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Author: Subject: Wasting Time Is Fun!
BBP
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biggrin.gif posted on 29-9-2007 at 13:47
Wasting Time Is Fun!


http://www.feedthehead.net

You may take a while discovering all the features of THe Head. Try to make it breathe fire!

[Edited on 29-9-07 by BBP]




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[*] posted on 2-10-2007 at 15:53


http://home.scarlet.be/~bbonte/fieldsoflogic.html
Fields of Logic by Bart Bonte. Playing with television!

Minor point: no auto-destroy.




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[*] posted on 4-10-2007 at 15:46


http://www.armorgames.com/games/sonicthehedgehog.html
About the only reason why anybody would want a Sega in the nineties...




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[*] posted on 26-11-2007 at 17:48


I'm a member now of the Atari 8-bit club on Hyves.
Must get my 800xl from the attic someday
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BBP
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[*] posted on 7-3-2008 at 12:40


http://www.michaelbach.de/ot/
A LOT of optical illusions!




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[*] posted on 8-3-2008 at 21:58


makes me dizzy
I'm playing an old game nowadays it is called breakthru, simple but I am enjoying it




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[*] posted on 9-3-2008 at 02:00


Quote:
Originally posted by DEDI'm playing an old game nowadays it is called breakthru, simple but I am enjoying it

Snood is my favourite time wasting game.




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[*] posted on 9-3-2008 at 12:06


Snood? What's that?
I've been playing the Never Ending LevelGame a lot at http://www.levelgame.net in which the prime target is getting to the next level. But I finished that now and am onto Lemmings, Lemmings Revolution to be precise. Lemmings are cool!




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[*] posted on 9-3-2008 at 12:24


Finally a game a can relate to! When I was a child I was fascinated and disturbed seeing hundreds of these dudes commit mass suicide. I might even have had nightmares about it. Like...why don't the others learn from the first guy who goes over the cliff and dies?



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[*] posted on 9-3-2008 at 14:03


Nightmares on Lemmings... gosh. I did have nightmares about Prince of Persia, and lots of them too. And something highly childish called FoulPlay for 8 and up, where you have to solve a murder by walking in a house and clicking on everything. And on Phantasmagoria. And just a few days ago on The 7th Guest, even though that game never scared me.

It's horrible though, if you've got to nuke em and they all cower in fear... Or in Cascade, where you can save only 10.




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[*] posted on 9-3-2008 at 22:34


Quote:
Originally posted by BBP
Snood? What's that?

A block of diifferent coloured objects all massed together hangs from the top of the game screen. At the bottom is a gun which loads with one of these coloured objects at a time. When the object is fired at the block it destroys any group of two or more of the same colour. There is meter on the side which fills up one step at a time and the only way to stop a step is if some coloured objects fall off the block without being destroyed. When the meter is full, if your next shot doesn't drop any objects intact, the whole block moves down one step. You win the game by making all the objects drop before any remaining ones get crushed at the bottom.

I like the game because it is not relentless like Tetris. If you don't shoot, nothing happens and you can take as long as you like to think about your shots.

Go to Word Of Mouth Games

Quote:
Originally posted by BBP
I've been playing the Never Ending LevelGame a lot at http://www.levelgame.net in which the prime target is getting to the next level. But I finished that now and am onto Lemmings, Lemmings Revolution to be precise. Lemmings are cool!

I haven't played Lemmings for ages. I'm waiting for Psygnosis to produce a version for Mac OS X.




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[*] posted on 10-3-2008 at 08:28


Lemmings is a DOS game... you should be able to get an old-time version and play it in DosBox.

That Snood sounds like a non-timebased version of ZOOP... It's indeed nice if you can think about moves... but in the days when I played Bookworm a lot (type of Boggle) that usually lead me to long thinking and little playing. Sometimes a game just needs to end.
(recalls the 45-min games of SuperCollapse...)




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[*] posted on 11-3-2008 at 07:17


Ever played 'Human Tetris' Polydigm?

http://www.youtube.com/watch?v=Ll2kajMH2u0




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[*] posted on 11-3-2008 at 22:10


Ever played 1D Tetris? http://www.tetris1d.org/

Something else that's silly:
Mathematical Pie

[Edited on 11-3-08 by BBP]




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[*] posted on 20-3-2008 at 18:06


http://intelligence-test.net/part1/

Fill In The Blank: eg 24 H in a D = 24 Hours In A Day. Pretty tough!




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[*] posted on 20-3-2008 at 23:23


Quote:
Originally posted by scallopino
Ever played 'Human Tetris' Polydigm?

http://www.youtube.com/watch?v=Ll2kajMH2u0

That was just insane. But, I had a few laughs.




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[*] posted on 20-3-2008 at 23:28


Quote:
Originally posted by BBP
Ever played 1D Tetris? http://www.tetris1d.org/

A zero challenge game where you don't have to do anything. Very funny.




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[*] posted on 20-3-2008 at 23:40


It's about as much a game as your slider avatar... which is not meant to degrade either of them...



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[*] posted on 20-3-2008 at 23:52


Quote:
Originally posted by BBP: Something else that's silly:
Mathematical Pie

I'm not sure that song is entirely accurate in that I don't think the Ancient Greeks would have had the wherewithal to figure out that pi is not rational. You can keep on constructing rational numbers that get more and more accurate and there's no limit to how accurate they can get. For example 21991/7000 is accurate to 5 decimal places. Thus, they would have easily been able to find rational solutions more accurate than any method available to them for measurement and so they would have needed some other method to show it was not rational. The proofs are actually quite sophisticated.




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[*] posted on 21-3-2008 at 01:39


Quote:
Originally posted by polydigm
Quote:
Originally posted by BBP: Something else that's silly:
Mathematical Pie

I'm not sure that song is entirely accurate in that I don't think the Ancient Greeks would have had the wherewithal to figure out that pi is not rational. You can keep on constructing rational numbers that get more and more accurate and there's no limit to how accurate they can get. For example 21991/7000 is accurate to 5 decimal places. Thus, they would have easily been able to find rational solutions more accurate than any method available to them for measurement and so they would have needed some other method to show it was not rational. The proofs are actually quite sophisticated.


That's right...the metric space (Q,d) is not complete, and the sequence of rationals (3, 3.1, 3.14, 3.141, 3.1415...) is the usual example given to introduce completeness. The sequence is a Cauchy sequence but doesn't converge in (Q,d) because the limit is not rational.




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