Najnowsza plotka Sponga- Nintendo Revolution na TGS. Czyli już 16 września. Co ciekawe gamespot w rumor controls napisał:
Adopting its typical--and not always unwarranted--self-congratulatory tone, SPOnG this week trumpeted the fact that it had learned exactly when the Revolution and its vaunted controller would be revealed. However, its assertion that the deed will be done at TGS next month wasn't quite as surprising as the site made it out to be. Rumors to the same effect have been swirling ever since Nintendo president Satoru Iwata announced he would be delivering a keynote at the event. SPOnG's "exclusive" echoed that speculation, saying that Iwata will offer "an explicit outline of the [Revolution] hardware and its controller and input mechanic" and will "illustrate exactly how it will work." The site says executives will also show off several games on the console, including the title popularly referred to as "Mario 128." Indeed, TGS seems like an opportune time to finally take the wraps off the Revolution, which is supposed to launch sometime next year. It would also make sense strategically, as Microsoft is planning a pre-TGS conference where it is expected to reveal the Xbox 360's price, and Sony says the PlayStation 3 will be present in some form at the event. Iwata's very presence is also noteworthy. Although he addressed TGS two years ago, his company traditionally eschews the event altogether, meaning he likely has a special reason for turning up. But is there any evidence of the Revolution unveiling other than Iwata? According to SPOnG, "Nintendo is assembling key media to attend this year's show." However, "assembling" is a bit much, as the company has not been waging a major media campaign promoting Iwata's speech. That's probably because they don't have to, as every game journalist worth his or her salt is trying to get in to hear what Iwata does--and doesn't--say.
Bogus or not bogus?: We'll see next month, but sources close to Nintendo say a next-gen Mario demo is a strong probability.
Plotka nabiera prawdopodobieństwa.
