«Consider yourself Perfectible makes you Perfect!»
Cool things you can do on Mac
I suggest to take a look at SilverMac: Tips&Tricks for your MacOSX 
.
An example?
How to do this? Ctrl-Cmd-D
| Print article | This entry was posted by Detro on Sun 10 September, 2006 at 12:20, and is filed under Curiosity, IT / Comp-Sci / Code. Follow any responses to this post through RSS 2.0. You can leave a response or trackback from your own site. |
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Dan Pink on Motivation
about 3 months ago - 3 comments
This is a really amazing version of the Daniel H. Pink speech about Motivation. It all into it’s second book, “Drive: The Surprising Truth About What Motivates Us“.
And, best of all, it’s all explained on a white board
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Books that are my Developer Mantra
about 4 months ago - No comments
I can’t put it any simpler: buy and read those 2 books ASAP.
Getting Real
Rework
This is proper stuff. This is stuff that translates into words what you, THE DEVELOPER, would like to have in your daily work life.
And probably the reason for which having a pet project, something where you set the rules, helps remaining sane,
Job’s (a bit) wrong
about 4 months ago - 2 comments
This is a set of commets to some of the asserts made by Steve Jobs in his Thoughts on Flash.
Safari has just ~5.5% of web users share
[...] Apple even creates open standards for the web. For example, Apple began with a small open source project and created WebKit, a complete open-source HTML5 rendering engine that
Roald Dahl Plass in 360º
about 4 months ago - No comments
This took some patience. Not to take the pictures themselves, but to bear with a group of trip-mates that were either freezing or bored to wait for me to take this 12 pictures -_-
Roald Dahl Plass
Do you like it? If so, I have a larger (way larger) version.
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The Story of Bottled Water
about 5 months ago - No comments
Show this to as much peoples as possible. It probably something some informed/smart people already know, but I admit that having someone making a video of it, makes it more “rememberable”, so more effective on (my) future behaviour.
I’m cheese? I’m controllable through videos? Possibly, but in this case I’m OK with that.
More at: The Story
Why iPhone still ruleZ
about 6 months ago - 5 comments
I’m going to make a simple point. And because people that know me think I’m a “unfair-Google-aficionado-that-doesn’t-see-how-evil-Google-is”, I’m going to use Android as victim here.
iPhone ruleZ
Other OS? I’m not even taking into consideration old stuff like Symbian: is just too easy to trash it now-days (Qt is a whole different story though).
Android is great… for
Binary Tree Rebuilder
about 6 months ago - No comments
Imagine you have a Binary Tree, with those characteristics:
Nodes do not respect any order relation – In other words: it’s not a Binary Search Tree of any kind
Every node appears once and only once within the tree
A nice Binary Tree
Then, your little brother passes by your desk and, to upset you, deletes the tree from
Serverless chat to reduce office distance
about 7 months ago - 6 comments
This idea comes out for an old university-time idea: to write a serverless chat application. Of course, I’m aware of the complications and the problems that using Broadcasting could create, so this problems would be took in consideration by design.
But why now? I was thinking of a way to reduce the “office distances”: making easy
iPad Simulator in Video and Comments
about 7 months ago - No comments
I would have just posted it on Twitter, but I have some comments about this video.
One of the first video of the iPad Simulator
Watch it in Full screen at 720p: it help “feeling” the proportions used by Apple in the UI
It clarify how it does execute iPhone apps: they most probably implement the iPhone API
“Bidirectionally multiplied” array
about 7 months ago - No comments
Another small problem before I go to sleep tonight:
There is an array A[N] of N numbers.
You have to compose an array Output[N] such that Output[i] will be equal
to multiplication of all the elements of A[N] except A[i].
For example Output[0] will be multiplication of A[1] to A[N-1] and Output[1]
will be multiplication of A[0] and from A[2]
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