Comic #329

Lord Grog has seen enough fantasy movies to know that not even the largest horde of goblins can stand a chance against anyone with the title ‘adventurer’.

-Jesse

55 thoughts on “Comic #329”

      1. NO!!!!! WE ARE NOT DOING THIS!!! NO FIRST CHAINS!!! IMA FIRIN MAH LAZER! BLAAAARRRRGGGGGGRRGRRRGGGRRGGGRRRGGRGGG

      1. Seventh!
        In any case, I’d bet that Cyril would really hit off with the Goblin Tinkerer. They seem to compliment each other well.

  1. Link is enough proof of that. Anyone who as played the Horde Battle at the end of Skyward Sword knows this to be true. Thanks Jesse! It made me laugh hard.

    1. i dont think it matters if you put the s one is just plural and he could of meant what he said, especially with that accent

  2. You’d think goblins would adapt a new technique after half the army has been slain, I guess they’re are resourceful as zombies.

    1. Dude, goblins multiply like RATS! Of course they never adapt new tactics. If they did, we would all be screwed.

      1. MARIOMILES U FAIL

        more like rabbits, or ants. idk which. also if guidey’s name is cyril, then hes a clotheir not a… guidey wizard thing

      2. Seeing as he’s a wizard, don’t you think it would be plausible for him to learn… TIME TRAVEL MAGIC?!? It would be cool to have 1 person be 3 different NPC’s (Guide, Wizard, and Clothier) at the same time. That would save a ton of building materials.

  3. Well maybe Doctor Do-Nothing wouldn’t be doing nothing if you unbound him and let him use his killing gadgets to kill the adventurer/s?

    1. Probably thought the “pointy chain” that Dr. Do-Nothing made was cool.

      Even after it speared several goblins.

      1. or 100,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000 goblins

      2. pfff there’s no number that the team couldn’t face. really. between Cyril’s bunny making magic and maxx’s hammush (or mushsword?) who could face them?

        *sarcasm detector*

      3. How about 104858929929458183576212845678218358519129384 1039485910295858203568381935968484968986372250605982199923 1029486859201395968501030456859303959694020494 goblins?

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