From eacdf85629389123f843f26f341262747ca711ea Mon Sep 17 00:00:00 2001 From: Shadowfacts Date: Thu, 20 Feb 2025 10:09:51 -0500 Subject: [PATCH] Add Version 7 --- site_test/posts/2025/2025-02-22-version-7.md | 98 + site_test/static/2025/version-7/graph.dot | 4069 +++ site_test/static/2025/version-7/graph.js | 104 + site_test/static/2025/version-7/graph.svg | 27300 +++++++++++++++++ 4 files changed, 31571 insertions(+) create mode 100644 site_test/posts/2025/2025-02-22-version-7.md create mode 100644 site_test/static/2025/version-7/graph.dot create mode 100644 site_test/static/2025/version-7/graph.js create mode 100644 site_test/static/2025/version-7/graph.svg diff --git a/site_test/posts/2025/2025-02-22-version-7.md b/site_test/posts/2025/2025-02-22-version-7.md new file mode 100644 index 0000000..6ec69ac --- /dev/null +++ b/site_test/posts/2025/2025-02-22-version-7.md @@ -0,0 +1,98 @@ +``` +title = "Version 7" +tags = ["meta"] +date = "2025-02-22 12:00:42 -0500" +short_desc = "Fully rewritten and redesigned." +``` + +Welcome to version 7 of my website. What started as a rewrite of the backend last fall has since snowballed into a complete redesign of the frontend as well (if you're using an RSS reader, check out the actual site). The previous design dates back to the fall of 2019 and, after doing a bunch of work to rewrite the backend, rebuilding the exact same frontend again wasn't an attractive prospect. + + + +## Redesign + +I don't really know what my design process is. This time, I spent ages trawling through hundreds of other people's personal blogs and websites trying to find anything that I liked, hoping that something cohesive would eventually emerge. It ultimately did, though I have no idea wherefrom. + +### Typography + +The body text is set in [Valkyrie](https://mbtype.com/fonts/valkyrie/) by Matthew Butterick, and the code is set in [`MD IO`](https://mass-driver.com/typefaces/md-io/) by Mass Driver. Valkyrie is a font that I've had my eye on for a while, since reading Butterick's [_Practical Typography_](https://practicaltypography.com). In the old design, I deliberately chose to use a system font (Charter) to avoid the (over-the-wire byte) cost of shipping an entire font. This time, though, I put quite a lot of work into the backend static-site-generator in part so that I could ship [subset fonts](#font-subsetting) without a lot of manual work. + +It took me a while to settle on `MD IO` since it's not one of my usual monospace fonts. But I'm quite happy with it ultimately. It looks nice with Valkyrie when used inline, and looks good in bigger blocks of code. It also has a nice _`italic`_ style, which is important to me since commenets in syntax-highlighted code blocks are italicized. I'm very pleased with how the font choices turned out, I think they both look great—especially on high-DPI displays[^1]. + +[^1]: Having put so much time into choosing fonts, I remain disappointed in the state of the external monitor market. My white whale of a 5K, high-DPI, high refresh rate monitor remains elusive. The type on this website looks perfectly good on a regular display, but it looks so much better in high-DPI (like even the screen on my laptop). + +### Markdown Decorations + +One of the more notable touches from the [old design](/2019/reincarnation/#new-theme) was the use of CSS pseudo-elements to render inline Markdown decorations (i.e., underscores around italicized text, making links appear like `[hello](example.com)`, etc.). I still quite like that touch, but after five and a half years, it's time to move on. No more Markdown decorations—but maybe they'll come back in a future redesign. + +### Sidenotes + +One of the side effects of having the content be width-constrained and left-aligned is that I have this big column of empty space on the right to play with. The previous design already used floating asides on wide enough screens, and I wanted to extend that to footnotes as well. I'm the type of person who reads all the footnotes, and having to jump to the end back is somewhat jarring—even if there are backlinks, I often visually lose my place just from the viewport changing. So, sidenotes it is. + +I embarked on an exhaustive survey of someone else's [exhaustive survey](https://gwern.net/sidenote) of existing web libraries for creating sidenotes. Unfortunately, just about all of the options either had limitations that I wasn't willing to accept (e.g., not supporting sidenotes that are numbered like footnotes) or were entirely reliant on JavaScript. + +The solution that I arrived at is a custom combination of some backend processing in the static site generator and a bunch of CSS. When footnotes in Markdown are being converted to HTML, the reference to and the contents of every footnote is output twice: first immediately following the footnote reference in an inline `` element, and then again in the footnotes section at the end. Having the sidenote definition inline immediately after the reference lets me do two things with CSS alone: + +1. Align the sidenote to exactly where it's referenced in the content. +2. Highlight the sidenote when the corresponding reference is hovered. + +The second set of definitions are at the end, and are only shown when the screen is viewport is narrow enough for the sidenotes not to fit. Lastly, the two sets of references exist because—although the text of the links is the same—the destinations are different: one jumps to the footnotes section at the end of the page, the other to the sidenote. Which reference is shown is also swapped out using CSS, this time producing a purely functional change since they're visually identical. + +### Color Schemes + +For a couple reasons, there's no longer a dark theme. What you see now is what there is. The first reason is that I've never particularly enjoyed light text on a dark background for reading—I always preferred the light theme of my old design. The second is that, since the page background is now a nice off-white, I found no satisfying way of incorporating that into a dark theme. + +## The Graph + +The impetus for rewriting the backend of my blog can be summed up in one word: graph. Specifically, a dependency graph. + +I should back up first. When building the backends for the last couple versions of my blog, I've done things pretty much the same way: write a bunch of code that reads files and outputs more files. Less a cohesive piece of software, and more of a script. No real consideration was made for incremental compilation or watching files for changes. At various times, this was handled by [separate tools](https://github.com/eradman/entr) and by just watching the entire content directory for changes and rebuilding the whole site. This did work, but it was less than ideal—both because it bothers the perfectionist in me and because regeneration gets inexorably slower as the blog grows. + +So, the path I went down was building the entire static site generator around a giant directed, acyclic graph. Each node in the grah is a unit of computation that produces an output value from the values of some input nodes (or inputs external to the graph, like the filesystem). Powering this ~~monstrosity~~ elegant architecture is a Rust crate I wrote called `compute_graph` which abstracts away dealing with the actual graph and lets you just write code for each of the nodes. + +Actually generating the site, then, is effectively just ("just") topologically sorting the graph and evaluating each node in order. From there, it's not terribly complicated to track which files are read during the process and, when the filesystem watcher detects a change, invalidate _just_ the nodes that read that file and let the graph evaluation take care of the rest. Because the graph also prevents invalidations from propagating downstream when a node's value doesn't change, partial updates can be much more efficient than just regenerating things willy-nilly (e.g., editing the excerpt of a blog post will regenerate both the post page and the homepage, but editing not-the-excerpt won't regenerate the homepage). + +One of the more interesting details of the graph abstraction is that the output value of a node can, itself, be _more_ graph nodes. This means that part of the process of graph evaluation is going back, making sure all the edges are established, then redoing the topological sort and starting the evaluation again. + +And, for fun, here's a diagram of the entire dependency graph—all 964 nodes—of the website as of writing this (you really do want to be in a browser for this, it likely won't work in your RSS reader): + + +
+
+ +
+
+ + You can scroll, zoom, and click nodes to see connected edges and node labels. +
+ Zoom Out. + Zoom In. +
+
+ + +### Font Subsetting + +Font subsetting is one of the big features that the whole graph abstraction enables. Subsetting is the process of creating a new font that contains only a subset of the characters/glyphs that the original font has. The simplest way to do this would be do determine what character set you're interested in based on the language the content is written in, and generate a subset font for that. + +If the entire site is typeset in just one style of one font, that process would work fine. But are you also using all of those characters in the bold style of the font? The bold italic one? The monospace bold italic one[^2]? Probably not. + +[^2]: In fact, I'm currently not using the monospace bold italic variant at all. And part of the process about to be described asserts that that is the case and will prevent the site from generating if that changes. + +So here's where the big dependency graph comes in: every node that writes an HTML file to disk also outputs the HTML as a string that's used by further nodes to extract the set of distinct characters used from each font style. This process involves parsing the HTML, walking the tree while keeping track of the current font state (to handle nesting), and accumulating the set of characters. The character sets from each file are merged and then those are inputs to the node responsible for actually subsetting the font. Subsetting is performed by [pyftsubset](https://fonttools.readthedocs.io/en/latest/subset/index.html) from the fontTools project[^3] which is run directly from Rust using [PyO3](https://pyo3.rs/). Finally, the subset fonts are Base 64 encoded and embedded in the compiled CSS. + +[^3]: I would like to be able to subset web fonts directly from Rust, but there are no existing projects that do so. I started writing my own—and got as far as parsing WOFF2—but switched to the Python project in the interest of expediency. To be continued... + +The graph is very useful for this whole thing because it means that everything that needs to be regenerated is whenever necessary, and only when necessary (i.e., editing content in a way that doesn't add new characters to the fonts doesn't re-subset them), without having to write a bunch of code to explicitly keep track of all that information. + +## ActivityPub + +One of the major features of [version 5](/2019/reincarnation/#activity-pub) was making my blog a first-class ActivityPub citizen. This meant you could follow my blog from Mastodon (& co.) and leave comments by replying. This was a cool feature, but I've made the decision to leave it behind this time. It was too great of a code/maintenance burden for too few users. While it didn't break too often, it accounted for the majority of the code in v6 and made deployment somewhat more complicated, since it wasn't just a static site—which now it is. + +I haven't entirely abandoned fediverse integration though: now you can comment on blog posts by replying via ActivityPub to a post from my personal account. I think this is a good middle ground: it's effectively delegating all the ActivityPub responsibility to [Akkoma](https://akkoma.dev), which is actually built for that purpose first and foremost—rather than my hodgepodge—and simply fetching them from the client side. 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[class="n249 n4"] + 273 -> 4 [class="n273 n4"] + 252 -> 4 [class="n252 n4"] + 294 -> 4 [class="n294 n4"] + 311 -> 4 [class="n311 n4"] + 319 -> 4 [class="n319 n4"] + 257 -> 4 [class="n257 n4"] + 267 -> 4 [class="n267 n4"] + 296 -> 4 [class="n296 n4"] + 251 -> 4 [class="n251 n4"] + 291 -> 4 [class="n291 n4"] + 274 -> 4 [class="n274 n4"] + 304 -> 4 [class="n304 n4"] + 266 -> 4 [class="n266 n4"] + 277 -> 4 [class="n277 n4"] + 308 -> 4 [class="n308 n4"] + 255 -> 4 [class="n255 n4"] + 320 -> 4 [class="n320 n4"] + 295 -> 4 [class="n295 n4"] + 290 -> 4 [class="n290 n4"] + 280 -> 4 [class="n280 n4"] + 293 -> 4 [class="n293 n4"] + 315 -> 4 [class="n315 n4"] + 325 -> 4 [class="n325 n4"] + 284 -> 4 [class="n284 n4"] + 260 -> 4 [class="n260 n4"] + 272 -> 4 [class="n272 n4"] + 301 -> 4 [class="n301 n4"] + 302 -> 4 [class="n302 n4"] + 283 -> 4 [class="n283 n4"] + 1 -> 5 [class="n1 n5"] + 4 -> 6 [class="n4 n6"] + 487 -> 6 [class="n487 n6"] + 432 -> 6 [class="n432 n6"] + 416 -> 6 [class="n416 n6"] + 473 -> 6 [class="n473 n6"] + 415 -> 6 [class="n415 n6"] + 462 -> 6 [class="n462 n6"] + 489 -> 6 [class="n489 n6"] + 420 -> 6 [class="n420 n6"] + 455 -> 6 [class="n455 n6"] + 453 -> 6 [class="n453 n6"] + 446 -> 6 [class="n446 n6"] + 482 -> 6 [class="n482 n6"] + 447 -> 6 [class="n447 n6"] + 476 -> 6 [class="n476 n6"] + 463 -> 6 [class="n463 n6"] + 474 -> 6 [class="n474 n6"] + 464 -> 6 [class="n464 n6"] + 424 -> 6 [class="n424 n6"] + 465 -> 6 [class="n465 n6"] + 481 -> 6 [class="n481 n6"] + 434 -> 6 [class="n434 n6"] + 468 -> 6 [class="n468 n6"] + 429 -> 6 [class="n429 n6"] + 444 -> 6 [class="n444 n6"] + 439 -> 6 [class="n439 n6"] + 460 -> 6 [class="n460 n6"] + 461 -> 6 [class="n461 n6"] + 419 -> 6 [class="n419 n6"] + 467 -> 6 [class="n467 n6"] + 414 -> 6 [class="n414 n6"] + 440 -> 6 [class="n440 n6"] + 477 -> 6 [class="n477 n6"] + 479 -> 6 [class="n479 n6"] + 485 -> 6 [class="n485 n6"] + 430 -> 6 [class="n430 n6"] + 423 -> 6 [class="n423 n6"] + 426 -> 6 [class="n426 n6"] + 475 -> 6 [class="n475 n6"] + 417 -> 6 [class="n417 n6"] + 425 -> 6 [class="n425 n6"] + 431 -> 6 [class="n431 n6"] + 437 -> 6 [class="n437 n6"] + 441 -> 6 [class="n441 n6"] + 472 -> 6 [class="n472 n6"] + 466 -> 6 [class="n466 n6"] + 486 -> 6 [class="n486 n6"] + 442 -> 6 [class="n442 n6"] + 421 -> 6 [class="n421 n6"] + 457 -> 6 [class="n457 n6"] + 433 -> 6 [class="n433 n6"] + 443 -> 6 [class="n443 n6"] + 459 -> 6 [class="n459 n6"] + 450 -> 6 [class="n450 n6"] + 435 -> 6 [class="n435 n6"] + 471 -> 6 [class="n471 n6"] + 484 -> 6 [class="n484 n6"] + 418 -> 6 [class="n418 n6"] + 483 -> 6 [class="n483 n6"] + 456 -> 6 [class="n456 n6"] + 412 -> 6 [class="n412 n6"] + 413 -> 6 [class="n413 n6"] + 436 -> 6 [class="n436 n6"] + 445 -> 6 [class="n445 n6"] + 478 -> 6 [class="n478 n6"] + 480 -> 6 [class="n480 n6"] + 488 -> 6 [class="n488 n6"] + 458 -> 6 [class="n458 n6"] + 469 -> 6 [class="n469 n6"] + 438 -> 6 [class="n438 n6"] + 452 -> 6 [class="n452 n6"] + 451 -> 6 [class="n451 n6"] + 448 -> 6 [class="n448 n6"] + 449 -> 6 [class="n449 n6"] + 428 -> 6 [class="n428 n6"] + 422 -> 6 [class="n422 n6"] + 427 -> 6 [class="n427 n6"] + 470 -> 6 [class="n470 n6"] + 454 -> 6 [class="n454 n6"] + 5 -> 6 [class="n5 n6"] + 4 -> 7 [class="n4 n7"] + 487 -> 7 [class="n487 n7"] + 432 -> 7 [class="n432 n7"] + 416 -> 7 [class="n416 n7"] + 473 -> 7 [class="n473 n7"] + 415 -> 7 [class="n415 n7"] + 462 -> 7 [class="n462 n7"] + 489 -> 7 [class="n489 n7"] + 420 -> 7 [class="n420 n7"] + 455 -> 7 [class="n455 n7"] + 453 -> 7 [class="n453 n7"] + 446 -> 7 [class="n446 n7"] + 482 -> 7 [class="n482 n7"] + 447 -> 7 [class="n447 n7"] + 476 -> 7 [class="n476 n7"] + 463 -> 7 [class="n463 n7"] + 474 -> 7 [class="n474 n7"] + 464 -> 7 [class="n464 n7"] + 424 -> 7 [class="n424 n7"] + 465 -> 7 [class="n465 n7"] + 481 -> 7 [class="n481 n7"] + 434 -> 7 [class="n434 n7"] + 468 -> 7 [class="n468 n7"] + 429 -> 7 [class="n429 n7"] + 444 -> 7 [class="n444 n7"] + 439 -> 7 [class="n439 n7"] + 460 -> 7 [class="n460 n7"] + 461 -> 7 [class="n461 n7"] + 419 -> 7 [class="n419 n7"] + 467 -> 7 [class="n467 n7"] + 414 -> 7 [class="n414 n7"] + 440 -> 7 [class="n440 n7"] + 477 -> 7 [class="n477 n7"] + 479 -> 7 [class="n479 n7"] + 485 -> 7 [class="n485 n7"] + 430 -> 7 [class="n430 n7"] + 423 -> 7 [class="n423 n7"] + 426 -> 7 [class="n426 n7"] + 475 -> 7 [class="n475 n7"] + 417 -> 7 [class="n417 n7"] + 425 -> 7 [class="n425 n7"] + 431 -> 7 [class="n431 n7"] + 437 -> 7 [class="n437 n7"] + 441 -> 7 [class="n441 n7"] + 472 -> 7 [class="n472 n7"] + 466 -> 7 [class="n466 n7"] + 486 -> 7 [class="n486 n7"] + 442 -> 7 [class="n442 n7"] + 421 -> 7 [class="n421 n7"] + 457 -> 7 [class="n457 n7"] + 433 -> 7 [class="n433 n7"] + 443 -> 7 [class="n443 n7"] + 459 -> 7 [class="n459 n7"] + 450 -> 7 [class="n450 n7"] + 435 -> 7 [class="n435 n7"] + 471 -> 7 [class="n471 n7"] + 484 -> 7 [class="n484 n7"] + 418 -> 7 [class="n418 n7"] + 483 -> 7 [class="n483 n7"] + 456 -> 7 [class="n456 n7"] + 412 -> 7 [class="n412 n7"] + 413 -> 7 [class="n413 n7"] + 436 -> 7 [class="n436 n7"] + 445 -> 7 [class="n445 n7"] + 478 -> 7 [class="n478 n7"] + 480 -> 7 [class="n480 n7"] + 488 -> 7 [class="n488 n7"] + 458 -> 7 [class="n458 n7"] + 469 -> 7 [class="n469 n7"] + 438 -> 7 [class="n438 n7"] + 452 -> 7 [class="n452 n7"] + 451 -> 7 [class="n451 n7"] + 448 -> 7 [class="n448 n7"] + 449 -> 7 [class="n449 n7"] + 428 -> 7 [class="n428 n7"] + 422 -> 7 [class="n422 n7"] + 427 -> 7 [class="n427 n7"] + 470 -> 7 [class="n470 n7"] + 454 -> 7 [class="n454 n7"] + 7 -> 8 [class="n7 n8"] + 8 -> 9 [class="n8 n9"] + 1 -> 10 [class="n1 n10"] + 9 -> 11 [class="n9 n11"] + 10 -> 12 [class="n10 n12"] + 11 -> 12 [class="n11 n12"] + 3 -> 13 [class="n3 n13"] + 305 -> 13 [class="n305 n13"] + 307 -> 13 [class="n307 n13"] + 316 -> 13 [class="n316 n13"] + 324 -> 13 [class="n324 n13"] + 326 -> 13 [class="n326 n13"] + 323 -> 13 [class="n323 n13"] + 288 -> 13 [class="n288 n13"] + 299 -> 13 [class="n299 n13"] + 256 -> 13 [class="n256 n13"] + 278 -> 13 [class="n278 n13"] + 282 -> 13 [class="n282 n13"] + 313 -> 13 [class="n313 n13"] + 306 -> 13 [class="n306 n13"] + 262 -> 13 [class="n262 n13"] + 276 -> 13 [class="n276 n13"] + 285 -> 13 [class="n285 n13"] + 314 -> 13 [class="n314 n13"] + 318 -> 13 [class="n318 n13"] + 317 -> 13 [class="n317 n13"] + 321 -> 13 [class="n321 n13"] + 287 -> 13 [class="n287 n13"] + 312 -> 13 [class="n312 n13"] + 258 -> 13 [class="n258 n13"] + 268 -> 13 [class="n268 n13"] + 289 -> 13 [class="n289 n13"] + 281 -> 13 [class="n281 n13"] + 271 -> 13 [class="n271 n13"] + 250 -> 13 [class="n250 n13"] + 322 -> 13 [class="n322 n13"] + 269 -> 13 [class="n269 n13"] + 261 -> 13 [class="n261 n13"] + 298 -> 13 [class="n298 n13"] + 270 -> 13 [class="n270 n13"] + 292 -> 13 [class="n292 n13"] + 253 -> 13 [class="n253 n13"] + 264 -> 13 [class="n264 n13"] + 286 -> 13 [class="n286 n13"] + 300 -> 13 [class="n300 n13"] + 275 -> 13 [class="n275 n13"] + 303 -> 13 [class="n303 n13"] + 310 -> 13 [class="n310 n13"] + 263 -> 13 [class="n263 n13"] + 254 -> 13 [class="n254 n13"] + 297 -> 13 [class="n297 n13"] + 309 -> 13 [class="n309 n13"] + 259 -> 13 [class="n259 n13"] + 265 -> 13 [class="n265 n13"] + 279 -> 13 [class="n279 n13"] + 249 -> 13 [class="n249 n13"] + 273 -> 13 [class="n273 n13"] + 252 -> 13 [class="n252 n13"] + 294 -> 13 [class="n294 n13"] + 311 -> 13 [class="n311 n13"] + 319 -> 13 [class="n319 n13"] + 257 -> 13 [class="n257 n13"] + 267 -> 13 [class="n267 n13"] + 296 -> 13 [class="n296 n13"] + 251 -> 13 [class="n251 n13"] + 291 -> 13 [class="n291 n13"] + 274 -> 13 [class="n274 n13"] + 304 -> 13 [class="n304 n13"] + 266 -> 13 [class="n266 n13"] + 277 -> 13 [class="n277 n13"] + 308 -> 13 [class="n308 n13"] + 255 -> 13 [class="n255 n13"] + 320 -> 13 [class="n320 n13"] + 295 -> 13 [class="n295 n13"] + 290 -> 13 [class="n290 n13"] + 280 -> 13 [class="n280 n13"] + 293 -> 13 [class="n293 n13"] + 315 -> 13 [class="n315 n13"] + 325 -> 13 [class="n325 n13"] + 284 -> 13 [class="n284 n13"] + 260 -> 13 [class="n260 n13"] + 272 -> 13 [class="n272 n13"] + 301 -> 13 [class="n301 n13"] + 302 -> 13 [class="n302 n13"] + 283 -> 13 [class="n283 n13"] + 1 -> 14 [class="n1 n14"] + 13 -> 15 [class="n13 n15"] + 378 -> 15 [class="n378 n15"] + 372 -> 15 [class="n372 n15"] + 375 -> 15 [class="n375 n15"] + 348 -> 15 [class="n348 n15"] + 357 -> 15 [class="n357 n15"] + 369 -> 15 [class="n369 n15"] + 360 -> 15 [class="n360 n15"] + 354 -> 15 [class="n354 n15"] + 381 -> 15 [class="n381 n15"] + 339 -> 15 [class="n339 n15"] + 342 -> 15 [class="n342 n15"] + 363 -> 15 [class="n363 n15"] + 351 -> 15 [class="n351 n15"] + 366 -> 15 [class="n366 n15"] + 345 -> 15 [class="n345 n15"] + 7 -> 16 [class="n7 n16"] + 1 -> 17 [class="n1 n17"] + 16 -> 18 [class="n16 n18"] + 17 -> 19 [class="n17 n19"] + 18 -> 19 [class="n18 n19"] + 1 -> 20 [class="n1 n20"] + 20 -> 21 [class="n20 n21"] + 1 -> 22 [class="n1 n22"] + 22 -> 23 [class="n22 n23"] + 24 -> 25 [class="n24 n25"] + 198 -> 25 [class="n198 n25"] + 193 -> 25 [class="n193 n25"] + 231 -> 25 [class="n231 n25"] + 213 -> 25 [class="n213 n25"] + 207 -> 25 [class="n207 n25"] + 235 -> 25 [class="n235 n25"] + 200 -> 25 [class="n200 n25"] + 215 -> 25 [class="n215 n25"] + 229 -> 25 [class="n229 n25"] + 242 -> 25 [class="n242 n25"] + 197 -> 25 [class="n197 n25"] + 243 -> 25 [class="n243 n25"] + 211 -> 25 [class="n211 n25"] + 203 -> 25 [class="n203 n25"] + 205 -> 25 [class="n205 n25"] + 218 -> 25 [class="n218 n25"] + 209 -> 25 [class="n209 n25"] + 210 -> 25 [class="n210 n25"] + 204 -> 25 [class="n204 n25"] + 233 -> 25 [class="n233 n25"] + 201 -> 25 [class="n201 n25"] + 222 -> 25 [class="n222 n25"] + 195 -> 25 [class="n195 n25"] + 224 -> 25 [class="n224 n25"] + 248 -> 25 [class="n248 n25"] + 234 -> 25 [class="n234 n25"] + 202 -> 25 [class="n202 n25"] + 199 -> 25 [class="n199 n25"] + 214 -> 25 [class="n214 n25"] + 246 -> 25 [class="n246 n25"] + 191 -> 25 [class="n191 n25"] + 208 -> 25 [class="n208 n25"] + 237 -> 25 [class="n237 n25"] + 239 -> 25 [class="n239 n25"] + 240 -> 25 [class="n240 n25"] + 221 -> 25 [class="n221 n25"] + 192 -> 25 [class="n192 n25"] + 225 -> 25 [class="n225 n25"] + 194 -> 25 [class="n194 n25"] + 236 -> 25 [class="n236 n25"] + 219 -> 25 [class="n219 n25"] + 216 -> 25 [class="n216 n25"] + 220 -> 25 [class="n220 n25"] + 247 -> 25 [class="n247 n25"] + 227 -> 25 [class="n227 n25"] + 241 -> 25 [class="n241 n25"] + 217 -> 25 [class="n217 n25"] + 206 -> 25 [class="n206 n25"] + 223 -> 25 [class="n223 n25"] + 245 -> 25 [class="n245 n25"] + 232 -> 25 [class="n232 n25"] + 238 -> 25 [class="n238 n25"] + 212 -> 25 [class="n212 n25"] + 228 -> 25 [class="n228 n25"] + 226 -> 25 [class="n226 n25"] + 230 -> 25 [class="n230 n25"] + 196 -> 25 [class="n196 n25"] + 244 -> 25 [class="n244 n25"] + 3 -> 26 [class="n3 n26"] + 305 -> 26 [class="n305 n26"] + 307 -> 26 [class="n307 n26"] + 316 -> 26 [class="n316 n26"] + 324 -> 26 [class="n324 n26"] + 326 -> 26 [class="n326 n26"] + 323 -> 26 [class="n323 n26"] + 288 -> 26 [class="n288 n26"] + 299 -> 26 [class="n299 n26"] + 256 -> 26 [class="n256 n26"] + 278 -> 26 [class="n278 n26"] + 282 -> 26 [class="n282 n26"] + 313 -> 26 [class="n313 n26"] + 306 -> 26 [class="n306 n26"] + 262 -> 26 [class="n262 n26"] + 276 -> 26 [class="n276 n26"] + 285 -> 26 [class="n285 n26"] + 314 -> 26 [class="n314 n26"] + 318 -> 26 [class="n318 n26"] + 317 -> 26 [class="n317 n26"] + 321 -> 26 [class="n321 n26"] + 287 -> 26 [class="n287 n26"] + 312 -> 26 [class="n312 n26"] + 258 -> 26 [class="n258 n26"] + 268 -> 26 [class="n268 n26"] + 289 -> 26 [class="n289 n26"] + 281 -> 26 [class="n281 n26"] + 271 -> 26 [class="n271 n26"] + 250 -> 26 [class="n250 n26"] + 322 -> 26 [class="n322 n26"] + 269 -> 26 [class="n269 n26"] + 261 -> 26 [class="n261 n26"] + 298 -> 26 [class="n298 n26"] + 270 -> 26 [class="n270 n26"] + 292 -> 26 [class="n292 n26"] + 253 -> 26 [class="n253 n26"] + 264 -> 26 [class="n264 n26"] + 286 -> 26 [class="n286 n26"] + 300 -> 26 [class="n300 n26"] + 275 -> 26 [class="n275 n26"] + 303 -> 26 [class="n303 n26"] + 310 -> 26 [class="n310 n26"] + 263 -> 26 [class="n263 n26"] + 254 -> 26 [class="n254 n26"] + 297 -> 26 [class="n297 n26"] + 309 -> 26 [class="n309 n26"] + 259 -> 26 [class="n259 n26"] + 265 -> 26 [class="n265 n26"] + 279 -> 26 [class="n279 n26"] + 249 -> 26 [class="n249 n26"] + 273 -> 26 [class="n273 n26"] + 252 -> 26 [class="n252 n26"] + 294 -> 26 [class="n294 n26"] + 311 -> 26 [class="n311 n26"] + 319 -> 26 [class="n319 n26"] + 257 -> 26 [class="n257 n26"] + 267 -> 26 [class="n267 n26"] + 296 -> 26 [class="n296 n26"] + 251 -> 26 [class="n251 n26"] + 291 -> 26 [class="n291 n26"] + 274 -> 26 [class="n274 n26"] + 304 -> 26 [class="n304 n26"] + 266 -> 26 [class="n266 n26"] + 277 -> 26 [class="n277 n26"] + 308 -> 26 [class="n308 n26"] + 255 -> 26 [class="n255 n26"] + 320 -> 26 [class="n320 n26"] + 295 -> 26 [class="n295 n26"] + 290 -> 26 [class="n290 n26"] + 280 -> 26 [class="n280 n26"] + 293 -> 26 [class="n293 n26"] + 315 -> 26 [class="n315 n26"] + 325 -> 26 [class="n325 n26"] + 284 -> 26 [class="n284 n26"] + 260 -> 26 [class="n260 n26"] + 272 -> 26 [class="n272 n26"] + 301 -> 26 [class="n301 n26"] + 302 -> 26 [class="n302 n26"] + 283 -> 26 [class="n283 n26"] + 26 -> 27 [class="n26 n27"] + 265 -> 27 [class="n265 n27"] + 263 -> 27 [class="n263 n27"] + 268 -> 27 [class="n268 n27"] + 267 -> 27 [class="n267 n27"] + 276 -> 27 [class="n276 n27"] + 273 -> 27 [class="n273 n27"] + 272 -> 27 [class="n272 n27"] + 271 -> 27 [class="n271 n27"] + 274 -> 27 [class="n274 n27"] + 277 -> 27 [class="n277 n27"] + 27 -> 28 [class="n27 n28"] + 330 -> 28 [class="n330 n28"] + 329 -> 28 [class="n329 n28"] + 332 -> 28 [class="n332 n28"] + 334 -> 28 [class="n334 n28"] + 336 -> 28 [class="n336 n28"] + 328 -> 28 [class="n328 n28"] + 333 -> 28 [class="n333 n28"] + 335 -> 28 [class="n335 n28"] + 327 -> 28 [class="n327 n28"] + 331 -> 28 [class="n331 n28"] + 1 -> 30 [class="n1 n30"] + 29 -> 31 [class="n29 n31"] + 174 -> 31 [class="n174 n31"] + 170 -> 31 [class="n170 n31"] + 168 -> 31 [class="n168 n31"] + 172 -> 31 [class="n172 n31"] + 167 -> 31 [class="n167 n31"] + 171 -> 31 [class="n171 n31"] + 169 -> 31 [class="n169 n31"] + 173 -> 31 [class="n173 n31"] + 1 -> 32 [class="n1 n32"] + 29 -> 33 [class="n29 n33"] + 174 -> 33 [class="n174 n33"] + 170 -> 33 [class="n170 n33"] + 168 -> 33 [class="n168 n33"] + 172 -> 33 [class="n172 n33"] + 167 -> 33 [class="n167 n33"] + 171 -> 33 [class="n171 n33"] + 169 -> 33 [class="n169 n33"] + 173 -> 33 [class="n173 n33"] + 33 -> 34 [class="n33 n34"] + 32 -> 35 [class="n32 n35"] + 34 -> 35 [class="n34 n35"] + 1 -> 36 [class="n1 n36"] + 1 -> 37 [class="n1 n37"] + 1 -> 38 [class="n1 n38"] + 37 -> 39 [class="n37 n39"] + 37 -> 41 [class="n37 n41"] + 37 -> 43 [class="n37 n43"] + 38 -> 45 [class="n38 n45"] + 1 -> 46 [class="n1 n46"] + 46 -> 47 [class="n46 n47"] + 48 -> 49 [class="n48 n49"] + 12 -> 50 [class="n12 n50"] + 19 -> 51 [class="n19 n51"] + 21 -> 52 [class="n21 n52"] + 23 -> 53 [class="n23 n53"] + 35 -> 54 [class="n35 n54"] + 39 -> 55 [class="n39 n55"] + 41 -> 56 [class="n41 n56"] + 43 -> 57 [class="n43 n57"] + 45 -> 58 [class="n45 n58"] + 47 -> 59 [class="n47 n59"] + 6 -> 60 [class="n6 n60"] + 741 -> 60 [class="n741 n60"] + 581 -> 60 [class="n581 n60"] + 745 -> 60 [class="n745 n60"] + 769 -> 60 [class="n769 n60"] + 673 -> 60 [class="n673 n60"] + 601 -> 60 [class="n601 n60"] + 585 -> 60 [class="n585 n60"] + 629 -> 60 [class="n629 n60"] + 661 -> 60 [class="n661 n60"] + 613 -> 60 [class="n613 n60"] + 533 -> 60 [class="n533 n60"] + 645 -> 60 [class="n645 n60"] + 577 -> 60 [class="n577 n60"] + 685 -> 60 [class="n685 n60"] + 749 -> 60 [class="n749 n60"] + 521 -> 60 [class="n521 n60"] + 649 -> 60 [class="n649 n60"] + 721 -> 60 [class="n721 n60"] + 605 -> 60 [class="n605 n60"] + 697 -> 60 [class="n697 n60"] + 713 -> 60 [class="n713 n60"] + 725 -> 60 [class="n725 n60"] + 785 -> 60 [class="n785 n60"] + 753 -> 60 [class="n753 n60"] + 701 -> 60 [class="n701 n60"] + 677 -> 60 [class="n677 n60"] + 545 -> 60 [class="n545 n60"] + 541 -> 60 [class="n541 n60"] + 593 -> 60 [class="n593 n60"] + 553 -> 60 [class="n553 n60"] + 565 -> 60 [class="n565 n60"] + 729 -> 60 [class="n729 n60"] + 505 -> 60 [class="n505 n60"] + 569 -> 60 [class="n569 n60"] + 573 -> 60 [class="n573 n60"] + 537 -> 60 [class="n537 n60"] + 705 -> 60 [class="n705 n60"] + 773 -> 60 [class="n773 n60"] + 549 -> 60 [class="n549 n60"] + 681 -> 60 [class="n681 n60"] + 777 -> 60 [class="n777 n60"] + 765 -> 60 [class="n765 n60"] + 669 -> 60 [class="n669 n60"] + 633 -> 60 [class="n633 n60"] + 597 -> 60 [class="n597 n60"] + 513 -> 60 [class="n513 n60"] + 557 -> 60 [class="n557 n60"] + 589 -> 60 [class="n589 n60"] + 653 -> 60 [class="n653 n60"] + 737 -> 60 [class="n737 n60"] + 641 -> 60 [class="n641 n60"] + 657 -> 60 [class="n657 n60"] + 493 -> 60 [class="n493 n60"] + 733 -> 60 [class="n733 n60"] + 717 -> 60 [class="n717 n60"] + 617 -> 60 [class="n617 n60"] + 757 -> 60 [class="n757 n60"] + 497 -> 60 [class="n497 n60"] + 689 -> 60 [class="n689 n60"] + 529 -> 60 [class="n529 n60"] + 621 -> 60 [class="n621 n60"] + 501 -> 60 [class="n501 n60"] + 525 -> 60 [class="n525 n60"] + 561 -> 60 [class="n561 n60"] + 609 -> 60 [class="n609 n60"] + 789 -> 60 [class="n789 n60"] + 793 -> 60 [class="n793 n60"] + 693 -> 60 [class="n693 n60"] + 709 -> 60 [class="n709 n60"] + 517 -> 60 [class="n517 n60"] + 665 -> 60 [class="n665 n60"] + 761 -> 60 [class="n761 n60"] + 625 -> 60 [class="n625 n60"] + 781 -> 60 [class="n781 n60"] + 509 -> 60 [class="n509 n60"] + 637 -> 60 [class="n637 n60"] + 15 -> 60 [class="n15 n60"] + 405 -> 60 [class="n405 n60"] + 397 -> 60 [class="n397 n60"] + 385 -> 60 [class="n385 n60"] + 401 -> 60 [class="n401 n60"] + 409 -> 60 [class="n409 n60"] + 383 -> 60 [class="n383 n60"] + 387 -> 60 [class="n387 n60"] + 395 -> 60 [class="n395 n60"] + 393 -> 60 [class="n393 n60"] + 407 -> 60 [class="n407 n60"] + 399 -> 60 [class="n399 n60"] + 389 -> 60 [class="n389 n60"] + 411 -> 60 [class="n411 n60"] + 391 -> 60 [class="n391 n60"] + 403 -> 60 [class="n403 n60"] + 31 -> 60 [class="n31 n60"] + 178 -> 60 [class="n178 n60"] + 184 -> 60 [class="n184 n60"] + 182 -> 60 [class="n182 n60"] + 180 -> 60 [class="n180 n60"] + 176 -> 60 [class="n176 n60"] + 186 -> 60 [class="n186 n60"] + 190 -> 60 [class="n190 n60"] + 188 -> 60 [class="n188 n60"] + 40 -> 60 [class="n40 n60"] + 163 -> 60 [class="n163 n60"] + 152 -> 60 [class="n152 n60"] + 153 -> 60 [class="n153 n60"] + 150 -> 60 [class="n150 n60"] + 159 -> 60 [class="n159 n60"] + 162 -> 60 [class="n162 n60"] + 146 -> 60 [class="n146 n60"] + 158 -> 60 [class="n158 n60"] + 156 -> 60 [class="n156 n60"] + 148 -> 60 [class="n148 n60"] + 149 -> 60 [class="n149 n60"] + 161 -> 60 [class="n161 n60"] + 165 -> 60 [class="n165 n60"] + 166 -> 60 [class="n166 n60"] + 144 -> 60 [class="n144 n60"] + 155 -> 60 [class="n155 n60"] + 147 -> 60 [class="n147 n60"] + 160 -> 60 [class="n160 n60"] + 164 -> 60 [class="n164 n60"] + 145 -> 60 [class="n145 n60"] + 154 -> 60 [class="n154 n60"] + 157 -> 60 [class="n157 n60"] + 151 -> 60 [class="n151 n60"] + 42 -> 60 [class="n42 n60"] + 121 -> 60 [class="n121 n60"] + 132 -> 60 [class="n132 n60"] + 122 -> 60 [class="n122 n60"] + 140 -> 60 [class="n140 n60"] + 128 -> 60 [class="n128 n60"] + 126 -> 60 [class="n126 n60"] + 131 -> 60 [class="n131 n60"] + 134 -> 60 [class="n134 n60"] + 139 -> 60 [class="n139 n60"] + 123 -> 60 [class="n123 n60"] + 142 -> 60 [class="n142 n60"] + 135 -> 60 [class="n135 n60"] + 124 -> 60 [class="n124 n60"] + 120 -> 60 [class="n120 n60"] + 127 -> 60 [class="n127 n60"] + 130 -> 60 [class="n130 n60"] + 129 -> 60 [class="n129 n60"] + 125 -> 60 [class="n125 n60"] + 138 -> 60 [class="n138 n60"] + 137 -> 60 [class="n137 n60"] + 141 -> 60 [class="n141 n60"] + 136 -> 60 [class="n136 n60"] + 143 -> 60 [class="n143 n60"] + 133 -> 60 [class="n133 n60"] + 44 -> 60 [class="n44 n60"] + 110 -> 60 [class="n110 n60"] + 111 -> 60 [class="n111 n60"] + 98 -> 60 [class="n98 n60"] + 112 -> 60 [class="n112 n60"] + 99 -> 60 [class="n99 n60"] + 106 -> 60 [class="n106 n60"] + 97 -> 60 [class="n97 n60"] + 113 -> 60 [class="n113 n60"] + 109 -> 60 [class="n109 n60"] + 107 -> 60 [class="n107 n60"] + 108 -> 60 [class="n108 n60"] + 101 -> 60 [class="n101 n60"] + 116 -> 60 [class="n116 n60"] + 117 -> 60 [class="n117 n60"] + 96 -> 60 [class="n96 n60"] + 118 -> 60 [class="n118 n60"] + 105 -> 60 [class="n105 n60"] + 115 -> 60 [class="n115 n60"] + 102 -> 60 [class="n102 n60"] + 119 -> 60 [class="n119 n60"] + 100 -> 60 [class="n100 n60"] + 103 -> 60 [class="n103 n60"] + 104 -> 60 [class="n104 n60"] + 114 -> 60 [class="n114 n60"] + 60 -> 61 [class="n60 n61"] + 919 -> 61 [class="n919 n61"] + 845 -> 61 [class="n845 n61"] + 804 -> 61 [class="n804 n61"] + 920 -> 61 [class="n920 n61"] + 885 -> 61 [class="n885 n61"] + 889 -> 61 [class="n889 n61"] + 906 -> 61 [class="n906 n61"] + 945 -> 61 [class="n945 n61"] + 901 -> 61 [class="n901 n61"] + 819 -> 61 [class="n819 n61"] + 939 -> 61 [class="n939 n61"] + 846 -> 61 [class="n846 n61"] + 935 -> 61 [class="n935 n61"] + 814 -> 61 [class="n814 n61"] + 876 -> 61 [class="n876 n61"] + 822 -> 61 [class="n822 n61"] + 891 -> 61 [class="n891 n61"] + 905 -> 61 [class="n905 n61"] + 818 -> 61 [class="n818 n61"] + 829 -> 61 [class="n829 n61"] + 838 -> 61 [class="n838 n61"] + 893 -> 61 [class="n893 n61"] + 950 -> 61 [class="n950 n61"] + 869 -> 61 [class="n869 n61"] + 862 -> 61 [class="n862 n61"] + 953 -> 61 [class="n953 n61"] + 903 -> 61 [class="n903 n61"] + 794 -> 61 [class="n794 n61"] + 837 -> 61 [class="n837 n61"] + 859 -> 61 [class="n859 n61"] + 956 -> 61 [class="n956 n61"] + 908 -> 61 [class="n908 n61"] + 958 -> 61 [class="n958 n61"] + 813 -> 61 [class="n813 n61"] + 851 -> 61 [class="n851 n61"] + 923 -> 61 [class="n923 n61"] + 962 -> 61 [class="n962 n61"] + 959 -> 61 [class="n959 n61"] + 842 -> 61 [class="n842 n61"] + 797 -> 61 [class="n797 n61"] + 828 -> 61 [class="n828 n61"] + 890 -> 61 [class="n890 n61"] + 892 -> 61 [class="n892 n61"] + 916 -> 61 [class="n916 n61"] + 949 -> 61 [class="n949 n61"] + 899 -> 61 [class="n899 n61"] + 924 -> 61 [class="n924 n61"] + 833 -> 61 [class="n833 n61"] + 921 -> 61 [class="n921 n61"] + 872 -> 61 [class="n872 n61"] + 840 -> 61 [class="n840 n61"] + 955 -> 61 [class="n955 n61"] + 843 -> 61 [class="n843 n61"] + 910 -> 61 [class="n910 n61"] + 913 -> 61 [class="n913 n61"] + 951 -> 61 [class="n951 n61"] + 928 -> 61 [class="n928 n61"] + 811 -> 61 [class="n811 n61"] + 866 -> 61 [class="n866 n61"] + 820 -> 61 [class="n820 n61"] + 880 -> 61 [class="n880 n61"] + 937 -> 61 [class="n937 n61"] + 947 -> 61 [class="n947 n61"] + 865 -> 61 [class="n865 n61"] + 927 -> 61 [class="n927 n61"] + 887 -> 61 [class="n887 n61"] + 832 -> 61 [class="n832 n61"] + 799 -> 61 [class="n799 n61"] + 864 -> 61 [class="n864 n61"] + 886 -> 61 [class="n886 n61"] + 895 -> 61 [class="n895 n61"] + 796 -> 61 [class="n796 n61"] + 816 -> 61 [class="n816 n61"] + 830 -> 61 [class="n830 n61"] + 855 -> 61 [class="n855 n61"] + 896 -> 61 [class="n896 n61"] + 810 -> 61 [class="n810 n61"] + 854 -> 61 [class="n854 n61"] + 879 -> 61 [class="n879 n61"] + 917 -> 61 [class="n917 n61"] + 874 -> 61 [class="n874 n61"] + 926 -> 61 [class="n926 n61"] + 932 -> 61 [class="n932 n61"] + 943 -> 61 [class="n943 n61"] + 881 -> 61 [class="n881 n61"] + 882 -> 61 [class="n882 n61"] + 877 -> 61 [class="n877 n61"] + 883 -> 61 [class="n883 n61"] + 809 -> 61 [class="n809 n61"] + 894 -> 61 [class="n894 n61"] + 922 -> 61 [class="n922 n61"] + 807 -> 61 [class="n807 n61"] + 957 -> 61 [class="n957 n61"] + 802 -> 61 [class="n802 n61"] + 831 -> 61 [class="n831 n61"] + 900 -> 61 [class="n900 n61"] + 940 -> 61 [class="n940 n61"] + 798 -> 61 [class="n798 n61"] + 857 -> 61 [class="n857 n61"] + 931 -> 61 [class="n931 n61"] + 960 -> 61 [class="n960 n61"] + 946 -> 61 [class="n946 n61"] + 873 -> 61 [class="n873 n61"] + 850 -> 61 [class="n850 n61"] + 839 -> 61 [class="n839 n61"] + 944 -> 61 [class="n944 n61"] + 841 -> 61 [class="n841 n61"] + 825 -> 61 [class="n825 n61"] + 929 -> 61 [class="n929 n61"] + 963 -> 61 [class="n963 n61"] + 933 -> 61 [class="n933 n61"] + 800 -> 61 [class="n800 n61"] + 934 -> 61 [class="n934 n61"] + 806 -> 61 [class="n806 n61"] + 849 -> 61 [class="n849 n61"] + 858 -> 61 [class="n858 n61"] + 884 -> 61 [class="n884 n61"] + 915 -> 61 [class="n915 n61"] + 863 -> 61 [class="n863 n61"] + 848 -> 61 [class="n848 n61"] + 909 -> 61 [class="n909 n61"] + 914 -> 61 [class="n914 n61"] + 852 -> 61 [class="n852 n61"] + 912 -> 61 [class="n912 n61"] + 952 -> 61 [class="n952 n61"] + 936 -> 61 [class="n936 n61"] + 844 -> 61 [class="n844 n61"] + 823 -> 61 [class="n823 n61"] + 868 -> 61 [class="n868 n61"] + 827 -> 61 [class="n827 n61"] + 904 -> 61 [class="n904 n61"] + 938 -> 61 [class="n938 n61"] + 835 -> 61 [class="n835 n61"] + 888 -> 61 [class="n888 n61"] + 847 -> 61 [class="n847 n61"] + 860 -> 61 [class="n860 n61"] + 897 -> 61 [class="n897 n61"] + 925 -> 61 [class="n925 n61"] + 856 -> 61 [class="n856 n61"] + 871 -> 61 [class="n871 n61"] + 801 -> 61 [class="n801 n61"] + 808 -> 61 [class="n808 n61"] + 824 -> 61 [class="n824 n61"] + 826 -> 61 [class="n826 n61"] + 867 -> 61 [class="n867 n61"] + 870 -> 61 [class="n870 n61"] + 875 -> 61 [class="n875 n61"] + 815 -> 61 [class="n815 n61"] + 898 -> 61 [class="n898 n61"] + 821 -> 61 [class="n821 n61"] + 803 -> 61 [class="n803 n61"] + 878 -> 61 [class="n878 n61"] + 817 -> 61 [class="n817 n61"] + 918 -> 61 [class="n918 n61"] + 942 -> 61 [class="n942 n61"] + 948 -> 61 [class="n948 n61"] + 795 -> 61 [class="n795 n61"] + 834 -> 61 [class="n834 n61"] + 836 -> 61 [class="n836 n61"] + 907 -> 61 [class="n907 n61"] + 911 -> 61 [class="n911 n61"] + 853 -> 61 [class="n853 n61"] + 941 -> 61 [class="n941 n61"] + 954 -> 61 [class="n954 n61"] + 902 -> 61 [class="n902 n61"] + 861 -> 61 [class="n861 n61"] + 805 -> 61 [class="n805 n61"] + 930 -> 61 [class="n930 n61"] + 961 -> 61 [class="n961 n61"] + 812 -> 61 [class="n812 n61"] + 50 -> 62 [class="n50 n62"] + 51 -> 62 [class="n51 n62"] + 52 -> 62 [class="n52 n62"] + 53 -> 62 [class="n53 n62"] + 54 -> 62 [class="n54 n62"] + 55 -> 62 [class="n55 n62"] + 56 -> 62 [class="n56 n62"] + 57 -> 62 [class="n57 n62"] + 58 -> 62 [class="n58 n62"] + 59 -> 62 [class="n59 n62"] + 61 -> 62 [class="n61 n62"] + 62 -> 63 [class="n62 n63"] + 62 -> 65 [class="n62 n65"] + 64 -> 66 [class="n64 n66"] + 65 -> 66 [class="n65 n66"] + 66 -> 67 [class="n66 n67"] + 62 -> 69 [class="n62 n69"] + 68 -> 70 [class="n68 n70"] + 69 -> 70 [class="n69 n70"] + 70 -> 71 [class="n70 n71"] + 62 -> 73 [class="n62 n73"] + 72 -> 74 [class="n72 n74"] + 73 -> 74 [class="n73 n74"] + 74 -> 75 [class="n74 n75"] + 62 -> 77 [class="n62 n77"] + 76 -> 78 [class="n76 n78"] + 77 -> 78 [class="n77 n78"] + 78 -> 79 [class="n78 n79"] + 62 -> 81 [class="n62 n81"] + 80 -> 82 [class="n80 n82"] + 81 -> 82 [class="n81 n82"] + 82 -> 83 [class="n82 n83"] + 62 -> 85 [class="n62 n85"] + 84 -> 86 [class="n84 n86"] + 85 -> 86 [class="n85 n86"] + 86 -> 87 [class="n86 n87"] + 62 -> 89 [class="n62 n89"] + 88 -> 90 [class="n88 n90"] + 89 -> 90 [class="n89 n90"] + 90 -> 91 [class="n90 n91"] + 75 -> 92 [class="n75 n92"] + 87 -> 92 [class="n87 n92"] + 67 -> 92 [class="n67 n92"] + 79 -> 92 [class="n79 n92"] + 49 -> 92 [class="n49 n92"] + 71 -> 92 [class="n71 n92"] + 91 -> 92 [class="n91 n92"] + 83 -> 92 [class="n83 n92"] + 92 -> 93 [class="n92 n93"] + 63 -> 93 [class="n63 n93"] + 93 -> 94 [class="n93 n94"] + 25 -> 94 [class="n25 n94"] + 94 -> 95 [class="n94 n95"] + 28 -> 95 [class="n28 n95"] + 36 -> 96 [class="n36 n96"] + 36 -> 97 [class="n36 n97"] + 36 -> 98 [class="n36 n98"] + 36 -> 99 [class="n36 n99"] + 36 -> 100 [class="n36 n100"] + 36 -> 101 [class="n36 n101"] + 36 -> 102 [class="n36 n102"] + 36 -> 103 [class="n36 n103"] + 36 -> 104 [class="n36 n104"] + 36 -> 105 [class="n36 n105"] + 36 -> 106 [class="n36 n106"] + 36 -> 107 [class="n36 n107"] + 36 -> 108 [class="n36 n108"] + 36 -> 109 [class="n36 n109"] + 36 -> 110 [class="n36 n110"] + 36 -> 111 [class="n36 n111"] + 36 -> 112 [class="n36 n112"] + 36 -> 113 [class="n36 n113"] + 36 -> 114 [class="n36 n114"] + 36 -> 115 [class="n36 n115"] + 36 -> 116 [class="n36 n116"] + 36 -> 117 [class="n36 n117"] + 36 -> 118 [class="n36 n118"] + 36 -> 119 [class="n36 n119"] + 36 -> 120 [class="n36 n120"] + 36 -> 121 [class="n36 n121"] + 36 -> 122 [class="n36 n122"] + 36 -> 123 [class="n36 n123"] + 36 -> 124 [class="n36 n124"] + 36 -> 125 [class="n36 n125"] + 36 -> 126 [class="n36 n126"] + 36 -> 127 [class="n36 n127"] + 36 -> 128 [class="n36 n128"] + 36 -> 129 [class="n36 n129"] + 36 -> 130 [class="n36 n130"] + 36 -> 131 [class="n36 n131"] + 36 -> 132 [class="n36 n132"] + 36 -> 133 [class="n36 n133"] + 36 -> 134 [class="n36 n134"] + 36 -> 135 [class="n36 n135"] + 36 -> 136 [class="n36 n136"] + 36 -> 137 [class="n36 n137"] + 36 -> 138 [class="n36 n138"] + 36 -> 139 [class="n36 n139"] + 36 -> 140 [class="n36 n140"] + 36 -> 141 [class="n36 n141"] + 36 -> 142 [class="n36 n142"] + 36 -> 143 [class="n36 n143"] + 36 -> 144 [class="n36 n144"] + 36 -> 145 [class="n36 n145"] + 36 -> 146 [class="n36 n146"] + 36 -> 147 [class="n36 n147"] + 36 -> 148 [class="n36 n148"] + 36 -> 149 [class="n36 n149"] + 36 -> 150 [class="n36 n150"] + 36 -> 151 [class="n36 n151"] + 36 -> 152 [class="n36 n152"] + 36 -> 153 [class="n36 n153"] + 36 -> 154 [class="n36 n154"] + 36 -> 155 [class="n36 n155"] + 36 -> 156 [class="n36 n156"] + 36 -> 157 [class="n36 n157"] + 36 -> 158 [class="n36 n158"] + 36 -> 159 [class="n36 n159"] + 36 -> 160 [class="n36 n160"] + 36 -> 161 [class="n36 n161"] + 36 -> 162 [class="n36 n162"] + 36 -> 163 [class="n36 n163"] + 36 -> 164 [class="n36 n164"] + 36 -> 165 [class="n36 n165"] + 36 -> 166 [class="n36 n166"] + 174 -> 175 [class="n174 n175"] + 30 -> 176 [class="n30 n176"] + 175 -> 176 [class="n175 n176"] + 170 -> 177 [class="n170 n177"] + 30 -> 178 [class="n30 n178"] + 177 -> 178 [class="n177 n178"] + 168 -> 179 [class="n168 n179"] + 30 -> 180 [class="n30 n180"] + 179 -> 180 [class="n179 n180"] + 172 -> 181 [class="n172 n181"] + 30 -> 182 [class="n30 n182"] + 181 -> 182 [class="n181 n182"] + 167 -> 183 [class="n167 n183"] + 30 -> 184 [class="n30 n184"] + 183 -> 184 [class="n183 n184"] + 171 -> 185 [class="n171 n185"] + 30 -> 186 [class="n30 n186"] + 185 -> 186 [class="n185 n186"] + 169 -> 187 [class="n169 n187"] + 30 -> 188 [class="n30 n188"] + 187 -> 188 [class="n187 n188"] + 173 -> 189 [class="n173 n189"] + 30 -> 190 [class="n30 n190"] + 189 -> 190 [class="n189 n190"] + 265 -> 327 [class="n265 n327"] + 263 -> 328 [class="n263 n328"] + 268 -> 329 [class="n268 n329"] + 267 -> 330 [class="n267 n330"] + 276 -> 331 [class="n276 n331"] + 273 -> 332 [class="n273 n332"] + 272 -> 333 [class="n272 n333"] + 271 -> 334 [class="n271 n334"] + 274 -> 335 [class="n274 n335"] + 277 -> 336 [class="n277 n336"] + 3 -> 337 [class="n3 n337"] + 305 -> 337 [class="n305 n337"] + 307 -> 337 [class="n307 n337"] + 316 -> 337 [class="n316 n337"] + 324 -> 337 [class="n324 n337"] + 326 -> 337 [class="n326 n337"] + 323 -> 337 [class="n323 n337"] + 288 -> 337 [class="n288 n337"] + 299 -> 337 [class="n299 n337"] + 256 -> 337 [class="n256 n337"] + 278 -> 337 [class="n278 n337"] + 282 -> 337 [class="n282 n337"] + 313 -> 337 [class="n313 n337"] + 306 -> 337 [class="n306 n337"] + 262 -> 337 [class="n262 n337"] + 276 -> 337 [class="n276 n337"] + 285 -> 337 [class="n285 n337"] + 314 -> 337 [class="n314 n337"] + 318 -> 337 [class="n318 n337"] + 317 -> 337 [class="n317 n337"] + 321 -> 337 [class="n321 n337"] + 287 -> 337 [class="n287 n337"] + 312 -> 337 [class="n312 n337"] + 258 -> 337 [class="n258 n337"] + 268 -> 337 [class="n268 n337"] + 289 -> 337 [class="n289 n337"] + 281 -> 337 [class="n281 n337"] + 271 -> 337 [class="n271 n337"] + 250 -> 337 [class="n250 n337"] + 322 -> 337 [class="n322 n337"] + 269 -> 337 [class="n269 n337"] + 261 -> 337 [class="n261 n337"] + 298 -> 337 [class="n298 n337"] + 270 -> 337 [class="n270 n337"] + 292 -> 337 [class="n292 n337"] + 253 -> 337 [class="n253 n337"] + 264 -> 337 [class="n264 n337"] + 286 -> 337 [class="n286 n337"] + 300 -> 337 [class="n300 n337"] + 275 -> 337 [class="n275 n337"] + 303 -> 337 [class="n303 n337"] + 310 -> 337 [class="n310 n337"] + 263 -> 337 [class="n263 n337"] + 254 -> 337 [class="n254 n337"] + 297 -> 337 [class="n297 n337"] + 309 -> 337 [class="n309 n337"] + 259 -> 337 [class="n259 n337"] + 265 -> 337 [class="n265 n337"] + 279 -> 337 [class="n279 n337"] + 249 -> 337 [class="n249 n337"] + 273 -> 337 [class="n273 n337"] + 252 -> 337 [class="n252 n337"] + 294 -> 337 [class="n294 n337"] + 311 -> 337 [class="n311 n337"] + 319 -> 337 [class="n319 n337"] + 257 -> 337 [class="n257 n337"] + 267 -> 337 [class="n267 n337"] + 296 -> 337 [class="n296 n337"] + 251 -> 337 [class="n251 n337"] + 291 -> 337 [class="n291 n337"] + 274 -> 337 [class="n274 n337"] + 304 -> 337 [class="n304 n337"] + 266 -> 337 [class="n266 n337"] + 277 -> 337 [class="n277 n337"] + 308 -> 337 [class="n308 n337"] + 255 -> 337 [class="n255 n337"] + 320 -> 337 [class="n320 n337"] + 295 -> 337 [class="n295 n337"] + 290 -> 337 [class="n290 n337"] + 280 -> 337 [class="n280 n337"] + 293 -> 337 [class="n293 n337"] + 315 -> 337 [class="n315 n337"] + 325 -> 337 [class="n325 n337"] + 284 -> 337 [class="n284 n337"] + 260 -> 337 [class="n260 n337"] + 272 -> 337 [class="n272 n337"] + 301 -> 337 [class="n301 n337"] + 302 -> 337 [class="n302 n337"] + 283 -> 337 [class="n283 n337"] + 337 -> 338 [class="n337 n338"] + 338 -> 339 [class="n338 n339"] + 3 -> 340 [class="n3 n340"] + 305 -> 340 [class="n305 n340"] + 307 -> 340 [class="n307 n340"] + 316 -> 340 [class="n316 n340"] + 324 -> 340 [class="n324 n340"] + 326 -> 340 [class="n326 n340"] + 323 -> 340 [class="n323 n340"] + 288 -> 340 [class="n288 n340"] + 299 -> 340 [class="n299 n340"] + 256 -> 340 [class="n256 n340"] + 278 -> 340 [class="n278 n340"] + 282 -> 340 [class="n282 n340"] + 313 -> 340 [class="n313 n340"] + 306 -> 340 [class="n306 n340"] + 262 -> 340 [class="n262 n340"] + 276 -> 340 [class="n276 n340"] + 285 -> 340 [class="n285 n340"] + 314 -> 340 [class="n314 n340"] + 318 -> 340 [class="n318 n340"] + 317 -> 340 [class="n317 n340"] + 321 -> 340 [class="n321 n340"] + 287 -> 340 [class="n287 n340"] + 312 -> 340 [class="n312 n340"] + 258 -> 340 [class="n258 n340"] + 268 -> 340 [class="n268 n340"] + 289 -> 340 [class="n289 n340"] + 281 -> 340 [class="n281 n340"] + 271 -> 340 [class="n271 n340"] + 250 -> 340 [class="n250 n340"] + 322 -> 340 [class="n322 n340"] + 269 -> 340 [class="n269 n340"] + 261 -> 340 [class="n261 n340"] + 298 -> 340 [class="n298 n340"] + 270 -> 340 [class="n270 n340"] + 292 -> 340 [class="n292 n340"] + 253 -> 340 [class="n253 n340"] + 264 -> 340 [class="n264 n340"] + 286 -> 340 [class="n286 n340"] + 300 -> 340 [class="n300 n340"] + 275 -> 340 [class="n275 n340"] + 303 -> 340 [class="n303 n340"] + 310 -> 340 [class="n310 n340"] + 263 -> 340 [class="n263 n340"] + 254 -> 340 [class="n254 n340"] + 297 -> 340 [class="n297 n340"] + 309 -> 340 [class="n309 n340"] + 259 -> 340 [class="n259 n340"] + 265 -> 340 [class="n265 n340"] + 279 -> 340 [class="n279 n340"] + 249 -> 340 [class="n249 n340"] + 273 -> 340 [class="n273 n340"] + 252 -> 340 [class="n252 n340"] + 294 -> 340 [class="n294 n340"] + 311 -> 340 [class="n311 n340"] + 319 -> 340 [class="n319 n340"] + 257 -> 340 [class="n257 n340"] + 267 -> 340 [class="n267 n340"] + 296 -> 340 [class="n296 n340"] + 251 -> 340 [class="n251 n340"] + 291 -> 340 [class="n291 n340"] + 274 -> 340 [class="n274 n340"] + 304 -> 340 [class="n304 n340"] + 266 -> 340 [class="n266 n340"] + 277 -> 340 [class="n277 n340"] + 308 -> 340 [class="n308 n340"] + 255 -> 340 [class="n255 n340"] + 320 -> 340 [class="n320 n340"] + 295 -> 340 [class="n295 n340"] + 290 -> 340 [class="n290 n340"] + 280 -> 340 [class="n280 n340"] + 293 -> 340 [class="n293 n340"] + 315 -> 340 [class="n315 n340"] + 325 -> 340 [class="n325 n340"] + 284 -> 340 [class="n284 n340"] + 260 -> 340 [class="n260 n340"] + 272 -> 340 [class="n272 n340"] + 301 -> 340 [class="n301 n340"] + 302 -> 340 [class="n302 n340"] + 283 -> 340 [class="n283 n340"] + 340 -> 341 [class="n340 n341"] + 341 -> 342 [class="n341 n342"] + 3 -> 343 [class="n3 n343"] + 305 -> 343 [class="n305 n343"] + 307 -> 343 [class="n307 n343"] + 316 -> 343 [class="n316 n343"] + 324 -> 343 [class="n324 n343"] + 326 -> 343 [class="n326 n343"] + 323 -> 343 [class="n323 n343"] + 288 -> 343 [class="n288 n343"] + 299 -> 343 [class="n299 n343"] + 256 -> 343 [class="n256 n343"] + 278 -> 343 [class="n278 n343"] + 282 -> 343 [class="n282 n343"] + 313 -> 343 [class="n313 n343"] + 306 -> 343 [class="n306 n343"] + 262 -> 343 [class="n262 n343"] + 276 -> 343 [class="n276 n343"] + 285 -> 343 [class="n285 n343"] + 314 -> 343 [class="n314 n343"] + 318 -> 343 [class="n318 n343"] + 317 -> 343 [class="n317 n343"] + 321 -> 343 [class="n321 n343"] + 287 -> 343 [class="n287 n343"] + 312 -> 343 [class="n312 n343"] + 258 -> 343 [class="n258 n343"] + 268 -> 343 [class="n268 n343"] + 289 -> 343 [class="n289 n343"] + 281 -> 343 [class="n281 n343"] + 271 -> 343 [class="n271 n343"] + 250 -> 343 [class="n250 n343"] + 322 -> 343 [class="n322 n343"] + 269 -> 343 [class="n269 n343"] + 261 -> 343 [class="n261 n343"] + 298 -> 343 [class="n298 n343"] + 270 -> 343 [class="n270 n343"] + 292 -> 343 [class="n292 n343"] + 253 -> 343 [class="n253 n343"] + 264 -> 343 [class="n264 n343"] + 286 -> 343 [class="n286 n343"] + 300 -> 343 [class="n300 n343"] + 275 -> 343 [class="n275 n343"] + 303 -> 343 [class="n303 n343"] + 310 -> 343 [class="n310 n343"] + 263 -> 343 [class="n263 n343"] + 254 -> 343 [class="n254 n343"] + 297 -> 343 [class="n297 n343"] + 309 -> 343 [class="n309 n343"] + 259 -> 343 [class="n259 n343"] + 265 -> 343 [class="n265 n343"] + 279 -> 343 [class="n279 n343"] + 249 -> 343 [class="n249 n343"] + 273 -> 343 [class="n273 n343"] + 252 -> 343 [class="n252 n343"] + 294 -> 343 [class="n294 n343"] + 311 -> 343 [class="n311 n343"] + 319 -> 343 [class="n319 n343"] + 257 -> 343 [class="n257 n343"] + 267 -> 343 [class="n267 n343"] + 296 -> 343 [class="n296 n343"] + 251 -> 343 [class="n251 n343"] + 291 -> 343 [class="n291 n343"] + 274 -> 343 [class="n274 n343"] + 304 -> 343 [class="n304 n343"] + 266 -> 343 [class="n266 n343"] + 277 -> 343 [class="n277 n343"] + 308 -> 343 [class="n308 n343"] + 255 -> 343 [class="n255 n343"] + 320 -> 343 [class="n320 n343"] + 295 -> 343 [class="n295 n343"] + 290 -> 343 [class="n290 n343"] + 280 -> 343 [class="n280 n343"] + 293 -> 343 [class="n293 n343"] + 315 -> 343 [class="n315 n343"] + 325 -> 343 [class="n325 n343"] + 284 -> 343 [class="n284 n343"] + 260 -> 343 [class="n260 n343"] + 272 -> 343 [class="n272 n343"] + 301 -> 343 [class="n301 n343"] + 302 -> 343 [class="n302 n343"] + 283 -> 343 [class="n283 n343"] + 343 -> 344 [class="n343 n344"] + 344 -> 345 [class="n344 n345"] + 3 -> 346 [class="n3 n346"] + 305 -> 346 [class="n305 n346"] + 307 -> 346 [class="n307 n346"] + 316 -> 346 [class="n316 n346"] + 324 -> 346 [class="n324 n346"] + 326 -> 346 [class="n326 n346"] + 323 -> 346 [class="n323 n346"] + 288 -> 346 [class="n288 n346"] + 299 -> 346 [class="n299 n346"] + 256 -> 346 [class="n256 n346"] + 278 -> 346 [class="n278 n346"] + 282 -> 346 [class="n282 n346"] + 313 -> 346 [class="n313 n346"] + 306 -> 346 [class="n306 n346"] + 262 -> 346 [class="n262 n346"] + 276 -> 346 [class="n276 n346"] + 285 -> 346 [class="n285 n346"] + 314 -> 346 [class="n314 n346"] + 318 -> 346 [class="n318 n346"] + 317 -> 346 [class="n317 n346"] + 321 -> 346 [class="n321 n346"] + 287 -> 346 [class="n287 n346"] + 312 -> 346 [class="n312 n346"] + 258 -> 346 [class="n258 n346"] + 268 -> 346 [class="n268 n346"] + 289 -> 346 [class="n289 n346"] + 281 -> 346 [class="n281 n346"] + 271 -> 346 [class="n271 n346"] + 250 -> 346 [class="n250 n346"] + 322 -> 346 [class="n322 n346"] + 269 -> 346 [class="n269 n346"] + 261 -> 346 [class="n261 n346"] + 298 -> 346 [class="n298 n346"] + 270 -> 346 [class="n270 n346"] + 292 -> 346 [class="n292 n346"] + 253 -> 346 [class="n253 n346"] + 264 -> 346 [class="n264 n346"] + 286 -> 346 [class="n286 n346"] + 300 -> 346 [class="n300 n346"] + 275 -> 346 [class="n275 n346"] + 303 -> 346 [class="n303 n346"] + 310 -> 346 [class="n310 n346"] + 263 -> 346 [class="n263 n346"] + 254 -> 346 [class="n254 n346"] + 297 -> 346 [class="n297 n346"] + 309 -> 346 [class="n309 n346"] + 259 -> 346 [class="n259 n346"] + 265 -> 346 [class="n265 n346"] + 279 -> 346 [class="n279 n346"] + 249 -> 346 [class="n249 n346"] + 273 -> 346 [class="n273 n346"] + 252 -> 346 [class="n252 n346"] + 294 -> 346 [class="n294 n346"] + 311 -> 346 [class="n311 n346"] + 319 -> 346 [class="n319 n346"] + 257 -> 346 [class="n257 n346"] + 267 -> 346 [class="n267 n346"] + 296 -> 346 [class="n296 n346"] + 251 -> 346 [class="n251 n346"] + 291 -> 346 [class="n291 n346"] + 274 -> 346 [class="n274 n346"] + 304 -> 346 [class="n304 n346"] + 266 -> 346 [class="n266 n346"] + 277 -> 346 [class="n277 n346"] + 308 -> 346 [class="n308 n346"] + 255 -> 346 [class="n255 n346"] + 320 -> 346 [class="n320 n346"] + 295 -> 346 [class="n295 n346"] + 290 -> 346 [class="n290 n346"] + 280 -> 346 [class="n280 n346"] + 293 -> 346 [class="n293 n346"] + 315 -> 346 [class="n315 n346"] + 325 -> 346 [class="n325 n346"] + 284 -> 346 [class="n284 n346"] + 260 -> 346 [class="n260 n346"] + 272 -> 346 [class="n272 n346"] + 301 -> 346 [class="n301 n346"] + 302 -> 346 [class="n302 n346"] + 283 -> 346 [class="n283 n346"] + 346 -> 347 [class="n346 n347"] + 347 -> 348 [class="n347 n348"] + 3 -> 349 [class="n3 n349"] + 305 -> 349 [class="n305 n349"] + 307 -> 349 [class="n307 n349"] + 316 -> 349 [class="n316 n349"] + 324 -> 349 [class="n324 n349"] + 326 -> 349 [class="n326 n349"] + 323 -> 349 [class="n323 n349"] + 288 -> 349 [class="n288 n349"] + 299 -> 349 [class="n299 n349"] + 256 -> 349 [class="n256 n349"] + 278 -> 349 [class="n278 n349"] + 282 -> 349 [class="n282 n349"] + 313 -> 349 [class="n313 n349"] + 306 -> 349 [class="n306 n349"] + 262 -> 349 [class="n262 n349"] + 276 -> 349 [class="n276 n349"] + 285 -> 349 [class="n285 n349"] + 314 -> 349 [class="n314 n349"] + 318 -> 349 [class="n318 n349"] + 317 -> 349 [class="n317 n349"] + 321 -> 349 [class="n321 n349"] + 287 -> 349 [class="n287 n349"] + 312 -> 349 [class="n312 n349"] + 258 -> 349 [class="n258 n349"] + 268 -> 349 [class="n268 n349"] + 289 -> 349 [class="n289 n349"] + 281 -> 349 [class="n281 n349"] + 271 -> 349 [class="n271 n349"] + 250 -> 349 [class="n250 n349"] + 322 -> 349 [class="n322 n349"] + 269 -> 349 [class="n269 n349"] + 261 -> 349 [class="n261 n349"] + 298 -> 349 [class="n298 n349"] + 270 -> 349 [class="n270 n349"] + 292 -> 349 [class="n292 n349"] + 253 -> 349 [class="n253 n349"] + 264 -> 349 [class="n264 n349"] + 286 -> 349 [class="n286 n349"] + 300 -> 349 [class="n300 n349"] + 275 -> 349 [class="n275 n349"] + 303 -> 349 [class="n303 n349"] + 310 -> 349 [class="n310 n349"] + 263 -> 349 [class="n263 n349"] + 254 -> 349 [class="n254 n349"] + 297 -> 349 [class="n297 n349"] + 309 -> 349 [class="n309 n349"] + 259 -> 349 [class="n259 n349"] + 265 -> 349 [class="n265 n349"] + 279 -> 349 [class="n279 n349"] + 249 -> 349 [class="n249 n349"] + 273 -> 349 [class="n273 n349"] + 252 -> 349 [class="n252 n349"] + 294 -> 349 [class="n294 n349"] + 311 -> 349 [class="n311 n349"] + 319 -> 349 [class="n319 n349"] + 257 -> 349 [class="n257 n349"] + 267 -> 349 [class="n267 n349"] + 296 -> 349 [class="n296 n349"] + 251 -> 349 [class="n251 n349"] + 291 -> 349 [class="n291 n349"] + 274 -> 349 [class="n274 n349"] + 304 -> 349 [class="n304 n349"] + 266 -> 349 [class="n266 n349"] + 277 -> 349 [class="n277 n349"] + 308 -> 349 [class="n308 n349"] + 255 -> 349 [class="n255 n349"] + 320 -> 349 [class="n320 n349"] + 295 -> 349 [class="n295 n349"] + 290 -> 349 [class="n290 n349"] + 280 -> 349 [class="n280 n349"] + 293 -> 349 [class="n293 n349"] + 315 -> 349 [class="n315 n349"] + 325 -> 349 [class="n325 n349"] + 284 -> 349 [class="n284 n349"] + 260 -> 349 [class="n260 n349"] + 272 -> 349 [class="n272 n349"] + 301 -> 349 [class="n301 n349"] + 302 -> 349 [class="n302 n349"] + 283 -> 349 [class="n283 n349"] + 349 -> 350 [class="n349 n350"] + 350 -> 351 [class="n350 n351"] + 3 -> 352 [class="n3 n352"] + 305 -> 352 [class="n305 n352"] + 307 -> 352 [class="n307 n352"] + 316 -> 352 [class="n316 n352"] + 324 -> 352 [class="n324 n352"] + 326 -> 352 [class="n326 n352"] + 323 -> 352 [class="n323 n352"] + 288 -> 352 [class="n288 n352"] + 299 -> 352 [class="n299 n352"] + 256 -> 352 [class="n256 n352"] + 278 -> 352 [class="n278 n352"] + 282 -> 352 [class="n282 n352"] + 313 -> 352 [class="n313 n352"] + 306 -> 352 [class="n306 n352"] + 262 -> 352 [class="n262 n352"] + 276 -> 352 [class="n276 n352"] + 285 -> 352 [class="n285 n352"] + 314 -> 352 [class="n314 n352"] + 318 -> 352 [class="n318 n352"] + 317 -> 352 [class="n317 n352"] + 321 -> 352 [class="n321 n352"] + 287 -> 352 [class="n287 n352"] + 312 -> 352 [class="n312 n352"] + 258 -> 352 [class="n258 n352"] + 268 -> 352 [class="n268 n352"] + 289 -> 352 [class="n289 n352"] + 281 -> 352 [class="n281 n352"] + 271 -> 352 [class="n271 n352"] + 250 -> 352 [class="n250 n352"] + 322 -> 352 [class="n322 n352"] + 269 -> 352 [class="n269 n352"] + 261 -> 352 [class="n261 n352"] + 298 -> 352 [class="n298 n352"] + 270 -> 352 [class="n270 n352"] + 292 -> 352 [class="n292 n352"] + 253 -> 352 [class="n253 n352"] + 264 -> 352 [class="n264 n352"] + 286 -> 352 [class="n286 n352"] + 300 -> 352 [class="n300 n352"] + 275 -> 352 [class="n275 n352"] + 303 -> 352 [class="n303 n352"] + 310 -> 352 [class="n310 n352"] + 263 -> 352 [class="n263 n352"] + 254 -> 352 [class="n254 n352"] + 297 -> 352 [class="n297 n352"] + 309 -> 352 [class="n309 n352"] + 259 -> 352 [class="n259 n352"] + 265 -> 352 [class="n265 n352"] + 279 -> 352 [class="n279 n352"] + 249 -> 352 [class="n249 n352"] + 273 -> 352 [class="n273 n352"] + 252 -> 352 [class="n252 n352"] + 294 -> 352 [class="n294 n352"] + 311 -> 352 [class="n311 n352"] + 319 -> 352 [class="n319 n352"] + 257 -> 352 [class="n257 n352"] + 267 -> 352 [class="n267 n352"] + 296 -> 352 [class="n296 n352"] + 251 -> 352 [class="n251 n352"] + 291 -> 352 [class="n291 n352"] + 274 -> 352 [class="n274 n352"] + 304 -> 352 [class="n304 n352"] + 266 -> 352 [class="n266 n352"] + 277 -> 352 [class="n277 n352"] + 308 -> 352 [class="n308 n352"] + 255 -> 352 [class="n255 n352"] + 320 -> 352 [class="n320 n352"] + 295 -> 352 [class="n295 n352"] + 290 -> 352 [class="n290 n352"] + 280 -> 352 [class="n280 n352"] + 293 -> 352 [class="n293 n352"] + 315 -> 352 [class="n315 n352"] + 325 -> 352 [class="n325 n352"] + 284 -> 352 [class="n284 n352"] + 260 -> 352 [class="n260 n352"] + 272 -> 352 [class="n272 n352"] + 301 -> 352 [class="n301 n352"] + 302 -> 352 [class="n302 n352"] + 283 -> 352 [class="n283 n352"] + 352 -> 353 [class="n352 n353"] + 353 -> 354 [class="n353 n354"] + 3 -> 355 [class="n3 n355"] + 305 -> 355 [class="n305 n355"] + 307 -> 355 [class="n307 n355"] + 316 -> 355 [class="n316 n355"] + 324 -> 355 [class="n324 n355"] + 326 -> 355 [class="n326 n355"] + 323 -> 355 [class="n323 n355"] + 288 -> 355 [class="n288 n355"] + 299 -> 355 [class="n299 n355"] + 256 -> 355 [class="n256 n355"] + 278 -> 355 [class="n278 n355"] + 282 -> 355 [class="n282 n355"] + 313 -> 355 [class="n313 n355"] + 306 -> 355 [class="n306 n355"] + 262 -> 355 [class="n262 n355"] + 276 -> 355 [class="n276 n355"] + 285 -> 355 [class="n285 n355"] + 314 -> 355 [class="n314 n355"] + 318 -> 355 [class="n318 n355"] + 317 -> 355 [class="n317 n355"] + 321 -> 355 [class="n321 n355"] + 287 -> 355 [class="n287 n355"] + 312 -> 355 [class="n312 n355"] + 258 -> 355 [class="n258 n355"] + 268 -> 355 [class="n268 n355"] + 289 -> 355 [class="n289 n355"] + 281 -> 355 [class="n281 n355"] + 271 -> 355 [class="n271 n355"] + 250 -> 355 [class="n250 n355"] + 322 -> 355 [class="n322 n355"] + 269 -> 355 [class="n269 n355"] + 261 -> 355 [class="n261 n355"] + 298 -> 355 [class="n298 n355"] + 270 -> 355 [class="n270 n355"] + 292 -> 355 [class="n292 n355"] + 253 -> 355 [class="n253 n355"] + 264 -> 355 [class="n264 n355"] + 286 -> 355 [class="n286 n355"] + 300 -> 355 [class="n300 n355"] + 275 -> 355 [class="n275 n355"] + 303 -> 355 [class="n303 n355"] + 310 -> 355 [class="n310 n355"] + 263 -> 355 [class="n263 n355"] + 254 -> 355 [class="n254 n355"] + 297 -> 355 [class="n297 n355"] + 309 -> 355 [class="n309 n355"] + 259 -> 355 [class="n259 n355"] + 265 -> 355 [class="n265 n355"] + 279 -> 355 [class="n279 n355"] + 249 -> 355 [class="n249 n355"] + 273 -> 355 [class="n273 n355"] + 252 -> 355 [class="n252 n355"] + 294 -> 355 [class="n294 n355"] + 311 -> 355 [class="n311 n355"] + 319 -> 355 [class="n319 n355"] + 257 -> 355 [class="n257 n355"] + 267 -> 355 [class="n267 n355"] + 296 -> 355 [class="n296 n355"] + 251 -> 355 [class="n251 n355"] + 291 -> 355 [class="n291 n355"] + 274 -> 355 [class="n274 n355"] + 304 -> 355 [class="n304 n355"] + 266 -> 355 [class="n266 n355"] + 277 -> 355 [class="n277 n355"] + 308 -> 355 [class="n308 n355"] + 255 -> 355 [class="n255 n355"] + 320 -> 355 [class="n320 n355"] + 295 -> 355 [class="n295 n355"] + 290 -> 355 [class="n290 n355"] + 280 -> 355 [class="n280 n355"] + 293 -> 355 [class="n293 n355"] + 315 -> 355 [class="n315 n355"] + 325 -> 355 [class="n325 n355"] + 284 -> 355 [class="n284 n355"] + 260 -> 355 [class="n260 n355"] + 272 -> 355 [class="n272 n355"] + 301 -> 355 [class="n301 n355"] + 302 -> 355 [class="n302 n355"] + 283 -> 355 [class="n283 n355"] + 355 -> 356 [class="n355 n356"] + 356 -> 357 [class="n356 n357"] + 3 -> 358 [class="n3 n358"] + 305 -> 358 [class="n305 n358"] + 307 -> 358 [class="n307 n358"] + 316 -> 358 [class="n316 n358"] + 324 -> 358 [class="n324 n358"] + 326 -> 358 [class="n326 n358"] + 323 -> 358 [class="n323 n358"] + 288 -> 358 [class="n288 n358"] + 299 -> 358 [class="n299 n358"] + 256 -> 358 [class="n256 n358"] + 278 -> 358 [class="n278 n358"] + 282 -> 358 [class="n282 n358"] + 313 -> 358 [class="n313 n358"] + 306 -> 358 [class="n306 n358"] + 262 -> 358 [class="n262 n358"] + 276 -> 358 [class="n276 n358"] + 285 -> 358 [class="n285 n358"] + 314 -> 358 [class="n314 n358"] + 318 -> 358 [class="n318 n358"] + 317 -> 358 [class="n317 n358"] + 321 -> 358 [class="n321 n358"] + 287 -> 358 [class="n287 n358"] + 312 -> 358 [class="n312 n358"] + 258 -> 358 [class="n258 n358"] + 268 -> 358 [class="n268 n358"] + 289 -> 358 [class="n289 n358"] + 281 -> 358 [class="n281 n358"] + 271 -> 358 [class="n271 n358"] + 250 -> 358 [class="n250 n358"] + 322 -> 358 [class="n322 n358"] + 269 -> 358 [class="n269 n358"] + 261 -> 358 [class="n261 n358"] + 298 -> 358 [class="n298 n358"] + 270 -> 358 [class="n270 n358"] + 292 -> 358 [class="n292 n358"] + 253 -> 358 [class="n253 n358"] + 264 -> 358 [class="n264 n358"] + 286 -> 358 [class="n286 n358"] + 300 -> 358 [class="n300 n358"] + 275 -> 358 [class="n275 n358"] + 303 -> 358 [class="n303 n358"] + 310 -> 358 [class="n310 n358"] + 263 -> 358 [class="n263 n358"] + 254 -> 358 [class="n254 n358"] + 297 -> 358 [class="n297 n358"] + 309 -> 358 [class="n309 n358"] + 259 -> 358 [class="n259 n358"] + 265 -> 358 [class="n265 n358"] + 279 -> 358 [class="n279 n358"] + 249 -> 358 [class="n249 n358"] + 273 -> 358 [class="n273 n358"] + 252 -> 358 [class="n252 n358"] + 294 -> 358 [class="n294 n358"] + 311 -> 358 [class="n311 n358"] + 319 -> 358 [class="n319 n358"] + 257 -> 358 [class="n257 n358"] + 267 -> 358 [class="n267 n358"] + 296 -> 358 [class="n296 n358"] + 251 -> 358 [class="n251 n358"] + 291 -> 358 [class="n291 n358"] + 274 -> 358 [class="n274 n358"] + 304 -> 358 [class="n304 n358"] + 266 -> 358 [class="n266 n358"] + 277 -> 358 [class="n277 n358"] + 308 -> 358 [class="n308 n358"] + 255 -> 358 [class="n255 n358"] + 320 -> 358 [class="n320 n358"] + 295 -> 358 [class="n295 n358"] + 290 -> 358 [class="n290 n358"] + 280 -> 358 [class="n280 n358"] + 293 -> 358 [class="n293 n358"] + 315 -> 358 [class="n315 n358"] + 325 -> 358 [class="n325 n358"] + 284 -> 358 [class="n284 n358"] + 260 -> 358 [class="n260 n358"] + 272 -> 358 [class="n272 n358"] + 301 -> 358 [class="n301 n358"] + 302 -> 358 [class="n302 n358"] + 283 -> 358 [class="n283 n358"] + 358 -> 359 [class="n358 n359"] + 359 -> 360 [class="n359 n360"] + 3 -> 361 [class="n3 n361"] + 305 -> 361 [class="n305 n361"] + 307 -> 361 [class="n307 n361"] + 316 -> 361 [class="n316 n361"] + 324 -> 361 [class="n324 n361"] + 326 -> 361 [class="n326 n361"] + 323 -> 361 [class="n323 n361"] + 288 -> 361 [class="n288 n361"] + 299 -> 361 [class="n299 n361"] + 256 -> 361 [class="n256 n361"] + 278 -> 361 [class="n278 n361"] + 282 -> 361 [class="n282 n361"] + 313 -> 361 [class="n313 n361"] + 306 -> 361 [class="n306 n361"] + 262 -> 361 [class="n262 n361"] + 276 -> 361 [class="n276 n361"] + 285 -> 361 [class="n285 n361"] + 314 -> 361 [class="n314 n361"] + 318 -> 361 [class="n318 n361"] + 317 -> 361 [class="n317 n361"] + 321 -> 361 [class="n321 n361"] + 287 -> 361 [class="n287 n361"] + 312 -> 361 [class="n312 n361"] + 258 -> 361 [class="n258 n361"] + 268 -> 361 [class="n268 n361"] + 289 -> 361 [class="n289 n361"] + 281 -> 361 [class="n281 n361"] + 271 -> 361 [class="n271 n361"] + 250 -> 361 [class="n250 n361"] + 322 -> 361 [class="n322 n361"] + 269 -> 361 [class="n269 n361"] + 261 -> 361 [class="n261 n361"] + 298 -> 361 [class="n298 n361"] + 270 -> 361 [class="n270 n361"] + 292 -> 361 [class="n292 n361"] + 253 -> 361 [class="n253 n361"] + 264 -> 361 [class="n264 n361"] + 286 -> 361 [class="n286 n361"] + 300 -> 361 [class="n300 n361"] + 275 -> 361 [class="n275 n361"] + 303 -> 361 [class="n303 n361"] + 310 -> 361 [class="n310 n361"] + 263 -> 361 [class="n263 n361"] + 254 -> 361 [class="n254 n361"] + 297 -> 361 [class="n297 n361"] + 309 -> 361 [class="n309 n361"] + 259 -> 361 [class="n259 n361"] + 265 -> 361 [class="n265 n361"] + 279 -> 361 [class="n279 n361"] + 249 -> 361 [class="n249 n361"] + 273 -> 361 [class="n273 n361"] + 252 -> 361 [class="n252 n361"] + 294 -> 361 [class="n294 n361"] + 311 -> 361 [class="n311 n361"] + 319 -> 361 [class="n319 n361"] + 257 -> 361 [class="n257 n361"] + 267 -> 361 [class="n267 n361"] + 296 -> 361 [class="n296 n361"] + 251 -> 361 [class="n251 n361"] + 291 -> 361 [class="n291 n361"] + 274 -> 361 [class="n274 n361"] + 304 -> 361 [class="n304 n361"] + 266 -> 361 [class="n266 n361"] + 277 -> 361 [class="n277 n361"] + 308 -> 361 [class="n308 n361"] + 255 -> 361 [class="n255 n361"] + 320 -> 361 [class="n320 n361"] + 295 -> 361 [class="n295 n361"] + 290 -> 361 [class="n290 n361"] + 280 -> 361 [class="n280 n361"] + 293 -> 361 [class="n293 n361"] + 315 -> 361 [class="n315 n361"] + 325 -> 361 [class="n325 n361"] + 284 -> 361 [class="n284 n361"] + 260 -> 361 [class="n260 n361"] + 272 -> 361 [class="n272 n361"] + 301 -> 361 [class="n301 n361"] + 302 -> 361 [class="n302 n361"] + 283 -> 361 [class="n283 n361"] + 361 -> 362 [class="n361 n362"] + 362 -> 363 [class="n362 n363"] + 3 -> 364 [class="n3 n364"] + 305 -> 364 [class="n305 n364"] + 307 -> 364 [class="n307 n364"] + 316 -> 364 [class="n316 n364"] + 324 -> 364 [class="n324 n364"] + 326 -> 364 [class="n326 n364"] + 323 -> 364 [class="n323 n364"] + 288 -> 364 [class="n288 n364"] + 299 -> 364 [class="n299 n364"] + 256 -> 364 [class="n256 n364"] + 278 -> 364 [class="n278 n364"] + 282 -> 364 [class="n282 n364"] + 313 -> 364 [class="n313 n364"] + 306 -> 364 [class="n306 n364"] + 262 -> 364 [class="n262 n364"] + 276 -> 364 [class="n276 n364"] + 285 -> 364 [class="n285 n364"] + 314 -> 364 [class="n314 n364"] + 318 -> 364 [class="n318 n364"] + 317 -> 364 [class="n317 n364"] + 321 -> 364 [class="n321 n364"] + 287 -> 364 [class="n287 n364"] + 312 -> 364 [class="n312 n364"] + 258 -> 364 [class="n258 n364"] + 268 -> 364 [class="n268 n364"] + 289 -> 364 [class="n289 n364"] + 281 -> 364 [class="n281 n364"] + 271 -> 364 [class="n271 n364"] + 250 -> 364 [class="n250 n364"] + 322 -> 364 [class="n322 n364"] + 269 -> 364 [class="n269 n364"] + 261 -> 364 [class="n261 n364"] + 298 -> 364 [class="n298 n364"] + 270 -> 364 [class="n270 n364"] + 292 -> 364 [class="n292 n364"] + 253 -> 364 [class="n253 n364"] + 264 -> 364 [class="n264 n364"] + 286 -> 364 [class="n286 n364"] + 300 -> 364 [class="n300 n364"] + 275 -> 364 [class="n275 n364"] + 303 -> 364 [class="n303 n364"] + 310 -> 364 [class="n310 n364"] + 263 -> 364 [class="n263 n364"] + 254 -> 364 [class="n254 n364"] + 297 -> 364 [class="n297 n364"] + 309 -> 364 [class="n309 n364"] + 259 -> 364 [class="n259 n364"] + 265 -> 364 [class="n265 n364"] + 279 -> 364 [class="n279 n364"] + 249 -> 364 [class="n249 n364"] + 273 -> 364 [class="n273 n364"] + 252 -> 364 [class="n252 n364"] + 294 -> 364 [class="n294 n364"] + 311 -> 364 [class="n311 n364"] + 319 -> 364 [class="n319 n364"] + 257 -> 364 [class="n257 n364"] + 267 -> 364 [class="n267 n364"] + 296 -> 364 [class="n296 n364"] + 251 -> 364 [class="n251 n364"] + 291 -> 364 [class="n291 n364"] + 274 -> 364 [class="n274 n364"] + 304 -> 364 [class="n304 n364"] + 266 -> 364 [class="n266 n364"] + 277 -> 364 [class="n277 n364"] + 308 -> 364 [class="n308 n364"] + 255 -> 364 [class="n255 n364"] + 320 -> 364 [class="n320 n364"] + 295 -> 364 [class="n295 n364"] + 290 -> 364 [class="n290 n364"] + 280 -> 364 [class="n280 n364"] + 293 -> 364 [class="n293 n364"] + 315 -> 364 [class="n315 n364"] + 325 -> 364 [class="n325 n364"] + 284 -> 364 [class="n284 n364"] + 260 -> 364 [class="n260 n364"] + 272 -> 364 [class="n272 n364"] + 301 -> 364 [class="n301 n364"] + 302 -> 364 [class="n302 n364"] + 283 -> 364 [class="n283 n364"] + 364 -> 365 [class="n364 n365"] + 365 -> 366 [class="n365 n366"] + 3 -> 367 [class="n3 n367"] + 305 -> 367 [class="n305 n367"] + 307 -> 367 [class="n307 n367"] + 316 -> 367 [class="n316 n367"] + 324 -> 367 [class="n324 n367"] + 326 -> 367 [class="n326 n367"] + 323 -> 367 [class="n323 n367"] + 288 -> 367 [class="n288 n367"] + 299 -> 367 [class="n299 n367"] + 256 -> 367 [class="n256 n367"] + 278 -> 367 [class="n278 n367"] + 282 -> 367 [class="n282 n367"] + 313 -> 367 [class="n313 n367"] + 306 -> 367 [class="n306 n367"] + 262 -> 367 [class="n262 n367"] + 276 -> 367 [class="n276 n367"] + 285 -> 367 [class="n285 n367"] + 314 -> 367 [class="n314 n367"] + 318 -> 367 [class="n318 n367"] + 317 -> 367 [class="n317 n367"] + 321 -> 367 [class="n321 n367"] + 287 -> 367 [class="n287 n367"] + 312 -> 367 [class="n312 n367"] + 258 -> 367 [class="n258 n367"] + 268 -> 367 [class="n268 n367"] + 289 -> 367 [class="n289 n367"] + 281 -> 367 [class="n281 n367"] + 271 -> 367 [class="n271 n367"] + 250 -> 367 [class="n250 n367"] + 322 -> 367 [class="n322 n367"] + 269 -> 367 [class="n269 n367"] + 261 -> 367 [class="n261 n367"] + 298 -> 367 [class="n298 n367"] + 270 -> 367 [class="n270 n367"] + 292 -> 367 [class="n292 n367"] + 253 -> 367 [class="n253 n367"] + 264 -> 367 [class="n264 n367"] + 286 -> 367 [class="n286 n367"] + 300 -> 367 [class="n300 n367"] + 275 -> 367 [class="n275 n367"] + 303 -> 367 [class="n303 n367"] + 310 -> 367 [class="n310 n367"] + 263 -> 367 [class="n263 n367"] + 254 -> 367 [class="n254 n367"] + 297 -> 367 [class="n297 n367"] + 309 -> 367 [class="n309 n367"] + 259 -> 367 [class="n259 n367"] + 265 -> 367 [class="n265 n367"] + 279 -> 367 [class="n279 n367"] + 249 -> 367 [class="n249 n367"] + 273 -> 367 [class="n273 n367"] + 252 -> 367 [class="n252 n367"] + 294 -> 367 [class="n294 n367"] + 311 -> 367 [class="n311 n367"] + 319 -> 367 [class="n319 n367"] + 257 -> 367 [class="n257 n367"] + 267 -> 367 [class="n267 n367"] + 296 -> 367 [class="n296 n367"] + 251 -> 367 [class="n251 n367"] + 291 -> 367 [class="n291 n367"] + 274 -> 367 [class="n274 n367"] + 304 -> 367 [class="n304 n367"] + 266 -> 367 [class="n266 n367"] + 277 -> 367 [class="n277 n367"] + 308 -> 367 [class="n308 n367"] + 255 -> 367 [class="n255 n367"] + 320 -> 367 [class="n320 n367"] + 295 -> 367 [class="n295 n367"] + 290 -> 367 [class="n290 n367"] + 280 -> 367 [class="n280 n367"] + 293 -> 367 [class="n293 n367"] + 315 -> 367 [class="n315 n367"] + 325 -> 367 [class="n325 n367"] + 284 -> 367 [class="n284 n367"] + 260 -> 367 [class="n260 n367"] + 272 -> 367 [class="n272 n367"] + 301 -> 367 [class="n301 n367"] + 302 -> 367 [class="n302 n367"] + 283 -> 367 [class="n283 n367"] + 367 -> 368 [class="n367 n368"] + 368 -> 369 [class="n368 n369"] + 3 -> 370 [class="n3 n370"] + 305 -> 370 [class="n305 n370"] + 307 -> 370 [class="n307 n370"] + 316 -> 370 [class="n316 n370"] + 324 -> 370 [class="n324 n370"] + 326 -> 370 [class="n326 n370"] + 323 -> 370 [class="n323 n370"] + 288 -> 370 [class="n288 n370"] + 299 -> 370 [class="n299 n370"] + 256 -> 370 [class="n256 n370"] + 278 -> 370 [class="n278 n370"] + 282 -> 370 [class="n282 n370"] + 313 -> 370 [class="n313 n370"] + 306 -> 370 [class="n306 n370"] + 262 -> 370 [class="n262 n370"] + 276 -> 370 [class="n276 n370"] + 285 -> 370 [class="n285 n370"] + 314 -> 370 [class="n314 n370"] + 318 -> 370 [class="n318 n370"] + 317 -> 370 [class="n317 n370"] + 321 -> 370 [class="n321 n370"] + 287 -> 370 [class="n287 n370"] + 312 -> 370 [class="n312 n370"] + 258 -> 370 [class="n258 n370"] + 268 -> 370 [class="n268 n370"] + 289 -> 370 [class="n289 n370"] + 281 -> 370 [class="n281 n370"] + 271 -> 370 [class="n271 n370"] + 250 -> 370 [class="n250 n370"] + 322 -> 370 [class="n322 n370"] + 269 -> 370 [class="n269 n370"] + 261 -> 370 [class="n261 n370"] + 298 -> 370 [class="n298 n370"] + 270 -> 370 [class="n270 n370"] + 292 -> 370 [class="n292 n370"] + 253 -> 370 [class="n253 n370"] + 264 -> 370 [class="n264 n370"] + 286 -> 370 [class="n286 n370"] + 300 -> 370 [class="n300 n370"] + 275 -> 370 [class="n275 n370"] + 303 -> 370 [class="n303 n370"] + 310 -> 370 [class="n310 n370"] + 263 -> 370 [class="n263 n370"] + 254 -> 370 [class="n254 n370"] + 297 -> 370 [class="n297 n370"] + 309 -> 370 [class="n309 n370"] + 259 -> 370 [class="n259 n370"] + 265 -> 370 [class="n265 n370"] + 279 -> 370 [class="n279 n370"] + 249 -> 370 [class="n249 n370"] + 273 -> 370 [class="n273 n370"] + 252 -> 370 [class="n252 n370"] + 294 -> 370 [class="n294 n370"] + 311 -> 370 [class="n311 n370"] + 319 -> 370 [class="n319 n370"] + 257 -> 370 [class="n257 n370"] + 267 -> 370 [class="n267 n370"] + 296 -> 370 [class="n296 n370"] + 251 -> 370 [class="n251 n370"] + 291 -> 370 [class="n291 n370"] + 274 -> 370 [class="n274 n370"] + 304 -> 370 [class="n304 n370"] + 266 -> 370 [class="n266 n370"] + 277 -> 370 [class="n277 n370"] + 308 -> 370 [class="n308 n370"] + 255 -> 370 [class="n255 n370"] + 320 -> 370 [class="n320 n370"] + 295 -> 370 [class="n295 n370"] + 290 -> 370 [class="n290 n370"] + 280 -> 370 [class="n280 n370"] + 293 -> 370 [class="n293 n370"] + 315 -> 370 [class="n315 n370"] + 325 -> 370 [class="n325 n370"] + 284 -> 370 [class="n284 n370"] + 260 -> 370 [class="n260 n370"] + 272 -> 370 [class="n272 n370"] + 301 -> 370 [class="n301 n370"] + 302 -> 370 [class="n302 n370"] + 283 -> 370 [class="n283 n370"] + 370 -> 371 [class="n370 n371"] + 371 -> 372 [class="n371 n372"] + 3 -> 373 [class="n3 n373"] + 305 -> 373 [class="n305 n373"] + 307 -> 373 [class="n307 n373"] + 316 -> 373 [class="n316 n373"] + 324 -> 373 [class="n324 n373"] + 326 -> 373 [class="n326 n373"] + 323 -> 373 [class="n323 n373"] + 288 -> 373 [class="n288 n373"] + 299 -> 373 [class="n299 n373"] + 256 -> 373 [class="n256 n373"] + 278 -> 373 [class="n278 n373"] + 282 -> 373 [class="n282 n373"] + 313 -> 373 [class="n313 n373"] + 306 -> 373 [class="n306 n373"] + 262 -> 373 [class="n262 n373"] + 276 -> 373 [class="n276 n373"] + 285 -> 373 [class="n285 n373"] + 314 -> 373 [class="n314 n373"] + 318 -> 373 [class="n318 n373"] + 317 -> 373 [class="n317 n373"] + 321 -> 373 [class="n321 n373"] + 287 -> 373 [class="n287 n373"] + 312 -> 373 [class="n312 n373"] + 258 -> 373 [class="n258 n373"] + 268 -> 373 [class="n268 n373"] + 289 -> 373 [class="n289 n373"] + 281 -> 373 [class="n281 n373"] + 271 -> 373 [class="n271 n373"] + 250 -> 373 [class="n250 n373"] + 322 -> 373 [class="n322 n373"] + 269 -> 373 [class="n269 n373"] + 261 -> 373 [class="n261 n373"] + 298 -> 373 [class="n298 n373"] + 270 -> 373 [class="n270 n373"] + 292 -> 373 [class="n292 n373"] + 253 -> 373 [class="n253 n373"] + 264 -> 373 [class="n264 n373"] + 286 -> 373 [class="n286 n373"] + 300 -> 373 [class="n300 n373"] + 275 -> 373 [class="n275 n373"] + 303 -> 373 [class="n303 n373"] + 310 -> 373 [class="n310 n373"] + 263 -> 373 [class="n263 n373"] + 254 -> 373 [class="n254 n373"] + 297 -> 373 [class="n297 n373"] + 309 -> 373 [class="n309 n373"] + 259 -> 373 [class="n259 n373"] + 265 -> 373 [class="n265 n373"] + 279 -> 373 [class="n279 n373"] + 249 -> 373 [class="n249 n373"] + 273 -> 373 [class="n273 n373"] + 252 -> 373 [class="n252 n373"] + 294 -> 373 [class="n294 n373"] + 311 -> 373 [class="n311 n373"] + 319 -> 373 [class="n319 n373"] + 257 -> 373 [class="n257 n373"] + 267 -> 373 [class="n267 n373"] + 296 -> 373 [class="n296 n373"] + 251 -> 373 [class="n251 n373"] + 291 -> 373 [class="n291 n373"] + 274 -> 373 [class="n274 n373"] + 304 -> 373 [class="n304 n373"] + 266 -> 373 [class="n266 n373"] + 277 -> 373 [class="n277 n373"] + 308 -> 373 [class="n308 n373"] + 255 -> 373 [class="n255 n373"] + 320 -> 373 [class="n320 n373"] + 295 -> 373 [class="n295 n373"] + 290 -> 373 [class="n290 n373"] + 280 -> 373 [class="n280 n373"] + 293 -> 373 [class="n293 n373"] + 315 -> 373 [class="n315 n373"] + 325 -> 373 [class="n325 n373"] + 284 -> 373 [class="n284 n373"] + 260 -> 373 [class="n260 n373"] + 272 -> 373 [class="n272 n373"] + 301 -> 373 [class="n301 n373"] + 302 -> 373 [class="n302 n373"] + 283 -> 373 [class="n283 n373"] + 373 -> 374 [class="n373 n374"] + 374 -> 375 [class="n374 n375"] + 3 -> 376 [class="n3 n376"] + 305 -> 376 [class="n305 n376"] + 307 -> 376 [class="n307 n376"] + 316 -> 376 [class="n316 n376"] + 324 -> 376 [class="n324 n376"] + 326 -> 376 [class="n326 n376"] + 323 -> 376 [class="n323 n376"] + 288 -> 376 [class="n288 n376"] + 299 -> 376 [class="n299 n376"] + 256 -> 376 [class="n256 n376"] + 278 -> 376 [class="n278 n376"] + 282 -> 376 [class="n282 n376"] + 313 -> 376 [class="n313 n376"] + 306 -> 376 [class="n306 n376"] + 262 -> 376 [class="n262 n376"] + 276 -> 376 [class="n276 n376"] + 285 -> 376 [class="n285 n376"] + 314 -> 376 [class="n314 n376"] + 318 -> 376 [class="n318 n376"] + 317 -> 376 [class="n317 n376"] + 321 -> 376 [class="n321 n376"] + 287 -> 376 [class="n287 n376"] + 312 -> 376 [class="n312 n376"] + 258 -> 376 [class="n258 n376"] + 268 -> 376 [class="n268 n376"] + 289 -> 376 [class="n289 n376"] + 281 -> 376 [class="n281 n376"] + 271 -> 376 [class="n271 n376"] + 250 -> 376 [class="n250 n376"] + 322 -> 376 [class="n322 n376"] + 269 -> 376 [class="n269 n376"] + 261 -> 376 [class="n261 n376"] + 298 -> 376 [class="n298 n376"] + 270 -> 376 [class="n270 n376"] + 292 -> 376 [class="n292 n376"] + 253 -> 376 [class="n253 n376"] + 264 -> 376 [class="n264 n376"] + 286 -> 376 [class="n286 n376"] + 300 -> 376 [class="n300 n376"] + 275 -> 376 [class="n275 n376"] + 303 -> 376 [class="n303 n376"] + 310 -> 376 [class="n310 n376"] + 263 -> 376 [class="n263 n376"] + 254 -> 376 [class="n254 n376"] + 297 -> 376 [class="n297 n376"] + 309 -> 376 [class="n309 n376"] + 259 -> 376 [class="n259 n376"] + 265 -> 376 [class="n265 n376"] + 279 -> 376 [class="n279 n376"] + 249 -> 376 [class="n249 n376"] + 273 -> 376 [class="n273 n376"] + 252 -> 376 [class="n252 n376"] + 294 -> 376 [class="n294 n376"] + 311 -> 376 [class="n311 n376"] + 319 -> 376 [class="n319 n376"] + 257 -> 376 [class="n257 n376"] + 267 -> 376 [class="n267 n376"] + 296 -> 376 [class="n296 n376"] + 251 -> 376 [class="n251 n376"] + 291 -> 376 [class="n291 n376"] + 274 -> 376 [class="n274 n376"] + 304 -> 376 [class="n304 n376"] + 266 -> 376 [class="n266 n376"] + 277 -> 376 [class="n277 n376"] + 308 -> 376 [class="n308 n376"] + 255 -> 376 [class="n255 n376"] + 320 -> 376 [class="n320 n376"] + 295 -> 376 [class="n295 n376"] + 290 -> 376 [class="n290 n376"] + 280 -> 376 [class="n280 n376"] + 293 -> 376 [class="n293 n376"] + 315 -> 376 [class="n315 n376"] + 325 -> 376 [class="n325 n376"] + 284 -> 376 [class="n284 n376"] + 260 -> 376 [class="n260 n376"] + 272 -> 376 [class="n272 n376"] + 301 -> 376 [class="n301 n376"] + 302 -> 376 [class="n302 n376"] + 283 -> 376 [class="n283 n376"] + 376 -> 377 [class="n376 n377"] + 377 -> 378 [class="n377 n378"] + 3 -> 379 [class="n3 n379"] + 305 -> 379 [class="n305 n379"] + 307 -> 379 [class="n307 n379"] + 316 -> 379 [class="n316 n379"] + 324 -> 379 [class="n324 n379"] + 326 -> 379 [class="n326 n379"] + 323 -> 379 [class="n323 n379"] + 288 -> 379 [class="n288 n379"] + 299 -> 379 [class="n299 n379"] + 256 -> 379 [class="n256 n379"] + 278 -> 379 [class="n278 n379"] + 282 -> 379 [class="n282 n379"] + 313 -> 379 [class="n313 n379"] + 306 -> 379 [class="n306 n379"] + 262 -> 379 [class="n262 n379"] + 276 -> 379 [class="n276 n379"] + 285 -> 379 [class="n285 n379"] + 314 -> 379 [class="n314 n379"] + 318 -> 379 [class="n318 n379"] + 317 -> 379 [class="n317 n379"] + 321 -> 379 [class="n321 n379"] + 287 -> 379 [class="n287 n379"] + 312 -> 379 [class="n312 n379"] + 258 -> 379 [class="n258 n379"] + 268 -> 379 [class="n268 n379"] + 289 -> 379 [class="n289 n379"] + 281 -> 379 [class="n281 n379"] + 271 -> 379 [class="n271 n379"] + 250 -> 379 [class="n250 n379"] + 322 -> 379 [class="n322 n379"] + 269 -> 379 [class="n269 n379"] + 261 -> 379 [class="n261 n379"] + 298 -> 379 [class="n298 n379"] + 270 -> 379 [class="n270 n379"] + 292 -> 379 [class="n292 n379"] + 253 -> 379 [class="n253 n379"] + 264 -> 379 [class="n264 n379"] + 286 -> 379 [class="n286 n379"] + 300 -> 379 [class="n300 n379"] + 275 -> 379 [class="n275 n379"] + 303 -> 379 [class="n303 n379"] + 310 -> 379 [class="n310 n379"] + 263 -> 379 [class="n263 n379"] + 254 -> 379 [class="n254 n379"] + 297 -> 379 [class="n297 n379"] + 309 -> 379 [class="n309 n379"] + 259 -> 379 [class="n259 n379"] + 265 -> 379 [class="n265 n379"] + 279 -> 379 [class="n279 n379"] + 249 -> 379 [class="n249 n379"] + 273 -> 379 [class="n273 n379"] + 252 -> 379 [class="n252 n379"] + 294 -> 379 [class="n294 n379"] + 311 -> 379 [class="n311 n379"] + 319 -> 379 [class="n319 n379"] + 257 -> 379 [class="n257 n379"] + 267 -> 379 [class="n267 n379"] + 296 -> 379 [class="n296 n379"] + 251 -> 379 [class="n251 n379"] + 291 -> 379 [class="n291 n379"] + 274 -> 379 [class="n274 n379"] + 304 -> 379 [class="n304 n379"] + 266 -> 379 [class="n266 n379"] + 277 -> 379 [class="n277 n379"] + 308 -> 379 [class="n308 n379"] + 255 -> 379 [class="n255 n379"] + 320 -> 379 [class="n320 n379"] + 295 -> 379 [class="n295 n379"] + 290 -> 379 [class="n290 n379"] + 280 -> 379 [class="n280 n379"] + 293 -> 379 [class="n293 n379"] + 315 -> 379 [class="n315 n379"] + 325 -> 379 [class="n325 n379"] + 284 -> 379 [class="n284 n379"] + 260 -> 379 [class="n260 n379"] + 272 -> 379 [class="n272 n379"] + 301 -> 379 [class="n301 n379"] + 302 -> 379 [class="n302 n379"] + 283 -> 379 [class="n283 n379"] + 379 -> 380 [class="n379 n380"] + 380 -> 381 [class="n380 n381"] + 378 -> 382 [class="n378 n382"] + 14 -> 383 [class="n14 n383"] + 382 -> 383 [class="n382 n383"] + 372 -> 384 [class="n372 n384"] + 14 -> 385 [class="n14 n385"] + 384 -> 385 [class="n384 n385"] + 375 -> 386 [class="n375 n386"] + 14 -> 387 [class="n14 n387"] + 386 -> 387 [class="n386 n387"] + 348 -> 388 [class="n348 n388"] + 14 -> 389 [class="n14 n389"] + 388 -> 389 [class="n388 n389"] + 357 -> 390 [class="n357 n390"] + 14 -> 391 [class="n14 n391"] + 390 -> 391 [class="n390 n391"] + 369 -> 392 [class="n369 n392"] + 14 -> 393 [class="n14 n393"] + 392 -> 393 [class="n392 n393"] + 360 -> 394 [class="n360 n394"] + 14 -> 395 [class="n14 n395"] + 394 -> 395 [class="n394 n395"] + 354 -> 396 [class="n354 n396"] + 14 -> 397 [class="n14 n397"] + 396 -> 397 [class="n396 n397"] + 381 -> 398 [class="n381 n398"] + 14 -> 399 [class="n14 n399"] + 398 -> 399 [class="n398 n399"] + 339 -> 400 [class="n339 n400"] + 14 -> 401 [class="n14 n401"] + 400 -> 401 [class="n400 n401"] + 342 -> 402 [class="n342 n402"] + 14 -> 403 [class="n14 n403"] + 402 -> 403 [class="n402 n403"] + 363 -> 404 [class="n363 n404"] + 14 -> 405 [class="n14 n405"] + 404 -> 405 [class="n404 n405"] + 351 -> 406 [class="n351 n406"] + 14 -> 407 [class="n14 n407"] + 406 -> 407 [class="n406 n407"] + 366 -> 408 [class="n366 n408"] + 14 -> 409 [class="n14 n409"] + 408 -> 409 [class="n408 n409"] + 345 -> 410 [class="n345 n410"] + 14 -> 411 [class="n14 n411"] + 410 -> 411 [class="n410 n411"] + 305 -> 412 [class="n305 n412"] + 307 -> 413 [class="n307 n413"] + 316 -> 414 [class="n316 n414"] + 324 -> 415 [class="n324 n415"] + 326 -> 416 [class="n326 n416"] + 323 -> 417 [class="n323 n417"] + 288 -> 418 [class="n288 n418"] + 299 -> 419 [class="n299 n419"] + 256 -> 420 [class="n256 n420"] + 278 -> 421 [class="n278 n421"] + 282 -> 422 [class="n282 n422"] + 313 -> 423 [class="n313 n423"] + 306 -> 424 [class="n306 n424"] + 262 -> 425 [class="n262 n425"] + 276 -> 426 [class="n276 n426"] + 285 -> 427 [class="n285 n427"] + 314 -> 428 [class="n314 n428"] + 318 -> 429 [class="n318 n429"] + 317 -> 430 [class="n317 n430"] + 321 -> 431 [class="n321 n431"] + 287 -> 432 [class="n287 n432"] + 312 -> 433 [class="n312 n433"] + 258 -> 434 [class="n258 n434"] + 268 -> 435 [class="n268 n435"] + 289 -> 436 [class="n289 n436"] + 281 -> 437 [class="n281 n437"] + 271 -> 438 [class="n271 n438"] + 250 -> 439 [class="n250 n439"] + 322 -> 440 [class="n322 n440"] + 269 -> 441 [class="n269 n441"] + 261 -> 442 [class="n261 n442"] + 298 -> 443 [class="n298 n443"] + 270 -> 444 [class="n270 n444"] + 292 -> 445 [class="n292 n445"] + 253 -> 446 [class="n253 n446"] + 264 -> 447 [class="n264 n447"] + 286 -> 448 [class="n286 n448"] + 300 -> 449 [class="n300 n449"] + 275 -> 450 [class="n275 n450"] + 303 -> 451 [class="n303 n451"] + 310 -> 452 [class="n310 n452"] + 263 -> 453 [class="n263 n453"] + 254 -> 454 [class="n254 n454"] + 297 -> 455 [class="n297 n455"] + 309 -> 456 [class="n309 n456"] + 259 -> 457 [class="n259 n457"] + 265 -> 458 [class="n265 n458"] + 279 -> 459 [class="n279 n459"] + 249 -> 460 [class="n249 n460"] + 273 -> 461 [class="n273 n461"] + 252 -> 462 [class="n252 n462"] + 294 -> 463 [class="n294 n463"] + 311 -> 464 [class="n311 n464"] + 319 -> 465 [class="n319 n465"] + 257 -> 466 [class="n257 n466"] + 267 -> 467 [class="n267 n467"] + 296 -> 468 [class="n296 n468"] + 251 -> 469 [class="n251 n469"] + 291 -> 470 [class="n291 n470"] + 274 -> 471 [class="n274 n471"] + 304 -> 472 [class="n304 n472"] + 266 -> 473 [class="n266 n473"] + 277 -> 474 [class="n277 n474"] + 308 -> 475 [class="n308 n475"] + 255 -> 476 [class="n255 n476"] + 320 -> 477 [class="n320 n477"] + 295 -> 478 [class="n295 n478"] + 290 -> 479 [class="n290 n479"] + 280 -> 480 [class="n280 n480"] + 293 -> 481 [class="n293 n481"] + 315 -> 482 [class="n315 n482"] + 325 -> 483 [class="n325 n483"] + 284 -> 484 [class="n284 n484"] + 260 -> 485 [class="n260 n485"] + 272 -> 486 [class="n272 n486"] + 301 -> 487 [class="n301 n487"] + 302 -> 488 [class="n302 n488"] + 283 -> 489 [class="n283 n489"] + 487 -> 490 [class="n487 n490"] + 490 -> 491 [class="n490 n491"] + 487 -> 491 [class="n487 n491"] + 490 -> 492 [class="n490 n492"] + 492 -> 493 [class="n492 n493"] + 5 -> 493 [class="n5 n493"] + 491 -> 493 [class="n491 n493"] + 432 -> 494 [class="n432 n494"] + 494 -> 495 [class="n494 n495"] + 432 -> 495 [class="n432 n495"] + 494 -> 496 [class="n494 n496"] + 496 -> 497 [class="n496 n497"] + 5 -> 497 [class="n5 n497"] + 495 -> 497 [class="n495 n497"] + 416 -> 498 [class="n416 n498"] + 498 -> 499 [class="n498 n499"] + 416 -> 499 [class="n416 n499"] + 498 -> 500 [class="n498 n500"] + 500 -> 501 [class="n500 n501"] + 5 -> 501 [class="n5 n501"] + 499 -> 501 [class="n499 n501"] + 415 -> 502 [class="n415 n502"] + 502 -> 503 [class="n502 n503"] + 415 -> 503 [class="n415 n503"] + 502 -> 504 [class="n502 n504"] + 504 -> 505 [class="n504 n505"] + 5 -> 505 [class="n5 n505"] + 503 -> 505 [class="n503 n505"] + 462 -> 506 [class="n462 n506"] + 506 -> 507 [class="n506 n507"] + 462 -> 507 [class="n462 n507"] + 506 -> 508 [class="n506 n508"] + 508 -> 509 [class="n508 n509"] + 5 -> 509 [class="n5 n509"] + 507 -> 509 [class="n507 n509"] + 489 -> 510 [class="n489 n510"] + 510 -> 511 [class="n510 n511"] + 489 -> 511 [class="n489 n511"] + 510 -> 512 [class="n510 n512"] + 512 -> 513 [class="n512 n513"] + 5 -> 513 [class="n5 n513"] + 511 -> 513 [class="n511 n513"] + 420 -> 514 [class="n420 n514"] + 514 -> 515 [class="n514 n515"] + 420 -> 515 [class="n420 n515"] + 514 -> 516 [class="n514 n516"] + 516 -> 517 [class="n516 n517"] + 5 -> 517 [class="n5 n517"] + 515 -> 517 [class="n515 n517"] + 455 -> 518 [class="n455 n518"] + 518 -> 519 [class="n518 n519"] + 455 -> 519 [class="n455 n519"] + 518 -> 520 [class="n518 n520"] + 520 -> 521 [class="n520 n521"] + 5 -> 521 [class="n5 n521"] + 519 -> 521 [class="n519 n521"] + 453 -> 522 [class="n453 n522"] + 522 -> 523 [class="n522 n523"] + 453 -> 523 [class="n453 n523"] + 522 -> 524 [class="n522 n524"] + 524 -> 525 [class="n524 n525"] + 5 -> 525 [class="n5 n525"] + 523 -> 525 [class="n523 n525"] + 446 -> 526 [class="n446 n526"] + 526 -> 527 [class="n526 n527"] + 446 -> 527 [class="n446 n527"] + 526 -> 528 [class="n526 n528"] + 528 -> 529 [class="n528 n529"] + 5 -> 529 [class="n5 n529"] + 527 -> 529 [class="n527 n529"] + 482 -> 530 [class="n482 n530"] + 530 -> 531 [class="n530 n531"] + 482 -> 531 [class="n482 n531"] + 530 -> 532 [class="n530 n532"] + 532 -> 533 [class="n532 n533"] + 5 -> 533 [class="n5 n533"] + 531 -> 533 [class="n531 n533"] + 476 -> 534 [class="n476 n534"] + 534 -> 535 [class="n534 n535"] + 476 -> 535 [class="n476 n535"] + 534 -> 536 [class="n534 n536"] + 536 -> 537 [class="n536 n537"] + 5 -> 537 [class="n5 n537"] + 535 -> 537 [class="n535 n537"] + 463 -> 538 [class="n463 n538"] + 538 -> 539 [class="n538 n539"] + 463 -> 539 [class="n463 n539"] + 538 -> 540 [class="n538 n540"] + 540 -> 541 [class="n540 n541"] + 5 -> 541 [class="n5 n541"] + 539 -> 541 [class="n539 n541"] + 474 -> 542 [class="n474 n542"] + 542 -> 543 [class="n542 n543"] + 474 -> 543 [class="n474 n543"] + 542 -> 544 [class="n542 n544"] + 544 -> 545 [class="n544 n545"] + 5 -> 545 [class="n5 n545"] + 543 -> 545 [class="n543 n545"] + 464 -> 546 [class="n464 n546"] + 546 -> 547 [class="n546 n547"] + 464 -> 547 [class="n464 n547"] + 546 -> 548 [class="n546 n548"] + 548 -> 549 [class="n548 n549"] + 5 -> 549 [class="n5 n549"] + 547 -> 549 [class="n547 n549"] + 424 -> 550 [class="n424 n550"] + 550 -> 551 [class="n550 n551"] + 424 -> 551 [class="n424 n551"] + 550 -> 552 [class="n550 n552"] + 552 -> 553 [class="n552 n553"] + 5 -> 553 [class="n5 n553"] + 551 -> 553 [class="n551 n553"] + 465 -> 554 [class="n465 n554"] + 554 -> 555 [class="n554 n555"] + 465 -> 555 [class="n465 n555"] + 554 -> 556 [class="n554 n556"] + 556 -> 557 [class="n556 n557"] + 5 -> 557 [class="n5 n557"] + 555 -> 557 [class="n555 n557"] + 481 -> 558 [class="n481 n558"] + 558 -> 559 [class="n558 n559"] + 481 -> 559 [class="n481 n559"] + 558 -> 560 [class="n558 n560"] + 560 -> 561 [class="n560 n561"] + 5 -> 561 [class="n5 n561"] + 559 -> 561 [class="n559 n561"] + 434 -> 562 [class="n434 n562"] + 562 -> 563 [class="n562 n563"] + 434 -> 563 [class="n434 n563"] + 562 -> 564 [class="n562 n564"] + 564 -> 565 [class="n564 n565"] + 5 -> 565 [class="n5 n565"] + 563 -> 565 [class="n563 n565"] + 468 -> 566 [class="n468 n566"] + 566 -> 567 [class="n566 n567"] + 468 -> 567 [class="n468 n567"] + 566 -> 568 [class="n566 n568"] + 568 -> 569 [class="n568 n569"] + 5 -> 569 [class="n5 n569"] + 567 -> 569 [class="n567 n569"] + 429 -> 570 [class="n429 n570"] + 570 -> 571 [class="n570 n571"] + 429 -> 571 [class="n429 n571"] + 570 -> 572 [class="n570 n572"] + 572 -> 573 [class="n572 n573"] + 5 -> 573 [class="n5 n573"] + 571 -> 573 [class="n571 n573"] + 444 -> 574 [class="n444 n574"] + 574 -> 575 [class="n574 n575"] + 444 -> 575 [class="n444 n575"] + 574 -> 576 [class="n574 n576"] + 576 -> 577 [class="n576 n577"] + 5 -> 577 [class="n5 n577"] + 575 -> 577 [class="n575 n577"] + 439 -> 578 [class="n439 n578"] + 578 -> 579 [class="n578 n579"] + 439 -> 579 [class="n439 n579"] + 578 -> 580 [class="n578 n580"] + 580 -> 581 [class="n580 n581"] + 5 -> 581 [class="n5 n581"] + 579 -> 581 [class="n579 n581"] + 460 -> 582 [class="n460 n582"] + 582 -> 583 [class="n582 n583"] + 460 -> 583 [class="n460 n583"] + 582 -> 584 [class="n582 n584"] + 584 -> 585 [class="n584 n585"] + 5 -> 585 [class="n5 n585"] + 583 -> 585 [class="n583 n585"] + 461 -> 586 [class="n461 n586"] + 586 -> 587 [class="n586 n587"] + 461 -> 587 [class="n461 n587"] + 586 -> 588 [class="n586 n588"] + 588 -> 589 [class="n588 n589"] + 5 -> 589 [class="n5 n589"] + 587 -> 589 [class="n587 n589"] + 419 -> 590 [class="n419 n590"] + 590 -> 591 [class="n590 n591"] + 419 -> 591 [class="n419 n591"] + 590 -> 592 [class="n590 n592"] + 592 -> 593 [class="n592 n593"] + 5 -> 593 [class="n5 n593"] + 591 -> 593 [class="n591 n593"] + 467 -> 594 [class="n467 n594"] + 594 -> 595 [class="n594 n595"] + 467 -> 595 [class="n467 n595"] + 594 -> 596 [class="n594 n596"] + 596 -> 597 [class="n596 n597"] + 5 -> 597 [class="n5 n597"] + 595 -> 597 [class="n595 n597"] + 414 -> 598 [class="n414 n598"] + 598 -> 599 [class="n598 n599"] + 414 -> 599 [class="n414 n599"] + 598 -> 600 [class="n598 n600"] + 600 -> 601 [class="n600 n601"] + 5 -> 601 [class="n5 n601"] + 599 -> 601 [class="n599 n601"] + 440 -> 602 [class="n440 n602"] + 602 -> 603 [class="n602 n603"] + 440 -> 603 [class="n440 n603"] + 602 -> 604 [class="n602 n604"] + 604 -> 605 [class="n604 n605"] + 5 -> 605 [class="n5 n605"] + 603 -> 605 [class="n603 n605"] + 477 -> 606 [class="n477 n606"] + 606 -> 607 [class="n606 n607"] + 477 -> 607 [class="n477 n607"] + 606 -> 608 [class="n606 n608"] + 608 -> 609 [class="n608 n609"] + 5 -> 609 [class="n5 n609"] + 607 -> 609 [class="n607 n609"] + 479 -> 610 [class="n479 n610"] + 610 -> 611 [class="n610 n611"] + 479 -> 611 [class="n479 n611"] + 610 -> 612 [class="n610 n612"] + 612 -> 613 [class="n612 n613"] + 5 -> 613 [class="n5 n613"] + 611 -> 613 [class="n611 n613"] + 485 -> 614 [class="n485 n614"] + 614 -> 615 [class="n614 n615"] + 485 -> 615 [class="n485 n615"] + 614 -> 616 [class="n614 n616"] + 616 -> 617 [class="n616 n617"] + 5 -> 617 [class="n5 n617"] + 615 -> 617 [class="n615 n617"] + 430 -> 618 [class="n430 n618"] + 618 -> 619 [class="n618 n619"] + 430 -> 619 [class="n430 n619"] + 618 -> 620 [class="n618 n620"] + 620 -> 621 [class="n620 n621"] + 5 -> 621 [class="n5 n621"] + 619 -> 621 [class="n619 n621"] + 423 -> 622 [class="n423 n622"] + 622 -> 623 [class="n622 n623"] + 423 -> 623 [class="n423 n623"] + 622 -> 624 [class="n622 n624"] + 624 -> 625 [class="n624 n625"] + 5 -> 625 [class="n5 n625"] + 623 -> 625 [class="n623 n625"] + 426 -> 626 [class="n426 n626"] + 626 -> 627 [class="n626 n627"] + 426 -> 627 [class="n426 n627"] + 626 -> 628 [class="n626 n628"] + 628 -> 629 [class="n628 n629"] + 5 -> 629 [class="n5 n629"] + 627 -> 629 [class="n627 n629"] + 475 -> 630 [class="n475 n630"] + 630 -> 631 [class="n630 n631"] + 475 -> 631 [class="n475 n631"] + 630 -> 632 [class="n630 n632"] + 632 -> 633 [class="n632 n633"] + 5 -> 633 [class="n5 n633"] + 631 -> 633 [class="n631 n633"] + 417 -> 634 [class="n417 n634"] + 634 -> 635 [class="n634 n635"] + 417 -> 635 [class="n417 n635"] + 634 -> 636 [class="n634 n636"] + 636 -> 637 [class="n636 n637"] + 5 -> 637 [class="n5 n637"] + 635 -> 637 [class="n635 n637"] + 425 -> 638 [class="n425 n638"] + 638 -> 639 [class="n638 n639"] + 425 -> 639 [class="n425 n639"] + 638 -> 640 [class="n638 n640"] + 640 -> 641 [class="n640 n641"] + 5 -> 641 [class="n5 n641"] + 639 -> 641 [class="n639 n641"] + 431 -> 642 [class="n431 n642"] + 642 -> 643 [class="n642 n643"] + 431 -> 643 [class="n431 n643"] + 642 -> 644 [class="n642 n644"] + 644 -> 645 [class="n644 n645"] + 5 -> 645 [class="n5 n645"] + 643 -> 645 [class="n643 n645"] + 437 -> 646 [class="n437 n646"] + 646 -> 647 [class="n646 n647"] + 437 -> 647 [class="n437 n647"] + 646 -> 648 [class="n646 n648"] + 648 -> 649 [class="n648 n649"] + 5 -> 649 [class="n5 n649"] + 647 -> 649 [class="n647 n649"] + 441 -> 650 [class="n441 n650"] + 650 -> 651 [class="n650 n651"] + 441 -> 651 [class="n441 n651"] + 650 -> 652 [class="n650 n652"] + 652 -> 653 [class="n652 n653"] + 5 -> 653 [class="n5 n653"] + 651 -> 653 [class="n651 n653"] + 472 -> 654 [class="n472 n654"] + 654 -> 655 [class="n654 n655"] + 472 -> 655 [class="n472 n655"] + 654 -> 656 [class="n654 n656"] + 656 -> 657 [class="n656 n657"] + 5 -> 657 [class="n5 n657"] + 655 -> 657 [class="n655 n657"] + 466 -> 658 [class="n466 n658"] + 658 -> 659 [class="n658 n659"] + 466 -> 659 [class="n466 n659"] + 658 -> 660 [class="n658 n660"] + 660 -> 661 [class="n660 n661"] + 5 -> 661 [class="n5 n661"] + 659 -> 661 [class="n659 n661"] + 486 -> 662 [class="n486 n662"] + 662 -> 663 [class="n662 n663"] + 486 -> 663 [class="n486 n663"] + 662 -> 664 [class="n662 n664"] + 664 -> 665 [class="n664 n665"] + 5 -> 665 [class="n5 n665"] + 663 -> 665 [class="n663 n665"] + 442 -> 666 [class="n442 n666"] + 666 -> 667 [class="n666 n667"] + 442 -> 667 [class="n442 n667"] + 666 -> 668 [class="n666 n668"] + 668 -> 669 [class="n668 n669"] + 5 -> 669 [class="n5 n669"] + 667 -> 669 [class="n667 n669"] + 421 -> 670 [class="n421 n670"] + 670 -> 671 [class="n670 n671"] + 421 -> 671 [class="n421 n671"] + 670 -> 672 [class="n670 n672"] + 672 -> 673 [class="n672 n673"] + 5 -> 673 [class="n5 n673"] + 671 -> 673 [class="n671 n673"] + 457 -> 674 [class="n457 n674"] + 674 -> 675 [class="n674 n675"] + 457 -> 675 [class="n457 n675"] + 674 -> 676 [class="n674 n676"] + 676 -> 677 [class="n676 n677"] + 5 -> 677 [class="n5 n677"] + 675 -> 677 [class="n675 n677"] + 433 -> 678 [class="n433 n678"] + 678 -> 679 [class="n678 n679"] + 433 -> 679 [class="n433 n679"] + 678 -> 680 [class="n678 n680"] + 680 -> 681 [class="n680 n681"] + 5 -> 681 [class="n5 n681"] + 679 -> 681 [class="n679 n681"] + 443 -> 682 [class="n443 n682"] + 682 -> 683 [class="n682 n683"] + 443 -> 683 [class="n443 n683"] + 682 -> 684 [class="n682 n684"] + 684 -> 685 [class="n684 n685"] + 5 -> 685 [class="n5 n685"] + 683 -> 685 [class="n683 n685"] + 459 -> 686 [class="n459 n686"] + 686 -> 687 [class="n686 n687"] + 459 -> 687 [class="n459 n687"] + 686 -> 688 [class="n686 n688"] + 688 -> 689 [class="n688 n689"] + 5 -> 689 [class="n5 n689"] + 687 -> 689 [class="n687 n689"] + 450 -> 690 [class="n450 n690"] + 690 -> 691 [class="n690 n691"] + 450 -> 691 [class="n450 n691"] + 690 -> 692 [class="n690 n692"] + 692 -> 693 [class="n692 n693"] + 5 -> 693 [class="n5 n693"] + 691 -> 693 [class="n691 n693"] + 435 -> 694 [class="n435 n694"] + 694 -> 695 [class="n694 n695"] + 435 -> 695 [class="n435 n695"] + 694 -> 696 [class="n694 n696"] + 696 -> 697 [class="n696 n697"] + 5 -> 697 [class="n5 n697"] + 695 -> 697 [class="n695 n697"] + 471 -> 698 [class="n471 n698"] + 698 -> 699 [class="n698 n699"] + 471 -> 699 [class="n471 n699"] + 698 -> 700 [class="n698 n700"] + 700 -> 701 [class="n700 n701"] + 5 -> 701 [class="n5 n701"] + 699 -> 701 [class="n699 n701"] + 484 -> 702 [class="n484 n702"] + 702 -> 703 [class="n702 n703"] + 484 -> 703 [class="n484 n703"] + 702 -> 704 [class="n702 n704"] + 704 -> 705 [class="n704 n705"] + 5 -> 705 [class="n5 n705"] + 703 -> 705 [class="n703 n705"] + 418 -> 706 [class="n418 n706"] + 706 -> 707 [class="n706 n707"] + 418 -> 707 [class="n418 n707"] + 706 -> 708 [class="n706 n708"] + 708 -> 709 [class="n708 n709"] + 5 -> 709 [class="n5 n709"] + 707 -> 709 [class="n707 n709"] + 483 -> 710 [class="n483 n710"] + 710 -> 711 [class="n710 n711"] + 483 -> 711 [class="n483 n711"] + 710 -> 712 [class="n710 n712"] + 712 -> 713 [class="n712 n713"] + 5 -> 713 [class="n5 n713"] + 711 -> 713 [class="n711 n713"] + 456 -> 714 [class="n456 n714"] + 714 -> 715 [class="n714 n715"] + 456 -> 715 [class="n456 n715"] + 714 -> 716 [class="n714 n716"] + 716 -> 717 [class="n716 n717"] + 5 -> 717 [class="n5 n717"] + 715 -> 717 [class="n715 n717"] + 412 -> 718 [class="n412 n718"] + 718 -> 719 [class="n718 n719"] + 412 -> 719 [class="n412 n719"] + 718 -> 720 [class="n718 n720"] + 720 -> 721 [class="n720 n721"] + 5 -> 721 [class="n5 n721"] + 719 -> 721 [class="n719 n721"] + 413 -> 722 [class="n413 n722"] + 722 -> 723 [class="n722 n723"] + 413 -> 723 [class="n413 n723"] + 722 -> 724 [class="n722 n724"] + 724 -> 725 [class="n724 n725"] + 5 -> 725 [class="n5 n725"] + 723 -> 725 [class="n723 n725"] + 436 -> 726 [class="n436 n726"] + 726 -> 727 [class="n726 n727"] + 436 -> 727 [class="n436 n727"] + 726 -> 728 [class="n726 n728"] + 728 -> 729 [class="n728 n729"] + 5 -> 729 [class="n5 n729"] + 727 -> 729 [class="n727 n729"] + 445 -> 730 [class="n445 n730"] + 730 -> 731 [class="n730 n731"] + 445 -> 731 [class="n445 n731"] + 730 -> 732 [class="n730 n732"] + 732 -> 733 [class="n732 n733"] + 5 -> 733 [class="n5 n733"] + 731 -> 733 [class="n731 n733"] + 478 -> 734 [class="n478 n734"] + 734 -> 735 [class="n734 n735"] + 478 -> 735 [class="n478 n735"] + 734 -> 736 [class="n734 n736"] + 736 -> 737 [class="n736 n737"] + 5 -> 737 [class="n5 n737"] + 735 -> 737 [class="n735 n737"] + 480 -> 738 [class="n480 n738"] + 738 -> 739 [class="n738 n739"] + 480 -> 739 [class="n480 n739"] + 738 -> 740 [class="n738 n740"] + 740 -> 741 [class="n740 n741"] + 5 -> 741 [class="n5 n741"] + 739 -> 741 [class="n739 n741"] + 488 -> 742 [class="n488 n742"] + 742 -> 743 [class="n742 n743"] + 488 -> 743 [class="n488 n743"] + 742 -> 744 [class="n742 n744"] + 744 -> 745 [class="n744 n745"] + 5 -> 745 [class="n5 n745"] + 743 -> 745 [class="n743 n745"] + 458 -> 746 [class="n458 n746"] + 746 -> 747 [class="n746 n747"] + 458 -> 747 [class="n458 n747"] + 746 -> 748 [class="n746 n748"] + 748 -> 749 [class="n748 n749"] + 5 -> 749 [class="n5 n749"] + 747 -> 749 [class="n747 n749"] + 469 -> 750 [class="n469 n750"] + 750 -> 751 [class="n750 n751"] + 469 -> 751 [class="n469 n751"] + 750 -> 752 [class="n750 n752"] + 752 -> 753 [class="n752 n753"] + 5 -> 753 [class="n5 n753"] + 751 -> 753 [class="n751 n753"] + 438 -> 754 [class="n438 n754"] + 754 -> 755 [class="n754 n755"] + 438 -> 755 [class="n438 n755"] + 754 -> 756 [class="n754 n756"] + 756 -> 757 [class="n756 n757"] + 5 -> 757 [class="n5 n757"] + 755 -> 757 [class="n755 n757"] + 452 -> 758 [class="n452 n758"] + 758 -> 759 [class="n758 n759"] + 452 -> 759 [class="n452 n759"] + 758 -> 760 [class="n758 n760"] + 760 -> 761 [class="n760 n761"] + 5 -> 761 [class="n5 n761"] + 759 -> 761 [class="n759 n761"] + 451 -> 762 [class="n451 n762"] + 762 -> 763 [class="n762 n763"] + 451 -> 763 [class="n451 n763"] + 762 -> 764 [class="n762 n764"] + 764 -> 765 [class="n764 n765"] + 5 -> 765 [class="n5 n765"] + 763 -> 765 [class="n763 n765"] + 448 -> 766 [class="n448 n766"] + 766 -> 767 [class="n766 n767"] + 448 -> 767 [class="n448 n767"] + 766 -> 768 [class="n766 n768"] + 768 -> 769 [class="n768 n769"] + 5 -> 769 [class="n5 n769"] + 767 -> 769 [class="n767 n769"] + 449 -> 770 [class="n449 n770"] + 770 -> 771 [class="n770 n771"] + 449 -> 771 [class="n449 n771"] + 770 -> 772 [class="n770 n772"] + 772 -> 773 [class="n772 n773"] + 5 -> 773 [class="n5 n773"] + 771 -> 773 [class="n771 n773"] + 428 -> 774 [class="n428 n774"] + 774 -> 775 [class="n774 n775"] + 428 -> 775 [class="n428 n775"] + 774 -> 776 [class="n774 n776"] + 776 -> 777 [class="n776 n777"] + 5 -> 777 [class="n5 n777"] + 775 -> 777 [class="n775 n777"] + 422 -> 778 [class="n422 n778"] + 778 -> 779 [class="n778 n779"] + 422 -> 779 [class="n422 n779"] + 778 -> 780 [class="n778 n780"] + 780 -> 781 [class="n780 n781"] + 5 -> 781 [class="n5 n781"] + 779 -> 781 [class="n779 n781"] + 427 -> 782 [class="n427 n782"] + 782 -> 783 [class="n782 n783"] + 427 -> 783 [class="n427 n783"] + 782 -> 784 [class="n782 n784"] + 784 -> 785 [class="n784 n785"] + 5 -> 785 [class="n5 n785"] + 783 -> 785 [class="n783 n785"] + 470 -> 786 [class="n470 n786"] + 786 -> 787 [class="n786 n787"] + 470 -> 787 [class="n470 n787"] + 786 -> 788 [class="n786 n788"] + 788 -> 789 [class="n788 n789"] + 5 -> 789 [class="n5 n789"] + 787 -> 789 [class="n787 n789"] + 454 -> 790 [class="n454 n790"] + 790 -> 791 [class="n790 n791"] + 454 -> 791 [class="n454 n791"] + 790 -> 792 [class="n790 n792"] + 792 -> 793 [class="n792 n793"] + 5 -> 793 [class="n5 n793"] + 791 -> 793 [class="n791 n793"] + 741 -> 794 [class="n741 n794"] + 581 -> 795 [class="n581 n795"] + 745 -> 796 [class="n745 n796"] + 769 -> 797 [class="n769 n797"] + 673 -> 798 [class="n673 n798"] + 601 -> 799 [class="n601 n799"] + 585 -> 800 [class="n585 n800"] + 629 -> 801 [class="n629 n801"] + 661 -> 802 [class="n661 n802"] + 613 -> 803 [class="n613 n803"] + 533 -> 804 [class="n533 n804"] + 645 -> 805 [class="n645 n805"] + 577 -> 806 [class="n577 n806"] + 685 -> 807 [class="n685 n807"] + 749 -> 808 [class="n749 n808"] + 521 -> 809 [class="n521 n809"] + 649 -> 810 [class="n649 n810"] + 721 -> 811 [class="n721 n811"] + 605 -> 812 [class="n605 n812"] + 697 -> 813 [class="n697 n813"] + 713 -> 814 [class="n713 n814"] + 725 -> 815 [class="n725 n815"] + 785 -> 816 [class="n785 n816"] + 753 -> 817 [class="n753 n817"] + 701 -> 818 [class="n701 n818"] + 677 -> 819 [class="n677 n819"] + 545 -> 820 [class="n545 n820"] + 541 -> 821 [class="n541 n821"] + 593 -> 822 [class="n593 n822"] + 553 -> 823 [class="n553 n823"] + 565 -> 824 [class="n565 n824"] + 729 -> 825 [class="n729 n825"] + 505 -> 826 [class="n505 n826"] + 569 -> 827 [class="n569 n827"] + 573 -> 828 [class="n573 n828"] + 537 -> 829 [class="n537 n829"] + 705 -> 830 [class="n705 n830"] + 773 -> 831 [class="n773 n831"] + 549 -> 832 [class="n549 n832"] + 681 -> 833 [class="n681 n833"] + 777 -> 834 [class="n777 n834"] + 765 -> 835 [class="n765 n835"] + 669 -> 836 [class="n669 n836"] + 633 -> 837 [class="n633 n837"] + 597 -> 838 [class="n597 n838"] + 513 -> 839 [class="n513 n839"] + 557 -> 840 [class="n557 n840"] + 589 -> 841 [class="n589 n841"] + 653 -> 842 [class="n653 n842"] + 737 -> 843 [class="n737 n843"] + 641 -> 844 [class="n641 n844"] + 657 -> 845 [class="n657 n845"] + 493 -> 846 [class="n493 n846"] + 733 -> 847 [class="n733 n847"] + 717 -> 848 [class="n717 n848"] + 617 -> 849 [class="n617 n849"] + 757 -> 850 [class="n757 n850"] + 497 -> 851 [class="n497 n851"] + 689 -> 852 [class="n689 n852"] + 529 -> 853 [class="n529 n853"] + 621 -> 854 [class="n621 n854"] + 501 -> 855 [class="n501 n855"] + 525 -> 856 [class="n525 n856"] + 561 -> 857 [class="n561 n857"] + 609 -> 858 [class="n609 n858"] + 789 -> 859 [class="n789 n859"] + 793 -> 860 [class="n793 n860"] + 693 -> 861 [class="n693 n861"] + 709 -> 862 [class="n709 n862"] + 517 -> 863 [class="n517 n863"] + 665 -> 864 [class="n665 n864"] + 761 -> 865 [class="n761 n865"] + 625 -> 866 [class="n625 n866"] + 781 -> 867 [class="n781 n867"] + 509 -> 868 [class="n509 n868"] + 637 -> 869 [class="n637 n869"] + 405 -> 870 [class="n405 n870"] + 397 -> 871 [class="n397 n871"] + 385 -> 872 [class="n385 n872"] + 401 -> 873 [class="n401 n873"] + 409 -> 874 [class="n409 n874"] + 383 -> 875 [class="n383 n875"] + 387 -> 876 [class="n387 n876"] + 395 -> 877 [class="n395 n877"] + 393 -> 878 [class="n393 n878"] + 407 -> 879 [class="n407 n879"] + 399 -> 880 [class="n399 n880"] + 389 -> 881 [class="n389 n881"] + 411 -> 882 [class="n411 n882"] + 391 -> 883 [class="n391 n883"] + 403 -> 884 [class="n403 n884"] + 178 -> 885 [class="n178 n885"] + 184 -> 886 [class="n184 n886"] + 182 -> 887 [class="n182 n887"] + 180 -> 888 [class="n180 n888"] + 176 -> 889 [class="n176 n889"] + 186 -> 890 [class="n186 n890"] + 190 -> 891 [class="n190 n891"] + 188 -> 892 [class="n188 n892"] + 163 -> 893 [class="n163 n893"] + 152 -> 894 [class="n152 n894"] + 153 -> 895 [class="n153 n895"] + 150 -> 896 [class="n150 n896"] + 159 -> 897 [class="n159 n897"] + 162 -> 898 [class="n162 n898"] + 146 -> 899 [class="n146 n899"] + 158 -> 900 [class="n158 n900"] + 156 -> 901 [class="n156 n901"] + 148 -> 902 [class="n148 n902"] + 149 -> 903 [class="n149 n903"] + 161 -> 904 [class="n161 n904"] + 165 -> 905 [class="n165 n905"] + 166 -> 906 [class="n166 n906"] + 144 -> 907 [class="n144 n907"] + 155 -> 908 [class="n155 n908"] + 147 -> 909 [class="n147 n909"] + 160 -> 910 [class="n160 n910"] + 164 -> 911 [class="n164 n911"] + 145 -> 912 [class="n145 n912"] + 154 -> 913 [class="n154 n913"] + 157 -> 914 [class="n157 n914"] + 151 -> 915 [class="n151 n915"] + 121 -> 916 [class="n121 n916"] + 132 -> 917 [class="n132 n917"] + 122 -> 918 [class="n122 n918"] + 140 -> 919 [class="n140 n919"] + 128 -> 920 [class="n128 n920"] + 126 -> 921 [class="n126 n921"] + 131 -> 922 [class="n131 n922"] + 134 -> 923 [class="n134 n923"] + 139 -> 924 [class="n139 n924"] + 123 -> 925 [class="n123 n925"] + 142 -> 926 [class="n142 n926"] + 135 -> 927 [class="n135 n927"] + 124 -> 928 [class="n124 n928"] + 120 -> 929 [class="n120 n929"] + 127 -> 930 [class="n127 n930"] + 130 -> 931 [class="n130 n931"] + 129 -> 932 [class="n129 n932"] + 125 -> 933 [class="n125 n933"] + 138 -> 934 [class="n138 n934"] + 137 -> 935 [class="n137 n935"] + 141 -> 936 [class="n141 n936"] + 136 -> 937 [class="n136 n937"] + 143 -> 938 [class="n143 n938"] + 133 -> 939 [class="n133 n939"] + 110 -> 940 [class="n110 n940"] + 111 -> 941 [class="n111 n941"] + 98 -> 942 [class="n98 n942"] + 112 -> 943 [class="n112 n943"] + 99 -> 944 [class="n99 n944"] + 106 -> 945 [class="n106 n945"] + 97 -> 946 [class="n97 n946"] + 113 -> 947 [class="n113 n947"] + 109 -> 948 [class="n109 n948"] + 107 -> 949 [class="n107 n949"] + 108 -> 950 [class="n108 n950"] + 101 -> 951 [class="n101 n951"] + 116 -> 952 [class="n116 n952"] + 117 -> 953 [class="n117 n953"] + 96 -> 954 [class="n96 n954"] + 118 -> 955 [class="n118 n955"] + 105 -> 956 [class="n105 n956"] + 115 -> 957 [class="n115 n957"] + 102 -> 958 [class="n102 n958"] + 119 -> 959 [class="n119 n959"] + 100 -> 960 [class="n100 n960"] + 103 -> 961 [class="n103 n961"] + 104 -> 962 [class="n104 n962"] + 114 -> 963 [class="n114 n963"] +} diff --git a/site_test/static/2025/version-7/graph.js b/site_test/static/2025/version-7/graph.js new file mode 100644 index 0000000..18666f4 --- /dev/null +++ b/site_test/static/2025/version-7/graph.js @@ -0,0 +1,104 @@ +let container, containerRect; +let svg; +let hasLoaded = false; +console.log(document.readyState); +document.addEventListener("DOMContentLoaded", () => { + container = document.getElementById("svg-container"); + containerRect = container.getBoundingClientRect(); + svg = document.getElementById("svg"); + svg.addEventListener("load", onLoad); + // Sometimes the load event just doesn't fire in Safari (race between loading the script and svg?) + // So, as a fallback: + setTimeout(() => { + if (!hasLoaded) { + try { + onLoad(); + } catch (e) { + console.error("Still failed to load after delay", e); + } + } + }, 100); +}); + +let origWidth, origHeight; +function onLoad() { + hasLoaded = true; + const svgDoc = svg.getSVGDocument(); + const el = svgDoc.getElementById("node1"); + origWidth = svgDoc.rootElement.width.baseVal.valueInSpecifiedUnits; + origHeight = svgDoc.rootElement.height.baseVal.valueInSpecifiedUnits; + scale = Math.pow(0.8, 3); + updateSVG(1); + const rect = el.getBoundingClientRect(); + container.scrollTo( + rect.x - (containerRect.width - rect.width) / 2, + rect.y - (containerRect.height - rect.height) / 2, + ); + + svgDoc.addEventListener("click", selectNode); +} + +function selectNode(e) { + const node = findNodeParent(e.target); + if (node) { + const id = [...node.classList].find((x) => x !== "node"); + const style = svg.contentDocument.getElementById("node-style"); + style.innerHTML = ` + .${id} text, + .${id} polygon { + fill: red; + } + .${id} ellipse, + .${id} path, + .${id} polygon { + stroke: red; + }`; + + const title = node.querySelector("a").getAttribute("xlink:title"); + const label = document.getElementById("svg-label"); + label.innerText = title; + label.innerHTML += "
"; + } +} + +function findNodeParent(e) { + if (e.classList && e.classList.contains("node")) { + return e; + } else if (e.parentElement) { + return findNodeParent(e.parentElement); + } else { + return null; + } +} + +let scale = 1; +function updateSVG(oldScale) { + const oldRect = svg.getBoundingClientRect(); + const unscaledTop = -oldRect.top / oldScale; + const unscaledLeft = -oldRect.left / oldScale; + + const graph = svg.contentDocument.getElementById("graph0"); + graph.transform.baseVal[0].setScale(scale, scale); + const root = svg.contentDocument.rootElement; + const scaledWidth = origWidth * scale; + const scaledHeight = origHeight * scale; + root.setAttribute("width", `${scaledWidth}pt`); + root.setAttribute("height", `${scaledHeight}pt`); + root.setAttribute("viewBox", `0 0 ${scaledWidth} ${scaledHeight}`); + + container.scrollTo(unscaledLeft * scale, unscaledTop * scale); +} + +document.getElementById("zoom-in").addEventListener("click", (e) => { + e.preventDefault(); + const oldScale = scale; + scale *= 1.25; + updateSVG(oldScale); +}); + +document.getElementById("zoom-out").addEventListener("click", (e) => { + e.preventDefault(); + const oldScale = scale; + scale *= 0.8; + updateSVG(oldScale); +}); diff --git a/site_test/static/2025/version-7/graph.svg b/site_test/static/2025/version-7/graph.svg new file mode 100644 index 0000000..6cdd793 --- /dev/null +++ b/site_test/static/2025/version-7/graph.svg @@ -0,0 +1,27300 @@ + + + + + + + + + + + +0 + + +0 + + + + + +1 + + +1 + + + + + +0->1 + + + + + +5 + + +5 + + + + + +1->5 + + + + + +10 + + +10 + + + + + +1->10 + + + + + +14 + + +14 + + + + + +1->14 + + + + + +17 + + +17 + + + + + +1->17 + + + + + +20 + + +20 + + + + + +1->20 + + + + + +22 + + +22 + + + + + +1->22 + + + + + +30 + + +30 + + + + + +1->30 + + + + + +32 + + +32 + + + + + +1->32 + + + + + +36 + + +36 + + + + + +1->36 + + + + + +37 + + +37 + + + + + +1->37 + + + + + +38 + + +38 + + + + + +1->38 + + + + + +46 + + +46 + + + + + +1->46 + + + + + +2 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