Google Maps Introduces 8-Bit Quest Maps
AbsoluteXyro writes "Today users of Google Maps will notice a new mapping option — 'Quest' — alongside the usual 'Map' and 'Satellite' views. Quest view renders the planet in a retro 8-bit fantasy video game style, including renders of famous landmarks such as the White House and the Eiffel Tower. Even Pegman gets in on the game, now taking on the appearance of a sword wielding 8-bit adventurer, allowing you to witness Street View through 8-bit eyes. Basically, imagine a fully functioning Google Maps on an NES."
This is quite funny: http://www.youtube.com/watch?v=rznYifPHxDg
- Area 51 has a cow being abducted
- Google Offices
- Pyramids and Spinx
- Desert and ice tiles
- Many more to discover...
http://8bitcity.com/map?New%20York by artist Brett Camper
Someone on the NESdev.com forum is making a real NES cartridge with 2 MB of RAM and an ARM Cortex microcontroller that appears to be comparable to the MMC900913 that this (fictional) product uses. Once that's ready, all we'd need to defictionalize this AFD story would be a port of an OpenStreetMap viewer, along with a USB cable to tether it to a PC or phone.
Looks like http://www.bengarvey.com/2012/03/31/list-of-interesting-places-in-8-bit-google-maps/has a pretty good list of interesting places
I'm a dreamer, the world is my playpen. But hey, I'm a serious person, I can't dream all the time.
There is a difference between Google, M$, and Apple. Google still condones having fun.
* Carthago Delenda Est *
Anyone found out how to battle monsters? Is this just part of the joke or is there a way to actually do it? :-)
The official Google Lat Long blog: "Get detailed directions to avoid dangerous paths, and battle your way through a world of powerful monsters and mystic treasures."
Animoog.org
www.gmail.com/tap
www.google.com/fiber
I realize this is mainly intended as an april fool's joke, but I notice the quest maps load much faster than normal maps. It would be nice if Google kept around some kind of low-bandwidth version of their maps like this, for people on slow connections and throttled cell phones.
(T>t && O(n)--) == sqrt(666)