5 Comments

  1. PyjamaPrime
    February 27, 2014 @ 6:16 pm

    hmmmm… I’d first have the Dino Charge Rangers be in high school (I know we just came off a team in high school, but whatevs), then maybe have them go to Angel Grove on a school trip, and have the Dino Thunder crew possibly checking out the old stomping grounds of Dr. Oliver’s… I’d definitely try to go with Jason running a dojo or gym and when the monsters show up he comes running

  2. JoBrAd
    February 27, 2014 @ 6:27 pm

    Part of me wants to say Rocky but we’ve seen that Jason still has his Tyrannosaurus coin whereas Rocky probably would be kicking it Zeo-style. Though anything could be written to work. I’d definitely like to see a return to Angel Grove and some old villains. Who cares if they got vaporized. Let em get resurrected. As far as the series goes, with as many different Rangers as there are, I think this would be a great season to cast some former actors as new Rangers and smooth over some of thr bitter feelings from the lack of cameos in Super Megaforce.

  3. AshSatoshi
    February 27, 2014 @ 9:38 pm

    I’d have the adapted version of Voldos come to Earth to obvious destroy and he resurrects

    both Goldar (if he died during the ending of In Space. If he survived as a human, maybe bring back Goldar as a separate entity from his human form) and Zeltrax and upgrade them. So this has the Dino-Charge Rangers team up with the Mighty Morphin and Dino Thunder Rangers to stop them.

    Yes, I just ripped off from Kyoryuger VS Go-Busters, sans Go-Busters. But in a way, this kinda works for Saban and the fans. Saban does it cheap and fans get a chance to not only see the Mighty Morphin and Dino Thunder teams but their enemies upgraded or something.

  4. Climax Hero Den-O
    February 28, 2014 @ 4:04 am

    Eh, I’d just have one minimum requirement: all three reds use their power-up forms together, because we freakin’ need more use of the AbareMax/Triassic Ranger suit

  5. Benjamin Weaver
    February 28, 2014 @ 11:21 am

    Logic, pure undoubtable logic

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