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guro
scat
furry -rating:g

Artist

  • ? yamamoto arifred 408

Copyrights

  • ? original 1.3M
  • ? rikei ga koi ni ochita no de shoumeishitemita 82

Characters

  • ? himuro ayame 71
  • ? kanade kotonoha 33
  • ? yukimura shinya 57

General

  • ? 1boy 1.6M
  • ? 2girls 1.1M
  • ? amusement park 1.0k
  • ? blouse 47k
  • ? breasts 3.9M
  • ? comic 591k
  • ? constricted pupils 14k
  • ? glasses 407k
  • ? greyscale 550k
  • ? hair between eyes 1.3M
  • ? index finger raised 57k
  • ? lab coat 30k
  • ? long hair 4.9M
  • ? map 5.3k
  • ? marker 3.0k
  • ? medium breasts 981k
  • ? monochrome 692k
  • ? multiple girls 1.7M
  • ? open collar 9.4k
  • ? pantyhose 602k
  • ? parted bangs 231k
  • ? ponytail 779k
  • ? shirt 2.2M
  • ? smile 3.3M
  • ? stick figure 557
  • ? sweatdrop 259k
  • ? t-shirt 76k

Meta

  • ? bad id 1.3M
  • ? ↳ bad pixiv id 990k
  • ? highres 6.1M
  • ? translation request 621k
  • ? ↳ check translation 38k

Information

  • ID: 2564083
  • Uploader: Jarlath »
  • Date: over 8 years ago
  • Size: 459 KB .jpg (844x1200) »
  • Source: pixiv.net/artworks/60288900 »
  • Rating: Sensitive
  • Score: 0
  • Favorites: 0
  • Status: Active

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himuro ayame, yukimura shinya, and kanade kotonoha (original and 1 more) drawn by yamamoto_arifred
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  • « ‹ prev Pool: Original - Science Tried to Prove We'd Fallen in Love (Yamamoto Arifred) next › »
  • Comments
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    Ah, that's right....
    Let's start with this theme park.
    The example attractions we have here include a haunted house, a Ferris Wheel, roller coasters, etc...
    A total of 22 locations.
    Which order would be the fastest?
    Isn't this your area of expertise?
    Kanade?
    This is that...
    ■Park Entrance ●Target Locations
    TSP (Travelling Salesman Problem)
    This an optimization problem...!!
    In this problem, under the conditions of starting at the starting point and reaching all destination, you have to find the shortest route possible. A common topic found among University experiments. One of the most famous of optimization problems.
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