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Title : Amazon
Filename : Amazon.map
Author : John Salzwedel
E-mail : laetitiafan@usa.net
Web Page : http://wwww.fortunecity.com/westwood/gucci/77/
Misc. Author Info : I like stuff
Other Levels : Somethin.map

Description : 	Sometimes even Lo Wang gets tired of fighting ninjas and
 saving the world. So he decided that he needed a vacation, and headed off
 to Brazil. But on the way to Rio de Janeiro his plane starts having engine
 trouble and crashes in a small pond near the Amazon River. Lo Wang is the
 only one who survives. Using the radio in the cockpit he is able to call
 for help, but the trees are too dense and the wildlife is to ferocious for
 the rescue helicopter to get to him. So, he must fight his way down the river,
 battling wild beasts, ravenous toucans, flesh-eating piranhas and hostile
 natives, all the way to the rescue helicopter waiting for him...

Additional Credits To : Woolog- for helping me test it, and making the cool
 sound you hear when you kill a toucan (hdeath.voc). It's hard to believe
 any human could make that sound. 
 (http://www.geocities.com/SiliconValley/Foothills/1170)

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* Play Information * 

Episode and Level # : User Level
Single Player : yes 
WangBang 2-8 Player : no
Cooperative 2-8 Player : no
Capture The Flag 2-8 Player : no
Difficulty Settings : not implemented
New Art : Yes, changed hornet to a toucan and a couple other new things (replaces tiles003.art)
New Music : No
New Sound Effects : Yes, toucan sounds and a helicopter sound (hbuzz.voc, hdeath.voc, hsting.voc, heli.voc)
Demos Replaced : No (what demos?)

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* Construction * 

Base : New level from scratch
Level Editor(s) Used : BUILD
Art Editor(s) Used : Editart and Corel Photo House
Construction Time : 6 weeks (finished November 14, 1998)
Known Bugs : none

* Where to get this MAP file * 

File location : up my butt and around the corner(?)

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*Important Information* 

Installation : Make sure to backup you art tiles 003 in a different 
 directory if you have any
 changed artwork in it.

Important Notes :                         ( f(x+h) - f(x) )
                    f'(x) = lim (h->0)    -----------------
                                                  h
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