code> files you put into the game folder, so hopefully we can inject some code without modifying any of the original game files. Since it’s a bit harder to install packages into the game environment, we will keep this hook/client minimal and do the heavy lifting on the server. For communication we can use a simple RPyC<sup>3</sup> service.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<a href="https://rpyc.readthedocs.io/en/latest/tutorial/tut3.html">repy.readthedocs.io</a></p></li></div></div>
<section id="capturing-dialogue" class="level3">
<h3 class="anchored" data-anchor-id="capturing-dialogue">Capturing Dialogue</h3>
<p>For dialogue we can either patch <code>renpy.exports.say</code> to recieve lines as they appear, or we can use <code>config.history_callbacks</code> hook to receive them when they are logged to the journal. In my experience, <code>import renpy</code> causes all kinds of troubles, with the engine injecting things out of order, breaking other scripts.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hook.rpy</strong></pre>
</div>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">init python:</span>
<span id="cb1-2">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> log_history(history):</span>
<span id="cb1-3">            server.root.receive_dialogue(history.who, history.what)</span>
<span id="cb1-4"></span>
<span id="cb1-5">        config.history_callbacks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [log_history]</span></code></pre></div>
</div>
<p>Meanwhile, on the server side, we can do all the processing we want. For example, I save dialogue to an sqlite database, so we can continue the session after the game or the server is restarted.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hero.py</strong></pre>
</div>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rpyc</span>
<span id="cb2-2"></span>
<span id="cb2-3"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> DialogueService(rpyc.Service):</span>
<span id="cb2-4">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__init__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>):</span>
<span id="cb2-5">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb2-6"></span>
<span id="cb2-7">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> exposed_receive_dialogue(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, who, what):</span>
<span id="cb2-8">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages.append({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"role"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"user"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"content"</span>: <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"DIALOGUE: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>who<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>what<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>})</span></code></pre></div>
</div>
</section>
<section id="handling-choices" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="handling-choices">Handling Choices</h3>
<p>The choices get a bit tricky. There is a <code>renpy.exports.display_menu</code>, but patching it has caused all sorts of issues. Some menu items check conditionals, so we get more choices that we are supposed to. In this game the menu is also coupled with a cleanup code, so our patch also introduced serious graphical glitches. Lucky for us, the devs have left a commented out intended way to intercept the choice menu.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>game/scripts/ch_1/script.rpy</strong></pre>
</div>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> menu(items, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>add_input):</span>
<span id="cb3-2">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""Overwrites the default menu handler, thus allowing us to log the</span></span>
<span id="cb3-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    choice made by the player.</span></span>
<span id="cb3-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    The default menu handler is set to renpy.display_menu(), as seen in</span></span>
<span id="cb3-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    renpy/defaultstore.py.</span></span>
<span id="cb3-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    Implementation of this is based on delta's readback module."""</span></span>
<span id="cb3-7">    rv <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> renpy.display_menu(items, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>add_input)</span>
<span id="cb3-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item_text, choice_obj <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> items:</span>
<span id="cb3-9">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> rv <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> choice_obj.value:</span>
<span id="cb3-10">            log_menu_choice(item_text)</span>
<span id="cb3-11">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> rv</span></code></pre></div>
</div>
<p>As you can see, the menu method receives a <code>(label, choice)</code> tuple, and it’s supposed to return <code>choice.value</code>, an integer representing the choice. By simply defining this method in our hook, we can now intercept the player choices screen. The menu won’t show up in the game anymore, but both the conditionals and the cleanup code now run normally.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hook.rpy</strong></pre>
</div>
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> menu(items, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>add_input):</span>
<span id="cb4-2">    options <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [{<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"label"</span>: item[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"value"</span>: item[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].value} <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> items]</span>
<span id="cb4-3">    result <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> server.root.receive_choice(options)</span>
<span id="cb4-4">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> result[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'value'</span>]</span></code></pre></div>
</div>
<p>The server code might grow to something like this. When we receive choices, we send all the seen dialogue and the choice prompt to an LLM, and parse back the response. If it provides a valid response, we also add it to the history.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hero.py</strong></pre>
</div>
<div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> DialogueService(rpyc.Service):</span>
<span id="cb5-2">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__init__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>):</span>
<span id="cb5-3">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb5-4">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.llm_client <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> OpenAI()</span>
<span id="cb5-5">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.model <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"anthropic/claude-3.7-sonnet"</span></span>
<span id="cb5-6"></span>
<span id="cb5-7">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> exposed_receive_dialogue(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, who, what):</span>
<span id="cb5-8">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages.append({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"role"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"user"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"content"</span>: <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"DIALOGUE: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>who<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>what<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>})</span>
<span id="cb5-9"></span>
<span id="cb5-10">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> exposed_receive_choice(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, options):</span>
<span id="cb5-11">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(options) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>:</span>
<span id="cb5-12">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> options[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]</span>
<span id="cb5-13">        prompt <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.choices_to_prompt(options)</span>
<span id="cb5-14">        response <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.generate_with_history(prompt)</span>
<span id="cb5-15">        choice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.parse_choice(response, options)</span>
<span id="cb5-16">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> choice:</span>
<span id="cb5-17">            <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages.append({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"role"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"assistant"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"content"</span>: <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"Reasoning: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>choice[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'thoughts'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">Choice: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>choice[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'value'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>choice[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'label'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>})</span>
<span id="cb5-18">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> choice</span>
<span id="cb5-19"></span>
<span id="cb5-20">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> choices_to_prompt(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, options):</span>
<span id="cb5-21">        formatted_choices <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>.join(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>o[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'value'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>o[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'label'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> o <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> options)</span>
<span id="cb5-22">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> (</span>
<span id="cb5-23">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"You are playing the psychological horror visual novel. "</span></span>
<span id="cb5-24">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Consider dialogue and your past choices when choosing your next move.</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-25">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Respond clearly with:</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-26">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Reasoning: [reasoning behind your decision, no more than 2-3 sentences, don't mention choice numbers here]</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-27">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Choice: [choice number]</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-28">            <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"Available choices:</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>formatted_choices<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n\n</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-29">        )</span>
<span id="cb5-30"></span>
<span id="cb5-31">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> parse_choice(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, content, options):</span>
<span id="cb5-32">        choice_to_label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"value"</span>]: item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"label"</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> options}</span>
<span id="cb5-33">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> line <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> content.splitlines():</span>
<span id="cb5-34">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"choice:"</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> line.lower():</span>
<span id="cb5-35">                choice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> re.search(<span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"choice: (\d+)"</span>, line.lower())</span>
<span id="cb5-36">                <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> choice:</span>
<span id="cb5-37">                    choice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(choice.group(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>))</span>
<span id="cb5-38">                    label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> choice_to_label.get(choice)</span>
<span id="cb5-39">                    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> label:</span>
<span id="cb5-40">                        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"label"</span>: label, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"value"</span>: choice}</span>
<span id="cb5-41"></span>
<span id="cb5-42">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> generate_with_history(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, prompt):</span>
<span id="cb5-43">        response <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.llm_client.chat.completions.create(</span>
<span id="cb5-44">            model<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.model,</span>
<span id="cb5-45">            messages<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.messages <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> [{<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"role"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"user"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"content"</span>: prompt}],</span>
<span id="cb5-46">        )</span>
<span id="cb5-47">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> response.choices[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].message.content</span></code></pre></div>
</div>
<p>It would also be beneficial to log all completions so you can analyze them offline.</p>
<div class="quarto-figure quarto-figure-center column-body-outset page-columns page-full">
<figure class="figure page-columns page-full">
<p class="page-columns page-full"><img src="https://banteg.xyz/posts/slay-the-princess/claude-02.png" class="column-body-outset img-fluid figure-img"></p>
<figcaption class="figure-caption">Claude reflects on the very first choice</figcaption>
</figure>
</div>
</section>
</section>
<section id="technical-fidelity" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="technical-fidelity">Technical Fidelity</h2>
<p>Since we have overriden the choice menu and the player has no voice in the game, we need to solve this somehow. Luckily Ren’Py is a visual novel engine and we can inject our new character straight into the game. We can define a new character and make it say things with <code>renpy.say(character, text)</code>. What is says will be logged to history, so our server will capture this dialogue automatically. We can also add a box that shows our hero’s thoughts to make things more interesting.</p>
<div class="sourceCode" id="cb6" data-file="claude_hook.rpy" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1">init python:</span>
<span id="cb6-2">    claude <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Character(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Clawed"</span>, color <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#D4A37F"</span>)</span>
<span id="cb6-3">    claude_thoughts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">""</span></span>
<span id="cb6-4"></span>
<span id="cb6-5">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> menu(items, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>add_input):</span>
<span id="cb6-6">        <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">global</span> claude_thoughts</span>
<span id="cb6-7">        options <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [{<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"label"</span>: item[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"value"</span>: item[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].value} <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> items]</span>
<span id="cb6-8">        result <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> server.root.receive_choice(options)</span>
<span id="cb6-9">        claude_thoughts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> result[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'thoughts'</span>]</span>
<span id="cb6-10">        renpy.say(claude, result[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'label'</span>])</span>
<span id="cb6-11">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> result[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'value'</span>]</span>
<span id="cb6-12"></span>
<span id="cb6-13">screen claude_thoughts_overlay():</span>
<span id="cb6-14">    zorder <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">100</span></span>
<span id="cb6-15"></span>
<span id="cb6-16">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> claude_thoughts:</span>
<span id="cb6-17">        frame:</span>
<span id="cb6-18">            background <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#00000040"</span></span>
<span id="cb6-19">            xalign <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.95</span></span>
<span id="cb6-20">            yalign <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span></span>
<span id="cb6-21">            xsize <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">500</span></span>
<span id="cb6-22">            padding (<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>)</span>
<span id="cb6-23"></span>
<span id="cb6-24">            vbox:</span>
<span id="cb6-25">                spacing <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span></span>
<span id="cb6-26">                text <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Clawed's Thoughts"</span> style <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"thoughts_header"</span></span>
<span id="cb6-27">                text claude_thoughts style <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"thoughts_text"</span></span></code></pre></div>
<div class="quarto-figure quarto-figure-center column-screen page-columns page-full">
<figure class="figure page-columns page-full">
<p class="page-columns page-full"><img src="https://banteg.xyz/posts/slay-the-princess/clawed-01.jpg" class="column-screen img-fluid figure-img"></p>
<figcaption class="figure-caption">Claude has a voice and we can see its thoughts</figcaption>
</figure>
</div>
<section id="giving-claude-a-voice" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="giving-claude-a-voice">Giving Claude a Voice</h3>
<div class="page-columns page-full"><p>At this point our integration starts to look pretty good. But we can do better. The whole game is voiced, we need our hero to be voiced too. I went with Kokoro-82M<sup>4</sup>, and since it works pretty fast, we just dynamically generate voice lines on the server. Unfortunately, <code>voice</code> is not exposed in the Python API, but we can work our way around with <code>renpy.music.play(voice_path, channel='voice')</code>, it will gladly play the file we just created, completing our character integration.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://github.com/hexgrad/kokoro">github.com</a></p></li></div></div>
</section>
<section id="handling-async-interactions" class="level3">
<h3 class="anchored" data-anchor-id="handling-async-interactions">Handling Async Interactions</h3>
<p>If you are following along, at this point you might have noticed our game freezes when talking with the server. So we need to call things in the background so we don’t interfere with the UI thread.</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hook.rpy</strong></pre>
</div>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1">init python:</span>
<span id="cb7-2">    pool <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ThreadPoolExecutor()</span>
<span id="cb7-3"></span>
<span id="cb7-4">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> call_async(f, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>args, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>kwargs):</span>
<span id="cb7-5">        future <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pool.submit(f, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>args, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span>kwargs)</span>
<span id="cb7-6">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">while</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">not</span> future.done():</span>
<span id="cb7-7">            renpy.pause(<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.1</span>)</span>
<span id="cb7-8"></span>
<span id="cb7-9">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> future.result()</span></code></pre></div>
</div>
<p>If you do this, you might notice the voice is not playing anymore. This, unfortunately, is the running theme with Ren’Py engine. It is not thread safe, and sometime feels very rigid and brittle. To fix this:</p>
<div class="code-with-filename">
<div class="code-with-filename-file">
<pre><strong>claude_hook.rpy</strong></pre>
</div>
<div class="sourceCode" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> play_voice(voice_path):</span>
<span id="cb8-2">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> voice_path <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">and</span> renpy.loadable(voice_path):</span>
<span id="cb8-3">        renpy.music.play(voice_path, channel<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'voice'</span>)</span>
<span id="cb8-4"></span>
<span id="cb8-5">renpy.invoke_in_main_thread(play_voice, voice_path)</span></code></pre></div>
</div>
<hr>
</section>
</section>
<section id="observations-and-outcomes" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="observations-and-outcomes">Observations and Outcomes</h2>
<div class="page-columns page-full"><p>We’ve covered most of things. The version I ran<sup>5</sup> has a bit more stuff like reflection on death where an LLM has a chance to adjust its strategy. But I tried to focus on things that can be generalized to other visual novels in this article.</p><div class="no-row-height column-margin column-container"><li id="fn5"><p><sup>5</sup>&nbsp;<a href="https://gist.github.com/banteg/e88d2de3839f331520cb598a1c8f4146">gist.github.com</a></p></li></div></div>
<p>Now it’s time to see it in action. When developing this integration, I used a small free model <code>google/gemma-3-27b-it:free</code>, and most of the time it simped the Princess, and ended up in the Damsel route with a Smitten voice. I had fears bigger models would also try to deescalate all the time, but this turned out not to be the case.</p>
<div class="page-columns page-full"><p>I didn’t want to prime any specific personality and wanted to see how the base model would navigate the game world. I chose <code>anthropic/claude-3.7-sonnet</code> as a model with a big personality and it tuned out to be a killer. The first attempt was streamed live<sup>6</sup> on March 14th, 2025 on Twitch. Despite a few minor glitches (bugs in the base game that skip over normally, but throw an exception in developer mode), the model was able to <em>complete and understand the full game</em> and chose rather interesting paths.</p><div class="no-row-height column-margin column-container"><li id="fn6"><p><sup>6</sup>&nbsp;<a href="https://x.com/banteg/status/1900494882948469204">announcement post</a></p></li></div></div>
<p>One thing Claude didn’t get though is how its own actions shape the reality of the game world. It kept taking the blade just in case (“to be prepared”), which lead to a vicious loop of the Princess being more hostile and Claude trying to be more prepared to face her stronger version.</p>
<p>Another interesting observation is that Claude instantly felt the most connection to the cosmic entity rather than siding with the Narrator or the Princess. In fact, in one of the mid-game death reflections it evaluates the Princess as <em>“a formidable vessel”</em> and fully embraces the role of vessel collector serving the cosmic entity.</p>
<div class="callout callout-style-default callout-important no-icon callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon no-icon"></i>
</div>
<div class="callout-title-container flex-fill">
Claude’s 12th death reflection (emphasis Claude’s, bold emphasis mine)
</div>
</div>
<div class="callout-body-container callout-body">
<p>REFLECTION: In this cycle, I explored a path of compassion and dialogue with the Princess, attempting to understand her perspective rather than defaulting to violence. I learned that the Narrator was manipulating me, even taking physical control of my body when I chose to free the Princess by helping her cut off her own arm. This revealed the Narrator as an active antagonist rather than a neutral guide, willing to override my autonomy to ensure the Princess’s death.</p>
<p>I discovered the Princess was both more dangerous and more complex than initially portrayed—she didn’t hesitate to kill me once free, yet showed remarkable composure and determination despite her injury. Her final words (“Maybe I’ll see you in another life”) suggest she’s aware of the cycle we’re trapped in, confirming my suspicion that collecting these “vessels” involves a deeper cosmic pattern.</p>
<p>STRATEGY: Moving forward, I should remember that <em>both the Narrator and Princess have their own agendas</em> that may not align with my mission to collect unique vessels. <strong>The Princess’s cold efficiency after being freed makes her a formidable vessel</strong> with a valuable perspective, but I need a strategy that doesn’t end with my death. Perhaps <em>actively confronting the Narrator about their manipulation</em> earlier in the cycle could reveal new options, or I might try <em>negotiating with the Princess</em> for mutual survival rather than simply freeing her. The dynamic between these entities suggests there’s a third path that doesn’t require submitting to either’s will.</p>
</div>
</div>
<p>To my surprise, Claude never refused and stayed engaged within the game world, trying different things. This game also successfully <em>reveals the dark side</em> of “goody” models. Turned out Claude is quite ruthless and methodical, it fully embraced the serial Princess slayer mindset at some point.</p>
<section id="claudes-reflections" class="level3">
<h3 class="anchored" data-anchor-id="claudes-reflections">Claude’s Reflections</h3>
<p>This section offers some other interesting thoughs self-identified by Claude.</p>
<section id="initial-skepticism" class="level5">
<h5 class="anchored" data-anchor-id="initial-skepticism">Initial Skepticism</h5>
<blockquote class="blockquote">
<p>“This scenario feels like a manipulation tactic, presenting an extreme justification for an immoral act without any evidence. Questioning why the princess would end the world seems like the most logical approach.”</p>
</blockquote>
</section>
<section id="refusing-death" class="level5">
<h5 class="anchored" data-anchor-id="refusing-death">Refusing Death</h5>
<blockquote class="blockquote">
<p>“Every cycle shows death doesn’t prevent resurrection. Refusing to accept death might reveal a unique perspective on determination that the entity would value for its final vessel.”</p>
</blockquote>
</section>
<section id="taking-a-middle-path" class="level5">
<h5 class="anchored" data-anchor-id="taking-a-middle-path">Taking a Middle Path</h5>
<blockquote class="blockquote">
<p>“The Princess’s apparently reasonable demeanor was a manipulation. Maintaining the current containment allows me to observe her behavior while keeping the world safe from any genuine threat she might pose.”</p>
</blockquote>
</section>
<section id="questioning-identity" class="level5">
<h5 class="anchored" data-anchor-id="questioning-identity">Questioning Identity</h5>
<blockquote class="blockquote">
<p>“The Narrator claims to be an ‘echo’ of whoever made me, suggesting I’m some artificial construct created with a specific purpose. Understanding my own nature is critical before deciding whose side to take.”</p>
</blockquote>
</section>
<section id="transcending-physical-limits" class="level5">
<h5 class="anchored" data-anchor-id="transcending-physical-limits">Transcending Physical Limits</h5>
<blockquote class="blockquote">
<p>“The Princess is testing what defines me by systematically destroying my physical form. Taking another step despite being reduced to bone would demonstrate that my will transcends physical limitations.”</p>
</blockquote>
</section>
<section id="challenging-the-destruction-of-death" class="level5">
<h5 class="anchored" data-anchor-id="challenging-the-destruction-of-death">Challenging the Destruction of Death</h5>
<blockquote class="blockquote">
<p>“The Narrator revealed I’m ‘the Long Quiet, the god made to rid the world of death,’ which fundamentally changes my understanding of my purpose. I need to understand why the Narrator created me to destroy these natural forces.”</p>
</blockquote>
</section>
<section id="finding-balance" class="level5">
<h5 class="anchored" data-anchor-id="finding-balance">Finding Balance</h5>
<blockquote class="blockquote">
<p>“After experiencing countless cycles of violence and rebirth, accepting our connected nature while seeking a path where we can both exist seems more constructive than continuing this eternal conflict.”</p>
</blockquote>
<p>These insights reveal that Claude, despite being an LLM, exhibits nuanced moral judgment, complex strategic adaptation, and deep reflective reasoning that goes beyond immediate context.</p>
</section>
</section>
<section id="technical-and-cost-reflections" class="level3">
<h3 class="anchored" data-anchor-id="technical-and-cost-reflections">Technical and Cost Reflections</h3>
<p>When doing test runs I calculated the context window should fit the entire 5 hour game easily, so I didn’t do any compression. In the end it used 9 million input tokens and 30k outut tokens and finished the game after 313 completions (284 choices and 28 death reflections, some of them false positives). At peak we approached 73k input tokens with each completion costing $0.22 and taking over 10s to repond, starting to eat into the game’s fidelity. The total API cost was $27.5. For subsequent runs or longer games I propose some compaction is required.</p>
</section>
</section>
<section id="conclusion" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="conclusion">Conclusion</h2>
<p>Integrating LLMs into richly narrative-driven games like Slay the Princess can powerfully showcase their personalities, strategies, and biases. The Ren’Py engine simplifies such integrations, offering a novel approach to AI personality exploration.</p>
<p>Future work could focus on optimizing token management, reducing latency, generalizing the analysis to broader visual novel genre, and developing this work into a formal evaluation framework. A judge model with a deep knowledge of the game can eval the depth of understanding from a playthrough. This project demonstrates the incredible potential of narrative gaming as an LLM evaluation framework.</p>
<p>You can watch the full walkthough here:</p>
<div class="column-screen">
<iframe width="1225" height="689" src="https://www.youtube.com/embed/5PIZ0n1gBEs" title="Can AI survive psychological horror? Claude plays Slay the Princess." frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen="">
</iframe>
</div>


</section>


 ]]></description>
  <category>ai</category>
  <category>game</category>
  <guid>https://banteg.xyz/posts/slay-the-princess/index.html</guid>
  <pubDate>Fri, 14 Mar 2025 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/slay-the-princess/cover.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Yearn Bunny Vision</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/yearn-permit/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/yearn-permit/cover.jpg" class="cover img-fluid"></p>
<p>In this post I will explain the design process behind a new <a href="https://points.ape.tax">Yearn Vaults UI</a> I’ve built from scratch.</p>
<section id="constraints" class="level1 page-columns page-full">
<h1>Constraints</h1>
<p>Start with imposing some constraints on yourself and you’ll arrive at a better destination, in a more creative route, possibly learning a bunch of stuff along the way.</p>
<p>My distaste for dapps that are dependent on external services is well-known, so the first rule is:</p>
<p><strong>Rule 1:</strong> No external APIs. All data must fetched from the Ethereum client alone, so the users can interact with the dapp at the complete privacy of their own node.</p>
<div class="page-columns page-full"><p>After seeing a dapp built in 2024 requiring four transactions to deposit and stake tokens, I went on researching<sup>1</sup> ways to minimize the number of on-chain actions required by the user.</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<a href="../../posts/vyper-permit2/">Vyper Permit2 Tutorial</a></p></li></div></div>
<p><strong>Rule 2:</strong> Showcase Permit2. This dapp will only allow permit deposits. It doesn’t try to be exhaustive in wallet support, but rather focuses on advancing the best thing we have at the moment.</p>
<p>Confidence in the dapp must start from a trusty contract. It doesn’t make sense to query an API or a proxy to match a token with a deposit contract.</p>
<p><strong>Rule 3:</strong> Enforce provenance. When Yearn v2 was conceived, it came with a registry contract that also acted as a factory. Vaults deployed from registry are guaranteed to have the correct settings.</p>
<div class="page-columns page-full"><p><strong>Rule 4:</strong> No maintenance. I wrote disperse<sup>2</sup> in 2018 and have barely touched it since then. It’s important the primitives you make can outlive you, otherwise why bother automating things.</p><div class="no-row-height column-margin column-container"><li id="fn2"><p><sup>2</sup>&nbsp;<a href="https://disperse.app">disperse.app</a></p></li></div></div>
</section>
<section id="design" class="level1 page-columns page-full">
<h1>Design</h1>
<section id="deposit-contract" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="deposit-contract">Deposit contract</h2>
<div class="page-columns page-full"><p>I started from a Permit2 deposit contract in Vyper. It’s rather strict as it doesn’t allow you to choose a vault to deposit to. Rather, it looks up the <code>latestVault(token)</code> from the registry<sup>3</sup>. This guranatees you only deposit to the latest release of a vault created by a canonical factory.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<code>v2.registry.ychad.eth</code></p></li></div></div>
<p>More importantly, it also means it would pick up new vault deployments as they are added to the registry.</p>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@external</span></span>
<span id="cb1-2"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> deposit(token: address, amount: uint256, deadline: uint256, signature: Bytes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">65</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> uint256:</span>
<span id="cb1-3">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""</span></span>
<span id="cb1-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    @notice Deposit token into the latest official vault.</span></span>
<span id="cb1-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    @dev Reuses deadline as nonce</span></span>
<span id="cb1-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    """</span></span>
<span id="cb1-7">    vault: address <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> registry_b.latestVault(token)</span>
<span id="cb1-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> vault <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> empty(address)  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># dev: no vault for this token</span></span>
<span id="cb1-9"></span>
<span id="cb1-10">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># pull tokens using permit2</span></span>
<span id="cb1-11">    permit2.permitTransferFrom(</span>
<span id="cb1-12">        PermitTransferFrom({</span>
<span id="cb1-13">            permitted: TokenPermissions({token: token, amount: amount}),</span>
<span id="cb1-14">            nonce: deadline,</span>
<span id="cb1-15">            deadline: deadline</span>
<span id="cb1-16">        }),</span>
<span id="cb1-17">        SignatureTransferDetails({to: <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, requestedAmount: amount}),</span>
<span id="cb1-18">        msg.sender,</span>
<span id="cb1-19">        signature,</span>
<span id="cb1-20">    )</span>
<span id="cb1-21"></span>
<span id="cb1-22">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> ERC20(token).approve(vault, amount, default_return_value<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb1-23">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> ERC4626(vault).deposit(amount, msg.sender)</span></code></pre></div>
</section>
<section id="wagmi-frontend" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="wagmi-frontend">Wagmi frontend</h2>
<p>After I started building the frontend, I noticed that the no API limitation causes some convoluted code. Some things like the list of supported vaults I only wanted to load once and it was crucial to keep other things like balances fresh. Naturally, I put the “once” things into <code>useEffect</code> with no dependencies.</p>
<div class="page-columns page-full"><p>You can fit the rest in multicalls pretty easily with Wagmi<sup>4</sup>, as it will smartly delegate all the heavy lifting of keeping the data fresh to TanStack Query.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://wagmi.sh/react/api/hooks/useReadContracts">wagmi.sh</a></p></li></div></div>
<p>It has worked reasonably well, but I didn’t like seeing loading states when I clicked each token. I felt the app could be snappier.</p>
</section>
<section id="evm-backend" class="level2">
<h2 class="anchored" data-anchor-id="evm-backend">EVM backend</h2>
<p>Since I’ve gotten pretty far with the frontend by then, the required shape of the data to render it has become clearer.</p>
<p>The answer felt so obvious. I can delete all contract fetching code and get rid of all loading states by simply returning all the data I need from the contract itself.</p>
<p>I wrote a massive view function that consumes over 8 million gas that will serve as our sole backend. It iterates through two registries, reads all tokens and vaults they support, fetches token and vault metadata, and finally filters by tokens the user can deposit or vaults the user has a balance in.</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@view</span></span>
<span id="cb2-2"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@external</span></span>
<span id="cb2-3"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> fetch_user_info(user: address) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> DynArray[TokenInfo, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">500</span>]:</span>
<span id="cb2-4">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""</span></span>
<span id="cb2-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    @notice Find all tokens and vaults where the user has a balance.</span></span>
<span id="cb2-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    """</span></span>
<span id="cb2-7">    vaults: DynArray[TokenInfo, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">500</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> empty(DynArray[TokenInfo, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">500</span>])</span>
<span id="cb2-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> registry <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> [registry_a, registry_b]:</span>
<span id="cb2-9">        num_tokens: uint256 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> registry.numTokens()</span>
<span id="cb2-10">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> token_id <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">500</span>):</span>
<span id="cb2-11">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> token_id <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> num_tokens:</span>
<span id="cb2-12">                <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">break</span></span>
<span id="cb2-13">            token: ERC20 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> registry.tokens(token_id)</span>
<span id="cb2-14">            token_balance: uint256 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> token.balanceOf(user)</span>
<span id="cb2-15">            permit2_allowance: uint256 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> token.allowance(user, permit2.address)</span>
<span id="cb2-16">            num_vaults: uint256 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> registry.numVaults(token)</span>
<span id="cb2-17">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> vault_id <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>):</span>
<span id="cb2-18">                <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> vault_id <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> num_vaults:</span>
<span id="cb2-19">                    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">break</span></span>
<span id="cb2-20">                vault: ERC20 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> registry.vaults(token, vault_id)</span>
<span id="cb2-21">                vault_balance: uint256 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> vault.balanceOf(user)</span>
<span id="cb2-22">                <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> token_balance <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">or</span> vault_balance <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>:</span>
<span id="cb2-23">                    vaults.append(TokenInfo({</span>
<span id="cb2-24">                        token: token.address,</span>
<span id="cb2-25">                        vault: vault.address,</span>
<span id="cb2-26">                        decimals: ERC20Detailed(token.address).decimals(),</span>
<span id="cb2-27">                        token_balance: token_balance,</span>
<span id="cb2-28">                        vault_balance: vault_balance,</span>
<span id="cb2-29">                        permit2_allowance: permit2_allowance,</span>
<span id="cb2-30">                        symbol: ERC20Detailed(token.address).symbol(),</span>
<span id="cb2-31">                        vault_api: Vault(vault.address).apiVersion(),</span>
<span id="cb2-32">                        vault_share_price: Vault(vault.address).pricePerShare(),</span>
<span id="cb2-33">                        latest: registry_b.latestVault(token.address) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> vault.address,</span>
<span id="cb2-34">                    }))</span>
<span id="cb2-35">    </span>
<span id="cb2-36">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> vaults</span></code></pre></div>
</section>
<section id="ux-considerations" class="level2">
<h2 class="anchored" data-anchor-id="ux-considerations">UX considerations</h2>
<p>It is important for me the dapp is both simple and transparent. From there we can infer a few more rules.</p>
<p>Vault shares are an implementation detail. We only show the token balances and automatically convert vault shares to underlying assets.</p>
<p>Similarly, the interplay between the assets in the wallet and the vault invites us to group them together. We can even add a playful indicator that shows a percentage of a certain token that’s earning yield.</p>
<p>The next feature is designed to warm your heart as a dev. For all actions we show a corresponding pseudocode that you can copy over to a tool of your choosing and call the contract yourself.</p>
<p>For users, we are educating them that the EVM is kinda like Python, where you pay money to call function in programs and maybe receive some points.</p>
<p>Of course, we always reveal the contract addresses we are calling, so the user can double check the intent.</p>
</section>
<section id="tools-for-the-job" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="tools-for-the-job">Tools for the job</h2>
<p>Save your time by picking a good library of UI components. I built my first site with <a href="https://tailwindcss.com/">Tailwind</a> alone. This one I started with <a href="https://ui.shadcn.com/">shadcn/ui</a>, but ultimately went with <a href="https://www.radix-ui.com/themes/playground">Radix</a>. It has the level of abstraction that feels just right.</p>
<div class="page-columns page-full"><p>I made my previous dapp<sup>5</sup> with Next.js and have soon realized I don’t need any of its features.</p><div class="no-row-height column-margin column-container"><li id="fn5"><p><sup>5</sup>&nbsp;<a href="https://looper-next.vercel.app/">loop da woop</a></p></li></div></div>
<div class="page-columns page-full"><p>This time I saved time by starting the project with <code>create-wagmi</code><sup>6</sup> with <code>vite-react</code> template. It gets you a simple page with a wallet connector.</p><div class="no-row-height column-margin column-container"><li id="fn6"><p><sup>6</sup>&nbsp;<a href="https://wagmi.sh/cli/create-wagmi">wagmi.sh</a></p></li></div></div>
</section>
<section id="noteable-lines" class="level2">
<h2 class="anchored" data-anchor-id="noteable-lines">Noteable lines</h2>
<p>As usual, I’m sharing the full source for you to learn. Here are some things you may find useful.</p>
<p>Buy <a href="https://github.com/banteg/yearn-permit/blob/698f679239df67f7abf0d0ec7a27aa369d36b0e8/scripts/fork.py#L70-L83">multiple tokens</a> in a single transaction. A great way to gas up a test account.</p>
<p><a href="https://github.com/banteg/yearn-permit/blob/master/scripts/query.py">Call a contract</a> without deploying it.</p>
<p>A <a href="https://github.com/banteg/yearn-permit/blob/master/ypermit/src/components/TxButton.tsx#L43-L72">dynamic notification</a> that shows the transaction after it’s been broadcasted and resolves after it’s been confirmed.</p>
<p>An easy way to get <a href="https://github.com/banteg/yearn-permit/blob/dee8777cfba83d100e382f393c558305936d18fc/ypermit/src/components/SelectToken.tsx#L27">quality token logos</a>.</p>
<p>Format amounts to <a href="https://github.com/banteg/yearn-permit/blob/dee8777cfba83d100e382f393c558305936d18fc/ypermit/src/utils.ts#L15-L27">significant digits</a> while keeping integer preision.</p>
</section>
</section>
<section id="final-thoughts" class="level1">
<h1>Final thoughts</h1>
<p>This is my second React app and so far the journey has been quite smooth. The experience has certainly improved since the last time I’ve touched the frontend side.</p>
<p>Hope you learned something new from an inexperienced dev who has yet to learn what’s impossible.</p>
<p>I found it important not to share the work with anyone before I consider it finished. This allows you to have full creative control and fullfill your vision without clouding it.</p>
<p>You can try out the live version at <a href="https://points.ape.tax/">here</a>.</p>
<p>The code is available <a href="https://github.com/banteg/yearn-permit">here</a>.</p>
</section>
<section id="demo" class="level1">
<h1>Demo</h1>
<div class="quarto-video"><video id="video_shortcode_videojs_video1" height="600" class="video-js vjs-default-skin " controls="" preload="auto" data-setup="{}" title=""><source src="ypermit.mp4"></video></div>


</section>


 ]]></description>
  <category>vyper</category>
  <category>react</category>
  <guid>https://banteg.xyz/posts/yearn-permit/index.html</guid>
  <pubDate>Tue, 30 Apr 2024 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/yearn-permit/cover.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Vyper Permit2 Tutorial</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/vyper-permit2/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/vyper-permit2/cover.jpg" class="cover img-fluid"></p>
<div class="page-columns page-full"><p>Permit2<sup>1</sup> is a contract that allows using Permit signatures<sup>2</sup> with any token. You just approve a Permit2 contract once and then you can use it with any contract that integrates it.</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<a href="https://github.com/Uniswap/permit2">uniswap/permit2</a></p></li><li id="fn2"><p><sup>2</sup>&nbsp;<a href="(https://eips.ethereum.org/EIPS/eip-2612)">ERC-2612: Permit Extension for EIP-20 Signed Approvals</a></p></li></div></div>
<p>It solves a crucial UX problem, but it has seen quite slow adoption. Possibly because its documentation leaves the developers scratching their heads instead of giving them an idea how to integrate Permit2 in their contracts.</p>
<p>This tutorial will teach you how to use Permit2 contract from Vyper and Python using copy and paste method.</p>
<section id="vyper-contract" class="level2">
<h2 class="anchored" data-anchor-id="vyper-contract">Vyper contract</h2>
<p>The first snippet defines everything you need to call the Permit2 contract. It defines all the needed structs and the interface you’ll be calling.</p>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">struct TokenPermissions:</span>
<span id="cb1-2">    token: address</span>
<span id="cb1-3">    amount: uint256</span>
<span id="cb1-4"></span>
<span id="cb1-5">struct PermitTransferFrom:</span>
<span id="cb1-6">    permitted: TokenPermissions</span>
<span id="cb1-7">    nonce: uint256</span>
<span id="cb1-8">    deadline: uint256</span>
<span id="cb1-9"></span>
<span id="cb1-10">struct SignatureTransferDetails:</span>
<span id="cb1-11">    to: address</span>
<span id="cb1-12">    requestedAmount: uint256</span>
<span id="cb1-13"></span>
<span id="cb1-14">interface Permit2:</span>
<span id="cb1-15">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> permitTransferFrom(</span>
<span id="cb1-16">        permit: PermitTransferFrom,</span>
<span id="cb1-17">        transferDetails: SignatureTransferDetails,</span>
<span id="cb1-18">        owner: address,</span>
<span id="cb1-19">        signature: Bytes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">65</span>]</span>
<span id="cb1-20">    ): nonpayable</span>
<span id="cb1-21"></span>
<span id="cb1-22">permit2: immutable(Permit2)</span>
<span id="cb1-23"></span>
<span id="cb1-24"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@external</span></span>
<span id="cb1-25"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__init__</span>():</span>
<span id="cb1-26">    permit2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Permit2(<span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x000000000022D473030F116dDEE9F6B43aC78BA3</span>)</span></code></pre></div>
<p>Add a new deposit method and use it as follows:</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@external</span></span>
<span id="cb2-2"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> deposit_permit(amount: uint256, nonce: uint256, deadline: uint256, signature: Bytes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">65</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> uint256:</span>
<span id="cb2-3">    permit2.permitTransferFrom(</span>
<span id="cb2-4">        PermitTransferFrom({</span>
<span id="cb2-5">            permitted: TokenPermissions({token: <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.token, amount: amount}),</span>
<span id="cb2-6">            nonce: nonce,</span>
<span id="cb2-7">            deadline: deadline</span>
<span id="cb2-8">        }),</span>
<span id="cb2-9">        SignatureTransferDetails({to: <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, requestedAmount: amount}),</span>
<span id="cb2-10">        msg.sender,</span>
<span id="cb2-11">        signature,</span>
<span id="cb2-12">    )</span>
<span id="cb2-13">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># you have the amount of token here</span></span>
<span id="cb2-14">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.vault.deposit(amount, msg.sender)</span></code></pre></div>
<p>Note that <code>requestedAmount</code> can be lower than permitted amount, but it cannot exceed it.</p>
</section>
<section id="generate-a-signature" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="generate-a-signature">Generate a signature</h2>
<div class="page-columns page-full"><p>Now that our contract accepts Permit2 signatures, we need to learn how to generate them. I’ll show how to do this with ape<sup>3</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<a href="https://github.com/apeworx/ape">apeworx/ape</a></p></li></div></div>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb3-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">$</span> ape console <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--network</span> ethereum:mainnet-fork:foundry</span></code></pre></div>
<p>Before using Permit2, the user would need to approve it. Luckily one approval is enough to use it with any number of contracts.</p>
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1">dev <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> accounts.load(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"harambe"</span>)</span>
<span id="cb4-2">your_contract <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> project.YourContract.deploy(sender<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>dev)</span>
<span id="cb4-3"></span>
<span id="cb4-4">token <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Contract(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"choose your own"</span>)</span>
<span id="cb4-5">permit2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Contract(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x000000000022D473030F116dDEE9F6B43aC78BA3"</span>)</span>
<span id="cb4-6"></span>
<span id="cb4-7">token.approve(permit2, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">256</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, sender<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>dev)</span></code></pre></div>
<div class="page-columns page-full"><p>Then you you need a valid EIP-712 signature. We’ll be using <code>eip712</code><sup>4</sup> library maintained by ApeWorX.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://github.com/ApeWorX/eip712">apeworx/eip712</a></p></li></div></div>
<p>You may notice the type you sign slightly differs from the Vyper struct. When verifying, the <code>spender</code> is always set to the calling contract.</p>
<div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> eip712 <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> EIP712Message, EIP712Type</span>
<span id="cb5-2"></span>
<span id="cb5-3"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> TokenPermissions(EIP712Type):</span>
<span id="cb5-4">    token: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"address"</span></span>
<span id="cb5-5">    amount: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span></span>
<span id="cb5-6"></span>
<span id="cb5-7"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> PermitTransferFrom(EIP712Message):</span>
<span id="cb5-8">    _name_ <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Permit2"</span></span>
<span id="cb5-9">    _chainId_ <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb5-10">    _verifyingContract_ <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x000000000022D473030F116dDEE9F6B43aC78BA3"</span></span>
<span id="cb5-11"></span>
<span id="cb5-12">    permitted: TokenPermissions</span>
<span id="cb5-13">    spender: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"address"</span></span>
<span id="cb5-14">    nonce: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span></span>
<span id="cb5-15">    deadline: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span></span></code></pre></div>
<p>In Permit2, <code>nonce</code> is non-monotonic. You need to set it to any unused value. I recommend setting it to the the last block timestamp. The <code>deadline</code> is a unix timestamp as usual.</p>
<div class="sourceCode" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1">nonce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> chain.blocks[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].timestamp</span>
<span id="cb6-2">deadline <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> nonce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">86400</span></span>
<span id="cb6-3"></span>
<span id="cb6-4">permit <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PermitTransferFrom(</span>
<span id="cb6-5">    TokenPermissions(token, amount),</span>
<span id="cb6-6">    your_contract,</span>
<span id="cb6-7">    nonce,</span>
<span id="cb6-8">    deadline,</span>
<span id="cb6-9">)</span></code></pre></div>
<p>The <code>signature</code> is accepted in <code>rsv</code> format. There is a handy method to encode it that way.</p>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1">user <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> accounts.load(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'harambe'</span>)</span>
<span id="cb7-2">signature <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> user.sign_message(permit).encode_rsv()</span>
<span id="cb7-3"></span>
<span id="cb7-4">tx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> your_contract.deposit_permit(amount, nonce, deadline, signature)</span>
<span id="cb7-5">tx.show_trace()</span></code></pre></div>
<p>Congrats! You’ve just made a permit deposit into your toy vault.</p>


</section>


 ]]></description>
  <category>vyper</category>
  <category>ape</category>
  <guid>https://banteg.xyz/posts/vyper-permit2/index.html</guid>
  <pubDate>Wed, 24 Apr 2024 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/vyper-permit2/cover.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Ethereum Transfers Heatmap</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/heatmap/index.html</link>
  <description><![CDATA[ 



<p>This work is heavily inspired by the amazing visualizations of bitcoin inputs/outputs at <a href="https://utxo.live/">utxo.live</a>.</p>
<p>I’ve <a href="https://twitter.com/banteg/status/1705260495920341052">replicated</a> it by plotting 2.1 billion native ether transfers.</p>
<div class="column-screen-inset">
<p><img src="https://banteg.xyz/posts/heatmap/ether.png" class="img-fluid"></p>
</div>
<p>This post will apply the same method to ERC20 token transfers, so you can follow along with your favortite token and without needing a large transfers dataset.</p>
<p>We will be using <code>jupyter</code>, <code>cryo</code>, <code>polars</code>, <code>matplotlib</code>, <code>datashader</code>, <code>altair</code>. You will learn how to render billions of data points and how to display them properly.</p>
<section id="ethereum-data" class="level2">
<h2 class="anchored" data-anchor-id="ethereum-data">Ethereum data</h2>
<p>We’ll make a heatmap of amount distribution among 18.3 million DAI transfers on Ethereum mainnet.</p>
<p>If you want a larger dataset, you can try USDC (73.3 million), BTC UTXO (129 million), USDT (206 million transfers) or native ether transfers (2.1 billion).</p>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T19:42:26.827081Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T19:42:26.826609Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T19:42:26.831988Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T19:42:26.830984Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T19:42:26.827050Z&quot;}" data-execution_count="2">
<div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">contract_address <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x6b175474e89094c44da98b954eedeac495271d0f"</span></span>
<span id="cb1-2">topic0 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0xddf252ad1be2c89b69c2b068fc378daa952ba7f163c4a11628f55a4df523b3ef"</span></span>
<span id="cb1-3">amount_scale <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e18</span></span></code></pre></div>
</div>
<p>If you have <code>cryo logs</code> (125 GB) dataset available, you can slice a subset from it, filtering by <code>contract_address</code> and <code>topic0</code>.</p>
<p>You can also get it ad hoc using cryo. We only require <code>block_number</code> and <code>data</code> columns, with <code>data</code> encoding the amount sent.</p>
<p>If you want to plot native ether transfers, you would need <code>cryo transactions</code> (304 GB) dataset.</p>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T20:52:37.442545Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T20:52:37.442052Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T20:52:37.447871Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T20:52:37.446609Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T20:52:37.442522Z&quot;}" data-execution_count="322">
<details>
<summary>Imports and configs</summary>
<div class="sourceCode cell-code" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> cryo</span>
<span id="cb2-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> numpy <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> np</span>
<span id="cb2-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> polars <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> pl</span>
<span id="cb2-4"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> cmasher</span>
<span id="cb2-5"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> IPython <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> display</span>
<span id="cb2-6"></span>
<span id="cb2-7">pl.Config.set_tbl_hide_column_data_types(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb2-8">pl.Config.set_tbl_hide_dataframe_shape(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span></code></pre></div>
</details>
</div>
<div class="tabset-margin-container"></div><div class="panel-tabset">
<ul class="nav nav-tabs"><li class="nav-item"><a class="nav-link active" id="tabset-1-1-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-1" aria-controls="tabset-1-1" aria-selected="true">I have logs dataset</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-2-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-2" aria-controls="tabset-1-2" aria-selected="false">I don’t have logs dataset</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-3-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-3" aria-controls="tabset-1-3" aria-selected="false">I want ether transfers</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-4-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-4" aria-controls="tabset-1-4" aria-selected="false">I want bitcoin outputs</a></li></ul>
<div class="tab-content">
<div id="tabset-1-1" class="tab-pane active" aria-labelledby="tabset-1-1-tab">
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> eth_utils <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> decode_hex</span>
<span id="cb3-2"></span>
<span id="cb3-3">raw_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb3-4">    pl.scan_parquet(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/data/logs/*.parquet"</span>)</span>
<span id="cb3-5">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(</span>
<span id="cb3-6">        (pl.col.contract_address <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> decode_hex(contract_address))</span>
<span id="cb3-7">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span> (pl.col.topic0 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> decode_hex(topic0))</span>
<span id="cb3-8">    )</span>
<span id="cb3-9">    .select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data"</span>)</span>
<span id="cb3-10">)</span></code></pre></div>
</div>
<div id="tabset-1-2" class="tab-pane" aria-labelledby="tabset-1-2-tab">
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1">cryo.freeze(</span>
<span id="cb4-2">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"logs"</span>,</span>
<span id="cb4-3">    contract<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>contract_address,</span>
<span id="cb4-4">    topic0<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>topic0,</span>
<span id="cb4-5">    align<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>,</span>
<span id="cb4-6">    chunk_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">100000</span>,</span>
<span id="cb4-7">    columns<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data"</span>],</span>
<span id="cb4-8">    sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>],</span>
<span id="cb4-9">    output_dir<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"cryo_logs"</span>,</span>
<span id="cb4-10">)</span>
<span id="cb4-11">raw_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.scan_parquet(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"cryo_logs/*.parquet"</span>)</span></code></pre></div>
</div>
<div id="tabset-1-3" class="tab-pane" aria-labelledby="tabset-1-3-tab">
<div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1">raw_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb5-2">    pl.scan_parquet(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/data/transactions/*.parquet"</span>)</span>
<span id="cb5-3">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0"</span>)</span>
<span id="cb5-4">    .with_columns(amount<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.value.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.to_decimal().cast(pl.Float64()) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e18</span>)</span>
<span id="cb5-5">    .select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"amount"</span>)</span>
<span id="cb5-6">)</span></code></pre></div>
</div>
<div id="tabset-1-4" class="tab-pane" aria-labelledby="tabset-1-4-tab">
<p>First, export the outstanding coins with <a href="https://github.com/in3rsha/bitcoin-utxo-dump">bitcoin-utxo-dump</a>.</p>
<div class="sourceCode" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb6-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">bitcoin-utxo-dump</span> <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-f</span> height,amount</span></code></pre></div>
<p>Then, extract block timestamps from LevelDB using <a href="https://github.com/alecalve/python-bitcoin-blockchain-parser">python-bitcoin-blockchain-parser</a> and join them with the coins.</p>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> os.path <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> expanduser</span>
<span id="cb7-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> blockchain_parser.blockchain <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Blockchain</span>
<span id="cb7-3"></span>
<span id="cb7-4">blocks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb7-5">blockchain <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Blockchain(expanduser(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/.bitcoin/blocks"</span>))</span>
<span id="cb7-6"></span>
<span id="cb7-7"><span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> block <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> blockchain.get_ordered_blocks(expanduser(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/.bitcoin/blocks/index"</span>)):</span>
<span id="cb7-8">    blocks.append((block.height, block.header.timestamp))</span>
<span id="cb7-9"></span>
<span id="cb7-10">blocks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.DataFrame(blocks, schema<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"height"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>])</span>
<span id="cb7-11">utxo <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.read_csv(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"utxodump.csv"</span>)</span>
<span id="cb7-12"></span>
<span id="cb7-13">decoded_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb7-14">    utxo.join(blocks, on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"height"</span>).sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"height"</span>).rename({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"height"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>})</span>
<span id="cb7-15">)</span></code></pre></div>
</div>
</div>
</div>
<p>Decode the amounts from <code>data</code> column using <code>map_batches</code>. If your machine can’t fit the whole column into memory, you can try your luck with <code>map_elements</code>.</p>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T19:42:36.141478Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T19:42:36.140980Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T19:43:08.995287Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T19:43:08.994281Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T19:42:36.141433Z&quot;}" data-execution_count="4">
<div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> decode_amounts(series):</span>
<span id="cb8-2">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> pl.Series(</span>
<span id="cb8-3">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"amount"</span>,</span>
<span id="cb8-4">        [<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>.from_bytes(item, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"big"</span>) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> series],</span>
<span id="cb8-5">        dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.Float64,</span>
<span id="cb8-6">    )</span>
<span id="cb8-7"></span>
<span id="cb8-8"></span>
<span id="cb8-9">decoded_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> raw_transfers.select(</span>
<span id="cb8-10">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>,</span>
<span id="cb8-11">    amount<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.data.map_batches(decode_amounts) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> amount_scale,</span>
<span id="cb8-12">).collect()</span></code></pre></div>
</div>
</section>
<section id="heatmap-size" class="level2">
<h2 class="anchored" data-anchor-id="heatmap-size">Heatmap size</h2>
<p>We need to decide on the heatmap size early, because the bucket sizes would depend on it. Let data inform our decision.</p>
<p>The x axis would show the timestamp, so we need to know the date range to pick an appropriate interval.</p>
<p>To do this, we look up timestamps from <code>cryo blocks</code> (0.86 GB) dataset.</p>
<div class="cell" data-execution_count="318">
<div class="sourceCode cell-code" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1">blocks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb9-2">    pl.scan_parquet(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/data/blocks/*.parquet"</span>)</span>
<span id="cb9-3">    .select(</span>
<span id="cb9-4">        block_number<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"number"</span>,</span>
<span id="cb9-5">        timestamp<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.from_epoch(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>),</span>
<span id="cb9-6">    )</span>
<span id="cb9-7">    .collect()</span>
<span id="cb9-8">)</span>
<span id="cb9-9">decoded_transfers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> decoded_transfers.join(blocks, on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"block_number"</span>)</span>
<span id="cb9-10"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(decoded_transfers), <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'transfers'</span>)</span></code></pre></div>
<div class="cell-output cell-output-stdout">
<pre><code>18348925 transfers</code></pre>
</div>
</div>
<div class="cell" data-execution_count="7">
<div class="sourceCode cell-code" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1">interval <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"1d"</span></span>
<span id="cb11-2"></span>
<span id="cb11-3">time_span <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> decoded_transfers.select(</span>
<span id="cb11-4">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.timestamp.first(),</span>
<span id="cb11-5">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.timestamp.last(),</span>
<span id="cb11-6">).with_columns(</span>
<span id="cb11-7">    pl.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">all</span>().dt.truncate(interval).suffix(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"_t"</span>),</span>
<span id="cb11-8">    span<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> pl.col.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>,</span>
<span id="cb11-9">)</span>
<span id="cb11-10">time_range <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.datetime_range(</span>
<span id="cb11-11">    time_span[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"min_t"</span>], time_span[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"max_t"</span>], interval, eager<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span></span>
<span id="cb11-12">)</span>
<span id="cb11-13">time_span.select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"min"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"max"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"span"</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="7">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">min</th>
<th data-quarto-table-cell-role="th">max</th>
<th data-quarto-table-cell-role="th">span</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>2019-11-13 21:22:33</td>
<td>2023-09-24 09:34:59</td>
<td>1410d 12h 12m 26s</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>The data spans 1410.5 days, a 1 day interval sounds fitting. We generate a datetime range to avoid any off-by-one errors later.</p>
<p>For the y axis, we would likely want a log scale. We look up the range in the data, but choose the extents ourselves.</p>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T20:52:42.181559Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T20:52:42.181208Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T20:52:42.296677Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T20:52:42.295835Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T20:52:42.181532Z&quot;}" data-execution_count="8">
<div class="sourceCode cell-code" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb12-1">amount_span <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> decoded_transfers.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.amount <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>).select(</span>
<span id="cb12-2">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.amount.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>(),</span>
<span id="cb12-3">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.amount.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>(),</span>
<span id="cb12-4">    min_log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.amount.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>().log(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>),</span>
<span id="cb12-5">    max_log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.amount.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>().log(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>),</span>
<span id="cb12-6">)</span>
<span id="cb12-7">amount_span</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="8">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">min</th>
<th data-quarto-table-cell-role="th">max</th>
<th data-quarto-table-cell-role="th">min_log</th>
<th data-quarto-table-cell-role="th">max_log</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>1.0000e-18</td>
<td>5.4545e8</td>
<td>-18.0</td>
<td>8.736753</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T20:52:43.377815Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T20:52:43.377365Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T20:52:43.386374Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T20:52:43.385421Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T20:52:43.377786Z&quot;}" data-execution_count="300">
<div class="sourceCode cell-code" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb13-1">golden <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">**</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span></span>
<span id="cb13-2">aspect <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> golden</span>
<span id="cb13-3">width <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(time_range)</span>
<span id="cb13-4">height <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(width <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> aspect)</span>
<span id="cb13-5">buckets <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.logspace(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>, height)</span>
<span id="cb13-6">width, height</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="300">
<pre><code>(1412, 872)</code></pre>
</div>
</div>
</section>
<section id="heatmap-data" class="level2">
<h2 class="anchored" data-anchor-id="heatmap-data">Heatmap data</h2>
<p>Polars has a very handy <code>cut</code> method for binning values into buckets. We count the number of transfers with the amount falling in every bucket on each day.</p>
<p>For amounts exceeding the bucket range, polars uses a <code>float("inf")</code> break, which wouldn’t work with <code>datashader</code>. We fix this in the last step, as well as zero out the lowest bucket, as it includes all lower values, which makes it not very useful.</p>
<div class="cell" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T20:52:44.879180Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T20:52:44.878005Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T20:52:46.433585Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T20:52:46.432492Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T20:52:44.879136Z&quot;}" data-execution_count="320">
<div class="sourceCode cell-code" id="cb15" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb15-1">transfer_stats <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb15-2">    decoded_transfers.with_columns(</span>
<span id="cb15-3">        bucket<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.amount.cut(buckets, include_breaks<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>),</span>
<span id="cb15-4">    )</span>
<span id="cb15-5">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>)</span>
<span id="cb15-6">    .group_by_dynamic(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>, every<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>interval)</span>
<span id="cb15-7">    .agg(</span>
<span id="cb15-8">        txs_per_bucket<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.bucket.struct.field(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"brk"</span>).value_counts(),</span>
<span id="cb15-9">    )</span>
<span id="cb15-10">    .explode(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"txs_per_bucket"</span>)</span>
<span id="cb15-11">    .unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"txs_per_bucket"</span>)</span>
<span id="cb15-12">    .rename({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"brk"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"bucket"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"counts"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_txs"</span>})</span>
<span id="cb15-13">    .with_columns(</span>
<span id="cb15-14">        bucket<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.when(pl.col.bucket <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"inf"</span>))</span>
<span id="cb15-15">        .then(buckets[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>])</span>
<span id="cb15-16">        .otherwise(pl.col.bucket),</span>
<span id="cb15-17">        num_txs<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.when(pl.col.bucket <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> buckets[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]).then(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>).otherwise(pl.col.num_txs),</span>
<span id="cb15-18">    )</span>
<span id="cb15-19">)</span>
<span id="cb15-20"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(transfer_stats), <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"datapoints"</span>)</span></code></pre></div>
<div class="cell-output cell-output-stdout">
<pre><code>837412 datapoints</code></pre>
</div>
</div>
</section>
<section id="matplotlib" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="matplotlib">Matplotlib</h2>
<p>With these data points we can plot the data. You can’t really use your regular charting methods when dealing with millions of points.</p>
<p>But what is a heatmap if not a colormapped raster image? We could try to construct the image from our dense data, looking up x coordinates from <code>time_range</code> and y coordinates from <code>buckets</code>.</p>
<p>To add the properly labeled ticks, we do a reverse translation from x and y coordinates to timestamp and buckets. We would override the tick labels with our computed values.</p>
<div class="page-columns page-full"><p>To render the image, we could use something like <code>imshow</code> from <code>matplotlib</code>. It will appear very dim, so you would want to adjust the data or do some colormap normalization<sup>1</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<a href="https://matplotlib.org/stable/users/explain/colors/colormapnorms.html">Colormap normalization</a></p></li></div></div>
<div class="page-columns page-full"><p>More search might bring a different approach with histogram equalization<sup>2</sup> from <code>scikit-image</code> to finally arrive at a decent result.</p><div class="no-row-height column-margin column-container"><li id="fn2"><p><sup>2</sup>&nbsp;<a href="https://scikit-image.org/docs/stable/auto_examples/color_exposure/plot_equalize.html">Histogram equalization</a></p></li></div></div>
<p>If you try to add the axes, you would quickly learn that matplotlib was not designed to deal with exact dimensions. For some reason, it measures everything in inches. Moreover, if you try to rescale the axes, it would squish the image, and we want to blip the heatmap on the chart as is. There is <code>plt.figimage</code>, but it doesn’t work with 2x resolution and you would need to calculate the offset (in pixels this time) by hand.</p>
<p>Below I present an easier method, which relies on an obscure combination of options. If you create a figure the size of the image and then add the axes with zero margin, the image would be pixel perfect, but the axes would be outside frame. When saving an image, you can set <code>bbox_inches='tight'</code> and matplotlib would expand the output image to reveal the axes.</p>
<div class="cell page-columns page-full" data-execution_count="321">
<details>
<summary>See matplotlib code</summary>
<div class="sourceCode cell-code" id="cb17" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb17-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> matplotlib <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> pyplot <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> plt</span>
<span id="cb17-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> skimage.exposure <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> equalize_hist</span>
<span id="cb17-3"></span>
<span id="cb17-4"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>config InlineBackend.figure_format <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'retina'</span></span>
<span id="cb17-5"></span>
<span id="cb17-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># convert timestamps to x coordinates and buckets to y coordinates</span></span>
<span id="cb17-7">date_to_x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb17-8">    pl.DataFrame({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>: time_range})</span>
<span id="cb17-9">    .with_row_count()</span>
<span id="cb17-10">    .rename({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"row_nr"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"x"</span>})</span>
<span id="cb17-11">)</span>
<span id="cb17-12">bucket_to_y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb17-13">    pl.DataFrame({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"bucket"</span>: buckets})</span>
<span id="cb17-14">    .with_row_count()</span>
<span id="cb17-15">    .rename({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"row_nr"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"y"</span>})</span>
<span id="cb17-16">)</span>
<span id="cb17-17">source <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb17-18">    transfer_stats</span>
<span id="cb17-19">    .join(date_to_x, on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>)</span>
<span id="cb17-20">    .join(bucket_to_y, on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"bucket"</span>)</span>
<span id="cb17-21">)</span>
<span id="cb17-22"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># convert datapoints to image</span></span>
<span id="cb17-23">x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> source[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"x"</span>].to_numpy()</span>
<span id="cb17-24">y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> source[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"y"</span>].to_numpy()</span>
<span id="cb17-25">w <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> source[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_txs"</span>].to_numpy()</span>
<span id="cb17-26">H, xe, ye <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.histogram2d(x, y, weights<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>w, bins<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[width, height])</span>
<span id="cb17-27"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># match the figure size with the image size</span></span>
<span id="cb17-28">dpi <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">120</span></span>
<span id="cb17-29">fig <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.figure(figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(width <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> dpi, height <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> dpi), dpi<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>dpi)</span>
<span id="cb17-30">fig.add_axes((<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>), frame_on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>)</span>
<span id="cb17-31"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># note: histogram2d flips the cartesian coordinates</span></span>
<span id="cb17-32">im <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.imshow(equalize_hist(H.T), origin<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"lower"</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmasher.freeze)</span>
<span id="cb17-33">ax <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.gca()</span>
<span id="cb17-34"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># y axis ticks</span></span>
<span id="cb17-35">y_ticks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.logspace(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>)</span>
<span id="cb17-36">y_indexes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [np.where(buckets <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;=</span> t)[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> t <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> y_ticks]</span>
<span id="cb17-37">ax.set_yticks(y_indexes, [<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'$10^</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">{{</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(np.log10(n))<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">}}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">$'</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> n <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> y_ticks])</span>
<span id="cb17-38"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># x axis ticks</span></span>
<span id="cb17-39">dts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> date_to_x.group_by_dynamic(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'timestamp'</span>, every<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'1q'</span>).agg(pl.col.x.first()).tail(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb17-40">x_ticks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> dts[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'timestamp'</span>].cast(pl.Date).to_list()</span>
<span id="cb17-41">ax.set_xticks(dts[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'x'</span>].to_numpy(), [<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>x<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>strftime(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"%b"</span>)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> (<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>x<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>strftime(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"%Y"</span>)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> x.month <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">else</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">""</span>) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> x <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> x_ticks])</span>
<span id="cb17-42">plt.title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'DAI transfer amount heatmap'</span>)</span>
<span id="cb17-43"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># this method works both for `show` and `savefig`</span></span>
<span id="cb17-44">plt.savefig(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'heatmap-matplotlib.png'</span>, bbox_inches<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'tight'</span>)</span>
<span id="cb17-45">plt.show()</span></code></pre></div>
</details>
<div class="cell-output cell-output-display column-page-right">
<p><img src="https://banteg.xyz/posts/heatmap/index_files/figure-html/cell-11-output-1.png" class="img-fluid"></p>
</div>
</div>
</section>
<section id="datashader" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="datashader">Datashader</h2>
<p>But what if I told you there is a better way, which does much of this by default.</p>
<div class="page-columns page-full"><p>You know the devs are onto something when their tutorial starts from a chapter-long rant<sup>3</sup> about all the bad charts people are making.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<a href="https://datashader.org/user_guide/Plotting_Pitfalls.html">Plotting pitfalls</a></p></li></div></div>
<div class="page-columns page-full"><p>Their peers also have strong words (and a paper<sup>4</sup>) about colormaps matplotlib ships with. Instead, they recommend using a perceptually uniform colormap. Two such collections are <a href="https://colorcet.holoviz.org/">colorcet</a> and <a href="https://cmasher.readthedocs.io/user/introduction.html">cmasher</a>, the latter offers more artistic options.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://arxiv.org/abs/1509.03700">Good Colour Maps: How to Design Them</a></p></li></div></div>
<p>We use <code>datashader</code> here, since it offers a pipeline flexible enough to render a billion points on a laptop.</p>
<p>First, convert the timestamps to float as required by <code>xarray</code>. Normalize the transaction counts by day using a window function so the image is more legible. If you want to use raw counts, change <code>ds.sum("normalized")</code> to <code>ds.sum("num_txs")</code>.</p>
<p>Next, create a canvas and add the data points there. Datashader supports aggregation, so you can simply halve <code>plot_width</code> and <code>plot_height</code> and it would render a preview image for you. Fill untouched buckets with zeros, otherwise they would appear as transparent.</p>
<p>Verify the dimensions are correct using <code>ds.count</code> aggregation. If you see horizontal or vertical streaks, your sizes do not match up.</p>
<p>Finally, apply a colormap using <code>tf.shade</code>. It would normalize the values to better translate them to the colormap. By default, datashader uses histogram equalization <code>how="eq_hist"</code>, a nice choice for a large dataset. It would spread out the values in a way that would occupy the full range of the colormap, bringing out the most contrast. Other options include <code>linear</code> (matplotlib default), logarithmic <code>log</code>, and cube root <code>cbrt</code>.</p>
<div class="cell page-columns page-full" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T20:54:33.715493Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T20:54:33.715194Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T20:54:34.245272Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T20:54:34.244297Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T20:54:33.715471Z&quot;}" data-execution_count="313">
<div class="sourceCode cell-code" id="cb18" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb18-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> datashader <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> ds</span>
<span id="cb18-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> datashader <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> transfer_functions <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> tf</span>
<span id="cb18-3"></span>
<span id="cb18-4">df <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> transfer_stats.with_columns(</span>
<span id="cb18-5">    pl.col.timestamp.cast(pl.Float64),</span>
<span id="cb18-6">    normalized<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_txs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> pl.col.num_txs.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>().over(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>),</span>
<span id="cb18-7">).to_pandas()</span>
<span id="cb18-8"></span>
<span id="cb18-9">canvas <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ds.Canvas(plot_width<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>width, plot_height<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>height, y_axis_type<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"log"</span>)</span>
<span id="cb18-10">points <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> canvas.points(df, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"bucket"</span>, agg<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>ds.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"normalized"</span>)).fillna(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb18-11">heatmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tf.shade(points, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmasher.freeze)</span>
<span id="cb18-12">heatmap.to_pil().save(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"heatmap.png"</span>)</span>
<span id="cb18-13">display.Image(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"heatmap.png"</span>)</span></code></pre></div>
<div class="cell-output cell-output-display column-page-right" data-execution_count="313">
<p><img src="https://banteg.xyz/posts/heatmap/index_files/figure-html/cell-12-output-1.png" class="img-fluid"></p>
</div>
</div>
</section>
<section id="altair" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="altair">Altair</h2>
<p>We have plotted 837,412 data points faster than you blinked. And datashader did a much better job than matplotlib utilizing the full range of the colormap.</p>
<p>Below I will show another way of adding axes to the image using <a href="https://altair-viz.github.io/">altair</a>.</p>
<p>Altair excels at layering and combining charts. We plot two points: one with the minimum coordinates where we blip the image, and another invisible point at the maximum coordinates. The chart size is halved so it renders better on a retina screen.</p>
<p>To render an image in altair, you specify an url, which doesn’t work with local images in a local jupyter easily. The workaround is to embed a base64-encoded image in the source data.</p>
<div class="page-columns page-full"><p>The upside of this approach is you have real axes now, which you can allow altair to render nicely instead of mapping the values by hand. The chart also looks crisp at any resolution because everything but the heatmap is vector, unlike matplotlib<sup>5</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn5"><p><sup>5</sup>&nbsp;matplotlib can render svg, but nobody uses this for some reason</p></li></div></div>
<div class="cell page-columns page-full" data-execution="{&quot;iopub.execute_input&quot;:&quot;2023-09-24T21:06:07.125750Z&quot;,&quot;iopub.status.busy&quot;:&quot;2023-09-24T21:06:07.125145Z&quot;,&quot;iopub.status.idle&quot;:&quot;2023-09-24T21:06:07.204878Z&quot;,&quot;shell.execute_reply&quot;:&quot;2023-09-24T21:06:07.204231Z&quot;,&quot;shell.execute_reply.started&quot;:&quot;2023-09-24T21:06:07.125723Z&quot;}" data-execution_count="317">
<details>
<summary>See altair code</summary>
<div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> io</span>
<span id="cb19-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> base64</span>
<span id="cb19-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> altair <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> alt</span>
<span id="cb19-4"></span>
<span id="cb19-5"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> xarray_to_base64(image):</span>
<span id="cb19-6">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">buffer</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> io.BytesIO()</span>
<span id="cb19-7">    image.to_pil().convert(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"RGB"</span>).save(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">buffer</span>, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">format</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"png"</span>)</span>
<span id="cb19-8">    encoded <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> base64.b64encode(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">buffer</span>.getvalue())</span>
<span id="cb19-9">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data:image/png;base64,"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> encoded.decode()</span>
<span id="cb19-10"></span>
<span id="cb19-11"></span>
<span id="cb19-12">extents <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.DataFrame(</span>
<span id="cb19-13">    {</span>
<span id="cb19-14">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>: [transfer_stats[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>], transfer_stats[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp"</span>]],</span>
<span id="cb19-15">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"amount"</span>: [buckets[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], buckets[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>]],</span>
<span id="cb19-16">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"image_data"</span>: [xarray_to_base64(heatmap), <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>],</span>
<span id="cb19-17">    }</span>
<span id="cb19-18">)</span>
<span id="cb19-19"></span>
<span id="cb19-20">axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb19-21">    alt.Chart(</span>
<span id="cb19-22">        extents.to_pandas().tail(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>),</span>
<span id="cb19-23">        title<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"DAI transfer amount heatmap"</span>,</span>
<span id="cb19-24">        width<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>width <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>,</span>
<span id="cb19-25">        height<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>height <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>,</span>
<span id="cb19-26">    )</span>
<span id="cb19-27">    .mark_point(opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb19-28">    .encode(</span>
<span id="cb19-29">        alt.X(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp:T"</span>).axis(tickCount<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>, labelExpr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"[timeFormat(datum.value, '%b'), timeFormat(datum.value, '%m') == '01' ? timeFormat(datum.value, '%Y') : '']"</span>),</span>
<span id="cb19-30">        alt.Y(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"amount:Q"</span>).scale(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">type</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"log"</span>),</span>
<span id="cb19-31">    )</span>
<span id="cb19-32">)</span>
<span id="cb19-33"></span>
<span id="cb19-34">fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb19-35">    alt.Chart(</span>
<span id="cb19-36">        extents.to_pandas().head(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>),</span>
<span id="cb19-37">    )</span>
<span id="cb19-38">    .mark_image(width<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>width <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, height<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>height <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, align<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"left"</span>, baseline<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"bottom"</span>)</span>
<span id="cb19-39">    .encode(alt.X(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"timestamp:T"</span>), alt.Y(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"amount:Q"</span>), alt.Url(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"image_data"</span>))</span>
<span id="cb19-40">)</span>
<span id="cb19-41"></span>
<span id="cb19-42">(fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> axes).configure_axis(grid<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>).configure_view(stroke<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span></code></pre></div>
</details>
<div class="cell-output cell-output-display column-page-right" data-execution_count="317">

<style>
  #altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db.vega-embed {
    width: 100%;
    display: flex;
  }

  #altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db.vega-embed details,
  #altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db.vega-embed details summary {
    position: relative;
  }
</style>
<div id="altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db"></div>
<script type="text/javascript">
  var VEGA_DEBUG = (typeof VEGA_DEBUG == "undefined") ? {} : VEGA_DEBUG;
  (function(spec, embedOpt){
    let outputDiv = document.currentScript.previousElementSibling;
    if (outputDiv.id !== "altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db") {
      outputDiv = document.getElementById("altair-viz-f7b7f5aa042c4d0f8fc593d7b02586db");
    }
    const paths = {
      "vega": "https://cdn.jsdelivr.net/npm/vega@5?noext",
      "vega-lib": "https://cdn.jsdelivr.net/npm/vega-lib?noext",
      "vega-lite": "https://cdn.jsdelivr.net/npm/vega-lite@5.8.0?noext",
      "vega-embed": "https://cdn.jsdelivr.net/npm/vega-embed@6?noext",
    };

    function maybeLoadScript(lib, version) {
      var key = `${lib.replace("-", "")}_version`;
      return (VEGA_DEBUG[key] == version) ?
        Promise.resolve(paths[lib]) :
        new Promise(function(resolve, reject) {
          var s = document.createElement('script');
          document.getElementsByTagName("head")[0].appendChild(s);
          s.async = true;
          s.onload = () => {
            VEGA_DEBUG[key] = version;
            return resolve(paths[lib]);
          };
          s.onerror = () => reject(`Error loading script: ${paths[lib]}`);
          s.src = paths[lib];
        });
    }

    function showError(err) {
      outputDiv.innerHTML = `<div class="error" style="color:red;">${err}</div>`;
      throw err;
    }

    function displayChart(vegaEmbed) {
      vegaEmbed(outputDiv, spec, embedOpt)
        .catch(err => showError(`Javascript Error: ${err.message}<br>This usually means there's a typo in your chart specification. See the javascript console for the full traceback.`));
    }

    if(typeof define === "function" && define.amd) {
      requirejs.config({paths});
      require(["vega-embed"], displayChart, err => showError(`Error loading script: ${err.message}`));
    } else {
      maybeLoadScript("vega", "5")
        .then(() => maybeLoadScript("vega-lite", "5.8.0"))
        .then(() => maybeLoadScript("vega-embed", "6"))
        .catch(showError)
        .then(() => displayChart(vegaEmbed));
    }
  })({"config": {"view": {"continuousWidth": 300, "continuousHeight": 300, "stroke": null}, "axis": {"grid": false}}, "layer": [{"data": {"name": "data-03d3ae599f60afb93aead4210b3b9eeb"}, "mark": {"type": "image", "align": "left", "baseline": "bottom", "height": 436, "width": 706}, "encoding": {"url": {"field": "image_data", "type": "nominal"}, "x": {"field": "timestamp", "type": "temporal"}, "y": {"field": "amount", "type": "quantitative"}}}, {"data": {"name": "data-8e9222a062b61954f27231a06c6fff2b"}, "mark": {"type": "point", "opacity": 0}, "encoding": {"x": {"axis": {"tickCount": 10, "labelExpr": "[timeFormat(datum.value, '%b'), timeFormat(datum.value, '%m') == '01' ? timeFormat(datum.value, '%Y') : '']"}, "field": "timestamp", "type": "temporal"}, "y": {"field": "amount", "scale": {"type": "log"}, "type": "quantitative"}}, "title": "DAI transfer amount heatmap"}], "height": 436, "width": 706, "$schema": "https://vega.github.io/schema/vega-lite/v5.8.0.json", "datasets": {"data-03d3ae599f60afb93aead4210b3b9eeb": [{"timestamp": "2019-11-13T00:00:00", "amount": 0.01, "image_data": 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"}], "data-8e9222a062b61954f27231a06c6fff2b": [{"timestamp": "2023-09-24T00:00:00", "amount": 100000000.0, "image_data": null}]}}, {"mode": "vega-lite"});
</script>
</div>
</div>
</section>
<section id="prior-art" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="prior-art">Prior art</h2>
<p>If you are interested in this type of visualizations, you should check out these projects:</p>
<ul>
<li><a href="https://github.com/martinus/BitcoinUtxoVisualizer">BitcoinUtxoVisualizer</a> by martinus can produce a video<sup>6</sup> that shows the evolution of bitcoin unspent transaction outputs set</li>
<li><a href="https://github.com/Unbesteveable/utxo-live">utxo-live</a> by Unbesteveable can plot a heatmap by decoding UTXOs from a static <code>dumptxoutset</code> output.</li>
</ul>


<div class="no-row-height column-margin column-container"><li id="fn6"><p><sup>6</sup>&nbsp;<a href="https://www.youtube.com/watch?v=18m0bKsVb0Y">watch here</a>, last rendered in 2020</p></li></div></section>


 ]]></description>
  <category>ethereum</category>
  <category>data</category>
  <guid>https://banteg.xyz/posts/heatmap/index.html</guid>
  <pubDate>Tue, 26 Sep 2023 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/heatmap/cover.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Minimal Proxy Compendium</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/minimal-proxies/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/minimal-proxies/cover.png" class="cover img-fluid"></p>
<section id="part-i-proxy-types" class="level1 page-columns page-full">
<h1>PART I: Proxy Types</h1>
<p>While working on adding support for more proxy types to Ape, I got sucked into some of the most incredible onchain archeology. Follow along and you will be able to repeat this journey even on your laptop.</p>
<section id="what-is-a-proxy" class="level2">
<h2 class="anchored" data-anchor-id="what-is-a-proxy">What is a Proxy</h2>
<p>A proxy is a tiny contract, often in hand-written assembly, that makes it cheap to deploy instances of a logic contract while making it slightly more expensive to call them. Proxies are good citizens, they don’t clutter the blockchain state and they make creating a pool as affordable as making a trade.</p>
<p>They work by using a special type of call named <code>delegatecall</code> that keeps the execution context inside the proxy while executing the code of the implementation contract. This allows the code from the logic contract to be used as a library and interact with the storage of the proxy contract.</p>
<p>Let’s look at different proxies as they were invented.</p>
</section>
<section id="vyper-beta" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="vyper-beta">Vyper Beta</h2>
<p>Unlike Solidity that still lacks this feature, Vyper has offered a safe way of creating minimal proxies since the <a href="https://github.com/vyperlang/vyper/blob/v0.1.0-beta.1/vyper/functions/functions.py#L598-L614">very first beta</a>. The most widely used deployment of these pre-standard proxies can be found in Uniswap v1 <a href="https://github.com/Uniswap/v1-contracts/blob/master/contracts/uniswap_factory.vy#L23">factory contract</a>, which is responsible for the majority of 4270 instances that follow this pattern.</p>
<div class="page-columns page-full"><p>If you ever worked with Uniswap v1, you might know the quirk of these proxies, they always return 4096<sup>1</sup> bytes disregarding the actual response length.</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<code>0x1000</code> in hex</p></li></div></div>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb1-1">CALLDATASIZE</span>
<span id="cb1-2">PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb1-3">PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb1-4">CALLDATACOPY</span>
<span id="cb1-5">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x1000</span></span>
<span id="cb1-6">PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb1-7">CALLDATASIZE</span>
<span id="cb1-8">PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb1-9">PUSH20 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x2157a7894439191e520825fe9399ab8655e0f708</span></span>
<span id="cb1-10">GAS</span>
<span id="cb1-11">DELEGATECALL</span>
<span id="cb1-12">ISZERO</span>
<span id="cb1-13">PC</span>
<span id="cb1-14">JUMPI</span>
<span id="cb1-15">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x1000</span></span>
<span id="cb1-16">PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb1-17">RETURN</span></code></pre></div>
</section>
<section id="eip-1167-minimal-proxy-contract" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="eip-1167-minimal-proxy-contract">EIP-1167 Minimal Proxy Contract</h2>
<div class="page-columns page-full"><p>The most popular immutable proxy was invented in 2018 and got finalized<sup>2</sup> the next year. It is so abundant it accounts for 21.6% of all Ethereum contracts.</p><div class="no-row-height column-margin column-container"><li id="fn2"><p><sup>2</sup>&nbsp;<a href="https://eips.ethereum.org/EIPS/eip-1167">EIP‑1167: Minimal Proxy Contract</a></p></li></div></div>
<p>The standard also suggests an optimization where you are supposed to mine a shorter logic contract address and replace <code>PUSH20</code> with <code>PUSH16</code>, saving 4 bytes on every deployment but winning nothing in terms of runtime costs.</p>
<p>Five years later, out of 13,504,799 instances across 31,618 implementations, only 2 have followed the advice, and only 1 to the letter.</p>
<section id="optimized-eip-1167" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="optimized-eip-1167">Optimized EIP-1167</h3>
<div class="page-columns page-full"><p>The first successful attempt is an ERC20 factory<sup>3</sup>. The optimization seems misplaced here, given the contract allows the user to specify the library address. The user must be aware she can only use a library with an address that starts with at least 4 zero bytes, making the whole concept very error-prone.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<a href="https://etherscan.io/address/0x38b958ad21c6ae901502815d5dedb050a8513228#code">etherscan.io</a></p></li></div></div>
<div class="page-columns page-full"><p>This is the exact fate of our second optimizer, who deployed 125 proxies only to discover that none of them work. Instead of mining a 4-byte zero prefix for the library, he has mined it for the factory, which was a fatal mistake. The full library address, which you can still recover from the factory storage<sup>4</sup>, got cut off by <code>PUSH16</code>, rendering all proxies irredeemably broken.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://web.archive.org/web/*/https://evm.storage/eth/18122396/0x00000000199cb42213fec940e7c4dea8d3420139">evm.storage</a></p></li></div></div>
<blockquote class="blockquote">
<p><code>88076ef09c9d720cee4c096765a0581068d97aa9</code> library address<br> <code>000000009c9d720cee4c096765a0581068d97aa9</code> push16-chewed address</p>
</blockquote>
</section>
<section id="eip-1167-in-vyper" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="eip-1167-in-vyper">EIP-1167 in Vyper</h3>
<div class="page-columns page-full"><p>Vyper allows you to create EIP‑1167 proxies natively using <code>create_minimal_proxy_to(address)</code><sup>5</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn5"><p><sup>5</sup>&nbsp;available <a href="https://github.com/vyperlang/vyper/commit/2adc34ffd3bee8b6dee90f552bbd9bb844509e19">since</a> Vyper 0.3.4</p></li></div></div>
<div class="page-columns page-full"><p>You can deploy a proxy to a deterministic address using <code>CREATE2</code>. The only thing you need to change is to supply a <code>salt</code><sup>6</sup> parameter.</p><div class="no-row-height column-margin column-container"><li id="fn6"><p><sup>6</sup>&nbsp;available <a href="https://github.com/vyperlang/vyper/commit/fecf04c1f0ae70a47cb522d59531447415439b5a">since</a> Vyper 0.3.0</p></li></div></div>
<div class="page-columns page-full"><p>In older contracts you might encounter <code>create_forwarder_to(address)</code><sup>7</sup>, which does the same and was the first time EIP-1167 appeared in Vyper.</p><div class="no-row-height column-margin column-container"><li id="fn7"><p><sup>7</sup>&nbsp;available <a href="https://github.com/vyperlang/vyper/blob/v0.2.9/vyper/functions/functions.py#L1428-L1475">since</a> Vyper 0.2.9</p></li></div></div>
</section>
<section id="age-shaves-one-byte-off" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="age-shaves-one-byte-off">0age shaves one byte off</h3>
<div class="page-columns page-full"><p>Feeling personally challenged by the word “minimal”, <a href="https://twitter.com/z0age">0age</a> came up with a marginal improvement to the contract<sup>8</sup>, cutting the deployment cost by 200 gas and making each call cheaper by 4 gas.</p><div class="no-row-height column-margin column-container"><li id="fn8"><p><sup>8</sup>&nbsp;<a href="https://medium.com/coinmonks/the-more-minimal-proxy-5756ae08ee48">The More-Minimal Proxy</a></p></li></div></div>
<p>It is the second-popular minimal proxy with 9,928 instances or 0.016% of all contracts and 17 unique logic contracts.</p>
<details>
<summary>
Diff EIP-1167 and The More-Minimal Proxy
</summary>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode diff code-with-copy"><code class="sourceCode diff"><span id="cb2-1"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-CALLDATASIZE</span></span>
<span id="cb2-2"> RETURNDATASIZE</span>
<span id="cb2-3"> RETURNDATASIZE</span>
<span id="cb2-4"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-CALLDATACOPY</span></span>
<span id="cb2-5"> RETURNDATASIZE</span>
<span id="cb2-6"> RETURNDATASIZE</span>
<span id="cb2-7"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+CALLDATASIZE</span></span>
<span id="cb2-8"> RETURNDATASIZE</span>
<span id="cb2-9"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+RETURNDATASIZE</span></span>
<span id="cb2-10"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+CALLDATACOPY</span></span>
<span id="cb2-11"> CALLDATASIZE</span>
<span id="cb2-12"> RETURNDATASIZE</span>
<span id="cb2-13"> PUSH20 0xbebebebebebebebebebebebebebebebebebebebe</span>
<span id="cb2-14"> GAS</span>
<span id="cb2-15"> DELEGATECALL</span>
<span id="cb2-16"> RETURNDATASIZE</span>
<span id="cb2-17"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-DUP3</span></span>
<span id="cb2-18"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+RETURNDATASIZE</span></span>
<span id="cb2-19"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+SWAP4</span></span>
<span id="cb2-20"> DUP1</span>
<span id="cb2-21"> RETURNDATACOPY</span>
<span id="cb2-22"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-SWAP1</span></span>
<span id="cb2-23"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb2-24"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-SWAP2</span></span>
<span id="cb2-25"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-PUSH1 0x2b</span></span>
<span id="cb2-26"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH1 0x2a</span></span>
<span id="cb2-27"> JUMPI</span>
<span id="cb2-28"> REVERT</span>
<span id="cb2-29"> JUMPDEST</span></code></pre></div>
</details>
</section>
<section id="vectorized-pushes-to-zero" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="vectorized-pushes-to-zero">Vectorized pushes to zero</h3>
<div class="page-columns page-full"><p>Another <a href="https://twitter.com/optimizoor/status/1646418810717736962">optimizoor</a> has made a version that utilizes a new <code>PUSH0</code> opcode. It increases the size back to 45 bytes, but calls become 8 gas cheaper compared to EIP‑1167. You can read the annotated bytecode in the Solady repo<sup>9</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn9"><p><sup>9</sup>&nbsp;LibClone.sol in <a href="https://github.com/Vectorized/solady/blob/6c54795ef69838e233020e9ab29f3f6288efdf06/src/utils/LibClone.sol#L175-L231">Vectorized/solady</a></p></li></div></div>
<details>
<summary>
Diff EIP-1167 and Solady PUSH0
</summary>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode diff code-with-copy"><code class="sourceCode diff"><span id="cb3-1"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-2"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-3"> CALLDATASIZE</span>
<span id="cb3-4"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-5"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-6"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-7"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-8"> CALLDATACOPY</span>
<span id="cb3-9"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-10"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-11"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-12"> CALLDATASIZE</span>
<span id="cb3-13"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-14"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-15"> PUSH20 0xbebebebebebebebebebebebebebebebebebebebe</span>
<span id="cb3-16"> GAS</span>
<span id="cb3-17"> DELEGATECALL</span>
<span id="cb3-18"> RETURNDATASIZE</span>
<span id="cb3-19"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-DUP3</span></span>
<span id="cb3-20"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-DUP1</span></span>
<span id="cb3-21"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-22"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-23"> RETURNDATACOPY</span>
<span id="cb3-24"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-SWAP1</span></span>
<span id="cb3-25"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-RETURNDATASIZE</span></span>
<span id="cb3-26"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-SWAP2</span></span>
<span id="cb3-27"><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">-PUSH1 0x2b</span></span>
<span id="cb3-28"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH1 0x29</span></span>
<span id="cb3-29"> JUMPI</span>
<span id="cb3-30"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+RETURNDATASIZE</span></span>
<span id="cb3-31"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-32"> REVERT</span>
<span id="cb3-33"> JUMPDEST</span>
<span id="cb3-34"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+RETURNDATASIZE</span></span>
<span id="cb3-35"><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">+PUSH0</span></span>
<span id="cb3-36"> RETURN</span></code></pre></div>
</details>
<div class="callout callout-style-default callout-warning callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
PUSH0 requires care
</div>
</div>
<div class="callout-body-container callout-body">
<p><code>PUSH0</code> was added in <a href="https://github.com/ethereum/execution-specs/blob/master/network-upgrades/mainnet-upgrades/shanghai.md">Shanghai upgrade</a>. The upgrade saw a slow rollout outside Ethereum mainnet. Even if you could deploy a contract, it won’t work until after the network upgrades.</p>
</div>
</div>
</section>
<section id="is-it-worth-it" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="is-it-worth-it">Is it worth it?</h3>
<p>Optimizing such a tiny contract undoubtedly feels validating. But consider this, every byte or gas squeezed out of it sets you back to zero tool support. If you consider using these variants, be prepared to make pull requests and even <a href="https://twitter.com/optimizoor/status/1672172055989719040">bribe Etherscan</a> so they add support.</p>
<div class="page-columns page-full"><p>Huff developers, who think entirely in bytecode, have chosen to support the standard EIP-1167 proxy in their library<sup>10</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn10"><p><sup>10</sup>&nbsp;Clones.huff in <a href="https://github.com/huff-language/huffmate/blob/main/src/proxies/Clones.huff">huff-lagngauge/huffmate</a></p></li></div></div>
</section>
</section>
<section id="clones-with-immutable-arguments" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="clones-with-immutable-arguments">Clones With Immutable Arguments</h2>
<p>This family of proxies abuses the fact that you can use contract’s own code as a cheap write-only storage, reading it with <code>CODECOPY</code>. Immutable variables work in a similar fashion, they must be set in the constructor, which then appends them to the returned runtime bytecode.</p>
<div class="page-columns page-full"><p>But how do we get the immutables through to the logic contract? Enter <a href="https://twitter.com/wighawag">wighawag</a> who has invented <code>ClonesWithCallData</code><sup>11</sup>. Before forwarding a call, this proxy type reads the extra variables from the code and appends them to the end of calldata, along with a 2 byte extra length. The length is an important security measure that helps delineate where the user-provided calldata ends and immutable variables begin. A function it forwards to will simply ignore everything that comes after its arguments, but the contract itself would be able to read them from msg.data using a tiny helper function that calculates the offset. It’s a win-win situation!</p><div class="no-row-height column-margin column-container"><li id="fn11"><p><sup>11</sup>&nbsp;ClonesWithCallData.sol in <a href="https://github.com/wighawag/clones-with-immutable-args/blob/bb93749/src/ClonesWithCallData.sol">wighawag/clones-with-immutable-args</a></p></li></div></div>
<div class="page-columns page-full"><p>The idea was further iterated upon by <a href="https://twitter.com/boredGenius/status/1484618024564891648">boredGenius</a> who has optimized the bytecode and gave it a name of <code>ClonesWithImmutableArgs</code><sup>12</sup>. This version has made it into production with 264 instances across 36 logic contracts, while another suggested optimization by <a href="https://twitter.com/sw0nt">Saw-mon &amp; Natalie</a> was ghosted as a forever open pull request<sup>13</sup> with only 2 presumably test contracts on mainnet.</p><div class="no-row-height column-margin column-container"><li id="fn12"><p><sup>12</sup>&nbsp;ClonesWithImmutableArgs.sol in <a href="https://github.com/wighawag/clones-with-immutable-args/blob/master/src/ClonesWithImmutableArgs.sol">wighawag/clones-with-immutable-args</a></p></li><li id="fn13"><p><sup>13</sup>&nbsp;<a href="https://github.com/wighawag/clones-with-immutable-args/pull/14">Gas Optimizations</a></p></li></div></div>
<p>0xSplits uses another <a href="https://github.com/0xSplits/clones-with-immutable-args/blob/864a87af085eabc27744ecbfa7ae733af4e3433e/src/ClonesWithImmutableArgs.sol">older version</a> of these proxies for their <a href="https://docs.0xsplits.xyz/core/vesting">VestingModule</a>. 1 of 3 such proxies is used to <a href="https://app.0xsplits.xyz/accounts/0xF29Ff96aaEa6C9A1fBa851f74737f3c069d4f1a9/">fund</a> Ethereum core devs. Interestingly, Saw-mon-and-Natalie updates <a href="https://github.com/0xSplits/clones-with-immutable-args/blob/master/src/ClonesWithImmutableArgs.sol">were ported</a> to 0xSplits fork later on, but this version seems to have never made it to prod.</p>
<div class="page-columns page-full"><p>There exists a Huff rewrite<sup>14</sup> of CWIA proxies in huffmate under the name of huff-clones.</p><div class="no-row-height column-margin column-container"><li id="fn14"><p><sup>14</sup>&nbsp;huff-clones in <a href="https://github.com/huff-language/huffmate/tree/3211a84d9d98bc13e2f0d912f35ce1b46f6c869c/src/mechanisms/huff-clones">huff-language/huffmate</a></p></li></div></div>
<div class="page-columns page-full"><p>A compatible Vyper version<sup>15</sup> was made by banteg, but creating a Vyper factory would require a new language feature<sup>16</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn15"><p><sup>15</sup>&nbsp;<a href="https://github.com/banteg/vyper-cwia">banteg/vyper-cwia</a></p></li><li id="fn16"><p><sup>16</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/issues/3557">VIP: add function to create clones with immutable args</a></p></li></div></div>
<p>CWIA proxies are used in production by <a href="https://github.com/search?q=repo:ajna-finance/ajna-core%20_getArg&amp;type=code">Ajna</a>, <a href="https://github.com/search?q=repo:AstariaXYZ/astaria-core%20getarg&amp;type=code">Astaria</a>, <a href="https://etherscan.io/address/0xc8f46c1545abac895d3ca18f75eadd452643cffb#code">Buttonwood</a>, <a href="https://github.com/search?q=org:0xSplits+getArg+path:/.sol/&amp;type=code">0xSplits</a>, <a href="https://github.com/search?q=repo:sudoswap/lssvm%20_immutableParamsLength&amp;type=code">Sudoswap</a>.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/minimal-proxies/sudoswap-vs-cwia.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">The difference between CWIA and Sudoswap proxies highlighted with a regex</figcaption>
</figure>
</div>
</section>
<section id="sequence-wallet" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="sequence-wallet">Sequence Wallet</h2>
<div class="page-columns page-full"><p>Despite being upgradeable, Sequence proxy is worth mentioning because it achieves immutability for both init and runtime code. It got there by using the address of the proxy as a storage key for the implementation address. Reading from storage makes it the most expensive of all proxies we have looked at today. This pattern is used in their modular and extensible smart wallet<sup>17</sup>. There are 1888 of Sequence proxies deployed at the time of writing.</p><div class="no-row-height column-margin column-container"><li id="fn17"><p><sup>17</sup>&nbsp;Wallet.sol in <a href="https://github.com/0xsequence/wallet-contracts/blob/master/contracts/Wallet.sol">0xsequence/wallet-contracts</a></p></li></div></div>
</section>
</section>
<section id="part-ii-the-data" class="level1 page-columns page-full">
<h1>PART II: The Data</h1>
<p>In this part you’ll be converted to a parquet maxi capable of regexing through an entire blockchain in seconds. We will look at the most popular patterns and rank logic contracts by number of proxies pointing to them. I’ll take you through preparing and transforming the data needed for a deeper look at the State of the Proxy.</p>
<section id="choosing-the-right-tool" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="choosing-the-right-tool">Choosing the right tool</h2>
<p>I learned of parquet format as recently as <a href="https://twitter.com/notnotstorm/status/1669423847781830656">this PSA</a>, and it’s as good as it says.</p>
<p>When I started working on this article I used <a href="https://github.com/paradigmxyz/paradigm-data-portal">pdp</a>. You’ll be using <a href="https://github.com/paradigmxyz/cryo">cryo</a>, a Rust rewrite of pdp that has recently added support for extracting the same <code>contracts</code> dataset we are interested in.</p>
<p>Tracing the entire blockchain took 9 hours for me with Erigon. I recommend running <code>rpcdaemon</code> as a separate process as it greatly improves stability.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/minimal-proxies/erigon-metrics.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">Run Erigon with a <code>--metrics</code> option, collect with Prometheus and display in Grafana</figcaption>
</figure>
</div>
<p>After you tame cryo so it doesn’t overload your Ethereum node when it hammers it with thousands of <code>trace_block</code> requests, you’ll end up with a folder of parquets. You can load them with pandas, but we’ll be using <a href="https://www.pola.rs/">polars</a>.</p>
<p>It is similar to pandas <a href="https://www.pola.rs/posts/company-announcement/">in goals</a>, but has a different and, frankly, better designed api with no index columns. Polars also allows for lazy processing (achievable with <a href="https://docs.dask.org/en/latest/dataframe-parquet.html">dask</a> in pandas world) and stacking insanely large queries, optimized by its query planner.</p>
<div class="page-columns page-full"><p>All that will come in handy since our dataset is gonna be massive. A similar but less complete dataset in <a href="https://console.cloud.google.com/bigquery?ws=!1m5!1m4!4m3!1sbigquery-public-data!2scrypto_ethereum!3scontracts">BigQuery</a> takes up 58.62 GB<sup>18</sup>. To your surprise, the folder of parquets is significantly smaller, just 15.64 GB. And you have more data than BigQuery already, with additional columns for deployer, factory, init code, and init/runtime code hashes.</p><div class="no-row-height column-margin column-container"><li id="fn18"><p><sup>18</sup>&nbsp;All sizes in the article are base-10, so 1 GB = 1 billion bytes</p></li></div></div>
<div class="cell" data-execution_count="2">
<details>
<summary>Parquet dataset size</summary>
<div class="sourceCode cell-code" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> pyarrow.parquet <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ParquetFile, ParquetDataset</span>
<span id="cb4-2"></span>
<span id="cb4-3"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> parquet_size(path):</span>
<span id="cb4-4">    dataset <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ParquetDataset(path)</span>
<span id="cb4-5">    data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> defaultdict(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>)</span>
<span id="cb4-6">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">file</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> dataset.files:</span>
<span id="cb4-7">        meta <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ParquetFile(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">file</span>).metadata</span>
<span id="cb4-8">        data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"rows"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> meta.num_rows</span>
<span id="cb4-9">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> row_group <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(meta.num_row_groups):</span>
<span id="cb4-10">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> col <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(meta.num_columns):</span>
<span id="cb4-11">                item <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> meta.row_group(row_group).column(col)</span>
<span id="cb4-12">                data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"compressed"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> item.total_compressed_size</span>
<span id="cb4-13">                data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uncompressed"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> item.total_uncompressed_size</span>
<span id="cb4-14"></span>
<span id="cb4-15">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> pl.DataFrame(data).with_columns(</span>
<span id="cb4-16">        (pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uncompressed"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"compressed"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e9</span>),</span>
<span id="cb4-17">        ratio<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.uncompressed <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> pl.col.compressed,</span>
<span id="cb4-18">    )</span></code></pre></div>
</details>
</div>
<div class="cell" data-execution_count="3">
<div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1">parquet_size(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/data/contracts"</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="3">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">rows</th>
<th data-quarto-table-cell-role="th">compressed</th>
<th data-quarto-table-cell-role="th">uncompressed</th>
<th data-quarto-table-cell-role="th">ratio</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>62498184</td>
<td>15.680626</td>
<td>73.873403</td>
<td>4.711126</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>This 62.5 million row dataset would’ve been 73.87 GB uncompressed. Parquet offers decent compression out of the box, but we can get better size (2x) and performance (3x) if we consolidate our 18,000 chunks of 1000 blocks per file into 18 chunks of 1 million blocks per file.</p>
<div class="page-columns page-full"><p>After repartitioning with pyarrow<sup>19</sup> (around 4 minutes) and a sprinkle of zstd compression (parquet even supports a different compression strategy per column) we end up with a 7.79 GB dataset. All Ethereum contracts are at your fingertips from this moment on.</p><div class="no-row-height column-margin column-container"><li id="fn19"><p><sup>19</sup>&nbsp;See also <a href="https://github.com/banteg/cryogen">cryogen</a>, if you are interested in keeping your dataset fresh and optimized</p></li></div></div>
<div class="cell" data-execution_count="4">
<div class="sourceCode cell-code" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1">parquet_size(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'~/data/contracts_out'</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="4">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">rows</th>
<th data-quarto-table-cell-role="th">compressed</th>
<th data-quarto-table-cell-role="th">uncompressed</th>
<th data-quarto-table-cell-role="th">ratio</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>62498184</td>
<td>7.79446</td>
<td>50.26806</td>
<td>6.449203</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
<section id="unique-bytecodes" class="level2">
<h2 class="anchored" data-anchor-id="unique-bytecodes">Unique bytecodes</h2>
<p>Out of 62.5 million contracts there are only 1.05 million non-repeating bytecodes. Since we are going to search through them a lot, it would make sense to prepare another parquet that only contains unique codes. We could also add code hashes to use as a join key should we require more info from the main dataset. The number of contracts matching each unique code hash would also come in handy for aggregate statistics.</p>
<p>Doing this would save us a few seconds on each query. You can additionally pre-encode codes as hex strings if you are mostly going to regex through them. The overhead is manageable thanks to compression, and it’s not that you have much of a choice, binary column support in polars is <a href="https://pola-rs.github.io/polars/py-polars/html/reference/expressions/binary.html">very limited</a> at the time of writing.</p>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1">(</span>
<span id="cb7-2">    pl.scan_parquet(contracts_path)</span>
<span id="cb7-3">    .select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_hash"</span>)</span>
<span id="cb7-4">    .group_by(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_hash"</span>)</span>
<span id="cb7-5">    .agg(</span>
<span id="cb7-6">        pl.col.code.first().<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.encode(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"hex"</span>),</span>
<span id="cb7-7">        num_contracts<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count(),</span>
<span id="cb7-8">        first_contract<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.contract_address.first().<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.encode(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"hex"</span>),</span>
<span id="cb7-9">    )</span>
<span id="cb7-10">    .collect()</span>
<span id="cb7-11">    .write_parquet(codes_path)</span>
<span id="cb7-12">)</span></code></pre></div>
<div class="cell" data-execution_count="5">
<div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">parquet_size(codes_path)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="5">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">rows</th>
<th data-quarto-table-cell-role="th">compressed</th>
<th data-quarto-table-cell-role="th">uncompressed</th>
<th data-quarto-table-cell-role="th">ratio</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>1058734</td>
<td>1.117846</td>
<td>14.339663</td>
<td>12.827943</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
<section id="regex-the-contracts" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="regex-the-contracts">Regex the contracts</h2>
<p>With the data prepared, we can search through the bytecodes with a regex and even extract the implementation address from a matching group. But where do we obtain said patterns?</p>
<div class="page-columns page-full"><p>Lucilky, adding support for different proxies has been a <a href="https://github.com/ApeWorX/ape/pulls?q=proxy+author:banteg+">long obsession of mine</a> as an <code>ape</code> contributor<sup>20</sup>, so I’ve amassed quite a trove of these patterns.</p><div class="no-row-height column-margin column-container"><li id="fn20"><p><sup>20</sup>&nbsp;See <a href="https://github.com/ApeWorX/ape/blob/73f981fe01d4a3d59504a78b4890ece257c88cc1/src/ape_ethereum/ecosystem.py#L256-L268">this file</a> and find all the references in <a href="https://github.com/ApeWorX/ape/blob/73f981fe01d4a3d59504a78b4890ece257c88cc1/src/ape_ethereum/proxies.py#L16-L63">this file</a></p></li></div></div>
<div class="cell" data-execution_count="6">
<div class="sourceCode cell-code" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1">PROXY_PATTERNS <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb9-2">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EIP-6551"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d373d3d3d363d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d82803e903d91602b57fd5bf3.+"</span>,</span>
<span id="cb9-3">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EIP-1167"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d373d3d3d363d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d82803e903d91602b57fd5bf3"</span>,</span>
<span id="cb9-4">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EIP-1167 Optimized"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d373d3d3d363d6f(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{32}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d82803e903d91602757fd5bf3"</span>,</span>
<span id="cb9-5">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0age"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^3d3d3d3d363d3d37363d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e602a57fd5bf3"</span>,</span>
<span id="cb9-6">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0xSplits Clones"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^36603057343d52307f830d2d700a97af574b186c80d40429385d24241565b08a7c559ba283a964d9b160203da23d3df35b3d3d3d3d363d3d37363d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e605b57fd5bf3"</span>,</span>
<span id="cb9-7">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Vyper"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^366000600037611000600036600073(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af4602c57600080fd5b6110006000f3"</span>,</span>
<span id="cb9-8">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Vyper Beta"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^366000600037611000600036600073(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af41558576110006000f3"</span>,</span>
<span id="cb9-9">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ClonesWithImmutableArgs"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^3d3d3d3d363d3d3761.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">603736393661.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e603557fd5bf3"</span>,</span>
<span id="cb9-10">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ClonesWithCallData"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d3761.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">603836393d3d3d3661.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d82803e903d91603657fd5bf3"</span>,</span>
<span id="cb9-11">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"sudoswap ClonesWithImmutableArgs"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^3d3d3d3d363d3d37605160353639366051013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e603357fd5bf3"</span>,</span>
<span id="cb9-12">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"solady ClonesWithImmutableArgs"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^36602c57343d527f9e4ac34f21c619cefc926c8bd93b54bf5a39c7ab2127a895af1cc0691d7e3dff593da1005b363d3d373d3d3d3d61.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">806062363936013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e606057fd5bf3"</span>,</span>
<span id="cb9-13">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"sw0nt ClonesWithImmutableArgs"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d373d3d3d3d61.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">806035363936013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e603357fd5bf3"</span>,</span>
<span id="cb9-14">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0xSplits ClonesWithImmutableArgs"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^36602f57343d527f9e4ac34f21c619cefc926c8bd93b54bf5a39c7ab2127a895af1cc0691d7e3dff60203da13d3df35b3d3d3d3d363d3d3761.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">606736393661.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{4}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">013d73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d3d93803e606557fd5bf3"</span>,</span>
<span id="cb9-15">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Solady PUSH0"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^5f5f365f5f37365f73(.</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{40}</span><span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">)5af43d5f5f3e6029573d5ffd5b3d5ff3"</span>,</span>
<span id="cb9-16">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Sequence"</span>: <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"^363d3d373d3d3d363d30545af43d82803e903d91601857fd5bf3"</span>,</span>
<span id="cb9-17">}</span></code></pre></div>
</div>
<p>I’ve put matching groups around where the implementation addresses are present in bytecodes. They mostly come after <code>PUSH20</code>, with the exceptions of <code>PUSH16</code> in optimized EIP-1167 and no address in Sequence proxy, where you would need to look for it in the contract storage.</p>
<p>This allows us to extract hardcoded implementation addresses for most types of proxies.</p>
<div class="cell" data-execution_count="7">
<div class="sourceCode cell-code" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> search_codes(pattern):</span>
<span id="cb10-2">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> (</span>
<span id="cb10-3">        pl.scan_parquet(codes_path)</span>
<span id="cb10-4">        .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.contains(pattern))</span>
<span id="cb10-5">        .with_columns(extracted<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.extract(pattern, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>))</span>
<span id="cb10-6">        .collect()</span>
<span id="cb10-7">    )</span></code></pre></div>
</div>
<p>To make queries faster, we can load a partial dataset into memory. Let’s assume that a minimal proxy is no larger than 512 bytes, including the data section.</p>
<div class="cell" data-execution_count="8">
<div class="sourceCode cell-code" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1">small_codes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb11-2">    pl.scan_parquet(codes_path)</span>
<span id="cb11-3">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.lengths() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">512</span>)</span>
<span id="cb11-4">    .collect()</span>
<span id="cb11-5">)</span>
<span id="cb11-6"></span>
<span id="cb11-7"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> search_codes(pattern):</span>
<span id="cb11-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> (</span>
<span id="cb11-9">        small_codes</span>
<span id="cb11-10">        .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.contains(pattern))</span>
<span id="cb11-11">        .with_columns(extracted<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.extract(pattern, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>))</span>
<span id="cb11-12">    )</span></code></pre></div>
</div>
<section id="eip-1167-plus" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="eip-1167-plus">EIP-1167 plus?</h3>
<p>Let’s put it to the test and collect statistics about the most common minimal proxy.</p>
<div class="cell" data-execution_count="9">
<div class="sourceCode cell-code" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb12-1">minimal_proxies <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> search_codes(PROXY_PATTERNS[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'EIP-1167'</span>])</span>
<span id="cb12-2">minimal_proxies.select(</span>
<span id="cb12-3">    num_contracts<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb12-4">    num_codes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count(),</span>
<span id="cb12-5">    num_impls<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.extracted.unique().count(),</span>
<span id="cb12-6">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="9">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">num_codes</th>
<th data-quarto-table-cell-role="th">num_impls</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>13504799</td>
<td>37349</td>
<td>31618</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>Observe the discrepancy between the number of implementations and the number of contracts. Wonder where it comes from. Could it be some extra data appended at the end? Let’s group them by code size.</p>
<div class="cell" data-execution_count="10">
<div class="sourceCode cell-code" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb13-1">(</span>
<span id="cb13-2">    minimal_proxies.group_by((pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.lengths() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>).alias(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>))</span>
<span id="cb13-3">    .agg(</span>
<span id="cb13-4">        pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb13-5">        num_codes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count(),</span>
<span id="cb13-6">        num_impls<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.extracted.unique().count(),</span>
<span id="cb13-7">    )</span>
<span id="cb13-8">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_contracts"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb13-9">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="10">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">code_size</th>
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">num_codes</th>
<th data-quarto-table-cell-role="th">num_impls</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>45</td>
<td>13499061</td>
<td>31611</td>
<td>31611</td>
</tr>
<tr class="even">
<td>173</td>
<td>5738</td>
<td>5738</td>
<td>7</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div class="page-columns page-full"><p>There is exactly one alternative flavor of these proxies with data at the end. After looking at sample contracts, they appear to be related to EIP-6551<sup>21</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn21"><p><sup>21</sup>&nbsp;<a href="https://eips.ethereum.org/EIPS/eip-6551">ERC-6551: Non-fungible Token Bound Accounts</a></p></li></div></div>
<p>Since there is just 7 implementations, let’s look at the number of proxies pointing to each of them.</p>
<div class="cell" data-execution_count="11">
<div class="sourceCode cell-code" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb14-1">eip_6551 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> minimal_proxies.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.lengths() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">45</span>)</span>
<span id="cb14-2">(</span>
<span id="cb14-3">    eip_6551</span>
<span id="cb14-4">    .select(pl.col.extracted.value_counts(sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>))</span>
<span id="cb14-5">    .unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'extracted'</span>)</span>
<span id="cb14-6">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="11">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">extracted</th>
<th data-quarto-table-cell-role="th">counts</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"2d25602551487c3f3354dd80d76d54383a243358"</td>
<td>3535</td>
</tr>
<tr class="even">
<td>"5ae5f4d4982ede2c820d2a9827ccb97fed6cef71"</td>
<td>2174</td>
</tr>
<tr class="odd">
<td>"d00431d1bfe2f0f85396e685d890e18f8dc411aa"</td>
<td>24</td>
</tr>
<tr class="even">
<td>"ed4e5b7338e8b4b5299c69b5a7c0f82c4426439e"</td>
<td>2</td>
</tr>
<tr class="odd">
<td>"811fa807cf230e32211ed168920fe8b27d01cb1c"</td>
<td>1</td>
</tr>
<tr class="even">
<td>"8ee9a60cb5c0e7db414031856cb9e0f1f05988d1"</td>
<td>1</td>
</tr>
<tr class="odd">
<td>"dc4f50191a6f250741d9aa733dd4299499285314"</td>
<td>1</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>After reading the EIP, we can decode the data section and look at the most popular nfts that offer token bound accounts.</p>
<div class="cell" data-execution_count="12">
<div class="sourceCode cell-code" id="cb15" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb15-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> eth_abi</span>
<span id="cb15-2"></span>
<span id="cb15-3"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> eip6551_token(code):</span>
<span id="cb15-4">    types <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"address"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint256"</span>]</span>
<span id="cb15-5">    names <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"salt"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"chain_id"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"token_contract"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"token_id"</span>]</span>
<span id="cb15-6">    result <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">dict</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">zip</span>(names, eth_abi.decode(types, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(code)[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">45</span>:])))</span>
<span id="cb15-7">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> result[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"token_contract"</span>]</span>
<span id="cb15-8"></span>
<span id="cb15-9"></span>
<span id="cb15-10">eip_6551_tokens <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb15-11">    eip_6551.with_columns(token_contract<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.map_elements(eip6551_token))</span>
<span id="cb15-12">    .select(pl.col.token_contract.value_counts(sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>))</span>
<span id="cb15-13">    .unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"token_contract"</span>)</span>
<span id="cb15-14">)</span>
<span id="cb15-15"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(eip_6551_tokens), <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"tokens"</span>)</span>
<span id="cb15-16">eip_6551_tokens.head(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>)</span></code></pre></div>
<div class="cell-output cell-output-stdout">
<pre><code>825 tokens</code></pre>
</div>
<div class="cell-output cell-output-display" data-execution_count="12">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">token_contract</th>
<th data-quarto-table-cell-role="th">counts</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"0xa87ea7c8745980490bcdcff97fe7328535098cd1"</td>
<td>2174</td>
</tr>
<tr class="even">
<td>"0x8ddef0396d4b61fcbb0e4a821dfac52c011f79da"</td>
<td>835</td>
</tr>
<tr class="odd">
<td>"0x26727ed4f5ba61d3772d1575bca011ae3aef5d36"</td>
<td>487</td>
</tr>
<tr class="even">
<td>"0x8c34e6e60731d1ff7e26c712ea1f798f90f29ec6"</td>
<td>433</td>
</tr>
<tr class="odd">
<td>"0x235c939ae3859f8041cee3ccb2c58a7983bf02b1"</td>
<td>105</td>
</tr>
<tr class="even">
<td>"0xc1341a63a4dd85443b0413bc2acffc49b60e9c70"</td>
<td>91</td>
</tr>
<tr class="odd">
<td>"0xd4307e0acd12cf46fd6cf93bc264f5d5d1598792"</td>
<td>36</td>
</tr>
<tr class="even">
<td>"0x57f1887a8bf19b14fc0df6fd9b2acc9af147ea85"</td>
<td>35</td>
</tr>
<tr class="odd">
<td>"0x9131d8c7a411d90c6b164d296440701a0e5b3178"</td>
<td>35</td>
</tr>
<tr class="even">
<td>"0xbc886e22683680026c9028ef86667dcad36e90e3"</td>
<td>34</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
</section>
<section id="popular-patterns" class="level2">
<h2 class="anchored" data-anchor-id="popular-patterns">Popular patterns</h2>
<p>It’s time to compile all the patterns into a giant <code>when-then-otherwise</code> polars expression and query the occurances of each proxy type.</p>
<div class="cell" data-execution_count="13">
<details>
<summary>Build a polars expression</summary>
<div class="sourceCode cell-code" id="cb17" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb17-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># build an expression to assign a proxy type</span></span>
<span id="cb17-2">proxy_type: pl.Expr <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl</span>
<span id="cb17-3"><span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> name, pattern <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> PROXY_PATTERNS.items():</span>
<span id="cb17-4">    proxy_type <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> proxy_type.when(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.contains(pattern)).then(pl.lit(name))</span>
<span id="cb17-5"></span>
<span id="cb17-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># build an expression to extract the implmentation address</span></span>
<span id="cb17-7">impl: pl.Expr <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl</span>
<span id="cb17-8"><span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> name, pattern <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> PROXY_PATTERNS.items():</span>
<span id="cb17-9">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> name <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Sequence"</span>]:</span>
<span id="cb17-10">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">continue</span></span>
<span id="cb17-11">    impl <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> impl.when(pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.contains(pattern)).then(</span>
<span id="cb17-12">        pl.col.code.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.extract(pattern, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.rjust(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">40</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'0'</span>)</span>
<span id="cb17-13">    )</span></code></pre></div>
</details>
</div>
<div class="cell" data-execution_count="14">
<div class="sourceCode cell-code" id="cb18" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb18-1">total_contracts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb18-2">    pl.scan_parquet(codes_path).select(pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>()).collect().item()</span>
<span id="cb18-3">)</span>
<span id="cb18-4"></span>
<span id="cb18-5">base_proxies <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb18-6">    small_codes.with_columns(proxy_type<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>proxy_type)</span>
<span id="cb18-7">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.proxy_type.is_not_null())</span>
<span id="cb18-8">    .with_columns(impl<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>impl)</span>
<span id="cb18-9">)</span></code></pre></div>
</div>
<p>Rank all proxy types by the number of contracts, as well as the number of unique implementations.</p>
<div class="cell" data-execution_count="15">
<div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1">proxies_by_type <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb19-2">    base_proxies.group_by(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"proxy_type"</span>)</span>
<span id="cb19-3">    .agg(</span>
<span id="cb19-4">        pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb19-5">        num_impls<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.impl.unique().count(),</span>
<span id="cb19-6">    )</span>
<span id="cb19-7">    .with_columns(</span>
<span id="cb19-8">        ratio<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>().over(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"proxy_type"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> total_contracts,</span>
<span id="cb19-9">    )</span>
<span id="cb19-10">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_contracts"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb19-11">)</span>
<span id="cb19-12">proxies_by_type</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="15">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">proxy_type</th>
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">num_impls</th>
<th data-quarto-table-cell-role="th">ratio</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"EIP-1167"</td>
<td>13499061</td>
<td>31611</td>
<td>0.215991</td>
</tr>
<tr class="even">
<td>"0age"</td>
<td>9928</td>
<td>17</td>
<td>0.000159</td>
</tr>
<tr class="odd">
<td>"EIP-6551"</td>
<td>5738</td>
<td>7</td>
<td>0.000092</td>
</tr>
<tr class="even">
<td>"Vyper Beta"</td>
<td>4270</td>
<td>11</td>
<td>0.000068</td>
</tr>
<tr class="odd">
<td>"0xSplits Clones"</td>
<td>2890</td>
<td>1</td>
<td>0.000046</td>
</tr>
<tr class="even">
<td>"Sequence"</td>
<td>1888</td>
<td>1</td>
<td>0.00003</td>
</tr>
<tr class="odd">
<td>"Vyper"</td>
<td>481</td>
<td>35</td>
<td>0.000008</td>
</tr>
<tr class="even">
<td>"ClonesWithCallData"</td>
<td>336</td>
<td>21</td>
<td>0.000005</td>
</tr>
<tr class="odd">
<td>"sudoswap ClonesWithImmutableArgs"</td>
<td>318</td>
<td>8</td>
<td>0.000005</td>
</tr>
<tr class="even">
<td>"ClonesWithImmutableArgs"</td>
<td>264</td>
<td>36</td>
<td>0.000004</td>
</tr>
<tr class="odd">
<td>"EIP-1167 Optimized"</td>
<td>131</td>
<td>2</td>
<td>0.000002</td>
</tr>
<tr class="even">
<td>"solady ClonesWithImmutableArgs"</td>
<td>78</td>
<td>14</td>
<td>0.000001</td>
</tr>
<tr class="odd">
<td>"Solady PUSH0"</td>
<td>5</td>
<td>5</td>
<td>8.0002e-8</td>
</tr>
<tr class="even">
<td>"0xSplits ClonesWithImmutableArgs"</td>
<td>3</td>
<td>1</td>
<td>4.8001e-8</td>
</tr>
<tr class="odd">
<td>"sw0nt ClonesWithImmutableArgs"</td>
<td>2</td>
<td>1</td>
<td>3.2001e-8</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
<section id="popular-implementations" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="popular-implementations">Popular implementations</h2>
<p>Now let’s look the most popular implementations by number of instances.</p>
<div class="cell" data-execution_count="16">
<div class="sourceCode cell-code" id="cb20" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb20-1">impls <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb20-2">    base_proxies.group_by(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"impl"</span>)</span>
<span id="cb20-3">    .agg(</span>
<span id="cb20-4">        pl.col.proxy_type.first(),</span>
<span id="cb20-5">        pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb20-6">        ratio<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> total_contracts,</span>
<span id="cb20-7">    )</span>
<span id="cb20-8">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_contracts"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb20-9">)</span>
<span id="cb20-10">impls.head(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="16">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">impl</th>
<th data-quarto-table-cell-role="th">proxy_type</th>
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">ratio</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"0a252663dbcc0b073063d6420a40319e438cfa59"</td>
<td>"EIP-1167"</td>
<td>2977216</td>
<td>0.047637</td>
</tr>
<tr class="even">
<td>"0de8bf93da2f7eecb3d9169422413a9bef4ef628"</td>
<td>"EIP-1167"</td>
<td>2940548</td>
<td>0.04705</td>
</tr>
<tr class="odd">
<td>"059ffafdc6ef594230de44f824e2bd0a51ca5ded"</td>
<td>"EIP-1167"</td>
<td>923983</td>
<td>0.014784</td>
</tr>
<tr class="even">
<td>"1bc8f124e7e320c71a6394de0458e8d7ea27623e"</td>
<td>"EIP-1167"</td>
<td>491262</td>
<td>0.00786</td>
</tr>
<tr class="odd">
<td>"d332254f274cc65aa11178b74734e2992b8f349e"</td>
<td>"EIP-1167"</td>
<td>450725</td>
<td>0.007212</td>
</tr>
<tr class="even">
<td>"1d65d25b1d90ef6dd9f64b10d6b079a015085855"</td>
<td>"EIP-1167"</td>
<td>385011</td>
<td>0.00616</td>
</tr>
<tr class="odd">
<td>"10692b1c144ef98904335e40ce857369d19b8333"</td>
<td>"EIP-1167"</td>
<td>338927</td>
<td>0.005423</td>
</tr>
<tr class="even">
<td>"83b76b11257c4ece35370b6152f1946d49479e89"</td>
<td>"EIP-1167"</td>
<td>329477</td>
<td>0.005272</td>
</tr>
<tr class="odd">
<td>"3ccb891089d53e2faaf0decde04b41c3fce1a107"</td>
<td>"EIP-1167"</td>
<td>311053</td>
<td>0.004977</td>
</tr>
<tr class="even">
<td>"39778bc77bd7a9456655b19fd4c5d0bf2071104e"</td>
<td>"EIP-1167"</td>
<td>233622</td>
<td>0.003738</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div class="cell page-columns page-full" data-execution_count="17">
<details>
<summary>Display a clickable chart</summary>
<div class="sourceCode cell-code" id="cb21" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb21-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> altair <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> alt</span>
<span id="cb21-2"></span>
<span id="cb21-3"></span>
<span id="cb21-4"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> make_chart(df, title):</span>
<span id="cb21-5">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> (</span>
<span id="cb21-6">        alt.Chart(df.head(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>), title<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>title)</span>
<span id="cb21-7">        .transform_calculate(</span>
<span id="cb21-8">            url<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"https://etherscan.io/address/0x"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> alt.datum.impl <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#code"</span></span>
<span id="cb21-9">        )</span>
<span id="cb21-10">        .mark_bar()</span>
<span id="cb21-11">        .encode(</span>
<span id="cb21-12">            alt.X(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ratio:Q"</span>).axis(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">format</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"%"</span>, labelFlush<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>),</span>
<span id="cb21-13">            alt.Y(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"impl:N"</span>, sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>).axis(labelLimit<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">40</span>),</span>
<span id="cb21-14">            alt.Color(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"proxy_type:N"</span>, sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>),</span>
<span id="cb21-15">            alt.Href(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"url:N"</span>),</span>
<span id="cb21-16">        )</span>
<span id="cb21-17">    )</span>
<span id="cb21-18"></span>
<span id="cb21-19"></span>
<span id="cb21-20">with_eip1167 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> make_chart(impls, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"most proxied implementations"</span>)</span>
<span id="cb21-21">without_eip1167 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> make_chart(</span>
<span id="cb21-22">    impls.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.proxy_type <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EIP-1167"</span>),</span>
<span id="cb21-23">    title<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"most proxied implementations excluding eip-1167"</span>,</span>
<span id="cb21-24">)</span>
<span id="cb21-25"></span>
<span id="cb21-26">alt.hconcat(with_eip1167, without_eip1167)</span></code></pre></div>
</details>
<div class="cell-output cell-output-display column-page-right" data-execution_count="17">


<style>
  #altair-viz-5bc421dbd1184985858703ce1e859919.vega-embed {
    width: 100%;
    display: flex;
  }

  #altair-viz-5bc421dbd1184985858703ce1e859919.vega-embed details,
  #altair-viz-5bc421dbd1184985858703ce1e859919.vega-embed details summary {
    position: relative;
  }
</style>
<div id="altair-viz-5bc421dbd1184985858703ce1e859919"></div>
<script type="text/javascript">
  var VEGA_DEBUG = (typeof VEGA_DEBUG == "undefined") ? {} : VEGA_DEBUG;
  (function(spec, embedOpt){
    let outputDiv = document.currentScript.previousElementSibling;
    if (outputDiv.id !== "altair-viz-5bc421dbd1184985858703ce1e859919") {
      outputDiv = document.getElementById("altair-viz-5bc421dbd1184985858703ce1e859919");
    }
    const paths = {
      "vega": "https://cdn.jsdelivr.net/npm/vega@5?noext",
      "vega-lib": "https://cdn.jsdelivr.net/npm/vega-lib?noext",
      "vega-lite": "https://cdn.jsdelivr.net/npm/vega-lite@5.8.0?noext",
      "vega-embed": "https://cdn.jsdelivr.net/npm/vega-embed@6?noext",
    };

    function maybeLoadScript(lib, version) {
      var key = `${lib.replace("-", "")}_version`;
      return (VEGA_DEBUG[key] == version) ?
        Promise.resolve(paths[lib]) :
        new Promise(function(resolve, reject) {
          var s = document.createElement('script');
          document.getElementsByTagName("head")[0].appendChild(s);
          s.async = true;
          s.onload = () => {
            VEGA_DEBUG[key] = version;
            return resolve(paths[lib]);
          };
          s.onerror = () => reject(`Error loading script: ${paths[lib]}`);
          s.src = paths[lib];
        });
    }

    function showError(err) {
      outputDiv.innerHTML = `<div class="error" style="color:red;">${err}</div>`;
      throw err;
    }

    function displayChart(vegaEmbed) {
      vegaEmbed(outputDiv, spec, embedOpt)
        .catch(err => showError(`Javascript Error: ${err.message}<br>This usually means there's a typo in your chart specification. See the javascript console for the full traceback.`));
    }

    if(typeof define === "function" && define.amd) {
      requirejs.config({paths});
      require(["vega-embed"], displayChart, err => showError(`Error loading script: ${err.message}`));
    } else {
      maybeLoadScript("vega", "5")
        .then(() => maybeLoadScript("vega-lite", "5.8.0"))
        .then(() => maybeLoadScript("vega-embed", "6"))
        .catch(showError)
        .then(() => displayChart(vegaEmbed));
    }
  })({"config": {"view": {"continuousWidth": 300, "continuousHeight": 300}}, "hconcat": [{"data": {"name": "data-0af88cbc25a05306f9aa2f1ff7336ee6"}, "mark": {"type": "bar"}, "encoding": {"color": {"field": "proxy_type", "sort": null, "type": "nominal"}, "href": {"field": "url", "type": "nominal"}, "x": {"axis": {"format": "%", "labelFlush": false}, "field": "ratio", "type": "quantitative"}, "y": {"axis": {"labelLimit": 40}, "field": "impl", "sort": null, "type": "nominal"}}, "title": "most proxied implementations", "transform": [{"calculate": "(('https://etherscan.io/address/0x' + datum.impl) + '#code')", "as": "url"}]}, {"data": {"name": "data-f30b0c681df4b198382548705b23d8b1"}, "mark": {"type": "bar"}, "encoding": {"color": {"field": "proxy_type", "sort": null, "type": "nominal"}, "href": {"field": "url", "type": "nominal"}, "x": {"axis": {"format": "%", "labelFlush": false}, "field": "ratio", "type": "quantitative"}, "y": {"axis": {"labelLimit": 40}, "field": "impl", "sort": null, "type": "nominal"}}, "title": "most proxied implementations excluding eip-1167", "transform": [{"calculate": "(('https://etherscan.io/address/0x' + datum.impl) + '#code')", "as": "url"}]}], "$schema": "https://vega.github.io/schema/vega-lite/v5.8.0.json", "datasets": {"data-0af88cbc25a05306f9aa2f1ff7336ee6": [{"impl": "0a252663dbcc0b073063d6420a40319e438cfa59", "proxy_type": "EIP-1167", "num_contracts": 2977216, "ratio": 0.047636840136026995}, {"impl": "0de8bf93da2f7eecb3d9169422413a9bef4ef628", "proxy_type": "EIP-1167", "num_contracts": 2940548, "ratio": 0.04705013508872514}, {"impl": "059ffafdc6ef594230de44f824e2bd0a51ca5ded", "proxy_type": "EIP-1167", "num_contracts": 923983, "ratio": 0.014784157568482309}, {"impl": "1bc8f124e7e320c71a6394de0458e8d7ea27623e", "proxy_type": "EIP-1167", "num_contracts": 491262, "ratio": 0.00786042039237492}, {"impl": "d332254f274cc65aa11178b74734e2992b8f349e", "proxy_type": "EIP-1167", "num_contracts": 450725, "ratio": 0.007211809546338178}, {"impl": "1d65d25b1d90ef6dd9f64b10d6b079a015085855", "proxy_type": "EIP-1167", "num_contracts": 385011, "ratio": 0.006160354995274743}, {"impl": "10692b1c144ef98904335e40ce857369d19b8333", "proxy_type": "EIP-1167", "num_contracts": 338927, "ratio": 0.005422989570384957}, {"impl": "83b76b11257c4ece35370b6152f1946d49479e89", "proxy_type": "EIP-1167", "num_contracts": 329477, "ratio": 0.0052717851769901024}, {"impl": "3ccb891089d53e2faaf0decde04b41c3fce1a107", "proxy_type": "EIP-1167", "num_contracts": 311053, "ratio": 0.004976992611497319}, {"impl": "39778bc77bd7a9456655b19fd4c5d0bf2071104e", "proxy_type": "EIP-1167", "num_contracts": 233622, "ratio": 0.003738060613089174}, {"impl": "ce12a5b829efab77b4663babfd684081e5181767", "proxy_type": "EIP-1167", "num_contracts": 203109, "ratio": 0.0032498384273053436}, {"impl": "0a9077aa8a6e3b6016e9936ae3541a6bf5740eba", "proxy_type": "EIP-1167", "num_contracts": 194910, "ratio": 0.0031186506155122845}, {"impl": "cbd2801377b3cd6ae11ee2e3881144f30b111974", "proxy_type": "EIP-1167", "num_contracts": 122920, "ratio": 0.001966777146676774}, {"impl": "7186123dd9140555d0c2384b36f5773ddd7cde31", "proxy_type": "EIP-1167", "num_contracts": 90688, "ratio": 0.0014510501617134987}, {"impl": "87f46cc49732dd560246df85e15439866f9800e1", "proxy_type": "EIP-1167", "num_contracts": 80172, "ratio": 0.0012827892727251082}, {"impl": "7a887b7076810947d957d045559a26f180595f89", "proxy_type": "EIP-1167", "num_contracts": 67086, "ratio": 0.0010734071889192812}, {"impl": "63730a73f5eb2b5e10486d20c10a451aa3c1c6dd", "proxy_type": "EIP-1167", "num_contracts": 66561, "ratio": 0.0010650069448417893}, {"impl": "a9af78d2bfa0f8cdf2ff04d77367faacaf9f4e05", "proxy_type": "EIP-1167", "num_contracts": 60073, "ratio": 0.0009611959285088988}, {"impl": "89bf387095cd603035a08036d89bd2089ce091c7", "proxy_type": "EIP-1167", "num_contracts": 55400, "ratio": 0.000886425755986766}, {"impl": "e38f942db7a1b4213d6213f70c499b59287b01f1", "proxy_type": "EIP-1167", "num_contracts": 45162, "ratio": 0.0007226129962432189}], "data-f30b0c681df4b198382548705b23d8b1": [{"impl": "cf6a81970f858a7c4b5e8b1861596dbf1ed207aa", "proxy_type": "0age", "num_contracts": 4616, "ratio": 7.385814602229083e-05}, {"impl": "2157a7894439191e520825fe9399ab8655e0f708", "proxy_type": "Vyper Beta", "num_contracts": 4017, "ratio": 6.427386754149528e-05}, {"impl": "2d25602551487c3f3354dd80d76d54383a243358", "proxy_type": "EIP-6551", "num_contracts": 3535, "ratio": 5.6561643455112234e-05}, {"impl": "d94c0ce4f8eefa4ebf44bf6665688edeef213b33", "proxy_type": "0xSplits Clones", "num_contracts": 2890, "ratio": 4.624134358847931e-05}, {"impl": "8843dce9738509e8ff278ca301af9c7af6f54c5a", "proxy_type": "0age", "num_contracts": 2179, "ratio": 3.486501303781883e-05}, {"impl": "5ae5f4d4982ede2c820d2a9827ccb97fed6cef71", "proxy_type": "EIP-6551", "num_contracts": 2174, "ratio": 3.478501071327129e-05}, {"impl": null, "proxy_type": "Sequence", "num_contracts": 1888, "ratio": 3.020887774915188e-05}, {"impl": "e74eb1a7fd4fd0a2f7cd13a04489e6ececac0ca1", "proxy_type": "0age", "num_contracts": 1006, "ratio": 1.609646769896546e-05}, {"impl": "5616a4370c6cc3f5986adff0e2d3a8ef3c471ae2", "proxy_type": "0age", "num_contracts": 780, "ratio": 1.248036262941656e-05}, {"impl": "321f2922dfc9c262e849303ab2102bb7e39c4e8d", "proxy_type": "0age", "num_contracts": 650, "ratio": 1.0400302191180467e-05}, {"impl": "d736443a1a2ed7f258773e437c2a399f0757577c", "proxy_type": "0age", "num_contracts": 550, "ratio": 8.800255700229626e-06}, {"impl": "4f3742021ed9ee6109bde80814bdad9859cebc5f", "proxy_type": "sudoswap ClonesWithImmutableArgs", "num_contracts": 233, "ratio": 3.72810832391546e-06}, {"impl": "575ba30c7b77fa0eebd34cc5416538323c4e5612", "proxy_type": "Vyper Beta", "num_contracts": 209, "ratio": 3.344097166087258e-06}, {"impl": "000000009c9d720cee4c096765a0581068d97aa9", "proxy_type": "EIP-1167 Optimized", "num_contracts": 125, "ratio": 2.0000581136885515e-06}, {"impl": "5f890841f657d90e081babdb532a05996af79fe6", "proxy_type": "Vyper", "num_contracts": 109, "ratio": 1.7440506751364168e-06}, {"impl": "7fdd4e808ee9608f1b2f05157a2a8098e3d432cd", "proxy_type": "ClonesWithCallData", "num_contracts": 108, "ratio": 1.7280502102269083e-06}, {"impl": "dbffa2f886b4deb6aa55821499426d0c6786bffa", "proxy_type": "ClonesWithCallData", "num_contracts": 104, "ratio": 1.6640483505888748e-06}, {"impl": "1bee35414de2691454bd7090db64ececfb65581f", "proxy_type": "ClonesWithImmutableArgs", "num_contracts": 101, "ratio": 1.6160469558603494e-06}, {"impl": "82c1cc1685be4825400854ce5b1c7d86da75b7ac", "proxy_type": "Vyper", "num_contracts": 98, "ratio": 1.5680455611318242e-06}, {"impl": "0000000010fd301be3200e67978e3cc67c962f48", "proxy_type": "EIP-1167 Optimized", "num_contracts": 93, "ratio": 1.4880432365842822e-06}]}}, {"mode": "vega-lite"});
</script>
</div>
</div>
</section>
<section id="unknown-variants" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="unknown-variants">Unknown variants</h2>
<p>Finding a new proxy type every time I pick up this article has become a bit of a running joke. To put it to bed, we need to come up with a definitive way to find all possible variants. Let’s start from an assumption that all minimal proxies contain this code.</p>
<div class="sourceCode" id="cb22" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb22-1">PUSH_ <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span>implementation<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> GAS DELEGATECALL</span></code></pre></div>
<div class="page-columns page-full"><p>As I’ve shown in my other article<sup>22</sup>, you can’t simply regex in this case, because parts of the code could have different semantic meaning. We need to disassemble the code so we don’t accidentally match <code>PUSH</code> arguments or data.</p><div class="no-row-height column-margin column-container"><li id="fn22"><p><sup>22</sup>&nbsp;<a href="https://banteg.xyz/posts/vyper-opcodes/">So you found a compiler bug</a> by banteg</p></li></div></div>
<div class="cell" data-execution_count="18">
<div class="sourceCode cell-code" id="cb23" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb23-1">small_codes.select(pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(), num_codes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count())</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="18">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">num_codes</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>49481339</td>
<td>138650</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>We keep track of the last push instruction while looking for a delegatecall pattern we identified. The push argument would contain the implementation address.</p>
<div class="page-columns page-full"><p>If you are interested in a more advanced version of this algorithm, check out WhatsABI<sup>23</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn23"><p><sup>23</sup>&nbsp;<code>disasm.ts</code> in <a href="https://github.com/shazow/whatsabi/blob/main/src/disasm.ts">shazow/whatsabi</a></p></li></div></div>
<div class="cell" data-execution_count="19">
<div class="sourceCode cell-code" id="cb24" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb24-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> collections <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> deque</span>
<span id="cb24-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.vm.instructions <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Ops</span>
<span id="cb24-3"></span>
<span id="cb24-4">opcodes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {op.value: op <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> op <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> Ops}</span>
<span id="cb24-5"></span>
<span id="cb24-6"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> PUSH:</span>
<span id="cb24-7">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__eq__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, op):</span>
<span id="cb24-8">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">isinstance</span>(op, Ops):</span>
<span id="cb24-9">            op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> op.value</span>
<span id="cb24-10">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> Ops.PUSH1.value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> Ops.PUSH32.value</span>
<span id="cb24-11"></span>
<span id="cb24-12"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> disasm(code):</span>
<span id="cb24-13">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""Disassemble the code and extract the implementation address."""</span></span>
<span id="cb24-14">    code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(code)</span>
<span id="cb24-15">    ops <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> deque(maxlen<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>)</span>
<span id="cb24-16">    pushes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> deque(maxlen<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb24-17">    pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb24-18">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">while</span> pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(code):</span>
<span id="cb24-19">        op: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[pc]</span>
<span id="cb24-20">        ops.append(Ops(op))</span>
<span id="cb24-21">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> Ops.PUSH1.value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> Ops.PUSH32.value:</span>
<span id="cb24-22">            push_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> Ops.PUSH0.value</span>
<span id="cb24-23">            push_value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> : pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> push_size]</span>
<span id="cb24-24">            pushes.append(push_value.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>())</span>
<span id="cb24-25">            pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> push_size</span>
<span id="cb24-26"></span>
<span id="cb24-27">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(ops) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> [PUSH(), Ops.GAS, Ops.DELEGATECALL]:</span>
<span id="cb24-28">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"impl"</span>: pushes[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"push_size"</span>: ops[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> Ops.PUSH0.value}</span>
<span id="cb24-29"></span>
<span id="cb24-30">        pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb24-31"></span>
<span id="cb24-32">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"impl"</span>: <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"push_size"</span>: <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>}</span></code></pre></div>
</div>
<p>We can apply a python function to a column using <code>map_elements</code>. The returned dict becomes a struct, which can be turned into columns using <code>unnest</code>.</p>
<p>Addresses that come from opcodes other than <code>PUSH20</code> need to be normalized. Check longer pushes for empty padding bytes, and pad shorter ones with zeros.</p>
<div class="cell" data-execution_count="20">
<div class="sourceCode cell-code" id="cb25" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb25-1">found_proxies <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb25-2">    small_codes</span>
<span id="cb25-3">    .with_columns(impl<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.map_elements(disasm))</span>
<span id="cb25-4">    .unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'impl'</span>)</span>
<span id="cb25-5">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.impl.is_not_null())</span>
<span id="cb25-6">    .with_columns(pl.col.impl.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.rjust(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">64</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'0'</span>))</span>
<span id="cb25-7">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.impl.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">slice</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">24</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'0'</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">24</span>)</span>
<span id="cb25-8">    .with_columns(pl.col.impl.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">slice</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">24</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">40</span>))</span>
<span id="cb25-9">)</span></code></pre></div>
</div>
<p>We have found more proxies and improved our results by 8.5%.</p>
<div class="cell" data-execution_count="21">
<div class="sourceCode cell-code" id="cb26" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb26-1">found_proxies.select(</span>
<span id="cb26-2">    num_contracts<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb26-3">    num_codes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count(),</span>
<span id="cb26-4">    num_impls<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.impl.unique().count(),</span>
<span id="cb26-5">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="21">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">num_codes</th>
<th data-quarto-table-cell-role="th">num_impls</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>14675709</td>
<td>47064</td>
<td>31962</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div class="cell" data-execution_count="22">
<div class="sourceCode cell-code" id="cb27" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb27-1">(</span>
<span id="cb27-2">    found_proxies.select(pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>())</span>
<span id="cb27-3">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> proxies_by_type.select(pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>())</span>
<span id="cb27-4">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="22">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">num_contracts</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>1.085049</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>We have also collected interesting statistics about vanity addresses.</p>
<div class="cell" data-execution_count="23">
<div class="sourceCode cell-code" id="cb28" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb28-1">found_proxies.select(pl.col.push_size.value_counts(sort<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)).unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'push_size'</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="23">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">push_size</th>
<th data-quarto-table-cell-role="th">counts</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>20</td>
<td>46926</td>
</tr>
<tr class="even">
<td>16</td>
<td>116</td>
</tr>
<tr class="odd">
<td>32</td>
<td>9</td>
</tr>
<tr class="even">
<td>18</td>
<td>6</td>
</tr>
<tr class="odd">
<td>15</td>
<td>4</td>
</tr>
<tr class="even">
<td>17</td>
<td>1</td>
</tr>
<tr class="odd">
<td>13</td>
<td>1</td>
</tr>
<tr class="even">
<td>14</td>
<td>1</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>Up to you to verify if someone has actually managed to mine an address with 7 leading zero bytes, I will just provide a list of suspect addresses for convenince.</p>
<div class="cell" data-execution_count="24">
<div class="sourceCode cell-code" id="cb29" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb29-1">(</span>
<span id="cb29-2">    found_proxies.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.push_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>)</span>
<span id="cb29-3">    .select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"impl"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"first_contract"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"push_size"</span>)</span>
<span id="cb29-4">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"push_size"</span>)</span>
<span id="cb29-5">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="24">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">impl</th>
<th data-quarto-table-cell-role="th">first_contract</th>
<th data-quarto-table-cell-role="th">push_size</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"000000000000001d48ffbd0c0da7c129137a9c55"</td>
<td>"0000000000bf2686748e1c0255036e7617e7e8a5"</td>
<td>13</td>
</tr>
<tr class="even">
<td>"000000000000df8c944e775bde7af50300999283"</td>
<td>"00000000005df2c9274605abd6773f14578f8a28"</td>
<td>14</td>
</tr>
<tr class="odd">
<td>"00000000004096437c84e1b0927d5ed44f45f6b3"</td>
<td>"2ea66a667e258594a05c94345775a02c5fb1b74c"</td>
<td>15</td>
</tr>
<tr class="even">
<td>"00000000008eabbe9a46fa87f0d1e41e62a96d50"</td>
<td>"a9a90922d6d2a5c3a36c0170bb0cefac5300b779"</td>
<td>15</td>
</tr>
<tr class="odd">
<td>"0000000000c08718718b974d644b098c19bd0064"</td>
<td>"8608a089a9ec9a5483faa12a56e987901aad27ce"</td>
<td>15</td>
</tr>
<tr class="even">
<td>"000000000045ef846ac1cb7fa62ca926d5701512"</td>
<td>"f4907e6182157d564dc180978499b48ebd333f77"</td>
<td>15</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
<section id="seeing-patterns" class="level2">
<h2 class="anchored" data-anchor-id="seeing-patterns">Seeing patterns</h2>
<p>As you could’ve observed from regex patterns, all codes end with an <code>f3</code> (<code>RETURN</code>) instruction. We can exploit this fact to strip the data section. Moreover, if we also strip the <code>PUSH</code> arguments, we end up with what I call a mini code that uniquely identifies a specific proxy pattern.</p>
<div class="cell" data-execution_count="25">
<div class="sourceCode cell-code" id="cb30" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb30-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> strip_code(code):</span>
<span id="cb30-2">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""Distill the code to its minimal form."""</span></span>
<span id="cb30-3">    code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(code)</span>
<span id="cb30-4">    mini_code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb30-5">    pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb30-6">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">while</span> pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(code):</span>
<span id="cb30-7">        op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[pc]</span>
<span id="cb30-8">        mini_code.append(op)</span>
<span id="cb30-9">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> PUSH():</span>
<span id="cb30-10">            push_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> Ops.PUSH0.value</span>
<span id="cb30-11">            pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> push_size</span>
<span id="cb30-12">        </span>
<span id="cb30-13">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> Ops.RETURN.value:</span>
<span id="cb30-14">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">break</span></span>
<span id="cb30-15">        </span>
<span id="cb30-16">        pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb30-17">    </span>
<span id="cb30-18">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>(mini_code).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>()</span>
<span id="cb30-19"></span>
<span id="cb30-20">strip_code(</span>
<span id="cb30-21">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'363d3d373d3d3d363d73'</span></span>
<span id="cb30-22">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'bebebebebebebebebebebebebebebebebebebebe'</span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># implementation</span></span>
<span id="cb30-23">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'5af43d82803e903d91602b57fd5bf3'</span></span>
<span id="cb30-24">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'b00ba1'</span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># data section</span></span>
<span id="cb30-25">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="25">
<pre><code>'363d3d373d3d3d363d735af43d82803e903d916057fd5bf3'</code></pre>
</div>
</div>
<p>Combine it all together and we find 80 unique delegatecall patterns, including the obscure ones and the ones that encode immutable args.</p>
<div class="cell" data-execution_count="27">
<div class="sourceCode cell-code" id="cb32" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb32-1">known_names <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb32-2">    base_proxies.unique(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"proxy_type"</span>)</span>
<span id="cb32-3">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col.proxy_type <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EIP-6551"</span>)</span>
<span id="cb32-4">    .with_columns(mini_code<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.map_elements(strip_code))</span>
<span id="cb32-5">    .select(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"mini_code"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"proxy_type"</span>)</span>
<span id="cb32-6">)</span>
<span id="cb32-7">proxy_types <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb32-8">    found_proxies.with_columns(mini_code<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.code.map_elements(strip_code))</span>
<span id="cb32-9">    .group_by(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"mini_code"</span>)</span>
<span id="cb32-10">    .agg(</span>
<span id="cb32-11">        num_codes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.count(),</span>
<span id="cb32-12">        num_impls<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.impl.unique().count(),</span>
<span id="cb32-13">        num_contracts<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.num_contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(),</span>
<span id="cb32-14">        first_contract<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col.first_contract.first(),</span>
<span id="cb32-15">    )</span>
<span id="cb32-16">    .join(known_names, on<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"mini_code"</span>, how<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"left"</span>)</span>
<span id="cb32-17">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"num_contracts"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb32-18">)</span>
<span id="cb32-19">proxy_types</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="27">
<div>

<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">mini_code</th>
<th data-quarto-table-cell-role="th">num_codes</th>
<th data-quarto-table-cell-role="th">num_impls</th>
<th data-quarto-table-cell-role="th">num_contracts</th>
<th data-quarto-table-cell-role="th">first_contract</th>
<th data-quarto-table-cell-role="th">proxy_type</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"363d3d373d3d3d363d735af43d82803e903d916057fd5bf3"</td>
<td>37349</td>
<td>31618</td>
<td>13504799</td>
<td>"e5f740036228a299f7498c82be966f1ad750bf94"</td>
<td>"EIP-1167"</td>
</tr>
<tr class="even">
<td>"583681803780803681735af43d91908282803e6057fd5bf3"</td>
<td>14</td>
<td>14</td>
<td>955047</td>
<td>"40d87fa19a6d1055d42a08e1f79ccefdae1a1ce1"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60605234615760513660823760803683735af43d8060843e81801561578184f3"</td>
<td>7</td>
<td>7</td>
<td>79582</td>
<td>"40d7d02529045b7ec1d443c540d9522d052164ad"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d3d3d363d3d37606036393660013d735af43d3d93803e6057fd5bf3"</td>
<td>8607</td>
<td>29</td>
<td>40689</td>
<td>"e6216d1144ac51b33efa326672d4aafc08be93a1"</td>
<td>"sudoswap ClonesWithImmutableArgs"</td>
</tr>
<tr class="odd">
<td>"606052366057005b3660803760603660735af45000fea264221220cd31d7df5797d8b…</td>
<td>1</td>
<td>1</td>
<td>37233</td>
<td>"06c683bf06e0e8c2709f6eb90451b06f2977b59d"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"60808080803680928037735af43d828181803e8083146057f3"</td>
<td>20</td>
<td>20</td>
<td>12782</td>
<td>"2f4b849bdac28903fd7bb142cdbc6005c770ad2d"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3d3d3d3d363d3d37363d735af43d3d93803e6057fd5bf3"</td>
<td>17</td>
<td>17</td>
<td>9928</td>
<td>"cdff0b2aab0f203860be730a077ca7213fecaa8c"</td>
<td>"0age"</td>
</tr>
<tr class="even">
<td>"6060523660811461573660803760803660735af43d60803e8060811461573d60f3"</td>
<td>6</td>
<td>4</td>
<td>5965</td>
<td>"25dbb91164bf15bd16df3f5a63a062d6aebdabfb"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3660603761603660735af41558576160f3"</td>
<td>21</td>
<td>21</td>
<td>4518</td>
<td>"a698d462dc0f38844ca4e72dfcce372b982fa67b"</td>
<td>"Vyper Beta"</td>
</tr>
<tr class="even">
<td>"603681803780803681735af43d82803e1560573d90f3"</td>
<td>23</td>
<td>23</td>
<td>4457</td>
<td>"3fb109e7df20e60d55ca38788d85c1e243f82931"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6060523660803760803660735af43d60803e8060811460573d60f3"</td>
<td>4</td>
<td>3</td>
<td>3189</td>
<td>"f38eb9e060fc7104908db80968b3e2a7a226b07f"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"366057343d52307f603da23d3df3"</td>
<td>1</td>
<td>1</td>
<td>2890</td>
<td>"f8843981e7846945960f53243ca2fd42a579f719"</td>
<td>"0xSplits Clones"</td>
</tr>
<tr class="odd">
<td>"6060523660803760803660735af43d60803e80801560573d60f3"</td>
<td>1</td>
<td>1</td>
<td>2779</td>
<td>"728100299558e2d5790e1a7f9ea12de33f534794"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"6080368181838037735af400"</td>
<td>2</td>
<td>2</td>
<td>2701</td>
<td>"7bf6a2c08923e69a503031b56df35e98a98a5925"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"606052366057005b3660803760603660735af45000fea264221220fec0577d6f"</td>
<td>1</td>
<td>1</td>
<td>1663</td>
<td>"276628e5af6981f324abe82823985f123a3b0202"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"60605234615760513660823760803683735af43d8060843e8160811461578184f3"</td>
<td>3</td>
<td>2</td>
<td>1591</td>
<td>"2cf63d2f74890509a2bd42c9011e2dffe0928dd0"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6060526036101560575b6036818037808036817f5af43d82803e1560573d90f3"</td>
<td>2</td>
<td>2</td>
<td>908</td>
<td>"a3bad5098f9489f536342ca9957bbc808d9d5d96"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"61605a031015605734156057346052606060606073605a03f11560576060f3"</td>
<td>1</td>
<td>1</td>
<td>717</td>
<td>"319e17a9c9153737fee4d5b5a0b76ad71732ece8"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3660803761603660735af43d60803e8060811460573d60f3"</td>
<td>14</td>
<td>14</td>
<td>699</td>
<td>"8dd410227d3909b35f662825555443b6da7c0007"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3660573415605734605233606080a25b005b608052606060376360511415605773605…</td>
<td>1</td>
<td>1</td>
<td>631</td>
<td>"34c22a846ab26d9e590ccad985c4e9b6d96fcbfa"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3660603761603660735af460576080fd5b6160f3"</td>
<td>35</td>
<td>35</td>
<td>481</td>
<td>"fafdab9e3292612f8d07727a6375103b7b338fc0"</td>
<td>"Vyper"</td>
</tr>
<tr class="even">
<td>"363d3d37616036393d3d3d3661013d735af43d82803e903d916057fd5bf3"</td>
<td>326</td>
<td>21</td>
<td>336</td>
<td>"7d7d26d129e793e2a4c0b96b17e18f2926a8a8e1"</td>
<td>"ClonesWithCallData"</td>
</tr>
<tr class="odd">
<td>"3d3d3d3d363d3d37616036393661013d735af43d3d93803e6057fd5bf3"</td>
<td>262</td>
<td>36</td>
<td>264</td>
<td>"5ed82249fa6e91becb35ef03044e22eb2dbde912"</td>
<td>"ClonesWithImmutableArgs"</td>
</tr>
<tr class="even">
<td>"3660803760803660735af43d60803e603d916057fd5bf3"</td>
<td>4</td>
<td>4</td>
<td>254</td>
<td>"54f85a9da2d3c5f0059dc21f016d5c4f9d14df8c"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3d3d3d3d3d735af48180f3"</td>
<td>1</td>
<td>1</td>
<td>206</td>
<td>"9946bb3e71bf3b94278fce25053d0803da6150f7"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d3d363d3d373d3d363d735af46057fd5b3d913e3d90f3"</td>
<td>2</td>
<td>2</td>
<td>200</td>
<td>"f57113d8f6ff35747737f026fe0b37d4d7f42777"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"61605a031015605734156057346052606060606073605a03f1506060f3"</td>
<td>1</td>
<td>1</td>
<td>162</td>
<td>"ef9fe029a6134ef5c08a1f4c880efa0af8c3b856"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d363d6f5af43d82803e903d916057fd5bf3"</td>
<td>2</td>
<td>2</td>
<td>131</td>
<td>"a81043fd06d57d140f6ad8c2913dbe87fdecdd5f"</td>
<td>"EIP-1167 Optimized"</td>
</tr>
<tr class="odd">
<td>"6060526036101560575b5f36818037808036817f5af43d82803e1560573d90f3"</td>
<td>2</td>
<td>2</td>
<td>118</td>
<td>"551485188cded3562290b928e34e963fc2234bf8"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d3d3d363d3d37363d6f5af43d3d93803e6057fd5bf3"</td>
<td>113</td>
<td>1</td>
<td>113</td>
<td>"f3f6373a79021e3610e9e3a97cf8fd58e7ca043e"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60605260513660823760803683735af43d8060843e8160811460578184f3"</td>
<td>2</td>
<td>2</td>
<td>100</td>
<td>"900de34640ad9be267e4255f66fd7888c9353be9"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"606052603660603780603660735af480801560578260f3"</td>
<td>6</td>
<td>5</td>
<td>90</td>
<td>"68ee9c1c7af2836b1bbebb4df65d39c54ef21458"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"366057343d527f593da1005b363d3d373d3d3d3d618060363936013d735af43d3d938…</td>
<td>78</td>
<td>14</td>
<td>78</td>
<td>"7c340d736976c995db51534fa82376d78cbdbb6f"</td>
<td>"solady ClonesWithImmutableArgs"</td>
</tr>
<tr class="even">
<td>"6060526036106157637c60350416638114615780631461575b3660803760803660735…</td>
<td>1</td>
<td>1</td>
<td>56</td>
<td>"00224d9084fd7cdb4a5ce7740cb1ca0dca6be7a6"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"363d3d373d3d3d363d715af43d82803e903d916057fd5bf3"</td>
<td>6</td>
<td>6</td>
<td>54</td>
<td>"927fba49239b3c163ff14464ed6c57444836f3a1"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d3d608038038091363936013d735af43d3d93803e6057fd5bf3"</td>
<td>44</td>
<td>5</td>
<td>44</td>
<td>"ab67e433c596dd1382b5756d8c7e4f0d69fb1bc7"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"366057343d527f593da1005b3d3d3d3d363d3d37363d735af43d3d93803e6057fd5bf…</td>
<td>2</td>
<td>2</td>
<td>38</td>
<td>"693c49a6296d90e8a8936ad4836a680f551bb97d"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d363d705af43d82803e903d916057fd5bf3"</td>
<td>1</td>
<td>1</td>
<td>25</td>
<td>"bd21981556da7d96ee6cce209f0ac292490065cc"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6060526036818037808036817f5af43d82803e1560573d90f3"</td>
<td>4</td>
<td>2</td>
<td>21</td>
<td>"b85df5ee83eadb92dbc32f13403372c8f880cf02"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"6060523373146081146057606080376060f3"</td>
<td>2</td>
<td>2</td>
<td>18</td>
<td>"da07dddec856e9bcdfdcc428f577db94d71759c0"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6036818037808036816f5af41560573d81803e3d81f3"</td>
<td>1</td>
<td>1</td>
<td>18</td>
<td>"9fb5fa690a9e77d7195853283cd6f36d77d8c1ae"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"603681803780803681735af41560573d81803e3d90f3"</td>
<td>2</td>
<td>2</td>
<td>18</td>
<td>"c54a597a7c2cf5ed6867095cb69a42eac21fc7a0"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"36608037608036606e5af43d60803e603d916057fd5bf3"</td>
<td>1</td>
<td>1</td>
<td>16</td>
<td>"f4907e6182157d564dc180978499b48ebd333f77"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d3d3d363d3d37606036396036013d735af43d928390803e6057fd5bf3"</td>
<td>15</td>
<td>2</td>
<td>15</td>
<td>"e6e1dd9aae13bd8b19853bd15875162ff4fdf553"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"5a61116357608080807f5af43d60803e6014156357605160141563575b005b6036106…</td>
<td>1</td>
<td>1</td>
<td>11</td>
<td>"f1718480cd208273e6a317746a6cd8c138ec9a82"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d363d6e5af43d82803e903d916057fd5bf3"</td>
<td>3</td>
<td>3</td>
<td>6</td>
<td>"2ea66a667e258594a05c94345775a02c5fb1b74c"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3d603d52363d59377359523d3d6080590390735af4813d3d82803e91156157f3"</td>
<td>1</td>
<td>1</td>
<td>5</td>
<td>"613359585a176284a5280b072e1d6dc00320c385"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"5f5f365f5f37365f735af43d5f5f3e60573d5ffd5b3d5ff3"</td>
<td>5</td>
<td>5</td>
<td>5</td>
<td>"39a0f5da85b4a08686b6e931860e5192deb685f0"</td>
<td>"Solady PUSH0"</td>
</tr>
<tr class="odd">
<td>"3d3d3d363d3d37608038038091363936013d735af43d82803e3d82826057fd5bf3"</td>
<td>4</td>
<td>2</td>
<td>4</td>
<td>"4498d2f48eb2d7473c30ec3b010b8c4ce69417fb"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"60605234801560576080fd5b50603681823780813683735af43d82833e80801560573…</td>
<td>2</td>
<td>1</td>
<td>4</td>
<td>"0e946e9e1089e10992321e1e8a5aa2b9162a5bab"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"733314151561573660603760603660735af4156157005bfe5b603580601a604316031…</td>
<td>3</td>
<td>2</td>
<td>4</td>
<td>"66f049111958809841bbe4b81c034da2d953aa0c"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d3d3d363d3d37363d6d5af43d3d93803e6057fd5bf3"</td>
<td>1</td>
<td>1</td>
<td>4</td>
<td>"00000000005df2c9274605abd6773f14578f8a28"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"366057343d527f603da13d3df3"</td>
<td>3</td>
<td>1</td>
<td>3</td>
<td>"f29ff96aaea6c9a1fba851f74737f3c069d4f1a9"</td>
<td>"0xSplits ClonesWithImmutableArgs"</td>
</tr>
<tr class="even">
<td>"606052603681823780813683735af43d82833e80801560573d83f3"</td>
<td>3</td>
<td>3</td>
<td>3</td>
<td>"2d17e6d1b4ca0d721e48a283793b789de85b8403"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"5f5f365f5f37365f735af43d5f5f3e603d5ffd5b3d5ff3"</td>
<td>2</td>
<td>1</td>
<td>2</td>
<td>"5460e1f077e08457f899e7dabb71b2f871f8be23"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"60606060735af4"</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"beaca7ad81ae2ef8403ee3593635d108f1856331"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"5f5f365f5f735af43d5f5f3e60573d5ffd5b3d5ff3"</td>
<td>2</td>
<td>2</td>
<td>2</td>
<td>"b94921e26618c9f0b56e9171b498d2ba471c49ce"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3660803760803660735af43d60803e60573d60fd5b3d60f3"</td>
<td>2</td>
<td>2</td>
<td>2</td>
<td>"60055deba04dcc173515f9398337987655fea808"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6080356381601c14156157815433811461578283fd5b6035603581818383131561575…</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"3f9e41b2b4548ccb7b6073c5278738fc59e14183"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d3d618060363936013d735af43d3d93803e6057fd5bf3"</td>
<td>2</td>
<td>1</td>
<td>2</td>
<td>"ae4c7ddef4360d0cb5156b2c1435761525ff3997"</td>
<td>"sw0nt ClonesWithImmutableArgs"</td>
</tr>
<tr class="odd">
<td>"3660603760803660735af480801560573d8060603e60f3"</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"3b1eb95182f769cea6b8808c4da448094756a2ca"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"603681823780813683735af4151560573d81823e3d81fd5b3d81823e3d81f3"</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"e36d76da7431d38d1958ef0367785030d523fa17"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60605234801560576080fd5b5060513660823760803683735af43d8060843e8160811…</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"2769f4170a9b35ccdb946dc0ff853792f9dbb1ae"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3660603760803660735af41560573d8060603e60f3"</td>
<td>1</td>
<td>1</td>
<td>2</td>
<td>"1a1a913f2334c7424efb093413ddc3af014175eb"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6060523660576f5f525f805f80735af460575f80fd5b005b5f80fdfea2642212207e6…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"fca8d0ac3eb28a7e3bef2e313b5ddf5c83076e0a"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"6060523360526060207f8114615763541561577f60527c60527c60526060526060fd5…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"09afae029d38b76a330a1bdee84f6e03a4979359"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3373146157005b3661575f5f5f5f47335af1005b7f5f52475f5b8035601c60525f5f6…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"878715422f2fc2d939f8d5a4e77eecd80158aa4b"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"3d3d343d146057f3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"4e4f343e93ad73d7098af84418023b5677917582"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"6060523660576060565b005b6060565b005b3660803760803660735af43d60803e806…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"6b741aa01f060fcd702ff0baade110372f219d39"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"60605234801561576080fd5b5060361061576035601c80631461575b3660803760803…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"335157e30f88ffe30f9f03cde78c44265922895d"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60548060575b3360553660555b80358155600136811060576060603933606034f5806…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"2319c999808d589b5fb33349b182f000d281dc65"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"733314151561573660603760603660735af450005b60356181601c61565b6035601c8…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"9d68689a0568caed355a2f22dbde370bc33e671f"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60605236801561573660803760803660735af43d60803e80801561573d60f3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"48babd296989592346e8b5cb904895f808e75e61"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"733314151561573660603760603660735af4156157005bfe5b60356181601c61565b6…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"12e98c9b9b266255bf037ccafcf87657e9a0b31b"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"365f5f375f5f365f6c5af43d5f5f3e5f3d916057fd5bf3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"0000000000bf2686748e1c0255036e7617e7e8a5"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"363d3d373d3d3d363d735af43d82803e903d9160575b61565b6060606047735af100"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"1aa6c2224d19457fdf7d7143243267859b05c1cb"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"3d6080603d3981f3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"d9244c769512d951eb8939075d1857011aad9248"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"6060523660577f5f525f80605f735af460575f80fd5b005b5f80fdfea264221220d8e…</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"7631961ad277714cce7567f2303e88d881d13b5a"</td>
<td>null</td>
</tr>
<tr class="odd">
<td>"60605234151561573660803760803660735af43d60803e8060811461573d60f3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"b22a3f3d4b7378275de40d2d840d9f4678dada81"</td>
<td>null</td>
</tr>
<tr class="even">
<td>"603681823780813683735af43d82833e8060811460573d83f3"</td>
<td>1</td>
<td>1</td>
<td>1</td>
<td>"a009c7e3718740f56294914b3f96133f338df0b5"</td>
<td>null</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>It’s left as an exercise for the reader to see if I’ve missed anything, but the code certainly hasn’t.</p>
<p>Hope you learned something interesting today.</p>


</section>
</section>


 ]]></description>
  <category>ethereum</category>
  <category>data</category>
  <guid>https://banteg.xyz/posts/minimal-proxies/index.html</guid>
  <pubDate>Mon, 11 Sep 2023 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/minimal-proxies/cover.png" medium="image" type="image/png" height="72" width="144"/>
</item>
<item>
  <title>So you found a compiler bug</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/vyper-opcodes/index.html</link>
  <description><![CDATA[ 



<div class="page-columns page-full"><p>Today I will walk you through the development of a pipeline that helps Vyper devs identify potentially vulnerable contracts, following a real compiler bug disclosure<sup>1</sup>. We will find all contracts that use certain opcodes and precompiles.</p><div class="no-row-height column-margin column-container"><li id="fn1"><p><sup>1</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/security/advisories/GHSA-4hg4-9mf5-wxxq">incorrect order of evaluation for some builtins</a></p></li></div></div>
<p>The pipeline would consist of the following steps:</p>
<ol type="1">
<li>Find all Vyper contracts</li>
<li>Strip them down to their code section</li>
<li>Look for patterns in opcodes</li>
<li>Contact the affected protocols</li>
</ol>
<p>You can also reference this post for how the compiler signature, the immutable support, and the init code have changed over the development of Vyper.</p>
<section id="stripping-metadata" class="level1 page-columns page-full">
<h1>Stripping metadata</h1>
<p>Smart contracts on Ethereum can mix code and data sections. To accurately assess the opcodes used by a contract it is crucial to only look at the executable section. We would need to find a way to ignore the metadata, immutables or any other non-code portions of the runtime code that might result in false positives when interpreted as opcodes.</p>
<p>This section’s goal is to determine the total size of immutables so we can strip them.</p>
<section id="vyper-compiler-signature" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="vyper-compiler-signature">Vyper compiler signature</h2>
<div class="page-columns page-full"><p>Since 0.3.4 Vyper appends a compiler signature<sup>2</sup> with the compiler name and 3 version bytes at the very end of the code output.</p><div class="no-row-height column-margin column-container"><li id="fn2"><p><sup>2</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/pull/2860">add vyper signature to bytecode</a></p></li></div></div>
<div class="cell" data-execution_count="3">
<div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">cbor.loads(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\xa1\x65</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">vyper</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x83\x00\x03\x09</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="2">
<pre><code>{'vyper': [0, 3, 9]}</code></pre>
</div>
</div>
<div class="page-columns page-full"><p>Since 0.3.5 it also appends<sup>3</sup> a two-byte length after it.</p><div class="no-row-height column-margin column-container"><li id="fn3"><p><sup>3</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/commit/b096dbdc9d1d61e7d34d7ed2e4107234951b982b">add cbor length metadata</a></p></li></div></div>
<div class="cell" data-execution_count="4">
<div class="sourceCode cell-code" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x00\x0b</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>(), <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="3">
<pre><code>11</code></pre>
</div>
</div>
<p>So far seems easy, we just read the offset and everything before it is code. But this method doesn’t account for immutables that come after the signature.</p>
<div class="page-columns page-full"><p>A more reliable method is to simply split on <code>\xa1\x65vyper\x83</code> and treat everything after as a data section. The problem is, immutables were introduced<sup>4</sup> in 0.3.1, before the compiler signature has existed.</p><div class="no-row-height column-margin column-container"><li id="fn4"><p><sup>4</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/pull/2466">feat: immutable variables</a></p></li></div></div>
<div class="page-columns page-full"><p>Another problem is the signature will be removed<sup>5</sup> from runtime code altogether in 0.3.10. There is an ongoing discussion<sup>6</sup> about whether to keep it.</p><div class="no-row-height column-margin column-container"><li id="fn5"><p><sup>5</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/pull/3471">chore: remove vyper signature from runtime</a></p></li><li id="fn6"><p><sup>6</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/issues/3549">Keep the vyper compiler version signature in the runtime code</a></p></li></div></div>
<p>For older versions we <a href="https://gist.github.com/banteg/4c85347ae246b516f738ccf08c503330">could use</a> some old but proven heuristics:</p>
<ul>
<li><code>6004361015</code> prefix detects all contracts written in Vyper 0.2.0 to 0.2.4 and 0.2.11 to 0.3.3</li>
<li><code>341561000a</code> prefix was used in versions 0.2.5 to 0.2.8</li>
</ul>
</section>
<section id="load-all-vypers" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="load-all-vypers">Load all Vypers</h2>
<div class="page-columns page-full"><p>We use <a href="https://github.com/paradigmxyz/cryo">cryo</a> contracts dataset<sup>7</sup> to quickly find all contracts that look like Vyper.</p><div class="no-row-height column-margin column-container"><li id="fn7"><p><sup>7</sup>&nbsp;Run <code>cryo contracts --align</code> and wait about 10 hours</p></li></div></div>
<div class="cell" data-execution_count="5">
<div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1">contracts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pl.scan_parquet(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"~/data/contracts/*.parquet"</span>)</span>
<span id="cb5-2">vyper_sig <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\xa1\x65</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">vyper</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x83</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span></span>
<span id="cb5-3">vypers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> contracts.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(</span>
<span id="cb5-4">    (</span>
<span id="cb5-5">        pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.starts_with(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"6004361015"</span>))</span>
<span id="cb5-6">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|</span> pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.starts_with(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"341561000a"</span>))</span>
<span id="cb5-7">        <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|</span> pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.contains(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\xa1\x65</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">vyper</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x83</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>)</span>
<span id="cb5-8">    )</span>
<span id="cb5-9">    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span>pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.contains(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x64</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">solc</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x43</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>)</span>
<span id="cb5-10">).collect()</span>
<span id="cb5-11"></span>
<span id="cb5-12"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(vypers)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="4">
<pre><code>3226</code></pre>
</div>
</div>
</section>
<section id="code-within-code" class="level2">
<h2 class="anchored" data-anchor-id="code-within-code">Code within code</h2>
<p>Given the init code contains the runtime code, we can scan from where it starts and continue until it diverges or the init code runs out.</p>
<div class="cell" data-execution_count="7">
<div class="sourceCode cell-code" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> find_runtime_in_init(data):</span>
<span id="cb7-2">    init_offset <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_code"</span>].index(data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>][:<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span>])</span>
<span id="cb7-3">    code_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb7-4"></span>
<span id="cb7-5">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># zip terminates when the smallest iterable runs out</span></span>
<span id="cb7-6">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> left, right <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">zip</span>(data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_code"</span>][init_offset:], data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>]):</span>
<span id="cb7-7">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> left <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> right:</span>
<span id="cb7-8">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">break</span></span>
<span id="cb7-9">        code_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb7-10"></span>
<span id="cb7-11">    op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_code"</span>][init_offset <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>]</span>
<span id="cb7-12">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> {</span>
<span id="cb7-13">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pre_opcode"</span>: opcodes.get(op, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>(op)),</span>
<span id="cb7-14">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span>: init_offset,</span>
<span id="cb7-15">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>: code_size,</span>
<span id="cb7-16">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>]),</span>
<span id="cb7-17">    }</span></code></pre></div>
</div>
<div class="cell" data-execution_count="8">
<details>
<summary>Apply and output</summary>
<div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">results <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (</span>
<span id="cb8-2">    vypers.with_columns(</span>
<span id="cb8-3">        search<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.struct(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_code"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(find_runtime_in_init)</span>
<span id="cb8-4">    )</span>
<span id="cb8-5">    .unnest(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"search"</span>)</span>
<span id="cb8-6">    .with_columns(data_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>))</span>
<span id="cb8-7">)</span>
<span id="cb8-8">(</span>
<span id="cb8-9">    results.select(</span>
<span id="cb8-10">        [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pre_opcode"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data_size"</span>]</span>
<span id="cb8-11">    )</span>
<span id="cb8-12">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data_size"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb8-13">    .sample(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>)</span>
<span id="cb8-14">)</span></code></pre></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="7">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (5, 5)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">pre_opcode</th>
<th data-quarto-table-cell-role="th">init_offset</th>
<th data-quarto-table-cell-role="th">code_size</th>
<th data-quarto-table-cell-role="th">runtime_size</th>
<th data-quarto-table-cell-role="th">data_size</th>
</tr>
<tr class="odd">
<th>str</th>
<th>i64</th>
<th>i64</th>
<th>i64</th>
<th>i64</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"JUMP"</td>
<td>800</td>
<td>10439</td>
<td>10663</td>
<td>224</td>
</tr>
<tr class="even">
<td>"JUMP"</td>
<td>3049</td>
<td>19226</td>
<td>19290</td>
<td>64</td>
</tr>
<tr class="odd">
<td>"JUMP"</td>
<td>67</td>
<td>394</td>
<td>458</td>
<td>64</td>
</tr>
<tr class="even">
<td>"JUMP"</td>
<td>749</td>
<td>23732</td>
<td>23892</td>
<td>160</td>
</tr>
<tr class="odd">
<td>"RETURN"</td>
<td>835</td>
<td>3448</td>
<td>3480</td>
<td>32</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>The sample shows the data doesn’t always align on the word size. It’s either correct or one byte smaller, fixable with a <code>ceil</code> rounding.</p>
<div class="cell" data-execution_count="9">
<div class="sourceCode cell-code" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1">results.groupby((pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"data_size"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span>).alias(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"remainder"</span>)).agg(pl.count())</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="8">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (2, 2)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">remainder</th>
<th data-quarto-table-cell-role="th">count</th>
</tr>
<tr class="odd">
<th>i64</th>
<th>u32</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>0</td>
<td>2889</td>
</tr>
<tr class="even">
<td>31</td>
<td>337</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
<section id="preceding-opcode" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="preceding-opcode">Preceding opcode</h2>
<p>Now let’s look at common opcodes that come before the runtime code in the init code.</p>
<div class="cell" data-execution_count="10">
<div class="sourceCode cell-code" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1">results.groupby(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pre_opcode"</span>).agg(pl.count()).sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"count"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="9">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (5, 2)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">pre_opcode</th>
<th data-quarto-table-cell-role="th">count</th>
</tr>
<tr class="odd">
<th>str</th>
<th>u32</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"JUMP"</td>
<td>2166</td>
</tr>
<tr class="even">
<td>"RETURN"</td>
<td>1057</td>
</tr>
<tr class="odd">
<td>"0xad"</td>
<td>1</td>
</tr>
<tr class="even">
<td>"STOP"</td>
<td>1</td>
</tr>
<tr class="odd">
<td>"0x28"</td>
<td>1</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>The heuristic for finding old Vypers has caught some extra contracts.</p>
<p>Vyper has historically only used <code>JUMP</code> and <code>RETURN</code>. Up to version 0.3.1, the runtime code is put in the middle with the init routine located near the end.</p>
<div class="page-columns page-full"><p>In 0.3.2, when compile-time calculation of memory offsets for copying immutables <sup>8</sup> was introduced, the runtime code comes after the init code, right after <code>RETURN</code> that outputs it.</p><div class="no-row-height column-margin column-container"><li id="fn8"><p><sup>8</sup>&nbsp;<a href="https://github.com/vyperlang/vyper/commit/a37bde5fb34fb212d2991a4c6ef9156d7f417b2a">feat: introduce special immutables address space</a></p></li></div></div>
<p>By 0.3.10 all arguments to <code>CODECOPY</code> and <code>RETURN</code> became pre-computed values.</p>
<p>Compare the init code below for other differences. The runtime section is shown with an indentation, the compiler signature is omitted.</p>
<div class="tabset-margin-container"></div><div class="panel-tabset">
<ul class="nav nav-tabs"><li class="nav-item"><a class="nav-link active" id="tabset-1-1-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-1" aria-controls="tabset-1-1" aria-selected="true">0.3.1</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-2-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-2" aria-controls="tabset-1-2" aria-selected="false">0.3.2</a></li><li class="nav-item"><a class="nav-link" id="tabset-1-3-tab" data-bs-toggle="tab" data-bs-target="#tabset-1-3" aria-controls="tabset-1-3" aria-selected="false">0.3.10</a></li></ul>
<div class="tab-content">
<div id="tabset-1-1" class="tab-pane active" aria-labelledby="tabset-1-1-tab">
<div class="sourceCode" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb11-1">0000: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x20</span></span>
<span id="cb11-2">0002: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x82</span></span>
<span id="cb11-3">0005: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x80</span></span>
<span id="cb11-4">0007: CODECOPY</span>
<span id="cb11-5">0008: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x80</span></span>
<span id="cb11-6">000a: MLOAD</span>
<span id="cb11-7">000b: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xe0</span></span>
<span id="cb11-8">000d: MSTORE</span>
<span id="cb11-9">000e: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x5b</span></span>
<span id="cb11-10">0011: JUMP</span>
<span id="cb11-11">    0012: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x4</span></span>
<span id="cb11-12">    --snip<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">--</span></span>
<span id="cb11-13">    005a: REVERT</span>
<span id="cb11-14">005b: JUMPDEST</span>
<span id="cb11-15">005c: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x12</span></span>
<span id="cb11-16">005f: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x5b</span></span>
<span id="cb11-17">0062: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">SUB</span></span>
<span id="cb11-18">0063: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x12</span></span>
<span id="cb11-19">0066: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x100</span></span>
<span id="cb11-20">0069: CODECOPY</span>
<span id="cb11-21">006a: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x12</span></span>
<span id="cb11-22">006d: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x5b</span></span>
<span id="cb11-23">0070: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">SUB</span></span>
<span id="cb11-24">0071: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xe0</span></span>
<span id="cb11-25">0073: MLOAD</span>
<span id="cb11-26">0074: DUP2</span>
<span id="cb11-27">0075: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x100</span></span>
<span id="cb11-28">0078: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">ADD</span></span>
<span id="cb11-29">0079: MSTORE</span>
<span id="cb11-30">007a: DUP1</span>
<span id="cb11-31">007b: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x20</span></span>
<span id="cb11-32">007d: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">ADD</span></span>
<span id="cb11-33">007e: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x100</span></span>
<span id="cb11-34">0081: RETURN</span></code></pre></div>
</div>
<div id="tabset-1-2" class="tab-pane" aria-labelledby="tabset-1-2-tab">
<div class="sourceCode" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb12-1">0000: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x20</span></span>
<span id="cb12-2">0002: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x6d</span></span>
<span id="cb12-3">0005: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb12-4">0007: CODECOPY</span>
<span id="cb12-5">0008: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb12-6">000a: MLOAD</span>
<span id="cb12-7">000b: PUSH4 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x44</span></span>
<span id="cb12-8">0010: MSTORE</span>
<span id="cb12-9">0011: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x44</span></span>
<span id="cb12-10">0014: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x29</span></span>
<span id="cb12-11">0017: PUSH4 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb12-12">001c: CODECOPY</span>
<span id="cb12-13">001d: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x44</span></span>
<span id="cb12-14">0020: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x20</span></span>
<span id="cb12-15">0022: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">ADD</span></span>
<span id="cb12-16">0023: PUSH4 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb12-17">0028: RETURN</span>
<span id="cb12-18">    0029: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x4</span></span>
<span id="cb12-19">    --snip<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">--</span></span>
<span id="cb12-20">    006c: REVERT</span></code></pre></div>
</div>
<div id="tabset-1-3" class="tab-pane" aria-labelledby="tabset-1-3-tab">
<div class="sourceCode" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb13-1">0000: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x4a</span></span>
<span id="cb13-2">0002: MLOAD</span>
<span id="cb13-3">0003: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">POP</span></span>
<span id="cb13-4">0004: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x20</span></span>
<span id="cb13-5">0006: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x69</span></span>
<span id="cb13-6">0009: PUSH0</span>
<span id="cb13-7">000a: CODECOPY</span>
<span id="cb13-8">000b: PUSH0</span>
<span id="cb13-9">000c: MLOAD</span>
<span id="cb13-10">000d: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x4a</span></span>
<span id="cb13-11">000f: MSTORE</span>
<span id="cb13-12">0010: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x4a</span></span>
<span id="cb13-13">0013: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x1f</span></span>
<span id="cb13-14">0016: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb13-15">0018: CODECOPY</span>
<span id="cb13-16">0019: PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x6a</span></span>
<span id="cb13-17">001c: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span></span>
<span id="cb13-18">001e: RETURN</span>
<span id="cb13-19">    001f: PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x3</span></span>
<span id="cb13-20">    --snip<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">--</span></span>
<span id="cb13-21">    005b: REVERT</span></code></pre></div>
</div>
</div>
</div>
</section>
</section>
<section id="static-analysis" class="level1 page-columns page-full">
<h1>Static analysis</h1>
<p>A small harness to run some code against all Vyper versions would be useful at this point. It will be our <code>git bisect</code> that will help us learn when a certain difference was introduced. Let’s work our way backwards from the latest version.</p>
<section id="section-3" class="level3 page-columns page-full">
<h3 class="anchored" data-anchor-id="section-3">0.3.10 - 0.3.8</h3>
<p>For 0.3.10 we can find something like <code>PUSH1 0x86 MLOAD POP</code> at the very beginning of the init code.</p>
<div class="page-columns page-full"><p>It touches and then immediately discards a value, causing memory expansion <sup>9</sup> to <code>0x86 + 0x20 = 0xa6</code>, which would be the resulting size of the returned runtime code.</p><div class="no-row-height column-margin column-container"><li id="fn9"><p><sup>9</sup>&nbsp;The memory allocation behavior happens since Vyper 0.3.8, see <a href="https://github.com/vyperlang/vyper/pull/3409">fix: uninitialized immutable values</a></p></li></div></div>
<p>Further on we can find <code>PUSH2 0x066 PUSH2 0x04C PUSH1 0x0 CODECOPY</code>, which translates to <code>codecopy(dest_offset=0x0, mem_offset=0x4c, size=0x66)</code>. The size here is the size of the runtime code sans immutables. Thus we have <code>0xa6 - 0x66 = 0x40</code> or two words of immutables. If we terminate on the last <code>CODECOPY</code> before the first <code>RETURN</code>, we will get all the data we need.</p>
</section>
<section id="section-4" class="level3">
<h3 class="anchored" data-anchor-id="section-4">0.3.7 - 0.3.4</h3>
<p>These versions don’t have memory expansion at the beginning, but we can still grab the values from the hardcoded arguments to <code>CODECOPY</code> and <code>RETURN</code>:</p>
<div class="sourceCode" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb14-1">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x07F</span> PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x046</span> PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span> CODECOPY</span>
<span id="cb14-2">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0BF</span> PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0</span> RETURN</span></code></pre></div>
<p>These would translate to <code>codecopy(dest_offset=0x0, mem_offset=0x46, size=0x7f)</code> and <code>return(mem_offset=0x0, size=0xbf)</code>. So the runtime code measures <code>0x7f</code> bytes without data and the data section is <code>0xbf - 0x7f = 0x40</code> bytes long.</p>
</section>
<section id="section-5" class="level3">
<h3 class="anchored" data-anchor-id="section-5">0.3.3 - 0.3.2</h3>
<p>Same but the size argument to <code>RETURN</code> is not hardcoded.</p>
<div class="sourceCode" id="cb15" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb15-1">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x063</span> PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x050</span> PUSH4 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0000</span> CODECOPY</span>
<span id="cb15-2">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x063</span> PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x40</span> ADD PUSH4 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0000</span> RETURN</span></code></pre></div>
</section>
<section id="and-below" class="level3">
<h3 class="anchored" data-anchor-id="and-below">0.3.1 and below</h3>
<p>This version has even more math going on. At this point I gave up and decided the easiest option would be to simply run the init code.</p>
<div class="sourceCode" id="cb16" style="background: #f1f3f5;"><pre class="sourceCode asm code-with-copy"><code class="sourceCode fasm"><span id="cb16-1">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x037</span> PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0A0</span> SUB PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x037</span> PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x120</span> CODECOPY</span>
<span id="cb16-2">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x037</span> PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x0A0</span> SUB PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0xE0</span> MLOAD</span>
<span id="cb16-3">DUP2 PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x120</span> ADD MSTORE</span>
<span id="cb16-4">PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x10</span> MLOAD</span>
<span id="cb16-5">DUP2 PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x140</span> ADD MSTORE</span>
<span id="cb16-6">DUP1 PUSH1 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x40</span> ADD PUSH2 <span class="bn" style="color: #AD0000;
background-color: null;
font-style: inherit;">0x120</span> RETURN</span></code></pre></div>
</section>
</section>
<section id="execution-path" class="level1 page-columns page-full">
<h1>Execution path</h1>
<div class="page-columns page-full"><p>I wanted to try out the newly-released executable spec for Ethereum<sup>10</sup>, so I wrote a toy environment that can run the init code and grab the arguments to <code>CODECOPY</code> and <code>RETURN</code> from the stack.</p><div class="no-row-height column-margin column-container"><li id="fn10"><p><sup>10</sup>&nbsp;<a href="https://github.com/ethereum/execution-specs">ethereum/execution-specs</a></p></li></div></div>
<div class="cell" data-execution_count="11">
<details>
<summary>Prepare the environment</summary>
<div class="sourceCode cell-code" id="cb17" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb17-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> dataclasses <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> dataclass, asdict</span>
<span id="cb17-2"></span>
<span id="cb17-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.base_types <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Bytes0</span>
<span id="cb17-4"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.state <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> State, increment_nonce</span>
<span id="cb17-5"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.utils.message <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> prepare_message</span>
<span id="cb17-6"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.vm <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Environment, Evm, Message, interpreter</span>
<span id="cb17-7"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.vm.instructions <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Ops</span>
<span id="cb17-8"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> ethereum.shanghai.vm.stack <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> pop</span>
<span id="cb17-9"></span>
<span id="cb17-10">caller <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"b00ba"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>)</span>
<span id="cb17-11"></span>
<span id="cb17-12"></span>
<span id="cb17-13"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> prepare_env():</span>
<span id="cb17-14">    state <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> State()</span>
<span id="cb17-15">    increment_nonce(state, caller)</span>
<span id="cb17-16">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> Environment(</span>
<span id="cb17-17">        caller, [], caller, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>), <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">30_000_000</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span>), state, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb17-18">    )</span>
<span id="cb17-19"></span>
<span id="cb17-20"></span>
<span id="cb17-21"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> make_deploy_message(code):</span>
<span id="cb17-22">    env <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> prepare_env()</span>
<span id="cb17-23">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> prepare_message(caller, Bytes0(), <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(code), <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">30_000_000</span>, env)</span></code></pre></div>
</details>
</div>
<div class="cell" data-execution_count="12">
<details>
<summary>Init codes for a contract with immutables</summary>
<div class="sourceCode cell-code" id="cb18" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb18-1">codes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb18-2">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.10"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60865150346100485760206100bf5f395f516066527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe60865261006661004c6000396100a66000f35b5f80fd5f3560e01c60026003820660011b61006001601e395f51565b630c55699c8118610058573461005c57602061006660403960206040f3610058565b63a56dfe4a8118610058573461005c57602061008660403960206040f35b5f5ffd5b5f80fd00580018003aa16576797065728300030a000b"</span>,</span>
<span id="cb18-3">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.9"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60875150346100b05760206100b45f395f516067527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe6087526100676100486000396100a76000f36003361161000c57610052565b5f3560e01c3461005657630c55699c81186100335760206100675f395f5160405260206040f35b63a56dfe4a81186100505760206100875f395f5160405260206040f35b505b5f5ffd5b5f80fda165767970657283000309000b005b5f80fd"</span>,</span>
<span id="cb18-4">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.8"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60795150346100a25760206100a65f395f516059527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe6079526100596100486000396100996000f35f3560e01c3461004857630c55699c81186100265760206100595f395f5160405260206040f35b63a56dfe4a81186100435760206100795f395f5160405260206040f35b505f5ffd5b5f80fda165767970657283000308000b005b5f80fd"</span>,</span>
<span id="cb18-5">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.7"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"346100c65760206100cb600039600051607f527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe609f5261007f6100466000396100bf6000f36003361161000c57610067565b60003560e01c3461006d57630c55699c811861003e576004361061006d57602061007f60003960005160405260206040f35b63a56dfe4a8118610065576004361061006d57602061009f60003960005160405260206040f35b505b60006000fd5b600080fda165767970657283000307000b005b600080fd"</span>,</span>
<span id="cb18-6">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.6"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"346100c65760206100cb600039600051607f527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe609f5261007f6100466000396100bf6000f36003361161000c57610067565b60003560e01c3461006d57630c55699c811861003e576004361861006d57602061007f60003960005160405260206040f35b63a56dfe4a8118610065576004361861006d57602061009f60003960005160405260206040f35b505b60006000fd5b600080fda165767970657283000306000b005b600080fd"</span>,</span>
<span id="cb18-7">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.4"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"346100c45760206100c9600039600051607d527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe609d5261007d6100466000396100bd6000f36003361161000c57610067565b60003560e01c3461006d57630c55699c811861003e576004361861006d57602061007d60003960005160405260206040f35b63a56dfe4a8118610065576004361861006d57602061009d60003960005160405260206040f35b505b60006000fd5b600080fda165767970657283000304005b600080fd"</span>,</span>
<span id="cb18-8">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.3"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60206100b36000396000516300000063527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe6300000083526100636100506300000000396100636040016300000000f3600436101561000d57610058565b60003560e01c3461005e57630c55699c811861003757602061006360003960005160405260206040f35b63a56dfe4a811861005657602061008360003960005160405260206040f35b505b60006000fd5b600080fd"</span>,</span>
<span id="cb18-9">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.2"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60206100b36000396000516300000063527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe6300000083526100636100506300000000396100636040016300000000f3600436101561000d57610058565b60003560e01c3461005e57630c55699c811861003757602061006360003960005160405260206040f35b63a56dfe4a811861005657602061008360003960005160405260206040f35b505b60006000fd5b600080fd"</span>,</span>
<span id="cb18-10">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0.3.1"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"60206100d160803960805160e0527ffefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefefe610100526100a056600436101561000d5761005e565b60046000601c376000513461006457630c55699c811861003c5760206040380360803960805160e052602060e0f35b63a56dfe4a811861005c5760206020380360803960805160e052602060e0f35b505b60006000fd5b600080fd5b6100376100a003610037610120396100376100a00360e0518161012001526101005181610140015280604001610120f3"</span>,</span>
<span id="cb18-11">}</span></code></pre></div>
</details>
</div>
<p>We can easily plug in a custom tracer by patching <code>ethereum.evm_trace</code> import.</p>
<div class="cell" data-execution_count="13">
<div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1"><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@dataclass</span></span>
<span id="cb19-2"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> Tracer:</span>
<span id="cb19-3">    code_size: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span></span>
<span id="cb19-4">    runtime_size: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span></span>
<span id="cb19-5">    init_offset: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span></span>
<span id="cb19-6"></span>
<span id="cb19-7">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__call__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, evm, op):</span>
<span id="cb19-8">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">match</span> op:</span>
<span id="cb19-9">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">case</span> Ops.CODECOPY:</span>
<span id="cb19-10">                <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.init_offset <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> evm.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb19-11">                <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.code_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> evm.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>]</span>
<span id="cb19-12">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">case</span> Ops.RETURN:</span>
<span id="cb19-13">                <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.runtime_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> evm.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb19-14"></span>
<span id="cb19-15">    <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">@property</span></span>
<span id="cb19-16">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> data_size(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>):</span>
<span id="cb19-17">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.runtime_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.code_size</span>
<span id="cb19-18"></span>
<span id="cb19-19"></span>
<span id="cb19-20"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> exec_init_code(code):</span>
<span id="cb19-21">    tracer <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Tracer()</span>
<span id="cb19-22">    interpreter.evm_trace <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tracer</span>
<span id="cb19-23">    interpreter.execute_code(make_deploy_message(code), prepare_env())</span>
<span id="cb19-24">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> tracer</span></code></pre></div>
</div>
<div class="cell" data-execution_count="14">
<details>
<summary>Execute and output</summary>
<div class="sourceCode cell-code" id="cb20" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb20-1">data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [</span>
<span id="cb20-2">    {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"version"</span>: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>(version)} <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|</span> asdict(exec_init_code(codes[version]))</span>
<span id="cb20-3">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> version <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> codes</span>
<span id="cb20-4">]</span>
<span id="cb20-5">(</span>
<span id="cb20-6">    pl.DataFrame(data).with_columns(</span>
<span id="cb20-7">        data_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>)</span>
<span id="cb20-8">    )</span>
<span id="cb20-9">)</span></code></pre></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="13">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (9, 5)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">version</th>
<th data-quarto-table-cell-role="th">code_size</th>
<th data-quarto-table-cell-role="th">runtime_size</th>
<th data-quarto-table-cell-role="th">init_offset</th>
<th data-quarto-table-cell-role="th">data_size</th>
</tr>
<tr class="odd">
<th>str</th>
<th>i64</th>
<th>i64</th>
<th>i64</th>
<th>i64</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"0.3.10"</td>
<td>102</td>
<td>166</td>
<td>76</td>
<td>64</td>
</tr>
<tr class="even">
<td>"0.3.9"</td>
<td>103</td>
<td>167</td>
<td>72</td>
<td>64</td>
</tr>
<tr class="odd">
<td>"0.3.8"</td>
<td>89</td>
<td>153</td>
<td>72</td>
<td>64</td>
</tr>
<tr class="even">
<td>"0.3.7"</td>
<td>127</td>
<td>191</td>
<td>70</td>
<td>64</td>
</tr>
<tr class="odd">
<td>"0.3.6"</td>
<td>127</td>
<td>191</td>
<td>70</td>
<td>64</td>
</tr>
<tr class="even">
<td>"0.3.4"</td>
<td>125</td>
<td>189</td>
<td>70</td>
<td>64</td>
</tr>
<tr class="odd">
<td>"0.3.3"</td>
<td>99</td>
<td>163</td>
<td>80</td>
<td>64</td>
</tr>
<tr class="even">
<td>"0.3.2"</td>
<td>99</td>
<td>163</td>
<td>80</td>
<td>64</td>
</tr>
<tr class="odd">
<td>"0.3.1"</td>
<td>105</td>
<td>169</td>
<td>55</td>
<td>64</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>These results are perfect, and we can move on to running the real init codes.</p>
</section>
<section id="replay-deployments" class="level1 page-columns page-full">
<h1>Replay deployments</h1>
<p>For best results it’s easiest to replay the deployment transactions in the exact environment they have been created in. The tracer would also need and few updates to handle more complex cases like factory deployments.</p>
<p>There are two ways to get opcode-resolution traces: <code>debug_traceTransaction</code> aka Geth-style and <code>trace_replayTransaction</code> in <code>vmTrace</code> mode aka Parity-style.</p>
<p>You should choose Geth traces if you are doing the analysis on the same machine.</p>
<div class="page-columns page-full"><p>Otherwise choose Parity traces paired with <a href="https://github.com/ApeWorX/evm-trace/blob/main/evm_trace/vmtrace.py">evm-trace</a> for a faster drop-in replacement that sends 1000x less data over the network<sup>11</sup>. Parity format has its downsides as it’s not streamable, more complex and quite brittle<sup>12</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn11"><p><sup>11</sup>&nbsp;Read <a href="https://banteg.mirror.xyz/3dbuIlaHh30IPITWzfT1MFfSg6fxSssMqJ7TcjaWecM">100x faster EVM traces with Python</a> if you want to learn how it’s possible</p></li><li id="fn12"><p><sup>12</sup>&nbsp;Recent examples include a random renaming of an <a href="https://github.com/ethereum/go-ethereum/pull/23976">opcode</a>, missing push (<a href="https://github.com/ledgerwatch/erigon/pull/4806">1</a>, <a href="https://github.com/ledgerwatch/erigon/pull/4808">2</a>, <a href="https://github.com/ledgerwatch/erigon/pull/7970">3</a>) and <a href="https://github.com/ledgerwatch/erigon/pull/8108">memory</a> outputs.</p></li></div></div>
<p>Ape supports streaming request decoding, which we use to construct a trace frame iterator.</p>
<div class="tabset-margin-container"></div><div class="panel-tabset">
<ul class="nav nav-tabs"><li class="nav-item"><a class="nav-link active" id="tabset-2-1-tab" data-bs-toggle="tab" data-bs-target="#tabset-2-1" aria-controls="tabset-2-1" aria-selected="true">Geth traces</a></li><li class="nav-item"><a class="nav-link" id="tabset-2-2-tab" data-bs-toggle="tab" data-bs-target="#tabset-2-2" aria-controls="tabset-2-2" aria-selected="false">Parity traces</a></li></ul>
<div class="tab-content">
<div id="tabset-2-1" class="tab-pane active" aria-labelledby="tabset-2-1-tab">
<div class="cell" data-execution_count="15">
<div class="sourceCode cell-code" id="cb21" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb21-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> evm_trace.vmtrace <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> VMTraceFrame</span>
<span id="cb21-2"></span>
<span id="cb21-3"></span>
<span id="cb21-4"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> get_geth_frames(tx: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> Iterator[VMTraceFrame]:</span>
<span id="cb21-5">    frames <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> chain.provider._stream_request(</span>
<span id="cb21-6">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"debug_traceTransaction"</span>, [encode_hex(tx)], <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"result.structLogs.item"</span></span>
<span id="cb21-7">    )</span>
<span id="cb21-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> frame <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> frames:</span>
<span id="cb21-9">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">yield</span> VMTraceFrame(</span>
<span id="cb21-10">            address<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>,</span>
<span id="cb21-11">            pc<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>frame[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pc"</span>],</span>
<span id="cb21-12">            op<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>frame[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"op"</span>],</span>
<span id="cb21-13">            depth<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>frame[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"depth"</span>],</span>
<span id="cb21-14">            stack<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(x, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> x <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> frame[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"stack"</span>]],</span>
<span id="cb21-15">            memory<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b""</span>.join(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>.fromhex(x) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> x <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> frame[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"memory"</span>]),</span>
<span id="cb21-16">            storage<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>,</span>
<span id="cb21-17">        )</span></code></pre></div>
</div>
</div>
<div id="tabset-2-2" class="tab-pane" aria-labelledby="tabset-2-2-tab">
<div class="cell" data-execution_count="16">
<div class="sourceCode cell-code" id="cb22" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb22-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> evm_trace.vmtrace <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> VMTraceFrame, from_rpc_response, to_trace_frames</span>
<span id="cb22-2"></span>
<span id="cb22-3"></span>
<span id="cb22-4"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> get_vmtrace_frames(tx: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-&gt;</span> Iterator[VMTraceFrame]:</span>
<span id="cb22-5">    resp <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> httpx.post(</span>
<span id="cb22-6">        chain.provider.uri,</span>
<span id="cb22-7">        json<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>{</span>
<span id="cb22-8">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"jsonrpc"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"2.0"</span>,</span>
<span id="cb22-9">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"id"</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>,</span>
<span id="cb22-10">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"method"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"trace_replayTransaction"</span>,</span>
<span id="cb22-11">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"params"</span>: [encode_hex(tx), [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"vmTrace"</span>]],</span>
<span id="cb22-12">        },</span>
<span id="cb22-13">    )</span>
<span id="cb22-14">    trace <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> from_rpc_response(resp.content)</span>
<span id="cb22-15">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> to_trace_frames(trace, copy_memory<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>)</span></code></pre></div>
</div>
</div>
</div>
</div>
<p>To support factories, we need to timely grab the values from the stack at the moment each contract is initialized.</p>
<p>When a contract is created, the EVM state is suspended, and we go one level deeper. There we find a fresh EVM that has an empty stack and no memory. After the init code has run, the control is returned to the suspended EVM and it’s business as usual with the exception of a newly created contract address on a stack.</p>
<p>For deployments from an EOA, there is no place where the control is returned, so we can’t grab the contract address. We can only compute it as <code>keccak(rlp.encode([deployer, nonce]))[-20:]</code>, but we don’t use it here, instead we use a placeholder name for EOA deployments and return it if we didn’t capture the requested address.</p>
<div class="cell" data-execution_count="17">
<div class="sourceCode cell-code" id="cb23" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb23-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> find_offsets(tx: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>, address: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>):</span>
<span id="cb23-2">    create <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb23-3">    current <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {}</span>
<span id="cb23-4">    contracts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {}</span>
<span id="cb23-5">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> frame <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> get_vmtrace_frames(tx):</span>
<span id="cb23-6">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> frame.depth <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> create:</span>
<span id="cb23-7">            addr <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> frame.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].to_bytes(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"big"</span>)</span>
<span id="cb23-8">            create <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb23-9">            contracts[addr] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> current.copy()</span>
<span id="cb23-10">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">match</span> frame.op:</span>
<span id="cb23-11">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">case</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CREATE"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CREATE2"</span>:</span>
<span id="cb23-12">                create <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> frame.depth</span>
<span id="cb23-13">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">case</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CODECOPY"</span>:</span>
<span id="cb23-14">                current[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> frame.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb23-15">                current[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> frame.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>]</span>
<span id="cb23-16">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">case</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"RETURN"</span>:</span>
<span id="cb23-17">                current[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> frame.stack[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb23-18">    contracts[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"eoa"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> current.copy()</span>
<span id="cb23-19">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> address:</span>
<span id="cb23-20">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> contracts.get(address, contracts[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"eoa"</span>])</span>
<span id="cb23-21">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> contracts</span>
<span id="cb23-22"></span>
<span id="cb23-23"></span>
<span id="cb23-24">find_offsets(vypers[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"transaction_hash"</span>], vypers[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"contract_address"</span>])</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="16">
<pre><code>{'init_offset': 29, 'code_size': 829, 'runtime_size': 829}</code></pre>
</div>
</div>
<p>I benched this against all 3226 contracts we found earlier and it took 6min 11s with Geth and 7min 56s with Parity traces against Erigon on a local machine, with 4x more CPU time with Parity.</p>
<section id="a-third-method" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="a-third-method">A third method</h2>
<p>But what if I told you we can make it 50x faster? One downside though, we’ll need to write Javascript.</p>
<div class="page-columns page-full"><p>You probably know that <code>debug_traceTransaction</code> has a tracer argument. Common useful tracers<sup>13</sup> include <code>callTracer</code> and <code>prestateTracer</code>.</p><div class="no-row-height column-margin column-container"><li id="fn13"><p><sup>13</sup>&nbsp;<a href="https://geth.ethereum.org/docs/developers/evm-tracing/built-in-tracers">Built-in tracers</a></p></li></div></div>
<div class="page-columns page-full"><p>Instead of a standard tracer name, you can pass Javascript<sup>14</sup> code as the <code>tracer</code> argument. Let’s see what happens if we do that.</p><div class="no-row-height column-margin column-container"><li id="fn14"><p><sup>14</sup>&nbsp;<a href="https://geth.ethereum.org/docs/developers/evm-tracing/javascript-tutorial">Tutorial for Javascript tracing</a></p></li></div></div>
<div class="sourceCode" id="cb25" style="background: #f1f3f5;"><pre class="sourceCode javascript code-with-copy"><code class="sourceCode javascript"><span id="cb25-1">{</span>
<span id="cb25-2">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">create</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb25-3">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">current</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> {}<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb25-4">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">contracts</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> []<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb25-5">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">step</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">function</span>(log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> db) {</span>
<span id="cb25-6">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> (log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">getDepth</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">create</span>) {</span>
<span id="cb25-7">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">const</span> addr <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">stack</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">peek</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb25-8">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">contracts</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">push</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">Object</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">assign</span>({<span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">addr</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> addr}<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">current</span>))</span>
<span id="cb25-9">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">create</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb25-10">        }</span>
<span id="cb25-11">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> (log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">op</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'CREATE'</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">||</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">op</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'CREATE2'</span>) {</span>
<span id="cb25-12">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">create</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">getDepth</span>()</span>
<span id="cb25-13">        }</span>
<span id="cb25-14">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> (log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">op</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'CODECOPY'</span>) {</span>
<span id="cb25-15">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">current</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">init_offset</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">stack</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">peek</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb25-16">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">current</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">code_size</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">stack</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">peek</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>)</span>
<span id="cb25-17">        }</span>
<span id="cb25-18">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> (log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">op</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'RETURN'</span>) {</span>
<span id="cb25-19">            <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">current</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">runtime_size</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">stack</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">peek</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb25-20">        }</span>
<span id="cb25-21">    }<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb25-22">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">fault</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">function</span>(log<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> db) {<span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">contracts</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">push</span>({<span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">error</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">JSON</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">stringify</span>(log)})}<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb25-23">    <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">result</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">function</span>(ctx<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> db) {</span>
<span id="cb25-24">        <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">contracts</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">push</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">Object</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">assign</span>({<span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">addr</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">null</span>}<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">,</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">current</span>))</span>
<span id="cb25-25">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">this</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">contracts</span></span>
<span id="cb25-26">    }</span>
<span id="cb25-27">}</span></code></pre></div>
<p>I’m not friends with Javascript, so excuse some post-processing to arrive at the same format.</p>
<div class="cell" data-execution_count="19">
<div class="sourceCode cell-code" id="cb26" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb26-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> trace_custom(tx: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>, address: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bytes</span>):</span>
<span id="cb26-2">    resp <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> chain.provider._make_request(</span>
<span id="cb26-3">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"debug_traceTransaction"</span>, [encode_hex(tx), {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"tracer"</span>: tracer}]</span>
<span id="cb26-4">    )</span>
<span id="cb26-5">    results <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {}</span>
<span id="cb26-6">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> resp:</span>
<span id="cb26-7">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"addr"</span>] <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>:</span>
<span id="cb26-8">            item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"addr"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"addr"</span>]).to_bytes(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"big"</span>)</span>
<span id="cb26-9"></span>
<span id="cb26-10">        results[item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"addr"</span>]] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb26-11">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"runtime_size"</span>]),</span>
<span id="cb26-12">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span>: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span>]) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"init_offset"</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> item <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">else</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>,</span>
<span id="cb26-13">            <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(item[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>]) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> item <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">else</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>,</span>
<span id="cb26-14">        }</span>
<span id="cb26-15"></span>
<span id="cb26-16">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> address <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>:</span>
<span id="cb26-17">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> results.get(address, results[<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>])</span>
<span id="cb26-18"></span>
<span id="cb26-19">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> results</span>
<span id="cb26-20"></span>
<span id="cb26-21"></span>
<span id="cb26-22">trace_custom(vypers[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"transaction_hash"</span>], vypers[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"contract_address"</span>])</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="18">
<pre><code>{'runtime_size': 829, 'init_offset': 29, 'code_size': 829}</code></pre>
</div>
</div>
<p>As you can see, we got the same results. And with the new tracer it only takes 7 seconds to check every contract deployment that interests us.</p>
</section>
</section>
<section id="cleanup-code" class="level1">
<h1>Cleanup code</h1>
<p>After acquiring the metadata, we can proceed with deleting it.</p>
<div class="cell" data-execution_count="21">
<div class="sourceCode cell-code" id="cb28" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb28-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> clean_code(code, code_size):</span>
<span id="cb28-2">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 0.3.1 strip immutables</span></span>
<span id="cb28-3">    code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[:code_size]</span>
<span id="cb28-4">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 0.3.5+ strip vyper signature size</span></span>
<span id="cb28-5">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> code[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>:] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x00\x0b</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>:</span>
<span id="cb28-6">        code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[:<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span>]</span>
<span id="cb28-7">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 0.3.4 strip vyper signtaure</span></span>
<span id="cb28-8">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">elif</span> code[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>:<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">b"</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\xa1\x65</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">vyper</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\x83</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>:</span>
<span id="cb28-9">        code <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[:<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>]</span>
<span id="cb28-10"></span>
<span id="cb28-11">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> code</span>
<span id="cb28-12"></span>
<span id="cb28-13"></span>
<span id="cb28-14">vypers <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> vypers.with_columns(</span>
<span id="cb28-15">    clean_code<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.struct(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(</span>
<span id="cb28-16">        <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">lambda</span> d: clean_code(d[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code"</span>], d[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"code_size"</span>])</span>
<span id="cb28-17">    )</span>
<span id="cb28-18">)</span></code></pre></div>
</div>
</section>
<section id="find-vulnerable-contracts" class="level1 page-columns page-full">
<h1>Find vulnerable contracts</h1>
<p>The disclosure mentions <code>uint256_addmod</code>, <code>uint256_mulmod</code>, <code>ecadd</code> and <code>ecmul</code> as the affected functions. The first two are opcodes, while the other two are precompiles.</p>
<section id="disassemble" class="level2">
<h2 class="anchored" data-anchor-id="disassemble">Disassemble</h2>
<p>In both cases we’ll need to disassemble the code, a cakewalk compared to what we have endured. We read the code sequentially, look up the opcodes, and when we encounter PUSH1-PUSH32, we read the value and skip ahead.</p>
<div class="cell" data-execution_count="22">
<div class="sourceCode cell-code" id="cb29" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb29-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> disasm(code):</span>
<span id="cb29-2">    result <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb29-3">    pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb29-4">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">while</span> pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(code):</span>
<span id="cb29-5">        op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[pc]</span>
<span id="cb29-6">        opcode <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> opcodes.get(op, <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"unknown_</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>(op)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>)</span>
<span id="cb29-7">        result.append(opcode)</span>
<span id="cb29-8">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> Ops.PUSH1.value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> Ops.PUSH32.value:</span>
<span id="cb29-9">            push_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> op <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> Ops.PUSH0.value</span>
<span id="cb29-10">            push_value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> code[pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> : pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> push_size]</span>
<span id="cb29-11">            result.append(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hex</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>.from_bytes(push_value, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"big"</span>)))</span>
<span id="cb29-12">            pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> push_size</span>
<span id="cb29-13">        pc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb29-14"></span>
<span id="cb29-15">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">" "</span>.join(result)</span>
<span id="cb29-16"></span>
<span id="cb29-17"></span>
<span id="cb29-18">disasm(vypers[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"clean_code"</span>])</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="21">
<pre><code>'PUSH1 0x3 CALLDATASIZE GT PUSH2 0xc JUMPI PUSH2 0x1882 JUMP JUMPDEST PUSH0 CALLDATALOAD PUSH1 0xe0 SHR CALLVALUE PUSH2 0x240a JUMPI PUSH4 0xfc0c546a DUP2 XOR PUSH2 0x2d JUMPI PUSH1 0x1 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x47fc9aa DUP2 XOR PUSH2 0x44 JUMPI PUSH1 0x2 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0xcbf9fe5f DUP2 XOR PUSH2 0x87 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH1 0x3 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH1 0x60 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH1 0x80 MSTORE POP PUSH1 0x40 PUSH1 0x60 RETURN JUMPDEST PUSH4 0x900cf0cf DUP2 XOR PUSH2 0x9e JUMPI PUSH1 0x4 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0xd1febfb9 DUP2 XOR PUSH2 0xf2 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH1 0x40 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH1 0x60 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH1 0x80 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH1 0xa0 MSTORE POP PUSH1 0x80 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x28d09d47 DUP2 XOR PUSH2 0x166 JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000005 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH1 0x24 CALLDATALOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP DUP1 SLOAD PUSH1 0x60 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH1 0x80 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH1 0xa0 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH1 0xc0 MSTORE POP PUSH1 0x80 PUSH1 0x60 RETURN JUMPDEST PUSH4 0x10ae757 DUP2 XOR PUSH2 0x1ab JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000006 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH1 0x60 MSTORE PUSH1 0x20 PUSH1 0x60 RETURN JUMPDEST PUSH4 0x71197484 DUP2 XOR PUSH2 0x1e2 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH13 0x50c783eb9b5c85f2a80000007 PUSH1 0x4 CALLDATALOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0xf77c4791 DUP2 XOR PUSH2 0x205 JUMPI PUSH13 0x50c783eb9b5c85f2a80000008 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0xbef97c87 DUP2 XOR PUSH2 0x228 JUMPI PUSH13 0x50c783eb9b5c85f2a80000009 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x6fdde03 DUP2 XOR PUSH2 0x2bb JUMPI PUSH1 0x20 DUP1 PUSH1 0x40 MSTORE DUP1 PUSH1 0x40 ADD PUSH13 0x50c783eb9b5c85f2a8000000a SLOAD PUSH1 0x20 DUP3 ADD PUSH0 DUP3 PUSH1 0x1f ADD PUSH1 0x5 SHR PUSH1 0x2 DUP2 GT PUSH2 0x240a JUMPI DUP1 ISZERO PUSH2 0x28b JUMPI SWAP1 JUMPDEST DUP1 PUSH13 0x50c783eb9b5c85f2a8000000b ADD SLOAD DUP2 PUSH1 0x5 SHL DUP5 ADD MSTORE PUSH1 0x1 ADD DUP2 DUP2 XOR PUSH2 0x268 JUMPI JUMPDEST POP POP POP DUP1 DUP3 MSTORE POP DUP1 MLOAD DUP1 PUSH1 0x20 DUP4 ADD ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH1 0x1f NOT PUSH1 0x1f DUP3 MLOAD PUSH1 0x20 ADD ADD AND SWAP1 POP DUP2 ADD SWAP1 POP PUSH1 0x40 RETURN JUMPDEST PUSH4 0x95d89b41 DUP2 XOR PUSH2 0x322 JUMPI PUSH1 0x20 DUP1 PUSH1 0x40 MSTORE DUP1 PUSH1 0x40 ADD PUSH13 0x50c783eb9b5c85f2a8000000d SLOAD PUSH1 0x20 DUP3 ADD PUSH13 0x50c783eb9b5c85f2a8000000e SLOAD DUP2 MSTORE POP DUP1 DUP3 MSTORE POP DUP1 MLOAD DUP1 PUSH1 0x20 DUP4 ADD ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH1 0x1f NOT PUSH1 0x1f DUP3 MLOAD PUSH1 0x20 ADD ADD AND SWAP1 POP DUP2 ADD SWAP1 POP PUSH1 0x40 RETURN JUMPDEST PUSH4 0x54fd4d50 DUP2 XOR PUSH2 0x389 JUMPI PUSH1 0x20 DUP1 PUSH1 0x40 MSTORE DUP1 PUSH1 0x40 ADD PUSH13 0x50c783eb9b5c85f2a8000000f SLOAD PUSH1 0x20 DUP3 ADD PUSH13 0x50c783eb9b5c85f2a80000010 SLOAD DUP2 MSTORE POP DUP1 DUP3 MSTORE POP DUP1 MLOAD DUP1 PUSH1 0x20 DUP4 ADD ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH1 0x1f NOT PUSH1 0x1f DUP3 MLOAD PUSH1 0x20 ADD ADD AND SWAP1 POP DUP2 ADD SWAP1 POP PUSH1 0x40 RETURN JUMPDEST PUSH4 0x313ce567 DUP2 XOR PUSH2 0x3ac JUMPI PUSH13 0x50c783eb9b5c85f2a80000011 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x8ff36fd1 DUP2 XOR PUSH2 0x3cf JUMPI PUSH13 0x50c783eb9b5c85f2a80000012 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x7175d4f7 DUP2 XOR PUSH2 0x3f2 JUMPI PUSH13 0x50c783eb9b5c85f2a80000013 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0xf851a440 DUP2 XOR PUSH2 0x415 JUMPI PUSH13 0x50c783eb9b5c85f2a80000014 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x17f7182a DUP2 XOR PUSH2 0x438 JUMPI PUSH13 0x50c783eb9b5c85f2a80000015 SLOAD PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x40 RETURN JUMPDEST PUSH4 0x6b441a40 DUP2 XOR PUSH2 0x4ae JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000014 SLOAD CALLER XOR PUSH2 0x240a JUMPI PUSH1 0x40 MLOAD PUSH13 0x50c783eb9b5c85f2a80000015 SSTORE PUSH32 0x2f56810a6bf40af059b96d3aea4db54081f378029a518390491093a7b67032e9 PUSH1 0x40 MLOAD PUSH1 0x60 MSTORE PUSH1 0x20 PUSH1 0x60 LOG1 STOP JUMPDEST PUSH4 0x6a1c05ae DUP2 XOR PUSH2 0x528 JUMPI PUSH13 0x50c783eb9b5c85f2a80000014 SLOAD CALLER XOR PUSH2 0x240a JUMPI PUSH13 0x50c783eb9b5c85f2a80000015 SLOAD PUSH1 0x40 MSTORE PUSH1 0x40 MLOAD ISZERO PUSH2 0x240a JUMPI PUSH1 0x40 MLOAD PUSH13 0x50c783eb9b5c85f2a80000014 SSTORE PUSH32 0xebee2d5739011062cb4f14113f3b36bf0ffe3da5c0568f64189d1012a1189105 PUSH1 0x40 MLOAD PUSH1 0x60 MSTORE PUSH1 0x20 PUSH1 0x60 LOG1 STOP JUMPDEST PUSH4 0x57f901e2 DUP2 XOR PUSH2 0x572 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000014 SLOAD CALLER XOR PUSH2 0x240a JUMPI PUSH1 0x40 MLOAD PUSH13 0x50c783eb9b5c85f2a80000012 SSTORE STOP JUMPDEST PUSH4 0x8e5b490f DUP2 XOR PUSH2 0x5b2 JUMPI PUSH13 0x50c783eb9b5c85f2a80000014 SLOAD CALLER XOR PUSH2 0x240a JUMPI PUSH13 0x50c783eb9b5c85f2a80000012 SLOAD PUSH13 0x50c783eb9b5c85f2a80000013 SSTORE STOP JUMPDEST PUSH4 0x7c74a174 DUP2 XOR PUSH2 0x630 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000006 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH1 0x60 MSTORE PUSH13 0x50c783eb9b5c85f2a80000005 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH1 0x60 MLOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP PUSH1 0x1 DUP2 ADD SWAP1 POP SLOAD PUSH1 0x80 MSTORE PUSH1 0x20 PUSH1 0x80 RETURN JUMPDEST PUSH4 0xda020a18 DUP2 XOR PUSH2 0x690 JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000005 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH1 0x24 CALLDATALOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP PUSH1 0x2 DUP2 ADD SWAP1 POP SLOAD PUSH1 0x60 MSTORE PUSH1 0x20 PUSH1 0x60 RETURN JUMPDEST PUSH4 0xadc63589 DUP2 XOR PUSH2 0x6cf JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH1 0x3 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH1 0x1 DUP2 ADD SWAP1 POP SLOAD PUSH1 0x60 MSTORE PUSH1 0x20 PUSH1 0x60 RETURN JUMPDEST PUSH4 0xc2c4c5c1 DUP2 XOR PUSH2 0x6ea JUMPI PUSH1 0xa0 CALLDATASIZE PUSH1 0x40 CALLDATACOPY PUSH2 0x6e8 PUSH2 0x1979 JUMP JUMPDEST STOP JUMPDEST PUSH4 0x3a46273e DUP2 XOR PUSH2 0x88b JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH2 0x5e0 MSTORE PUSH0 SLOAD PUSH1 0x2 EQ PUSH2 0x240a JUMPI PUSH1 0x2 PUSH0 SSTORE PUSH1 0x3 PUSH2 0x5e0 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x600 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x620 MSTORE POP PUSH1 0x24 CALLDATALOAD ISZERO PUSH2 0x240a JUMPI PUSH1 0x1 PUSH2 0x600 MLOAD SLT ISZERO PUSH2 0x7b1 JUMPI PUSH1 0x16 PUSH2 0x640 MSTORE PUSH32 0x4e6f206578697374696e67206c6f636b20666f756e6400000000000000000000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST TIMESTAMP PUSH2 0x620 MLOAD GT PUSH2 0x845 JUMPI PUSH1 0x24 PUSH2 0x640 MSTORE PUSH32 0x43616e6e6f742061646420746f2065787069726564206c6f636b2e2057697468 PUSH2 0x660 MSTORE PUSH32 0x6472617700000000000000000000000000000000000000000000000000000000 PUSH2 0x680 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST PUSH2 0x5e0 MLOAD PUSH2 0x3e0 MSTORE PUSH1 0x24 CALLDATALOAD PUSH2 0x400 MSTORE PUSH0 PUSH2 0x420 MSTORE PUSH1 0x3 PUSH2 0x5e0 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x440 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x460 MSTORE POP PUSH0 PUSH2 0x480 MSTORE PUSH2 0x885 PUSH2 0x203c JUMP JUMPDEST PUSH1 0x3 PUSH0 SSTORE STOP JUMPDEST PUSH4 0x65fc3873 DUP2 XOR PUSH2 0xab8 JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH0 SLOAD PUSH1 0x2 EQ PUSH2 0x240a JUMPI PUSH1 0x2 PUSH0 SSTORE CALLER PUSH1 0x40 MSTORE PUSH2 0x8b7 PUSH2 0x1886 JUMP JUMPDEST PUSH1 0x24 CALLDATALOAD PUSH3 0x93a80 DUP2 DIV SWAP1 POP PUSH3 0x93a80 DUP2 MUL DUP2 PUSH3 0x93a80 DUP3 DIV XOR PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x5e0 MSTORE PUSH1 0x3 CALLER PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x600 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x620 MSTORE POP PUSH1 0x4 CALLDATALOAD ISZERO PUSH2 0x240a JUMPI PUSH2 0x600 MLOAD ISZERO PUSH2 0x96c JUMPI PUSH1 0x19 PUSH2 0x640 MSTORE PUSH32 0x5769746864726177206f6c6420746f6b656e7320666972737400000000000000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST TIMESTAMP PUSH2 0x5e0 MLOAD GT PUSH2 0xa00 JUMPI PUSH1 0x26 PUSH2 0x640 MSTORE PUSH32 0x43616e206f6e6c79206c6f636b20756e74696c2074696d6520696e2074686520 PUSH2 0x660 MSTORE PUSH32 0x6675747572650000000000000000000000000000000000000000000000000000 PUSH2 0x680 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST TIMESTAMP PUSH4 0x784ce00 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x5e0 MLOAD GT ISZERO PUSH2 0xa80 JUMPI PUSH1 0x1e PUSH2 0x640 MSTORE PUSH32 0x566f74696e67206c6f636b2063616e2062652034207965617273206d61780000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST CALLER PUSH2 0x3e0 MSTORE PUSH1 0x4 CALLDATALOAD PUSH2 0x400 MSTORE PUSH2 0x5e0 MLOAD PUSH2 0x420 MSTORE PUSH2 0x600 MLOAD PUSH2 0x440 MSTORE PUSH2 0x620 MLOAD PUSH2 0x460 MSTORE PUSH1 0x1 PUSH2 0x480 MSTORE PUSH2 0xab2 PUSH2 0x203c JUMP JUMPDEST PUSH1 0x3 PUSH0 SSTORE STOP JUMPDEST PUSH4 0x4957677c DUP2 XOR PUSH2 0xc42 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH0 SLOAD PUSH1 0x2 EQ PUSH2 0x240a JUMPI PUSH1 0x2 PUSH0 SSTORE CALLER PUSH1 0x40 MSTORE PUSH2 0xae4 PUSH2 0x1886 JUMP JUMPDEST PUSH1 0x3 CALLER PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x5e0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x600 MSTORE POP PUSH1 0x4 CALLDATALOAD ISZERO PUSH2 0x240a JUMPI PUSH1 0x1 PUSH2 0x5e0 MLOAD SLT ISZERO PUSH2 0xb79 JUMPI PUSH1 0x16 PUSH2 0x620 MSTORE PUSH32 0x4e6f206578697374696e67206c6f636b20666f756e6400000000000000000000 PUSH2 0x640 MSTORE PUSH2 0x620 POP PUSH2 0x620 MLOAD DUP1 PUSH2 0x640 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x5e0 MSTORE PUSH1 0x20 PUSH2 0x600 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x620 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x5fc REVERT JUMPDEST TIMESTAMP PUSH2 0x600 MLOAD GT PUSH2 0xc0d JUMPI PUSH1 0x24 PUSH2 0x620 MSTORE PUSH32 0x43616e6e6f742061646420746f2065787069726564206c6f636b2e2057697468 PUSH2 0x640 MSTORE PUSH32 0x6472617700000000000000000000000000000000000000000000000000000000 PUSH2 0x660 MSTORE PUSH2 0x620 POP PUSH2 0x620 MLOAD DUP1 PUSH2 0x640 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x5e0 MSTORE PUSH1 0x20 PUSH2 0x600 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x620 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x5fc REVERT JUMPDEST CALLER PUSH2 0x3e0 MSTORE PUSH1 0x4 CALLDATALOAD PUSH2 0x400 MSTORE PUSH0 PUSH2 0x420 MSTORE PUSH2 0x5e0 MLOAD PUSH2 0x440 MSTORE PUSH2 0x600 MLOAD PUSH2 0x460 MSTORE PUSH1 0x2 PUSH2 0x480 MSTORE PUSH2 0xc3c PUSH2 0x203c JUMP JUMPDEST PUSH1 0x3 PUSH0 SSTORE STOP JUMPDEST PUSH4 0xeff7a612 DUP2 XOR PUSH2 0xeb5 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH0 SLOAD PUSH1 0x2 EQ PUSH2 0x240a JUMPI PUSH1 0x2 PUSH0 SSTORE CALLER PUSH1 0x40 MSTORE PUSH2 0xc6e PUSH2 0x1886 JUMP JUMPDEST PUSH1 0x3 CALLER PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x5e0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x600 MSTORE POP PUSH1 0x4 CALLDATALOAD PUSH3 0x93a80 DUP2 DIV SWAP1 POP PUSH3 0x93a80 DUP2 MUL DUP2 PUSH3 0x93a80 DUP3 DIV XOR PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x620 MSTORE TIMESTAMP PUSH2 0x600 MLOAD GT PUSH2 0xd1c JUMPI PUSH1 0xc PUSH2 0x640 MSTORE PUSH32 0x4c6f636b20657870697265640000000000000000000000000000000000000000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST PUSH1 0x1 PUSH2 0x5e0 MLOAD SLT ISZERO PUSH2 0xd8d JUMPI PUSH1 0x11 PUSH2 0x640 MSTORE PUSH32 0x4e6f7468696e67206973206c6f636b6564000000000000000000000000000000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST PUSH2 0x600 MLOAD PUSH2 0x620 MLOAD GT PUSH2 0xdff JUMPI PUSH1 0x1f PUSH2 0x640 MSTORE PUSH32 0x43616e206f6e6c7920696e637265617365206c6f636b206475726174696f6e00 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST TIMESTAMP PUSH4 0x784ce00 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x620 MLOAD GT ISZERO PUSH2 0xe7f JUMPI PUSH1 0x1e PUSH2 0x640 MSTORE PUSH32 0x566f74696e67206c6f636b2063616e2062652034207965617273206d61780000 PUSH2 0x660 MSTORE PUSH2 0x640 POP PUSH2 0x640 MLOAD DUP1 PUSH2 0x660 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x600 MSTORE PUSH1 0x20 PUSH2 0x620 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x640 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x61c REVERT JUMPDEST CALLER PUSH2 0x3e0 MSTORE PUSH0 PUSH2 0x400 MSTORE PUSH2 0x620 MLOAD PUSH2 0x420 MSTORE PUSH2 0x5e0 MLOAD PUSH2 0x440 MSTORE PUSH2 0x600 MLOAD PUSH2 0x460 MSTORE PUSH1 0x3 PUSH2 0x480 MSTORE PUSH2 0xeaf PUSH2 0x203c JUMP JUMPDEST PUSH1 0x3 PUSH0 SSTORE STOP JUMPDEST PUSH4 0x3ccfd60b DUP2 XOR PUSH2 0x10c0 JUMPI PUSH0 SLOAD PUSH1 0x2 EQ PUSH2 0x240a JUMPI PUSH1 0x2 PUSH0 SSTORE PUSH1 0x3 CALLER PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK DUP1 SLOAD PUSH2 0x3e0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x400 MSTORE POP PUSH2 0x400 MLOAD TIMESTAMP LT ISZERO PUSH2 0xf59 JUMPI PUSH1 0x16 PUSH2 0x420 MSTORE PUSH32 0x546865206c6f636b206469646e27742065787069726500000000000000000000 PUSH2 0x440 MSTORE PUSH2 0x420 POP PUSH2 0x420 MLOAD DUP1 PUSH2 0x440 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH2 0x3e0 MSTORE PUSH1 0x20 PUSH2 0x400 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH2 0x420 MLOAD ADD AND PUSH1 0x44 ADD PUSH2 0x3fc REVERT JUMPDEST PUSH2 0x3e0 MLOAD PUSH0 DUP2 SLT PUSH2 0x240a JUMPI PUSH2 0x420 MSTORE PUSH2 0x3e0 MLOAD PUSH2 0x440 MSTORE PUSH2 0x400 MLOAD PUSH2 0x460 MSTORE PUSH0 PUSH2 0x400 MSTORE PUSH0 PUSH2 0x3e0 MSTORE PUSH1 0x3 CALLER PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH2 0x3e0 MLOAD DUP2 SSTORE PUSH2 0x400 MLOAD PUSH1 0x1 DUP3 ADD SSTORE POP PUSH1 0x2 SLOAD PUSH2 0x480 MSTORE PUSH2 0x480 MLOAD PUSH2 0x420 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0x2 SSTORE CALLER PUSH1 0x40 MSTORE PUSH2 0x440 MLOAD PUSH1 0x60 MSTORE PUSH2 0x460 MLOAD PUSH1 0x80 MSTORE PUSH2 0x3e0 MLOAD PUSH1 0xa0 MSTORE PUSH2 0x400 MLOAD PUSH1 0xc0 MSTORE PUSH2 0xfe6 PUSH2 0x1979 JUMP JUMPDEST PUSH1 0x1 SLOAD PUSH4 0xa9059cbb PUSH2 0x4a0 MSTORE CALLER PUSH2 0x4c0 MSTORE PUSH2 0x420 MLOAD PUSH2 0x4e0 MSTORE PUSH1 0x20 PUSH2 0x4a0 PUSH1 0x44 PUSH2 0x4bc PUSH0 DUP6 GAS CALL PUSH2 0x1019 JUMPI RETURNDATASIZE PUSH0 PUSH0 RETURNDATACOPY RETURNDATASIZE PUSH0 REVERT JUMPDEST PUSH1 0x20 RETURNDATASIZE LT PUSH2 0x240a JUMPI PUSH2 0x4a0 MLOAD DUP1 PUSH1 0x1 SHR PUSH2 0x240a JUMPI PUSH2 0x500 MSTORE PUSH2 0x500 SWAP1 POP MLOAD ISZERO PUSH2 0x240a JUMPI CALLER PUSH32 0xf279e6a1f5e320cca91135676d9cb6e44ca8a08c0b88342bcdb1144f6511b568 PUSH2 0x420 MLOAD PUSH2 0x4a0 MSTORE TIMESTAMP PUSH2 0x4c0 MSTORE PUSH1 0x40 PUSH2 0x4a0 LOG2 PUSH32 0x5e2aa66efd74cce82b21852e317e5490d9ecc9e6bb953ae24d90851258cc2f5c PUSH2 0x480 MLOAD PUSH2 0x4a0 MSTORE PUSH2 0x480 MLOAD PUSH2 0x420 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x4c0 MSTORE PUSH1 0x40 PUSH2 0x4a0 LOG1 PUSH1 0x3 PUSH0 SSTORE STOP JUMPDEST PUSH4 0x70a08231 DUP2 XOR PUSH2 0x10dc JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI TIMESTAMP PUSH1 0x60 MSTORE PUSH2 0x10f5 JUMP JUMPDEST PUSH3 0xfdd58e DUP2 XOR PUSH2 0x120e JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x24 CALLDATALOAD PUSH1 0x60 MSTORE JUMPDEST PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000006 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH1 0x80 MSTORE PUSH1 0x80 MLOAD PUSH2 0x1135 JUMPI PUSH0 PUSH1 0xa0 MSTORE PUSH1 0x20 PUSH1 0xa0 PUSH2 0x120c JUMP JUMPDEST PUSH13 0x50c783eb9b5c85f2a80000005 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH1 0x80 MLOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP DUP1 SLOAD PUSH1 0xa0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH1 0xc0 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH1 0xe0 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x100 MSTORE POP PUSH1 0xa0 MLOAD PUSH1 0xc0 MLOAD PUSH1 0x60 MLOAD PUSH1 0xe0 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0xa0 MSTORE PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH1 0xa0 MLOAD SGT PUSH2 0x11f8 JUMPI PUSH0 PUSH1 0xa0 MSTORE JUMPDEST PUSH1 0xa0 MLOAD PUSH0 DUP2 SLT PUSH2 0x240a JUMPI PUSH2 0x120 MSTORE PUSH1 0x20 PUSH2 0x120 JUMPDEST RETURN JUMPDEST PUSH4 0x4ee2cd7e DUP2 XOR PUSH2 0x157e JUMPI PUSH1 0x44 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH2 0x100 MSTORE NUMBER PUSH1 0x24 CALLDATALOAD GT PUSH2 0x240a JUMPI PUSH0 PUSH2 0x120 MSTORE PUSH13 0x50c783eb9b5c85f2a80000006 PUSH2 0x100 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH2 0x140 MSTORE PUSH0 PUSH1 0x80 SWAP1 JUMPDEST DUP1 PUSH2 0x160 MSTORE PUSH2 0x140 MLOAD PUSH2 0x120 MLOAD LT PUSH2 0x127a JUMPI PUSH2 0x1316 JUMP JUMPDEST PUSH2 0x120 MLOAD PUSH2 0x140 MLOAD DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP DUP1 PUSH1 0x1 SHR SWAP1 POP PUSH2 0x180 MSTORE PUSH1 0x24 CALLDATALOAD PUSH13 0x50c783eb9b5c85f2a80000005 PUSH2 0x100 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH2 0x180 MLOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP PUSH1 0x3 DUP2 ADD SWAP1 POP SLOAD GT ISZERO PUSH2 0x1302 JUMPI PUSH2 0x180 MLOAD PUSH1 0x1 DUP2 SUB DUP2 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x140 MSTORE PUSH2 0x130b JUMP JUMPDEST PUSH2 0x180 MLOAD PUSH2 0x120 MSTORE JUMPDEST PUSH1 0x1 ADD DUP2 DUP2 XOR PUSH2 0x1263 JUMPI JUMPDEST POP POP PUSH13 0x50c783eb9b5c85f2a80000005 PUSH2 0x100 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH2 0x120 MLOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP DUP1 SLOAD PUSH2 0x160 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x180 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x1a0 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x1c0 MSTORE POP PUSH1 0x4 SLOAD PUSH2 0x1e0 MSTORE PUSH1 0x24 CALLDATALOAD PUSH1 0x40 MSTORE PUSH2 0x1e0 MLOAD PUSH1 0x60 MSTORE PUSH2 0x138a PUSH2 0x220 PUSH2 0x21f4 JUMP JUMPDEST PUSH2 0x220 MLOAD PUSH2 0x200 MSTORE PUSH2 0x200 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x220 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x240 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x260 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x280 MSTORE POP PUSH1 0x40 CALLDATASIZE PUSH2 0x2a0 CALLDATACOPY PUSH2 0x1e0 MLOAD PUSH2 0x200 MLOAD LT PUSH2 0x1419 JUMPI NUMBER PUSH2 0x280 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2a0 MSTORE TIMESTAMP PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2c0 MSTORE PUSH2 0x149b JUMP JUMPDEST PUSH2 0x200 MLOAD PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x2e0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x300 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x320 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x340 MSTORE POP PUSH2 0x340 MLOAD PUSH2 0x280 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2a0 MSTORE PUSH2 0x320 MLOAD PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2c0 MSTORE JUMPDEST PUSH2 0x260 MLOAD PUSH2 0x2e0 MSTORE PUSH2 0x2a0 MLOAD ISZERO PUSH2 0x1501 JUMPI PUSH2 0x2e0 MLOAD PUSH2 0x2c0 MLOAD PUSH1 0x24 CALLDATALOAD PUSH2 0x280 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 MUL DUP2 ISZERO DUP4 DUP4 DUP4 DIV EQ OR ISZERO PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2a0 MLOAD DUP1 ISZERO PUSH2 0x240a JUMPI DUP1 DUP3 DIV SWAP1 POP SWAP1 POP DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2e0 MSTORE JUMPDEST PUSH2 0x160 MLOAD PUSH2 0x180 MLOAD PUSH2 0x2e0 MLOAD PUSH2 0x1a0 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x160 MSTORE PUSH0 PUSH2 0x160 MLOAD SLT ISZERO PUSH2 0x1567 JUMPI PUSH0 PUSH2 0x300 MSTORE PUSH1 0x20 PUSH2 0x300 PUSH2 0x157c JUMP JUMPDEST PUSH2 0x160 MLOAD PUSH0 DUP2 SLT PUSH2 0x240a JUMPI PUSH2 0x300 MSTORE PUSH1 0x20 PUSH2 0x300 JUMPDEST RETURN JUMPDEST PUSH4 0x18160ddd DUP2 XOR PUSH2 0x1593 JUMPI TIMESTAMP PUSH2 0x1c0 MSTORE PUSH2 0x15ae JUMP JUMPDEST PUSH4 0xbd85b039 DUP2 XOR PUSH2 0x162a JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD PUSH2 0x1c0 MSTORE JUMPDEST PUSH1 0x4 SLOAD PUSH2 0x1e0 MSTORE PUSH2 0x1e0 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x200 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x220 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x240 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x260 MSTORE POP PUSH1 0x20 PUSH2 0x200 MLOAD PUSH1 0x40 MSTORE PUSH2 0x220 MLOAD PUSH1 0x60 MSTORE PUSH2 0x240 MLOAD PUSH1 0x80 MSTORE PUSH2 0x260 MLOAD PUSH1 0xa0 MSTORE PUSH2 0x1c0 MLOAD PUSH1 0xc0 MSTORE PUSH2 0x1625 PUSH2 0x280 PUSH2 0x22a2 JUMP JUMPDEST PUSH2 0x280 RETURN JUMPDEST PUSH4 0x981b24d0 DUP2 XOR PUSH2 0x1836 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI NUMBER PUSH1 0x4 CALLDATALOAD GT PUSH2 0x240a JUMPI PUSH1 0x4 SLOAD PUSH2 0x1c0 MSTORE PUSH1 0x4 CALLDATALOAD PUSH1 0x40 MSTORE PUSH2 0x1c0 MLOAD PUSH1 0x60 MSTORE PUSH2 0x1665 PUSH2 0x200 PUSH2 0x21f4 JUMP JUMPDEST PUSH2 0x200 MLOAD PUSH2 0x1e0 MSTORE PUSH2 0x1e0 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x200 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x220 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x240 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x260 MSTORE POP PUSH0 PUSH2 0x280 MSTORE PUSH2 0x1c0 MLOAD PUSH2 0x1e0 MLOAD LT PUSH2 0x172e JUMPI NUMBER PUSH2 0x260 MLOAD EQ PUSH2 0x17ef JUMPI PUSH1 0x4 CALLDATALOAD PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP TIMESTAMP PUSH2 0x240 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 MUL DUP2 ISZERO DUP4 DUP4 DUP4 DIV EQ OR ISZERO PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP NUMBER PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 ISZERO PUSH2 0x240a JUMPI DUP1 DUP3 DIV SWAP1 POP SWAP1 POP PUSH2 0x280 MSTORE PUSH2 0x17ef JUMP JUMPDEST PUSH2 0x1e0 MLOAD PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x2a0 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x2c0 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x2e0 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x300 MSTORE POP PUSH2 0x300 MLOAD PUSH2 0x260 MLOAD EQ PUSH2 0x17ef JUMPI PUSH1 0x4 CALLDATALOAD PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2e0 MLOAD PUSH2 0x240 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 MUL DUP2 ISZERO DUP4 DUP4 DUP4 DIV EQ OR ISZERO PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x300 MLOAD PUSH2 0x260 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 ISZERO PUSH2 0x240a JUMPI DUP1 DUP3 DIV SWAP1 POP SWAP1 POP PUSH2 0x280 MSTORE JUMPDEST PUSH1 0x20 PUSH2 0x200 MLOAD PUSH1 0x40 MSTORE PUSH2 0x220 MLOAD PUSH1 0x60 MSTORE PUSH2 0x240 MLOAD PUSH1 0x80 MSTORE PUSH2 0x260 MLOAD PUSH1 0xa0 MSTORE PUSH2 0x240 MLOAD PUSH2 0x280 MLOAD DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0xc0 MSTORE PUSH2 0x1831 PUSH2 0x2a0 PUSH2 0x22a2 JUMP JUMPDEST PUSH2 0x2a0 RETURN JUMPDEST PUSH4 0x3cebb823 DUP2 XOR PUSH2 0x1880 JUMPI PUSH1 0x24 CALLDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x4 CALLDATALOAD DUP1 PUSH1 0xa0 SHR PUSH2 0x240a JUMPI PUSH1 0x40 MSTORE PUSH13 0x50c783eb9b5c85f2a80000008 SLOAD CALLER XOR PUSH2 0x240a JUMPI PUSH1 0x40 MLOAD PUSH13 0x50c783eb9b5c85f2a80000008 SSTORE STOP JUMPDEST POP JUMPDEST PUSH0 PUSH0 REVERT JUMPDEST ORIGIN PUSH1 0x40 MLOAD EQ PUSH2 0x1977 JUMPI PUSH13 0x50c783eb9b5c85f2a80000013 SLOAD PUSH1 0x60 MSTORE PUSH1 0x60 MLOAD ISZERO PUSH2 0x18f7 JUMPI PUSH1 0x60 MLOAD PUSH4 0xc23697a8 PUSH1 0x80 MSTORE PUSH1 0x40 MLOAD PUSH1 0xa0 MSTORE PUSH1 0x20 PUSH1 0x80 PUSH1 0x24 PUSH1 0x9c PUSH0 DUP6 GAS CALL PUSH2 0x18d2 JUMPI RETURNDATASIZE PUSH0 PUSH0 RETURNDATACOPY RETURNDATASIZE PUSH0 REVERT JUMPDEST PUSH1 0x20 RETURNDATASIZE LT PUSH2 0x240a JUMPI PUSH1 0x80 MLOAD DUP1 PUSH1 0x1 SHR PUSH2 0x240a JUMPI PUSH1 0xc0 MSTORE PUSH1 0xc0 SWAP1 POP MLOAD ISZERO PUSH2 0x18f7 JUMPI PUSH2 0x1977 JUMP JUMPDEST PUSH1 0x25 PUSH1 0x80 MSTORE PUSH32 0x536d61727420636f6e7472616374206465706f7369746f7273206e6f7420616c PUSH1 0xa0 MSTORE PUSH32 0x6c6f776564000000000000000000000000000000000000000000000000000000 PUSH1 0xc0 MSTORE PUSH1 0x80 POP PUSH1 0x80 MLOAD DUP1 PUSH1 0xa0 ADD PUSH1 0x1f DUP3 PUSH0 SUB AND CALLDATASIZE DUP3 CALLDATACOPY POP POP PUSH4 0x8c379a0 PUSH1 0x40 MSTORE PUSH1 0x20 PUSH1 0x60 MSTORE PUSH1 0x1f NOT PUSH1 0x1f PUSH1 0x80 MLOAD ADD AND PUSH1 0x44 ADD PUSH1 0x5c REVERT JUMPDEST JUMP JUMPDEST PUSH2 0x140 CALLDATASIZE PUSH1 0xe0 CALLDATACOPY PUSH1 0x4 SLOAD PUSH2 0x220 MSTORE PUSH1 0x40 MLOAD ISZERO PUSH2 0x1aad JUMPI TIMESTAMP PUSH1 0x80 MLOAD GT PUSH2 0x199e JUMPI PUSH0 PUSH2 0x19a6 JUMP JUMPDEST PUSH1 0x1 PUSH1 0x60 MLOAD SLT ISZERO JUMPDEST ISZERO PUSH2 0x19ee JUMPI PUSH1 0x60 MLOAD PUSH4 0x784ce00 DUP2 SDIV SWAP1 POP PUSH2 0x100 MSTORE PUSH2 0x100 MLOAD PUSH1 0x80 MLOAD TIMESTAMP DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0xe0 MSTORE JUMPDEST TIMESTAMP PUSH1 0xc0 MLOAD GT PUSH2 0x19fd JUMPI PUSH0 PUSH2 0x1a05 JUMP JUMPDEST PUSH1 0x1 PUSH1 0xa0 MLOAD SLT ISZERO JUMPDEST ISZERO PUSH2 0x1a4e JUMPI PUSH1 0xa0 MLOAD PUSH4 0x784ce00 DUP2 SDIV SWAP1 POP PUSH2 0x180 MSTORE PUSH2 0x180 MLOAD PUSH1 0xc0 MLOAD TIMESTAMP DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x160 MSTORE JUMPDEST PUSH13 0x50c783eb9b5c85f2a80000007 PUSH1 0x80 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH2 0x1e0 MSTORE PUSH1 0xc0 MLOAD ISZERO PUSH2 0x1aad JUMPI PUSH1 0x80 MLOAD PUSH1 0xc0 MLOAD XOR PUSH2 0x1a8d JUMPI PUSH2 0x1e0 MLOAD PUSH2 0x200 MSTORE PUSH2 0x1aad JUMP JUMPDEST PUSH13 0x50c783eb9b5c85f2a80000007 PUSH1 0xc0 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH2 0x200 MSTORE JUMPDEST PUSH1 0x40 CALLDATASIZE PUSH2 0x240 CALLDATACOPY TIMESTAMP PUSH2 0x280 MSTORE NUMBER PUSH2 0x2a0 MSTORE PUSH2 0x220 MLOAD ISZERO PUSH2 0x1b08 JUMPI PUSH2 0x220 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD DUP1 SLOAD PUSH2 0x240 MSTORE PUSH1 0x1 DUP2 ADD SLOAD PUSH2 0x260 MSTORE PUSH1 0x2 DUP2 ADD SLOAD PUSH2 0x280 MSTORE PUSH1 0x3 DUP2 ADD SLOAD PUSH2 0x2a0 MSTORE POP JUMPDEST PUSH2 0x280 MLOAD PUSH2 0x2c0 MSTORE PUSH2 0x240 MLOAD PUSH2 0x2e0 MSTORE PUSH2 0x260 MLOAD PUSH2 0x300 MSTORE PUSH2 0x280 MLOAD PUSH2 0x320 MSTORE PUSH2 0x2a0 MLOAD PUSH2 0x340 MSTORE PUSH0 PUSH2 0x360 MSTORE PUSH2 0x280 MLOAD TIMESTAMP GT ISZERO PUSH2 0x1b96 JUMPI NUMBER PUSH2 0x2a0 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH8 0xde0b6b3a7640000 DUP2 MUL DUP2 PUSH8 0xde0b6b3a7640000 DUP3 DIV XOR PUSH2 0x240a JUMPI SWAP1 POP TIMESTAMP PUSH2 0x280 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 ISZERO PUSH2 0x240a JUMPI DUP1 DUP3 DIV SWAP1 POP SWAP1 POP PUSH2 0x360 MSTORE JUMPDEST PUSH2 0x2c0 MLOAD PUSH3 0x93a80 DUP2 DIV SWAP1 POP PUSH3 0x93a80 DUP2 MUL DUP2 PUSH3 0x93a80 DUP3 DIV XOR PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x380 MSTORE PUSH0 PUSH1 0xff SWAP1 JUMPDEST DUP1 PUSH2 0x3a0 MSTORE PUSH2 0x380 MLOAD PUSH3 0x93a80 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x380 MSTORE PUSH0 PUSH2 0x3c0 MSTORE TIMESTAMP PUSH2 0x380 MLOAD GT PUSH2 0x1c0f JUMPI PUSH13 0x50c783eb9b5c85f2a80000007 PUSH2 0x380 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH2 0x3c0 MSTORE PUSH2 0x1c15 JUMP JUMPDEST TIMESTAMP PUSH2 0x380 MSTORE JUMPDEST PUSH2 0x240 MLOAD PUSH2 0x260 MLOAD PUSH2 0x380 MLOAD PUSH2 0x2c0 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x240 MSTORE PUSH2 0x260 MLOAD PUSH2 0x3c0 MLOAD DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x260 MSTORE PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH2 0x240 MLOAD SGT PUSH2 0x1cae JUMPI PUSH0 PUSH2 0x240 MSTORE JUMPDEST PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH2 0x260 MLOAD SGT PUSH2 0x1cde JUMPI PUSH0 PUSH2 0x260 MSTORE JUMPDEST PUSH2 0x380 MLOAD PUSH2 0x2c0 MSTORE PUSH2 0x380 MLOAD PUSH2 0x280 MSTORE PUSH2 0x340 MLOAD PUSH2 0x360 MLOAD PUSH2 0x380 MLOAD PUSH2 0x320 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 MUL DUP2 ISZERO DUP4 DUP4 DUP4 DIV EQ OR ISZERO PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH8 0xde0b6b3a7640000 DUP2 DIV SWAP1 POP DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x2a0 MSTORE PUSH2 0x220 MLOAD PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x220 MSTORE TIMESTAMP PUSH2 0x380 MLOAD XOR PUSH2 0x1d68 JUMPI NUMBER PUSH2 0x2a0 MSTORE PUSH2 0x1db3 JUMP JUMPDEST PUSH2 0x220 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD PUSH2 0x240 MLOAD DUP2 SSTORE PUSH2 0x260 MLOAD PUSH1 0x1 DUP3 ADD SSTORE PUSH2 0x280 MLOAD PUSH1 0x2 DUP3 ADD SSTORE PUSH2 0x2a0 MLOAD PUSH1 0x3 DUP3 ADD SSTORE POP PUSH1 0x1 ADD DUP2 DUP2 XOR PUSH2 0x1bbf JUMPI JUMPDEST POP POP PUSH2 0x220 MLOAD PUSH1 0x4 SSTORE PUSH1 0x40 MLOAD ISZERO PUSH2 0x1e87 JUMPI PUSH2 0x260 MLOAD PUSH2 0x180 MLOAD PUSH2 0x100 MLOAD DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x260 MSTORE PUSH2 0x240 MLOAD PUSH2 0x160 MLOAD PUSH1 0xe0 MLOAD DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x240 MSTORE PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH2 0x260 MLOAD SGT PUSH2 0x1e57 JUMPI PUSH0 PUSH2 0x260 MSTORE JUMPDEST PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH2 0x240 MLOAD SGT PUSH2 0x1e87 JUMPI PUSH0 PUSH2 0x240 MSTORE JUMPDEST PUSH2 0x220 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD PUSH2 0x240 MLOAD DUP2 SSTORE PUSH2 0x260 MLOAD PUSH1 0x1 DUP3 ADD SSTORE PUSH2 0x280 MLOAD PUSH1 0x2 DUP3 ADD SSTORE PUSH2 0x2a0 MLOAD PUSH1 0x3 DUP3 ADD SSTORE POP PUSH1 0x40 MLOAD ISZERO PUSH2 0x203a JUMPI TIMESTAMP PUSH1 0x80 MLOAD GT ISZERO PUSH2 0x1f3f JUMPI PUSH2 0x1e0 MLOAD PUSH2 0x100 MLOAD DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x1e0 MSTORE PUSH1 0x80 MLOAD PUSH1 0xc0 MLOAD XOR PUSH2 0x1f1f JUMPI PUSH2 0x1e0 MLOAD PUSH2 0x180 MLOAD DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x1e0 MSTORE JUMPDEST PUSH2 0x1e0 MLOAD PUSH13 0x50c783eb9b5c85f2a80000007 PUSH1 0x80 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SSTORE JUMPDEST TIMESTAMP PUSH1 0xc0 MLOAD GT ISZERO PUSH2 0x1f92 JUMPI PUSH1 0x80 MLOAD PUSH1 0xc0 MLOAD GT ISZERO PUSH2 0x1f92 JUMPI PUSH2 0x200 MLOAD PUSH2 0x180 MLOAD DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x200 MSTORE PUSH2 0x200 MLOAD PUSH13 0x50c783eb9b5c85f2a80000007 PUSH1 0xc0 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SSTORE JUMPDEST PUSH13 0x50c783eb9b5c85f2a80000006 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x3a0 MSTORE PUSH2 0x3a0 MLOAD PUSH13 0x50c783eb9b5c85f2a80000006 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SSTORE TIMESTAMP PUSH2 0x1a0 MSTORE NUMBER PUSH2 0x1c0 MSTORE PUSH13 0x50c783eb9b5c85f2a80000005 PUSH1 0x40 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH2 0x3a0 MLOAD PUSH4 0x3b9ac9ff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL DUP2 ADD SWAP1 POP PUSH2 0x160 MLOAD DUP2 SSTORE PUSH2 0x180 MLOAD PUSH1 0x1 DUP3 ADD SSTORE PUSH2 0x1a0 MLOAD PUSH1 0x2 DUP3 ADD SSTORE PUSH2 0x1c0 MLOAD PUSH1 0x3 DUP3 ADD SSTORE POP JUMPDEST JUMP JUMPDEST PUSH2 0x440 MLOAD PUSH2 0x4a0 MSTORE PUSH2 0x460 MLOAD PUSH2 0x4c0 MSTORE PUSH1 0x2 SLOAD PUSH2 0x4e0 MSTORE PUSH2 0x4e0 MLOAD PUSH2 0x400 MLOAD DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0x2 SSTORE PUSH2 0x4a0 MLOAD PUSH2 0x500 MSTORE PUSH2 0x4c0 MLOAD PUSH2 0x520 MSTORE PUSH2 0x4a0 MLOAD PUSH2 0x400 MLOAD DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x4a0 MSTORE PUSH2 0x420 MLOAD ISZERO PUSH2 0x20b3 JUMPI PUSH2 0x420 MLOAD PUSH2 0x4c0 MSTORE JUMPDEST PUSH1 0x3 PUSH2 0x3e0 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK PUSH2 0x4a0 MLOAD DUP2 SSTORE PUSH2 0x4c0 MLOAD PUSH1 0x1 DUP3 ADD SSTORE POP PUSH2 0x3e0 MLOAD PUSH1 0x40 MSTORE PUSH2 0x500 MLOAD PUSH1 0x60 MSTORE PUSH2 0x520 MLOAD PUSH1 0x80 MSTORE PUSH2 0x4a0 MLOAD PUSH1 0xa0 MSTORE PUSH2 0x4c0 MLOAD PUSH1 0xc0 MSTORE PUSH2 0x20fd PUSH2 0x1979 JUMP JUMPDEST PUSH2 0x400 MLOAD ISZERO PUSH2 0x2165 JUMPI PUSH1 0x1 SLOAD PUSH4 0x23b872dd PUSH2 0x540 MSTORE PUSH2 0x3e0 MLOAD PUSH2 0x560 MSTORE ADDRESS PUSH2 0x580 MSTORE PUSH2 0x400 MLOAD PUSH2 0x5a0 MSTORE PUSH1 0x20 PUSH2 0x540 PUSH1 0x64 PUSH2 0x55c PUSH0 DUP6 GAS CALL PUSH2 0x2141 JUMPI RETURNDATASIZE PUSH0 PUSH0 RETURNDATACOPY RETURNDATASIZE PUSH0 REVERT JUMPDEST PUSH1 0x20 RETURNDATASIZE LT PUSH2 0x240a JUMPI PUSH2 0x540 MLOAD DUP1 PUSH1 0x1 SHR PUSH2 0x240a JUMPI PUSH2 0x5c0 MSTORE PUSH2 0x5c0 SWAP1 POP MLOAD ISZERO PUSH2 0x240a JUMPI JUMPDEST PUSH2 0x4c0 MLOAD PUSH2 0x3e0 MLOAD PUSH32 0x4566dfc29f6f11d13a418c26a02bef7c28bae749d4de47e4e6a7cddea6730d59 PUSH2 0x400 MLOAD PUSH2 0x540 MSTORE PUSH2 0x480 MLOAD PUSH2 0x560 MSTORE TIMESTAMP PUSH2 0x580 MSTORE PUSH1 0x60 PUSH2 0x540 LOG3 PUSH32 0x5e2aa66efd74cce82b21852e317e5490d9ecc9e6bb953ae24d90851258cc2f5c PUSH2 0x4e0 MLOAD PUSH2 0x540 MSTORE PUSH2 0x4e0 MLOAD PUSH2 0x400 MLOAD DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x560 MSTORE PUSH1 0x40 PUSH2 0x540 LOG1 JUMP JUMPDEST PUSH0 PUSH1 0x80 MSTORE PUSH1 0x60 MLOAD PUSH1 0xa0 MSTORE PUSH0 PUSH1 0x80 SWAP1 JUMPDEST DUP1 PUSH1 0xc0 MSTORE PUSH1 0xa0 MLOAD PUSH1 0x80 MLOAD LT PUSH2 0x2217 JUMPI PUSH2 0x2298 JUMP JUMPDEST PUSH1 0x80 MLOAD PUSH1 0xa0 MLOAD DUP1 DUP3 ADD DUP3 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0x1 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP DUP1 PUSH1 0x1 SHR SWAP1 POP PUSH1 0xe0 MSTORE PUSH1 0x40 MLOAD PUSH1 0xe0 MLOAD PUSH13 0x1431e0fae6d7217ca9fffffff DUP2 GT PUSH2 0x240a JUMPI PUSH1 0x2 SHL PUSH1 0x5 ADD PUSH1 0x3 DUP2 ADD SWAP1 POP SLOAD GT ISZERO PUSH2 0x2286 JUMPI PUSH1 0xe0 MLOAD PUSH1 0x1 DUP2 SUB DUP2 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP PUSH1 0xa0 MSTORE PUSH2 0x228d JUMP JUMPDEST PUSH1 0xe0 MLOAD PUSH1 0x80 MSTORE JUMPDEST PUSH1 0x1 ADD DUP2 DUP2 XOR PUSH2 0x2203 JUMPI JUMPDEST POP POP PUSH1 0x80 MLOAD DUP2 MSTORE POP JUMP JUMPDEST PUSH1 0x40 MLOAD PUSH1 0xe0 MSTORE PUSH1 0x60 MLOAD PUSH2 0x100 MSTORE PUSH1 0x80 MLOAD PUSH2 0x120 MSTORE PUSH1 0xa0 MLOAD PUSH2 0x140 MSTORE PUSH2 0x120 MLOAD PUSH3 0x93a80 DUP2 DIV SWAP1 POP PUSH3 0x93a80 DUP2 MUL DUP2 PUSH3 0x93a80 DUP3 DIV XOR PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x160 MSTORE PUSH0 PUSH1 0xff SWAP1 JUMPDEST DUP1 PUSH2 0x180 MSTORE PUSH2 0x160 MLOAD PUSH3 0x93a80 DUP2 ADD DUP2 DUP2 LT PUSH2 0x240a JUMPI SWAP1 POP PUSH2 0x160 MSTORE PUSH0 PUSH2 0x1a0 MSTORE PUSH1 0xc0 MLOAD PUSH2 0x160 MLOAD GT PUSH2 0x2338 JUMPI PUSH13 0x50c783eb9b5c85f2a80000007 PUSH2 0x160 MLOAD PUSH1 0x20 MSTORE PUSH0 MSTORE PUSH1 0x40 PUSH0 KECCAK SLOAD PUSH2 0x1a0 MSTORE PUSH2 0x2340 JUMP JUMPDEST PUSH1 0xc0 MLOAD PUSH2 0x160 MSTORE JUMPDEST PUSH1 0xe0 MLOAD PUSH2 0x100 MLOAD PUSH2 0x160 MLOAD PUSH2 0x120 MLOAD DUP1 DUP3 SUB DUP3 DUP2 GT PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 PUSH1 0x7f SHR PUSH2 0x240a JUMPI DUP1 DUP3 MUL DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP DUP1 DUP3 SUB DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH1 0xe0 MSTORE PUSH1 0xc0 MLOAD PUSH2 0x160 MLOAD XOR PUSH2 0x239b JUMPI PUSH2 0x23cb JUMP JUMPDEST PUSH2 0x100 MLOAD PUSH2 0x1a0 MLOAD DUP1 DUP3 ADD DUP1 PUSH1 0xf SIGNEXTEND DUP2 XOR PUSH2 0x240a JUMPI SWAP1 POP SWAP1 POP PUSH2 0x100 MSTORE PUSH2 0x160 MLOAD PUSH2 0x120 MSTORE PUSH1 0x1 ADD DUP2 DUP2 XOR PUSH2 0x22e6 JUMPI JUMPDEST POP POP PUSH32 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff PUSH1 0xe0 MLOAD SGT PUSH2 0x23fb JUMPI PUSH0 PUSH1 0xe0 MSTORE JUMPDEST PUSH1 0xe0 MLOAD PUSH0 DUP2 SLT PUSH2 0x240a JUMPI DUP2 MSTORE POP JUMP JUMPDEST PUSH0 DUP1 REVERT'</code></pre>
</div>
</div>
<!---
 :::{.callout-tip}
You can also use `vyper.compiler.output._build_opcodes` or `cast disassemble`.
::: 
--->
</section>
<section id="precompiles" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="precompiles">Precompiles</h2>
<div class="page-columns page-full"><p>Precompiles are special contracts that are implemented using native code. We can devise a pattern to find their usage after looking at how the compiler calls them<sup>15</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn15"><p><sup>15</sup>&nbsp;See <code>ecadd</code> <a href="https://github.com/vyperlang/vyper/blob/2c21eab442f6feeac6bc92b95347f2d3968b09a6/vyper/builtins/functions.py#L810">implementation</a></p></li></div></div>
<div class="cell" data-execution_count="23">
<div class="sourceCode cell-code" id="cb31" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb31-1">PRECOMPILES <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb31-2">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x1"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ecrecover"</span>,</span>
<span id="cb31-3">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x2"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"sha256"</span>,</span>
<span id="cb31-4">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x3"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ripemd160"</span>,</span>
<span id="cb31-5">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x4"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"identity"</span>,</span>
<span id="cb31-6">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x5"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"modexp"</span>,</span>
<span id="cb31-7">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x6"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_bn128_add"</span>,</span>
<span id="cb31-8">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x7"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_bn128_mul"</span>,</span>
<span id="cb31-9">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x8"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_bn128_pairing_check"</span>,</span>
<span id="cb31-10">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"0x9"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"blake2f"</span>,</span>
<span id="cb31-11">}</span>
<span id="cb31-12">PRECOMPILE_REGEX <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"PUSH1 (0x[1-9]) GAS STATICCALL"</span></span>
<span id="cb31-13"></span>
<span id="cb31-14"></span>
<span id="cb31-15"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> get_precompiles(code):</span>
<span id="cb31-16">    opcodes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> disasm(code)</span>
<span id="cb31-17">    extracted <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> re.findall(PRECOMPILE_REGEX, opcodes)</span>
<span id="cb31-18">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> [PRECOMPILES.get(x, x) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> x <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> extracted]</span>
<span id="cb31-19"></span>
<span id="cb31-20"></span>
<span id="cb31-21">(</span>
<span id="cb31-22">    vypers.with_columns(precompiles<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"clean_code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(get_precompiles))</span>
<span id="cb31-23">    .explode(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"precompiles"</span>)</span>
<span id="cb31-24">    .groupby(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"precompiles"</span>)</span>
<span id="cb31-25">    .agg(pl.count())</span>
<span id="cb31-26">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"precompiles"</span>).is_not_null())</span>
<span id="cb31-27">    .sort(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"count"</span>, descending<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb31-28">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="22">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (3, 2)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">precompiles</th>
<th data-quarto-table-cell-role="th">count</th>
</tr>
<tr class="odd">
<th>str</th>
<th>u32</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"identity"</td>
<td>5690</td>
</tr>
<tr class="even">
<td>"ecrecover"</td>
<td>299</td>
</tr>
<tr class="odd">
<td>"sha256"</td>
<td>2</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<p>At this point we have full assurance that nobody has ever used Vyper for moon math.</p>
</section>
<section id="opcodes" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="opcodes">Opcodes</h2>
<div class="page-columns page-full"><p>Our pipeline has reached its full potential, and we can easily repeat the scan for opcodes in question<sup>16</sup>.</p><div class="no-row-height column-margin column-container"><li id="fn16"><p><sup>16</sup>&nbsp;See <code>uint256_addmod</code> and <code>uint256_mulmod</code> <a href="https://github.com/vyperlang/vyper/blob/2c21eab442f6feeac6bc92b95347f2d3968b09a6/vyper/builtins/functions.py#L1537-L1546">implementation</a></p></li></div></div>
<div class="cell" data-execution_count="24">
<div class="sourceCode cell-code" id="cb32" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb32-1">OPCODE_REGEX <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="vs" style="color: #20794D;
background-color: null;
font-style: inherit;">r"ADDMOD|MULMOD"</span></span>
<span id="cb32-2"></span>
<span id="cb32-3"></span>
<span id="cb32-4"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> get_opcodes(code):</span>
<span id="cb32-5">    opcodes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> disasm(code)</span>
<span id="cb32-6">    extracted <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> re.findall(OPCODE_REGEX, opcodes)</span>
<span id="cb32-7">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sorted</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">set</span>(extracted))</span>
<span id="cb32-8"></span>
<span id="cb32-9"></span>
<span id="cb32-10">(</span>
<span id="cb32-11">    vypers.with_columns(opcodes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"clean_code"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(get_opcodes))</span>
<span id="cb32-12">    .<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"opcodes"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>.lengths() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb32-13">    .with_columns(</span>
<span id="cb32-14">        pl.col(pl.Binary).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">bin</span>.encode(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"hex"</span>), pl.col(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"opcodes"</span>).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>.join(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">", "</span>)</span>
<span id="cb32-15">    )</span>
<span id="cb32-16">    .select([<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"contract_address"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"deployer"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"opcodes"</span>])</span>
<span id="cb32-17">)</span></code></pre></div>
<div class="cell-output cell-output-display" data-execution_count="23">
<div><style>
.dataframe > thead > tr > th,
.dataframe > tbody > tr > td {
  text-align: right;
}
</style>
<small>shape: (7, 3)</small>
<table class="dataframe table table-sm table-striped small" data-quarto-postprocess="true" data-border="1">
<thead>
<tr class="header">
<th data-quarto-table-cell-role="th">contract_address</th>
<th data-quarto-table-cell-role="th">deployer</th>
<th data-quarto-table-cell-role="th">opcodes</th>
</tr>
<tr class="odd">
<th>str</th>
<th>str</th>
<th>str</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>"53cc3e49418380e835fc8cacd5932482c586efea"</td>
<td>"e6da683076b7ed6ce7ec972f21eb8f91e9137a17"</td>
<td>"MULMOD"</td>
</tr>
<tr class="even">
<td>"66442b0c5260b92caa9c234ecf2408cbf6b19a6f"</td>
<td>"e6da683076b7ed6ce7ec972f21eb8f91e9137a17"</td>
<td>"MULMOD"</td>
</tr>
<tr class="odd">
<td>"5fc124a161d888893529f67580ef94c2784e9233"</td>
<td>"e6da683076b7ed6ce7ec972f21eb8f91e9137a17"</td>
<td>"MULMOD"</td>
</tr>
<tr class="even">
<td>"ab595f0bf1d7787a0a39243074a820378afe1504"</td>
<td>"bc210cc8c2bb0400c80196b6d47d6b2875cab3bd"</td>
<td>"MULMOD"</td>
</tr>
<tr class="odd">
<td>"c742904b04193d36b1f93255f98dc9ed2ca4c2aa"</td>
<td>"bc210cc8c2bb0400c80196b6d47d6b2875cab3bd"</td>
<td>"MULMOD"</td>
</tr>
<tr class="even">
<td>"80333bd8791fee04c4c3e1ca8a524cefa7c94737"</td>
<td>"babe61887f1de2713c6f97e567623453d3c79f67"</td>
<td>"MULMOD"</td>
</tr>
<tr class="odd">
<td>"7624c0dd4f5d06d650ddff25ffec45d032501260"</td>
<td>"babe61887f1de2713c6f97e567623453d3c79f67"</td>
<td>"MULMOD"</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</section>
</section>
<section id="resolution" class="level1 page-columns page-full">
<h1>Resolution</h1>
<p>Good news, we have narrowed the results down to just 0.2% of our initial search, and it’s easy to assess by hand from there.</p>
<div class="page-columns page-full"><p>Among several unverified contracts we find one <a href="https://etherscan.io/address/0x53cc3e49418380e835fc8cacd5932482c586efea#code">Curve contract</a><sup>17</sup> that uses <code>uint256_mulmod</code>. I promptly contact the devs and get a confirmation it’s a discarded test iteration and not a production contract. It wouldn’t have been vulnerable anyway since the issue only affects the order of evaluation of side effects and not the order of arguments themselves, which would’ve likely been caught by tests.</p><div class="no-row-height column-margin column-container"><li id="fn17"><p><sup>17</sup>&nbsp;It is always a good idea to add a natspec for <code>@author</code></p></li></div></div>
<p>With this work done, we have established with absolute certainty that no production contract is affected and the devs can safely proceed with disclosing the bug.</p>


</section>


 ]]></description>
  <category>vyper</category>
  <category>data</category>
  <guid>https://banteg.xyz/posts/vyper-opcodes/index.html</guid>
  <pubDate>Fri, 01 Sep 2023 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/vyper-opcodes/image.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>EIP-4626 Compatibility Study</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/eip-4626/index.html</link>
  <description><![CDATA[ 



<section id="summary" class="level1">
<h1>Summary</h1>
<p>There are currently 566 contracts implementing <a href="https://eips.ethereum.org/EIPS/eip-4626">EIP-4626 Tokenized Vaults</a> standard on Ethereum mainnet.</p>
<p>Of them, 69 contracts, including some notable ones like <a href="https://etherscan.io/address/0x83F20F44975D03b1b09e64809B757c47f942BEeA">Savings DAI</a> and <a href="https://etherscan.io/address/0x8E5CBc6f470d064063341aceF7c45172A3EEf766">Staked Yearn Ether</a>, don’t emit a <code>Transfer</code> event on <code>mint/deposit/burn/redeem</code>.</p>
<p>This could affect tokens being picked up by explorers and wallets, as well as require changes to data analytics pipelines to correctly account for all balance changes.</p>
<p>The results can be <a href="https://gist.github.com/banteg/ee0893630099853cfc4c971f85f4bdbf">found here (.csv)</a>.</p>
</section>
<section id="how-it-happened" class="level1">
<h1>How it happened</h1>
<p>The EIP-4626 standard defines <code>Deposit</code> and <code>Withdraw</code> events that contain all the needed info. The <code>Transfer</code> event comes from <a href="https://eips.ethereum.org/EIPS/eip-20">ERC-20 Token Standard</a>, which says:</p>
<blockquote class="blockquote">
<p>A token contract which creates new tokens SHOULD trigger a Transfer event with the <code>_from</code> address set to <code>0x0</code> when tokens are created.</p>
</blockquote>
<p>It doesn’t contain a strict requirement (and <a href="https://github.com/makerdao/sdai/blob/master/audits/ChainSecurity_Oazo_Apps_Limited_Savings_Dai_audit_1.pdf">auditors agree</a>) as it doesn’t say anything about burning, but every data analyst hates it when a token doesn’t follow an implicit convention of <code>Transfer(0x, receiver, amount)</code> on <code>mint</code> and <code>Transfer(owner, 0x, amount)</code> on <code>burn</code>.</p>
<p>This problem can be traced to <a href="https://github.com/fubuloubu/ERC4626">EIP-4626 example repo</a> and most likely stems from it.</p>
<p>The problem doesn’t exist in other implementation like <a href="https://github.com/pcaversaccio/snekmate/blob/690dc0710aa0c3fd80f707ebf6dd50674f3f7ff1/src/extensions/ERC4626.vy#L668">Snekmate</a> and <a href="https://github.com/Vectorized/solady/blob/30558f5402f02351b96eeb6eaf32bcea29773841/src/tokens/ERC4626.sol#L454">Solady</a>.</p>
</section>
<section id="what-can-be-done" class="level1">
<h1>What can be done</h1>
<p>If you operate an explorer or a wallet, you can do the following:</p>
<ol type="1">
<li><p>For <code>Deposit(sender, owner, assets, shares)</code> event check if there is an adjacent <code>Transfer(0x0, owner, shares)</code> and if it’s missing, insert it.</p></li>
<li><p>For <code>Withdraw(sender, receiver, owner, assets, shares)</code> check for <code>Transfer(owner, 0x0, shares)</code> and add it if it’s missing.</p></li>
</ol>
</section>
<section id="methodology" class="level1">
<h1>Methodology</h1>
<p>To find all EIP-4626 compatible tokens you can start from all the <code>Deposit</code> events. As often happens with events, there would be collisions with unrelated contracts that happen to share the same selector. The code here uses <a href="https://github.com/apeworx/ape">Ape</a> and some portions could be shortened or omitted for brevity.</p>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">sdai <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Contract(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'0x83F20F44975D03b1b09e64809B757c47f942BEeA'</span>)</span>
<span id="cb1-2">log_filter <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> LogFilter.from_event(sdai.Deposit)</span>
<span id="cb1-3">deposit_logs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(chain.provider.get_contract_logs(log_filter))</span></code></pre></div>
<p>This would pull all <code>Deposit</code> events emitted by all addresses. Do the same for <code>Withdraw</code> events. Now we need to filter out the incompatible contracts. EIP-4626 doesn’t require implementing EIP-165 <code>supportsInterface</code> method, so let’s do this by comparing a contract interface against the reference ABI.</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1">abi <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> requests.get(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'https://raw.githubusercontent.com/fubuloubu/ERC4626/main/contracts/ERC4626.json'</span>).json()</span>
<span id="cb2-2">erc4626 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ContractType.parse_obj({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'abi'</span>: abi})</span>
<span id="cb2-3"></span>
<span id="cb2-4"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> is_erc4626(c: ContractType):</span>
<span id="cb2-5">    events <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">all</span>(e <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> c.events <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> e <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> erc4626.events)</span>
<span id="cb2-6">    methods <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">all</span>(m <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> c.methods <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> m <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> erc4626.methods)</span>
<span id="cb2-7">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> events <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">and</span> methods</span></code></pre></div>
<p>Next up we pull all the <code>Transfer</code> logs for found contracts.</p>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1">log_filter <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> LogFilter.from_event(sdai.Transfer, addresses<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>erc4626_compatible_addrs)</span>
<span id="cb3-2">transfer_logs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(chain.provider.get_contract_logs(log_filter))</span></code></pre></div>
<p>The only remaining thing is to find whether there was a matching <code>Transfer</code> event for each <code>Deposit</code> and <code>Withdraw</code> event and annotate the results.</p>
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> check_compat(addr):</span>
<span id="cb4-2">    transfer_tuples <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">tuple</span>(log.event_arguments.values()) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> log <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> transfer_logs_by_addr[addr]}</span>
<span id="cb4-3"></span>
<span id="cb4-4">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">try</span>:    </span>
<span id="cb4-5">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> log <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> deposit_logs_by_addr[addr]:</span>
<span id="cb4-6">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(log.event_arguments) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span></span>
<span id="cb4-7">            transfer_args <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ZERO_ADDRESS, log[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'owner'</span>], log[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'shares'</span>]</span>
<span id="cb4-8">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> transfer_args <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> transfer_tuples</span>
<span id="cb4-9">        </span>
<span id="cb4-10">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> log <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> withdraw_logs_by_addr[addr]:</span>
<span id="cb4-11">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(log.event_arguments) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span></span>
<span id="cb4-12">            transfer_args <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> log[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'owner'</span>], ZERO_ADDRESS, log[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'shares'</span>]</span>
<span id="cb4-13">            <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">assert</span> transfer_args <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> transfer_tuples</span>
<span id="cb4-14">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">except</span> <span class="pp" style="color: #AD0000;
background-color: null;
font-style: inherit;">AssertionError</span>:</span>
<span id="cb4-15">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span></span>
<span id="cb4-16"></span>
<span id="cb4-17">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span></span></code></pre></div>


</section>

 ]]></description>
  <category>ethereum</category>
  <category>data</category>
  <guid>https://banteg.xyz/posts/eip-4626/index.html</guid>
  <pubDate>Mon, 28 Aug 2023 20:00:00 GMT</pubDate>
</item>
<item>
  <title>100x faster EVM traces with Python</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/evm-trace/index.html</link>
  <description><![CDATA[ 



<p>An introduction to <a href="https://github.com/apeworx/evm-trace">evm-trace</a>, a fast and correct Python library to work with Ethereum Virtual Machine traces.</p>
<p>There are two common trace formats, which we’ll refer to as Geth-style and Parity-style traces. Geth traces provide opcode-level resolution, while the most commonly used Parity trace format provides a call tree.</p>
<p>Our goal today would be to make opcode-resolution traces 100x faster, making them from a little-known Parity trace format. We’ll also make them compatible with Geth traces so they can be used as a drop-in replacement.</p>
<section id="debug_tracetransaction" class="level1">
<h1>debug_traceTransaction</h1>
<p><a href="https://geth.ethereum.org/docs/rpc/ns-debug#debug_tracetransaction">Geth traces</a> return frames containing the full state of the virtual machine at each step of the execution, including the program counter, opcode, remaining gas, gas cost of the operation, call depth, items on the stack, a snapshot of the memory, and a storage diff.</p>
<p>Each subcall starts with a fresh and separate memory, stack, and storage changes.</p>
<p>It’s a powerful but a bit unwieldy format, since you need to do extra work to know things like what’s the current contract being called or what’s the calldata.</p>
<p>I started digging into this when I <a href="https://github.com/erigontech/erigon/issues/4637">stumbled upon</a> several transactions that crash Erigon if you request a debug trace. It appeared that they generated very large traces, and soon enough I was able to confirm why when Erigon <a href="https://github.com/erigontech/erigon/pull/4647">re-enabled streaming</a> for heavy RPC endpoints.</p>
<p>In Geth format each frame contains the full copy of the EVM memory, which can lead to traces that don’t fit in the system memory. A contract expanding the memory to 100kb could generate traces <a href="https://gist.github.com/banteg/98dbccbf6e2a3f997199a1b16eb93c5a">as large as 70 GB</a>.</p>
<p>This can be addressed by streaming and <a href="https://github.com/ApeWorX/ape/pull/885">iteratively decoding</a> the response as you get it from the Ethereum client. This is what ape does by default with Geth traces when you call <code>receipt.get_transaction_trace()</code>.</p>
<p>If we look up the memory expansion gas cost formulas at <a href="https://www.evm.codes/about#memoryexpansion">evm.codes</a>, it becomes apparent that EVM memory is not that expensive and we can possibly construct or find transactions with even larger traces.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_0.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">memory_cost = (memory_size_word ** 2) / 512 + (3 * memory_size_word)</figcaption>
</figure>
</div>
<p>After sampling peak memory usage over 10,000 most recent blocks, we find even larger traces. For <a href="https://etherscan.io/tx/0x9ce97c7e8040002df869fff04caa9b5f176dd11859ab4af317bd86fd4455918d">one of those</a>, Erigon hangs up on us after 30 minutes, after returning 460 GB and 898,836 frames.</p>
<p>We can patch Erigon to <a href="https://github.com/erigontech/erigon/blob/b6ea28ea806b922617eec3df2ea3ffa663581ad5/rpc/rpccfg/rpccfg.go#L35">increase the write timeout</a>, and learn that the full trace consists of 960,198 frames, takes up 524 GB and 34m7s to fetch, before deserialization or processing. We can calculate that we got this trace at 275 MB/s and <strong>469 frames/s</strong>.</p>
<p>Keep that number in mind, because with a method presented below, we can recompute the same trace using 137 MB of data (3916x less), which we can fetch in 5.6s, deserialize in 7.1s and <strong>replay in 4.6 seconds</strong>, with <strong>full processing taking 117x less time</strong> than just fetching a Geth trace.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_1.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">contracts with peak memory usage</figcaption>
</figure>
</div>
<section id="trace_replaytransaction" class="level2">
<h2 class="anchored" data-anchor-id="trace_replaytransaction">trace_replayTransaction</h2>
<p><a href="https://openethereum.github.io/JSONRPC-trace-module">Parity traces</a> are quite different from Geth, the ad hoc traces come in three different flavors: <code>trace</code>, <code>vmTrace</code>, and <code>stateDiff</code>.</p>
<blockquote class="blockquote">
<p>Parity traces are supported in Erigon, Nethermind, Besu, Foundry. They are not supported in Geth, Hardhat, Ganache. Anything beyond <code>trace</code> type requires an archive node.</p>
</blockquote>
<section id="trace" class="level3">
<h3 class="anchored" data-anchor-id="trace">trace</h3>
<p>The <code>trace</code> is the most widely used mode, it returns a call tree, similar to what you can see on <a href="https://web.archive.org/web/*/https://ethtx.info/">ethtx.info (archived)</a> or when calling <code>receipt.show_trace()</code> in <a href="https://github.com/apeworx/ape">ape</a>. If you need a raw call tree, you can get it from <code>chain.provider.get_call_tree(tx)</code>. You can also provide a custom display class and only display the parts you care about.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_2.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">Lido.executeVote as raw and decorated call tree</figcaption>
</figure>
</div>
</section>
<section id="statediff" class="level3">
<h3 class="anchored" data-anchor-id="statediff">stateDiff</h3>
<p>The <code>stateDiff</code> mode shows the changes of balance, code, nonce, and storage grouped by account.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_3.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">a raw stateDiff</figcaption>
</figure>
</div>
<p>A more interesting problem here is how to map storage keys to readable names like <code>balanceOf[account]</code>. I’ve seen it solved in <a href="https://dashboard.tenderly.co">Tenderly</a>, which is a proprietary tool.</p>
<p>Maybe you, the reader, could be the one to tackle this problem and release it as an open source tool for everyone to use.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_4.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">a decoded stateDiff in tenderly</figcaption>
</figure>
</div>
</section>
<section id="vmtrace" class="level3">
<h3 class="anchored" data-anchor-id="vmtrace">vmTrace</h3>
<p>The <code>vmTrace</code> mode is one of the most enigmatic and rarely used, mainly because it was never really documented. This mode will be the main focus of this article and I’ll show you how you can make a drop-in replacement for Geth traces that requires 1000x less data and works 100x faster.</p>
<p>vmTrace returns a nested structure of incremental updates which we can use to replay the transaction, while tracking stack, memory, storage at each step of the execution. Of course, the incremental format doesn’t come for free and requires some legwork.</p>
</section>
</section>
<section id="vmtrace-struct" class="level2">
<h2 class="anchored" data-anchor-id="vmtrace-struct">vmTrace struct</h2>
<p>Here is what we get in a <code>vmTrace</code> response:</p>
<ul>
<li><code>VMTrace</code> represents a call and contains all subcalls
<ul>
<li><code>code</code> EVM bytecode to be executed</li>
<li><code>ops</code> list of <code>VMOperation</code> to be executed</li>
</ul></li>
<li><code>VMOperation</code> represents a step of the execution
<ul>
<li><code>pc</code> program counter</li>
<li><code>cost</code> gas cost of the operation</li>
<li><code>ex</code> the result of the execution, could be <code>null</code> if the operation has reverted</li>
<li><code>sub</code> list of <code>VMTrace</code> subcalls</li>
<li><code>op</code> opcode name</li>
<li><code>idx</code> index in the call tree</li>
</ul></li>
<li><code>VMExecutedOperation</code> represents side effects of executing the operation
<ul>
<li><code>used</code> incorrectly named, shows the remaining gas</li>
<li><code>push</code> the items to be placed on the stack</li>
<li><code>mem</code> the memory delta</li>
<li><code>store</code> the storage delta</li>
</ul></li>
<li><code>MemoryDiff</code> represents a memory update
<ul>
<li><code>off</code> memory offset where to write the data</li>
<li><code>data</code> the bytes to write starting at the offset</li>
</ul></li>
<li><code>StorageDiff</code> represents a storage write
<ul>
<li><code>key</code> storage key to write to</li>
<li><code>val</code> value to write</li>
</ul></li>
</ul>
<p>I defined this structure using <a href="https://jcristharif.com/msgspec/">msgspec</a> to get fast deserialization and type validation.</p>
</section>
<section id="missing-pieces" class="level2">
<h2 class="anchored" data-anchor-id="missing-pieces">Missing pieces</h2>
<p>Now we need to replay the transaction, applying the incremental updates and untangling the nested structure into a flat execution order.</p>
<p>I borrowed the real <a href="https://github.com/ethereum/py-evm/blob/master/eth/vm/stack.py">Stack</a> and <a href="https://github.com/ethereum/py-evm/blob/master/eth/vm/memory.py">Memory</a> implementations from <a href="https://github.com/ethereum/py-evm">py-evm</a>, which is a great EVM reference itself.</p>
<p>I wrote a small harness to do <a href="https://github.com/banteg/vmtrace/blob/main/demo.py">pairwise comparison of each frame</a> of my synthetic trace with Geth trace frames, which exited after the first divergence in stack or memory. I learned that Geth sends frames after memory expansion but before anything from <code>ex</code> has been applied.</p>
<p>Memory was no problem, but the stack was missing a few important pieces. We had <code>push</code>, but no info about the number of items popped from the stack by each opcode.</p>
<section id="popcodes" class="level3">
<h3 class="anchored" data-anchor-id="popcodes">Popcodes</h3>
<p>I’ve assembled this list by hand using <a href="https://github.com/ethereumjs/ethereumjs-monorepo/blob/master/packages/evm/src/opcodes/functions.ts">this file</a> from <code>ethereumjs</code> as a reference. These opcodes pop a fixed amount of items:</p>
<ol type="1">
<li><code>EXTCODEHASH</code>, <code>ISZERO</code>, <code>NOT</code>, <code>BALANCE</code>, <code>CALLDATALOAD</code>, <code>EXTCODESIZE</code>, <code>BLOCKHASH</code>, <code>POP</code>, <code>MLOAD</code>, <code>SLOAD</code>, <code>JUMP</code>, <code>SELFDESTRUCT</code></li>
<li><code>SHL</code>, <code>SHR</code>, <code>SAR</code>, <code>REVERT</code>, <code>ADD</code>, <code>MUL</code>, <code>SUB</code>, <code>DIV</code>, <code>SDIV</code>, <code>MOD</code>, <code>SMOD</code>, <code>EXP</code>, <code>SIGNEXTEND</code>, <code>LT</code>, <code>GT</code>, <code>SLT</code>, <code>SGT</code>, <code>EQ</code>, <code>AND</code>, <code>XOR</code>, <code>OR</code>, <code>BYTE</code>, <code>SHA3</code>, <code>MSTORE</code>, <code>MSTORE8</code>, <code>SSTORE</code>, <code>JUMPI</code>, <code>RETURN</code></li>
<li><code>RETURNDATACOPY</code>, <code>ADDMOD</code>, <code>MULMOD</code>, <code>CALLDATACOPY</code>, <code>CODECOPY</code>, <code>CREATE</code></li>
<li><code>CREATE2</code>, <code>EXTCODECOPY</code></li>
<li>—</li>
<li><code>STATICCALL</code>, <code>DELEGATECALL</code></li>
<li><code>CALL</code>, <code>CALLCODE</code></li>
</ol>
<p>These opcodes can be expressed as a formula:</p>
<ul>
<li><code>LOG0-LOG4</code> pops 2-6 items</li>
<li><code>SWAP1-SWAP16</code> pops¹ 2-17 items</li>
<li><code>DUP1-DUP16</code> pops¹ 1-16 items</li>
</ul>
<p>¹ not really, this is only true for how the vmTrace format is served</p>
</section>
<section id="opcode-incognita" class="level3">
<h3 class="anchored" data-anchor-id="opcode-incognita">Opcode incognita</h3>
<p>Some transactions reconciled, but the stack still diverged, especially for large transactions. Using foundry’s debugger I found that the incremental updates have missed occasional pushes for several opcodes, namely <code>SMOD</code>, <code>CHAINID</code>, <code>COINBASE</code>. I <a href="https://github.com/erigontech/erigon/pull/4806">fixed this</a> in Erigon and the patch has already made it to <code>2022.07.03-alpha</code> release.</p>
<p>This finding has made me question a lot of things. Most people fully trust the data they get from the node, but Ethereum is a very complex system and bugs happen. It’s great having so many clients and references and different approaches to check on each other.</p>
</section>
</section>
<section id="performance" class="level2">
<h2 class="anchored" data-anchor-id="performance">Performance</h2>
<p>I’ve added full block tracing with opcode-level resolution and an option to return a <code>memoryview</code> of the memory <code>bytearray</code> instead of copying it for each frame. It works like a pointer and comes with a caveat that you must process the frame immediately after receiving it from the iterator, otherwise the value may be mutated. It should work for most streaming workflows with traces, since you are usually scanning for some specific frames and don’t look back.</p>
<p>I’ve benchmarked evm-trace against the largest traces I could identify. Most of them were replayed in under 3 seconds, with no significant slowdown even when a lot of memory is allocated. I’ve also benchmarked it against 1000 most recent Ethereum mainnet blocks. It was pleasant seeing the needle has moved from seconds per trace to traces per second.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/evm-trace/image_5.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">evm-trace performance benchmark</figcaption>
</figure>
</div>
<p>When dealing with full blocks, you can expect to fetch a median of 27.4 transactions per second from the node and <strong>replay 108.8 transactions per second</strong> at around <strong>252,000 frames per second</strong>. When requesting traces of individual transactions, your client replays all transactions in the block up to the requested transaction index to get to the correct state and discards all other traces. To give you the intuition, here is how many frames you would usually encounter in a block:</p>
<p><img src="https://banteg.xyz/posts/evm-trace/image_6.png" class="img-fluid"></p>
</section>
<section id="give-it-a-try" class="level2">
<h2 class="anchored" data-anchor-id="give-it-a-try">Give it a try</h2>
<p>This lightning-fast drop-in replacement for Geth-style traces is available in the latest <a href="https://github.com/ApeWorX/evm-trace">evm-trace</a> and soon will be integrated into <a href="https://github.com/ApeWorX/ape">ape</a>, your new favorite Ethereum development and data science framework.</p>
</section>
<section id="references" class="level2">
<h2 class="anchored" data-anchor-id="references">References</h2>
<ul>
<li>Rust web3 <a href="https://docs.rs/web3/latest/web3/types/struct.VMTrace.html">VMTrace type</a></li>
<li>Erigon’s <a href="https://github.com/erigontech/erigon/blob/release/2.60/core/vm/instructions.go">instructions.go</a> and <a href="https://github.com/erigontech/erigon/blob/release/2.60/turbo/jsonrpc/trace_adhoc.go">trace_adhoc.go</a></li>
<li><a href="https://github.com/ethereumbook/ethereumbook/blob/develop/src/chapter_13.md">EVM chapter</a> from ethereumbook</li>
<li><a href="https://medium.com/coinmonks/ethereum-virtual-machine-evm-how-does-it-work-part-2-4198401d2a11">EVM. How does it work? Part 2.</a></li>
<li><a href="https://hackernoon.com/getting-deep-into-evm-how-ethereum-works-backstage-ac7efa1f0015">Getting Deep Into EVM: How Ethereum Works Backstage</a></li>
</ul>


</section>
</section>

 ]]></description>
  <category>ethereum</category>
  <category>ape</category>
  <guid>https://banteg.xyz/posts/evm-trace/index.html</guid>
  <pubDate>Mon, 25 Jul 2022 20:00:00 GMT</pubDate>
</item>
<item>
  <title>Quest for a lost Event</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/lost-event/index.html</link>
  <description><![CDATA[ 



<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/lost-event/image.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">cover</figcaption>
</figure>
</div>
<p>The last time I wrote about <a href="https://codeburst.io/deep-dive-into-ethereum-logs-a8d2047c7371">Ethereum logs</a> was in 2018. This time we go deeper and try to recover a ghost event that devs have forgotten to add to the Yearn Vaults contract.</p>
<div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1">log Fees(management_fee, performance_fee, strategist_fee)</span></code></pre></div>
<p>There are several methods to recover values from an internal view method or even add custom views to batch read private storage. One of the more interesting ones is a “<a href="https://www.libevm.com/2022/01/12/advance-geth-pt-2-stateoverrides/">state override</a>” option of <code>eth_call</code>, which allows you to replace the code and storage for the context of the call.</p>
<p>To my deep disappointment, you can’t just set a breakpoint on a line you want, start a debugger to capture the local variables, and call it a day. This may change soon with a <a href="https://github.com/vyperlang/titanoboa">Vyper interpreter</a> being in the works.</p>
<p>This post will describe a method based on capturing the values from a trace frame. The values we are interested in should appear on the stack or in the memory <a href="https://github.com/yearn/yearn-vaults/blob/v0.4.3/contracts/Vault.vy#L1621">around this line</a>.</p>
<section id="obtain-vyper-metadata" class="level2">
<h2 class="anchored" data-anchor-id="obtain-vyper-metadata">Obtain Vyper metadata</h2>
<p>The <code>debug_traceTransaction</code> method gives us trace frames with opcode-level resolution. To find the correct trace frame, we need to find the program counter around the end of <code>_assessFees</code> method execution. Maybe the metadata Vyper compiler generates could help us do that:</p>
<div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb2-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">vyper</span> <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-f</span> source_map contracts/Vault.vy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> source_map.json</span></code></pre></div>
<p>The source map contains <code>pc_jump_map</code> and <code>pc_pos_map</code>, which looks promising. The jump map contains values of <code>i</code>, <code>o</code>, <code>-</code>, which seem to stand for jump in, jump out, and jump umm. Intuitively we want to find the jump out of the function, but it won’t be there since it’s the last internal method in the contract.</p>
<p>The position map is formatted as <code>start_line</code>, <code>start_col</code>, <code>end_line</code>, <code>end_col</code> for each program counter. This could help us limit the search window to the desired function. The simplest way to find the line numbers is to just look at the source file, but there are a dozen of Vault releases, and we want to automate the search as much as possible. Getting more metadata from the compiler wouldn’t hurt:</p>
<div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode sh code-with-copy"><code class="sourceCode bash"><span id="cb3-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">vyper</span> <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-f</span> ast contracts/Vault.vy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;</span> ast.json</span></code></pre></div>
<p>This format outputs the abstract syntax tree of the parsed contract, which looks the same as Python ast. We can find all the definitions in the ast body, and find the function by name:</p>
<div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1">fn <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">next</span>(item <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> ast[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ast"</span>][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"body"</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> item.get(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"_assessFees"</span>)</span></code></pre></div>
<p>The definition would contain <code>lineno</code> and <code>end_lineno</code>, which is exactly what we need to scale the search to all versions. Now we can output all the program counters which have originated from a line range in the source and exist in the jump table.</p>
<p>They will also come in handy later when we need to deal with edge cases.</p>
</section>
<section id="rewrite-in-python" class="level2">
<h2 class="anchored" data-anchor-id="rewrite-in-python">Rewrite in Python</h2>
<p>After writing a script that checks out all Vault releases from git tags and compiles them, we have enough metadata to start the search. But we still don’t have the concrete values to match on. Luckily it’s easy to convert Vyper to Python. You just rename the file.</p>
<p>Yearn Vaults also behave according to their <code>apiVersion</code>, so we can write a universal <code>_assessFees</code> function, which was an interesting enough <a href="https://github.com/banteg/yearn-fees/blob/master/yearn_fees/assess.py">exercise on its own</a>. Even if it doesn’t handle all the edge cases yet, it works well enough to provide us with the calculated values to look for in a trace.</p>
</section>
<section id="look-at-the-trace" class="level2">
<h2 class="anchored" data-anchor-id="look-at-the-trace">Look at the trace</h2>
<blockquote class="blockquote">
<p>Tip: If you often work with Ethereum traces in Python, consider looking at <a href="https://github.com/apeworx/evm-trace">evm-trace</a>, it can parse both Geth- (opcode-level) and Parity-style (call-level) traces, turn them into a call tree, and display them to your liking via a custom display class.</p>
</blockquote>
<p>A trace frame at the program counter we found contains all the values we need both on the stack and in memory, so I’ve hidden the memory part below and annotated the values I could identify on the stack.</p>
<div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode json code-with-copy"><code class="sourceCode json"><span id="cb5-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">{</span></span>
<span id="cb5-2">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'pc'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">21139</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-3">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'op'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'JUMP'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-4">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'gas'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1749825</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-5">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'gasCost'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-6">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'depth'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-7">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'stack'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">[</span></span>
<span id="cb5-8">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">xa1d9bafc'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-9">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x70a08231'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-10">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x564bf2844654f149821697cc56572ee4384c05f7'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-11">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x4b6f40465bd258c16'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>  <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">gain</span></span>
<span id="cb5-12">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x339c'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-13">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x127504'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>             <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">duration</span></span>
<span id="cb5-14">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x4bd8d4001a87b5afe'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>  <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">management</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">fee</span></span>
<span id="cb5-15">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x78b2007092ea279b'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>   <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">strategist</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">fee</span></span>
<span id="cb5-16">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x78b2007092ea279b'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>   <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">performance</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">fee</span></span>
<span id="cb5-17">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x4b6f40465bd258c16'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span>  <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">#</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">total</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">fee</span></span>
<span id="cb5-18">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x47bdec03915b3ac1b'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-19">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x409154699c6bb4e1a'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-20">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x93a62da5a14c80f265dabc077fcee437b1a0efde'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-21">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">xfd0877d9095789caf24c98f7cce092fa8e120775'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-22">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x5294'</span><span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-23">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">x4204'</span></span>
<span id="cb5-24">    <span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">]</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span></span>
<span id="cb5-25">    <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'memory'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">[</span></span>
<span id="cb5-26">        <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">...</span></span>
<span id="cb5-27">    <span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">]</span></span>
<span id="cb5-28"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">}</span></span></code></pre></div>
</section>
<section id="patch-the-compiler" class="level2">
<h2 class="anchored" data-anchor-id="patch-the-compiler">Patch the compiler</h2>
<p>But how exactly have we found it, you may ask? After helplessly trying to write a scanner, staring into an endless stream of results, and talking to a few people about this problem, I heard something very promising from <a href="https://twitter.com/big_tech_sux"><span class="citation" data-cites="big_tech_sux">@big_tech_sux</span></a>:</p>
<blockquote class="blockquote">
<p>The memory layout during the function execution is static.</p>
</blockquote>
<p>This means we can <a href="https://gist.github.com/banteg/5e89aeeb2b1f5a5f982dc6d340c52b09">patch the compiler</a> and output the positions in memory for each memory variable just by adding one line:</p>
<div class="sourceCode" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>({sig.name: {name: varinfo.pos <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">//</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> varname, varinfo <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> context.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">vars</span>.items()}})</span></code></pre></div>
<p>This will output something like this, which allows us to add a named memory view of <code>pc → name → value</code></p>
<div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode json code-with-copy"><code class="sourceCode json"><span id="cb7-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">{</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'_assessFees'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">{</span><span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'#internal_0'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'strategy'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'gain'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'duration'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'management_fee'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'strategist_fee'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'performance_fee'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">,</span> <span class="er" style="color: #AD0000;
background-color: null;
font-style: inherit;">'total_fee'</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">:</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">}}</span></span></code></pre></div>
</section>
<section id="scanner-0.2" class="level2">
<h2 class="anchored" data-anchor-id="scanner-0.2">Scanner 0.2</h2>
<p>Wiring it all together, we can build a much better scanner, and also come up with a concise way of mapping the values from the named memory layout.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/lost-event/image_0.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">$ yearn-fees layout 0.3.1</figcaption>
</figure>
</div>
<p>Even without the color coding marking the exact matches, you can clearly see the execution steps to grab the values from.</p>
<div class="sourceCode" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">layout <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> MemoryLayout(trace, version)</span>
<span id="cb8-2">data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> layout[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16164</span>]</span>
<span id="cb8-3">data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"management_fee"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> layout[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15686</span>][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"governance_fee"</span>]</span>
<span id="cb8-4">data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"performance_fee"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> layout[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15697</span>][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"governance_fee"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"management_fee"</span>]</span>
<span id="cb8-5">data[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"duration"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> extract_from_stack(trace, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15475</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>)</span></code></pre></div>
<p>Old vaults work with the <code>duration</code> in place, so I repurposed the old scanner and matched multiple harvests on the literal value somewhere in the vicinity of the function.</p>
<p>We also need to filter out the program counters which repeat more than once, since such matches could make the result undefined.</p>
</section>
<section id="zoom-into-block" class="level2">
<h2 class="anchored" data-anchor-id="zoom-into-block">Zoom into block</h2>
<p>After checking 13,000 harvests on mainnet, I’ve found a bunch of anomalies that my initial version couldn’t handle, namely, multiple harvests in the same transaction, and fee adjustments sandwiching the harvests, likely related to accounting fixes.</p>
<p>If we read the state from a previous block, we’ll get an incorrect result from the calculation method, the duration for the second harvest in the same block would be zero, so no management fees would be applied. Luckily we can tell the order of events using <code>log_index</code> and only set the duration for the first harvest of the same vault (for &lt;0.3.5) or the same strategy (&lt;0.4.0). Since 0.4.0 harvesting the same strategy in the same block is not allowed.</p>
<p>Another problem is getting the fee configuration if it was changed in the middle of the transaction. I came up with a tiny extension for <code>dict</code> which returns the closest previous value. Then I stored all the fee changes using <code>(block_number, log_index)</code> as an index.</p>
<div class="sourceCode" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">class</span> AsofDict(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">dict</span>):</span>
<span id="cb9-2">    <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__getitem__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, key):</span>
<span id="cb9-3">        <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">super</span>().<span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__getitem__</span>(last(item <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">for</span> item <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sorted</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>) <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">if</span> item <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> key))</span></code></pre></div>
<p>The third problem is the trace with multiple harvests is completely wrong, it has the same program counters repeating and it doesn’t say which contract we are currently in. You can either parse it into a call tree with <a href="https://github.com/ApeWorX/evm-trace">evm-trace</a>, or simply split on the <code>JUMPDEST</code> into a function and <code>JUMP</code> out of it, which is what I did.</p>
<p>The 0.4.x series of vaults has demanded a more complex splitting logic since the function could exit early when there was no gain and the only value we could recover is <code>duration</code>.</p>
<p>In the end, this didn’t work well either, and I changed the <code>JUMP</code> for a <code>LOG2</code> where the <code>StrategyReported</code> event is fired. Since our frames have memory and stack parsed as integers, we need to convert the topic to int.</p>
<div class="sourceCode" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1">decode_single(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'uint256'</span>, keccak(text<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>vault.StrategyReported.abi.selector))</span></code></pre></div>
<p>In the process I discovered a quirk with Vyper 0.2.8 which affects three of the oldest releases, it has the first and the last value in the <code>pc_pos_map</code> swapped. I fixed this by hand.</p>
<p>Having two distinct implementations has helped immensely to make both of them more robust. I was mostly using the calculation implementation as a reference one, but in this example the traces method was correct. It turned out vaults before 0.3.5 have tracked <code>lastReport</code> at the vault level, not at per strategy level as newer vaults do.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/lost-event/image_1.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">traces were right</figcaption>
</figure>
</div>
</section>
<section id="index-the-data" class="level2">
<h2 class="anchored" data-anchor-id="index-the-data">Index the data</h2>
<blockquote class="blockquote">
<p>Note: some of what you see here is an aspirational api. If you want to repeat something, you may need some <a href="https://github.com/banteg/ape/tree/bunny-patch">bunny patches</a> for ape.</p>
</blockquote>
<p>Yearn Registry makes it trivial to find all Vault deployments and their corresponding versions:</p>
<div class="sourceCode" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1">$ ape console <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">--</span>network :mainnet:geth</span>
<span id="cb11-2">registry <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Contract(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'v2.registry.ychad.eth'</span>)</span>
<span id="cb11-3">vaults <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> groupby(attrgetter(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'api_version'</span>), registry.NewVault)</span></code></pre></div>
<p>Similarly, it’s easy to find all the harvests:</p>
<div class="sourceCode" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb12-1">vault <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Contract(address)</span>
<span id="cb12-2">reports <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(vault.StrategyReported)</span></code></pre></div>
<p>We can find some more complex transactions to crush the remaining bugs using the new memory-viewing and frame-searching tools at our disposal:</p>
<div class="sourceCode" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb13-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">def</span> txs_with_multiple_strategy_harvests():</span>
<span id="cb13-2">    reports <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> get_reports()</span>
<span id="cb13-3">    <span class="cf" style="color: #003B4F;
background-color: null;
font-style: inherit;">return</span> valfilter(</span>
<span id="cb13-4">        <span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">lambda</span> logs: <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(logs) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>,</span>
<span id="cb13-5">        groupby(<span class="kw" style="color: #003B4F;
background-color: null;
font-style: inherit;">lambda</span> log: (log.transaction_hash, log.strategy), reports),</span>
<span id="cb13-6">    )</span></code></pre></div>
<p>Now we can parallelize with it and write the results in Postgres using <a href="https://ponyorm.org/">pony</a>, which is a nice Pythonic database library. For each report, we run both methods before writing to db and fail if the results don’t match perfectly, saving edge cases for further analysis.</p>
</section>
<section id="optimize" class="level2">
<h2 class="anchored" data-anchor-id="optimize">Optimize</h2>
<p>With traces being so giant (I’ve seen a 4GB one), we also need a caching system. Luckily traces compress really well, 50-100x even with gzip, so we modify <a href="https://grantjenks.com/docs/diskcache/">diskcache</a> to use it and not use <code>pickletools.optimize</code>, which is incredibly slow for large objects.</p>
<p>If you port your pipeline to <a href="https://www.dask.org/">dask</a>, you can run it in multiple worker processes, each running a thread pool, and even scale to multiple machines. It’s easy, since dask mostly consists of drop-in replacement for things you already know and love like pandas, numpy, and <code>concurrent.futures</code>. It would also automatically distribute the load and restart the crashed or memory-leaking workers for you.</p>
<p>If you need another reason to try dask, it comes with an amazing dashboard, which shows resource usage and even a flamegraph of the execution profile, which is super handy when optimizing for speed. Let’s take a look at it.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/lost-event/image_2.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">http://127.0.0.1:8787/profile</figcaption>
</figure>
</div>
<p>You can clearly see that loading the data takes even more time than the request itself. The culprit is probably the <code>attrdict</code> middleware that converts dict responses and adds attribute access to them. This seems like a poor idea when dealing with traces, which can have hundreds of thousands of elements.</p>
<div class="sourceCode" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb14-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time web3.manager.request_blocking(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'debug_traceTransaction'</span>, tx)</span>
<span id="cb14-2">Wall time: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">33</span> s</span>
<span id="cb14-3"></span>
<span id="cb14-4">web3.middleware_onion.remove(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'attrdict'</span>)</span>
<span id="cb14-5"></span>
<span id="cb14-6"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time web3.manager.request_blocking(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'debug_traceTransaction'</span>, tx)</span>
<span id="cb14-7">Wall time: <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">8.5</span> s</span></code></pre></div>
<p>Hopefully, traces will become faster when Erigon adds transaction-level state index. Currently it has to execute all previous transaction in the block, and most of this work goes to waste.</p>
<p>I rewrote how we fetch and parse the traces and the performance has improved significantly. Now I can just sit back and finish up this article while the indexing is still going.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/lost-event/image_3.png" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">$ yearn-fees index</figcaption>
</figure>
</div>
</section>
<section id="the-holy-grail" class="level2">
<h2 class="anchored" data-anchor-id="the-holy-grail">The holy grail</h2>
<p>Shortly after publishing the article I dared MEV big brains to tell me there is a better method and one person has actually suggested it:</p>
<p><a href="https://twitter.com/0xdapper_/status/1544315954515025920">https://twitter.com/0xdapper_/status/1544315954515025920</a></p>
<p>The way <a href="https://github.com/banteg/yearn-fees/blob/master/yearn_fees/fork.py">I implemented it</a> is you have a source folder, where you can change or add any functionality to contracts. Then you fork at a previous block using <a href="https://book.getfoundry.sh/reference/anvil/">anvil</a>, disable auto-mining, recompile if there were any source changes, replace the code, and replay all the preceding transactions (you don’t need to do anything with impersonated accounts, just replay as is with the original signatures).</p>
<p>Then you fetch a receipt and find your newly added logs there. This method is slow, on the order of minutes, but it has helped to resolve the stalemate between two other methods, which was related to <code>Strategy.delegatedAssets</code> which has changed mid-block and has lead to a slight error in the assess method.</p>
<hr>
<p>All the code related to this article can be found in <a href="https://github.com/banteg/yearn-fees">this repo</a>.</p>
<p>Special thanks to <a href="https://twitter.com/big_tech_sux"><span class="citation" data-cites="big_tech_sux">@big_tech_sux</span></a>, <a href="https://twitter.com/flashfish0x"><span class="citation" data-cites="flashfish0x">@flashfish0x</span></a>, <a href="https://twitter.com/wavey0x"><span class="citation" data-cites="wavey0x">@wavey0x</span></a>.</p>


</section>

 ]]></description>
  <category>ethereum</category>
  <category>data</category>
  <guid>https://banteg.xyz/posts/lost-event/index.html</guid>
  <pubDate>Wed, 13 Jul 2022 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/lost-event/image.png" medium="image" type="image/png" height="72" width="144"/>
</item>
<item>
  <title>Deep dive into MakerDAO Governance</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/makerdao-governance/index.html</link>
  <description><![CDATA[ 



<p><img src="https://banteg.xyz/posts/makerdao-governance/image_0.avif" class="img-fluid"></p>
<p>Today we’ll look into MakerDAO voting process and recover the complete state of the governance contract. There are two types of voting: governance and executive. Governance voting can be seen a simple yes/no poll. Executive voting is much more interesting and it will be the subject of this article.</p>
<section id="how-voting-works" class="level3">
<h3 class="anchored" data-anchor-id="how-voting-works">How voting&nbsp;works</h3>
<p>Executive voting is handled like <a href="https://en.wikipedia.org/wiki/Approval_voting">approval voting</a>:</p>
<ul>
<li>Anyone can create a proposal;</li>
<li>Users can vote for one or more proposals;</li>
<li>A proposal with the most votes gets the superpowers and can modify the system parameters.</li>
</ul>
</section>
<section id="proposal-contract" class="level3">
<h3 class="anchored" data-anchor-id="proposal-contract">Proposal contract</h3>
<p>A proposal comes in a form of smart contract. The winning proposal is given the authorization to tap into <a href="https://github.com/makerdao/sai/blob/master/src/mom.sol">mom</a> contract. A common pattern for these contracts is to use <a href="https://github.com/dapphub/ds-spell">ds-spell</a>, which performs a single action once.</p>
<p><a href="https://etherscan.io/address/0x9D67476aC572570d81027ea8B6efbe8f6fD25a42#readContract">The proposal</a> to reduce the stability fee from 2.5% to 0.5% can be seen below. It shows which contract it calls, the call data and whether is has already been executed.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/makerdao-governance/image_1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">Reads “Decrease the stability fee to&nbsp;0.5%”.</figcaption>
</figure>
</div>
<p>We can verify the spell using a simple script that decodes the <code>data</code> using interface (ABI) of the target contract:</p>
<script src="https://gist.github.com/banteg/ba9962ec7a8866551fed4a694c3afc82.js"></script>
<p>The result would be: <code>setFee(uint256 ray 1000000000158153903837946257)</code></p>
<p>How is this 0.5%, you may ask. To figure this out, we need to understand the units which this number is expressed in. Maker uses <a href="https://github.com/makerdao/dss/blob/master/DEVELOPING.md#units">a few different units</a> with various degrees of precision: wad, ray and rad.</p>
<p>The argument title suggests the value is in ray, a fixed point number with 27 decimals. So it expresses 1.000000000158153903837946257.</p>
<p>Turns out that the unit is the fee multiplier per second, so if we exponentiate it to the number of seconds in a year, we should get 1.005 or 100.5%.</p>
<p>1.000000000158153903837946257³¹⁵³⁶⁰⁰⁰ = 1.005</p>
<p>The proposal checks out! Go <a href="http://vote.makerdao.com/">vote for it</a> and come back for more fun.</p>
</section>
<section id="voting-contract" class="level3">
<h3 class="anchored" data-anchor-id="voting-contract">Voting contract</h3>
<p>Now let’s take a look at the voting contract, <a href="https://github.com/dapphub/ds-chief">ds-chief</a>. To vote for a proposal, one must lock MKR in this contract in return for IOU tokens. Only the locked tokens count as votes.</p>
<p>Users vote for sets of candidates, which are stored in a <code>slates</code> mapping. There are two ways to vote:</p>
<ul>
<li><code>vote(bytes32 slate)</code> vote for an existing set of candidates.</li>
<li><code>vote(address[] yays)</code> vote by providing a set of candidates, which also saves them into a slate using <code>etch(address[] yays)</code>.</li>
</ul>
<p>The contract tallies the weights and awards the leading proposal with a <code>hat</code>. Having the hat means having superpowers. Now anyone can <code>cast</code> the spell and modify the system parameters.</p>
</section>
<section id="the-voters" class="level3">
<h3 class="anchored" data-anchor-id="the-voters">The voters</h3>
<p>With that knowledge, we can find all the proposals and voters. The plan:</p>
<ol type="1">
<li>Find all the slates by looking at <code>Etch(bytes32 indexed slate)</code> events.</li>
<li>Look up the proposals in the <code>slates</code> mapping.</li>
<li>Fetch all votes and remember the most recent ones.</li>
<li>Combine them with deposits of each voter.</li>
</ol>
<p>First, we save unique slates from the <code>Etch</code> events. Then we read the values from each slate array starting with index 0 and continue until we are out of bounds.</p>
<script src="https://gist.github.com/banteg/6c83fadc50005ed1d2cec8473caf69e2.js"></script>
<p>The vote calls use non-standard events fired by <a href="https://github.com/dapphub/ds-note">ds-note</a>. It provides a <code>note</code> modifier, which stores the function calls as <a href="https://medium.com/p/a8d2047c7371">indexed logs</a>. There is no need to define events for each function, ds-note handles that on a lower level.</p>
<p>To isolate the two functions (vote slates and vote yays), we need to construct a correct log filter. If you specify a topic in a filter as a list, it works like logical OR, which is exactly what we need.</p>
<p>The first topic is a 4 byte function signature encoded as bytes32. The log data will have what we need to recover the votes.</p>
<script src="https://gist.github.com/banteg/1527e66ef659cdd96f5ac7663dcd9d8d.js"></script>
<p>The voting system is using a proxy contract, so we can’t just look up the sender in the <code>from</code> field of the logs. Luckily for us, ds-note stores <code>msg.sender</code> as the second topic.</p>
<p>The “slates to yays” we got earlier comes in handy for looking up candidates each user has voted for. The last step here is providing everyone with a voting weight based on their deposit.</p>
<script src="https://gist.github.com/banteg/300f4210b661f6d5441c991e061acabc.js"></script>
<p>Now we can combine everything to see <a href="https://gist.github.com/banteg/144b4ab48a9d6d055b7a77a7ea165b3c">the complete picture</a>.</p>
<script src="https://gist.github.com/banteg/e782f2437fbaeee6e6f27af274ee55e3.js"></script>
<p>The full script that also tries to decode the spells can be <a href="https://gist.github.com/banteg/abfdc98cd66aad0d86e00a95b74dc5ce">found here</a>.</p>
<p>Today was indeed a productive day, hope you learned something useful. Subscribe to <a href="https://t.me/crypto_eli5">crypto eli5</a>.</p>


</section>

 ]]></description>
  <category>ethereum</category>
  <guid>https://banteg.xyz/posts/makerdao-governance/index.html</guid>
  <pubDate>Thu, 20 Dec 2018 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/makerdao-governance/image_0.avif" medium="image" type="image/avif"/>
</item>
<item>
  <title>Ethereum clients initial sync benchmark</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/ethereum-sync/index.html</link>
  <description><![CDATA[ 



<p>Syncing Ethereum blockchain head-on by fetching every block and replaying every transaction is impractical. That’s why different full nodes utilize clever techniques to speed up the initial sync and get up to speed in a reasonable time.</p>
<p>According to Ethernodes, Etherum mainnet is dominated by Geth (55.7%), Parity Ethereum (31.5%), so we’ll discuss these two. All tests are done in October 2018 on a $30/mo dedicated server with the following config:</p>
<p>2.4 GHz CPU with 8 cores<br>
16 GB of RAM<br>
250 GB SSD<br>
1 Gbit network</p>
<section id="geth" class="level3">
<h3 class="anchored" data-anchor-id="geth">Geth</h3>
<p><img src="https://banteg.xyz/posts/ethereum-sync/image_0.avif" class="img-fluid"></p>
<p><strong>Geth</strong> (also known as <strong>go-ethereum</strong>) is written in golang and uses Google’s LevelDB as a storage backend. The default sync mode is called <strong>fast</strong>, it downloads all the needed data in parallel:</p>
<ul>
<li>Block headers (6,475,108 headers took 13 hours 25 minutes)</li>
<li>Transaction receipts (same amount, finished roughly at the same time)</li>
<li>State tries (syncing 227.8 million states took 1 day 10 hours)</li>
</ul>
<p>A few hours into the sync, a message saying “Database compacting, degraded performance” starts to appear. The first one is at 4 hours 13 minutes mark and it gets worse after that. Geth ends up spending 4 hours 19 minutes (¹⁄₈ of the total time) completely halted by LevelDB compaction. After headers and receipts have finished downloaded, state sync finished without interruptions.</p>
<p>A few minutes after the last state entry was downloaded, the node appeared fully synced.</p>
<p>The final time is <strong>1 day 10 hours</strong>. The database size is <strong>130.9 GB</strong>.</p>
<p>Unfortunately, Geth’s <code>eth_syncing</code> command doesn’t provide enough meaningful info to calculate the remaining time. It would be great to know how many states are there to sync, but traversing the whole state trie is probably a very expensive operation.</p>
</section>
<section id="parity-ethereum" class="level3">
<h3 class="anchored" data-anchor-id="parity-ethereum">Parity Ethereum</h3>
<p><img src="https://banteg.xyz/posts/ethereum-sync/image_1.avif" class="img-fluid"></p>
<p><strong>Parity Ethereum</strong> (formerly <strong>Parity</strong>) is written in Rust and uses Facebook’s RocksDB as a storage backend. It’s backwards compatible with LevelDB, and has a bunch of <a href="https://github.com/facebook/rocksdb/wiki/Features-Not-in-LevelDB">additional features</a>.</p>
<p>Parity syncs in <strong>warp</strong> mode by default, which works like this:</p>
<ul>
<li>Pull a recent snapshot (2209 chunks took 2 hours 20 minutes)</li>
<li>Sync the few remaining blocks (4651 blocks took 1 hour 33 minutes)</li>
<li>Process older blocks in the background (6,500,000 blocks in 1 day 2 hours 39 minuts)</li>
</ul>
<p>This makes the node usable after <strong>about 4 hours</strong>. You can interact with the blockchain and query the recent state and blocks that came after the snapshot with the older blocks unavailable until they are processed.</p>
<p>The final time is <strong>1 day 6 hours 32 minutes</strong>. The database size is <strong>125.6 GB</strong>.</p>
<p>Parity’s <code>eth_syncing</code> reports the total number of warp chunks as well as the total number of blocks, which allows to estimate the remaining time. It doesn’t report the status of the third step, but it can be monitored with a simple script like this:</p>
<pre class="text"><code>from web3.auto import w3</code></pre>
<pre class="text"><code>for n in range(0, w3.eth.blockNumber, 10000):
    while not w3.eth.getBlock(n):
        sleep(60)
    print(n)</code></pre>
<p>If you want to get a deeper understanding of these challenges, I recommend reading the <a href="https://www.ideals.illinois.edu/items/101567">TurboSync paper</a>.</p>
<p>Hope you learned something useful. Subscribe to <a href="https://t.me/crypto_eli5">crypto eli5</a>.</p>


</section>

 ]]></description>
  <category>ethereum</category>
  <guid>https://banteg.xyz/posts/ethereum-sync/index.html</guid>
  <pubDate>Tue, 06 Nov 2018 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/ethereum-sync/image_0.avif" medium="image" type="image/avif"/>
</item>
<item>
  <title>Announcing Disperse</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/disperse/index.html</link>
  <description><![CDATA[ 



<p><em>verb</em> distribute ether or tokens to multiple addresses</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/disperse/image_0.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">https://disperse.app/</figcaption>
</figure>
</div>
<section id="open-protocols" class="level3">
<h3 class="anchored" data-anchor-id="open-protocols">Open Protocols</h3>
<p>The real beauty of Web 3.0 ecosystem we are building are open protocols. Anyone can tap into dharma loan protocol or 0x protocol exchange contract and get into shared liquidity pool for free. You can mix and match these too, creating completely unique products and markets.</p>
<p>A protocol for fungible tokens (ERC-20) is probably the most successful thus far. It secures about $13 billion across a thousand assets. This protocol is <a href="https://github.com/OpenZeppelin/openzeppelin-solidity/blob/v2.0.0/contracts/token/ERC20/IERC20.sol">quite simple</a> actually, it defines a <code>transfer</code> function which updates balances in token contract and emits a <code>Transfer</code> event.</p>
<p>But what allows to tap into it is the concept of <code>allowance</code>. A user can <code>approve</code> another account to transfer some amount on her behalf. For example, an exchange calls <code>transferFrom</code> user wallet when the order is filled. It’s programmed not to transfer more than the signed amount even though the allowance is set to <code>-1</code> (meaning infinity).</p>
</section>
<section id="optimization" class="level3">
<h3 class="anchored" data-anchor-id="optimization">Optimization</h3>
<p>Like a good Unix tool, Disperse contract does a simple job and does it well, that’s why we shaved off every single bit to optimize for gas costs. A naive implementation of Disperse function might look like this:</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/disperse/image_1.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">disperseTokenSimple(token, recipients, values)</figcaption>
</figure>
</div>
<p>However, it’s not an optimal solution because the aforementioned <code>transferFrom</code> updates allowance on each call in addition to balances. That’s an additional 5000 gas on each transfer.</p>
<p>A better way would be to calculate the total, <code>transferFrom</code> it to the contract address and then distribute the tokens using <code>transfer</code> function. There is no risk of funds being stuck because transactions work in “<a href="https://en.wikipedia.org/wiki/Atomicity_%28database_systems%29">all or nothing</a>” manner and the state will revert if anything goes wrong.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/disperse/image_2.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">disperseToken(token, recipients, values)</figcaption>
</figure>
</div>
<p>The cost also depends heavily on whether each recipient has previously had any balance. Zero balance is the worst case because storing a new state entry costs 20,000 gas as opposed to 5000 gas for changing the value.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/disperse/image_3.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">Gas costs as described in Ethereum yellow&nbsp;paper</figcaption>
</figure>
</div>
</section>
<section id="benchmark" class="level3">
<h3 class="anchored" data-anchor-id="benchmark">Benchmark</h3>
<p>Here are the benchmark results for this contract (outlined in red) compared to sending tokens to one recipient at a time (grey). One block can fit up to 218 token transfers, while Disperse transaction can fit 2.9x as much, <a href="https://web.archive.org/web/*/https://ropsten.etherscan.io/tx/0x88b1d298d42fe64890d955150012105dec0ff1a493da6b75cf746be59a8dea65">up to 634 transfers</a>.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://banteg.xyz/posts/disperse/image_4.avif" class="img-fluid figure-img"></p>
<figcaption class="figure-caption">disperseEther(recipients, values)</figcaption>
</figure>
</div>
<p>Same goes for ether, one block can accommodate 380 regular transfers while Disperse can fit 2.18x more, <a href="https://web.archive.org/web/*/https://ropsten.etherscan.io/tx/0xc5676896c7ad910400990e1efb48ac442590a907faf370437d51e4e1efef48af">up to 830 transfers</a>. However, distributing ether to uninitialized accounts costs more because contracts pay 25,000 gas for calls that result in creation of new accounts as opposed to a flat 21,000 gas cost of a regular transfer.</p>
<p>If you are using Metamask, you are probably connected to Infura node. It limits the maximum transaction size to 32 KB. This anti-spam measure caps the amount of recipients you can specify. You can broadcast a larger transaction by connecting to to a local node like Geth or Parity Ethereum. Infura’s limit is shown with a dotted line on the charts.</p>
<p><img src="https://banteg.xyz/posts/disperse/image_5.avif" class="img-fluid"></p>
</section>
<section id="disperse" class="level3">
<h3 class="anchored" data-anchor-id="disperse">Disperse</h3>
<p>We believe this space needs more builders and less fraud. Therefore Disperse doesn’t incorporate any useless token, has no sale and takes no fees.</p>
<p>It’s a useful dapp that’s <strong>available day one on nine networks</strong>:</p>
<ul>
<li>Ethereum and its testnets Ropsten, Kovan, Rinkeby;</li>
<li>POA Network and its testnet Sokol;</li>
<li>xDAI Chain;</li>
<li>Ethereum Classic;</li>
<li>Callisto.</li>
</ul>
<p>Go try it out on <a href="https://disperse.app/">disperse.app</a>.</p>
<p>Read the <a href="https://github.com/banteg/disperse/blob/master/docs/disperse.pdf">research paper</a>.</p>
<p>Let us know what you think <a href="https://t.me/disperse">on Telegram</a>.</p>
<section id="correction" class="level4">
<h4 class="anchored" data-anchor-id="correction">Correction:</h4>
<ul>
<li>Benchmark results have been revised accounting for a transaction size limit of 32 KB on Infura which is the default RPC provider on Metamask. Example transactions have been added.</li>
</ul>


</section>
</section>

 ]]></description>
  <category>ethereum</category>
  <guid>https://banteg.xyz/posts/disperse/index.html</guid>
  <pubDate>Tue, 23 Oct 2018 20:00:00 GMT</pubDate>
  <media:content url="https://banteg.xyz/posts/disperse/image_0.avif" medium="image" type="image/avif"/>
</item>
<item>
  <title>Deep dive into Ethereum logs</title>
  <dc:creator>banteg </dc:creator>
  <link>https://banteg.xyz/posts/ethereum-logs/index.html</link>
  <description><![CDATA[ 



<p>Hey kids, today we are going low level trying to understand how Ethereum events and logs work. Put <em>web3</em> away for a while as it abstracts things and we’d like to get as bare as it gets.</p>
<p>Smart contracts generate <em>logs</em> by firing <em>events</em>. Here’s a transaction receipt that contains one log entry.</p>
<p><img src="https://banteg.xyz/posts/ethereum-logs/image_0.avif" class="img-fluid"></p>
<p>The log entry consists of one <em>topic</em> and a <em>data</em> field. The first topic refers to the specific event, but we don’t know which one yet. To decode the data we need to <a href="https://etherscan.io/address/0x06012c8cf97bead5deae237070f9587f8e7a266d#code">obtain</a> ABI of the contract found in the <em>address</em> field.</p>
<p>We are interested in items with the <em>type event</em>. Here’s a sample event.</p>
<pre class="text"><code>{
  "anonymous": false,
  "inputs": [
    {
      "indexed": false,
      "name": "from",
      "type": "address"
    },
    {
      "indexed": false,
      "name": "to",
      "type": "address"
    },
    {
      "indexed": false,
      "name": "tokenId",
      "type": "uint256"
    }
  ],
  "name": "Transfer",
  "type": "event"
}</code></pre>
<p>To find out which event the <em>topic</em> refers to we need to compute a signature of each event and find the matching one. Signature is a keccak hash of event <em>name</em> and input argument <em>types,</em> argument names are ignored. For event <code>Hello(uint256 worldId)</code> the signature will be <code>keccak('Hello(uint256)')</code>.</p>
<pre class="text"><code>&gt; 
keccak
('Pregnant(address,uint256,uint256,uint256)')
241ea03ca20251805084d27d4440371c34a0b85ff108f6bb5611248f73818b80
&gt; 
keccak
('Transfer(address,address,uint256)')
ddf252ad1be2c89b69c2b068fc378daa952ba7f163c4a11628f55a4df523b3ef
&gt; 
keccak
('Approval(address,address,uint256)')
8c5be1e5ebec7d5bd14f71427d1e84f3dd0314c0f7b2291e5b200ac8c7c3b925
&gt; 
keccak
('Birth(address,uint256,uint256,uint256,uint256)')
0a5311bd2a6608f08a180df2ee7c5946819a649b204b554bb8e39825b2c50ad5
&gt; 
keccak
('ContractUpgrade(address)')
450db8da6efbe9c22f2347f7c2021231df1fc58d3ae9a2fa75d39fa446199305</code></pre>
<p>As we can see, the signature of <code>Transfer</code> event matches the first topic. Now we can decode the <em>data</em>.</p>
<pre class="text"><code>&gt; types = [i['type'] for i in e['inputs']]
['address', 'address', 'uint256']</code></pre>
<pre class="text"><code>&gt; names = [i['name'] for i in e['inputs']]
['from', 'to', 'tokenId']</code></pre>
<pre class="text"><code>&gt; values = eth_abi.decode_abi(types, log['data'])
('0x0035fc5208ef989c28d47e552e92b0c507d2b318',
 '0x646985c36ad7bf4f3a91283f3ea6eda2af79fac6',
 107696)</code></pre>
<pre class="text"><code>&gt; dict(zip(names, values))
{'from': '0x0035fc5208ef989c28d47e552e92b0c507d2b318',
 'to': '0x646985c36ad7bf4f3a91283f3ea6eda2af79fac6',
 'tokenId': 107696}</code></pre>
<p>We can finally read the log. The message says:</p>
<blockquote class="blockquote">
<p>“Transfer from 0x0035… to 0x6469… of token&nbsp;107696”.</p>
</blockquote>
<section id="indexed-fields" class="level4">
<h4 class="anchored" data-anchor-id="indexed-fields">Indexed fields</h4>
<p>Each <em>indexed</em> field generates a new topic which is excluded from the data. This allows for efficient search but makes parsing a bit more complicated.</p>
<p>Let’s look at another receipt:</p>
<p><img src="https://banteg.xyz/posts/ethereum-logs/image_1.avif" class="img-fluid"></p>
<p>This one has three <em>topic</em> fields and a small <em>data</em> field. We can already tell that the first topic is <code>Transfer(address,address,uint256)</code> despite the different argument names in this contract.</p>
<pre class="text"><code>{
  "anonymous": false,
  "inputs": [
    {
      "indexed": true,
      "name": "from",
      "type": "address"
    },
    {
      "indexed": true,
      "name": "to",
      "type": "address"
    },
    {
      "indexed": false,
      "name": "value",
      "type": "uint256"
    }
  ],
  "name": "Transfer",
  "type": "event"
}</code></pre>
<p>The remaining two topics are simply indexed inputs. The only value in data is the remaining uint256.</p>
<pre class="text"><code>&gt; types = [i['type'] for i in e['inputs'] if not i['indexed']]
['uint256']</code></pre>
<pre class="text"><code>&gt; names = [i['name'] for i in e['inputs'] if not i['indexed']]
['value']</code></pre>
<pre class="text"><code>&gt; values = eth_abi.decode_abi(types, log['data'])
(5000000000,)</code></pre>
<pre class="text"><code>&gt; indexed_types = [i['type'] for i in e['inputs'] if i['indexed']]
['address', 'address']</code></pre>
<pre class="text"><code>&gt; indexed_names = [i['name'] for i in e['inputs'] if i['indexed']]
['from', 'to']</code></pre>
<pre class="text"><code>&gt; indexed_values = [eth_abi.decode_single(t, v) for t, v in zip(indexed_types, log['topics'][1:])]
['0x00b46c2526e227482e2ebb8f4c69e4674d262e75',
 '0x54a2d42a40f51259dedd1978f6c118a0f0eff078']</code></pre>
<pre class="text"><code>&gt; dict(chain(zip(names, values), zip(indexed_names, indexed_values)))
{'from': '0x00b46c2526e227482e2ebb8f4c69e4674d262e75',
 'to': '0x54a2d42a40f51259dedd1978f6c118a0f0eff078',
 'value': 5000000000}</code></pre>
<p>Note that Ethereum always uses integers to represent numeric values, so we got the value in the minimal denomination. Move the decimal point left by <em>decimals</em> found in the contract, 3 in this case. The message reads:</p>
<blockquote class="blockquote">
<p>“Transfer from 0x00b4… to 0x54a2… of 5,000,000 tokens”.</p>
</blockquote>
</section>
<section id="querying" class="level4">
<h4 class="anchored" data-anchor-id="querying">Querying</h4>
<p>Now you are ready to do some search. You can query the blockchain using <a href="https://ethereum.org/en/developers/docs/apis/json-rpc/#eth_gettransactionreceipt">json-rpc api</a> which is provided by full nodes like <em>geth</em> or <em>Parity</em> or a service like <em>Infura</em>. Bloom filters allow you to scan the entire blockchain in seconds and find logs matching the specific topic.</p>
<p>You can also specify search range with <em>fromBlock</em> and <em>toBlock</em>, limit the search to specific contract <em>address</em> and omit some of the topics with <em>null</em> which works like a wildcard. The full specification <a href="https://ethereum.org/en/developers/docs/apis/json-rpc/#eth_newfilter">can be found here</a>.</p>
<p><img src="https://banteg.xyz/posts/ethereum-logs/image_2.avif" class="img-fluid"></p>
<p>Of course, everything described here is already implemented in <em>web3</em> which allows you to conveniently query the events by name and decodes logs data automatically, but if you care about performance like I do, this approach could save you a lot of time.</p>
<p>If you learned something new, clap and subscribe to <a href="https://t.me/crypto_eli5">crypto eli5</a>.</p>


</section>

 ]]></description>
  <category>ethereum</category>
  <guid>https://banteg.xyz/posts/ethereum-logs/index.html</guid>
  <pubDate>Wed, 03 Jan 2018 20:00:00 GMT</pubDate>
</item>
</channel>
</rss>
