I swear that this'll get no attention in the Collab Thread, so I'll also post this here.
Hi.
For a few weeks over IRC, I've been forming a new and cool idea for s collab of sorts. The gimmick: Each person must make a short-but-sweet Choconilla level using 5 SMW
Screen (Screen 00 to Screen 04) OR LESS. (Yes, you can make a level that is a screen long.)
The hack is also going to be a metroidvania type thing. The collab is 1 giant level. There are 5 floors to the level that act as hubs. Each level is blocked by Munchers. This brings me to my second gimmick:
The goal of each level is to get a Super-Mushroomat the end of te level and get to a door somewhere else in the level. If you loose it, you can always reset the level and try again. Once you beat a level, you can got to the munched fields and use your invincibility frames to get to another level. This also acts a good way to have Force-power downs at the start of each level.
Next is replay. You see, you only need to play 2 levels to get to the next hub. This means that there is always 2 levels that you can never play, which encourages replay of you want to get everything.
And of course, this is a collab. I'll leave the base-rom here if you want to help contribute.
(10-25-15)
Older Base-Rom's:
(10-03-15)
(9-26-15)
Oh, and of course, screenshots:
Hub 1 (WIP)
(1-1)
(2-3)
(1-2)
(1-3)
~Designers So Far~
Nin
SuperBot12
nick 139
AlwaysANoob
~Claims~
Hub 1: Nin (001)
Hub 2: (002)
Hub 3: (003)
Hub 4: (004)
Hub 5: (005)
Hub 6: Nin (006)
Hub S: (105)
1-1: Nin (024)
1-2: SuperBot12 (025)
1-3: Nick 139 (026)
1-4: AlwaysANoob (027)
2-1: Nick 139 (028)
2-2: (029)
2-3: Nin (030)
2-4: (031)
3-1: (032)
3-2: (033)
3-3: Nick 129 (034)
3-4: (035)
4-1: (036)
4-2: (037)
4-3: (038)
4-4: Nin (039)
5-1: (040)
5-2: (041)
5-3: (042)
5-4: (043)
6-1: (044)
6-2: (045)
6-3: (046)
6-4: (047)
Finale(?): Collection Of Peeps (Hopefully) including: Nin (048,049,050,051)
S-1: (00A)
S-2: (00B)
S-3: Nin (00C)
S-4: (00D)
True Finale/Credits: (00E)
~Other Claims~
Map16:
Page 02 Cliamed By Nin
Page 03 Claimed By SuperBot12
Page 04 Claimed By Nick139
Hi.
For a few weeks over IRC, I've been forming a new and cool idea for s collab of sorts. The gimmick: Each person must make a short-but-sweet Choconilla level using 5 SMW
Screen (Screen 00 to Screen 04) OR LESS. (Yes, you can make a level that is a screen long.)
The hack is also going to be a metroidvania type thing. The collab is 1 giant level. There are 5 floors to the level that act as hubs. Each level is blocked by Munchers. This brings me to my second gimmick:
The goal of each level is to get a Super-Mushroomat the end of te level and get to a door somewhere else in the level. If you loose it, you can always reset the level and try again. Once you beat a level, you can got to the munched fields and use your invincibility frames to get to another level. This also acts a good way to have Force-power downs at the start of each level.
Next is replay. You see, you only need to play 2 levels to get to the next hub. This means that there is always 2 levels that you can never play, which encourages replay of you want to get everything.
And of course, this is a collab. I'll leave the base-rom here if you want to help contribute.
(10-25-15)
Older Base-Rom's:
(10-03-15)
(9-26-15)
Oh, and of course, screenshots:
Hub 1 (WIP)
(1-1)
(2-3)
(1-2)
(1-3)
~Designers So Far~
Nin
SuperBot12
nick 139
AlwaysANoob
~Claims~
Hub 1: Nin (001)
Hub 2: (002)
Hub 3: (003)
Hub 4: (004)
Hub 5: (005)
Hub 6: Nin (006)
Hub S: (105)
1-1: Nin (024)
1-2: SuperBot12 (025)
1-3: Nick 139 (026)
1-4: AlwaysANoob (027)
2-1: Nick 139 (028)
2-2: (029)
2-3: Nin (030)
2-4: (031)
3-1: (032)
3-2: (033)
3-3: Nick 129 (034)
3-4: (035)
4-1: (036)
4-2: (037)
4-3: (038)
4-4: Nin (039)
5-1: (040)
5-2: (041)
5-3: (042)
5-4: (043)
6-1: (044)
6-2: (045)
6-3: (046)
6-4: (047)
Finale(?): Collection Of Peeps (Hopefully) including: Nin (048,049,050,051)
S-1: (00A)
S-2: (00B)
S-3: Nin (00C)
S-4: (00D)
True Finale/Credits: (00E)
~Other Claims~
Map16:
Page 02 Cliamed By Nin
Page 03 Claimed By SuperBot12
Page 04 Claimed By Nick139