[link]
A friend of mine has inspired me. This year she has been doing something called "Project 365". Its sounds pretty impressive, but essentially the idea is simply to take and post at least one photo every single day for a whole year. This is the url of her photo blog: [link]
I love this idea. Its stated purpose is multifaceted: Document your life, capture memories, learn more about photography etc. Historically I've had a difficult time seeing things like this through, but this shouldn't be too hard, and it will definately be a good thing for me, to help me with my photography which I always want to keep improving.
I've started up Project 365 at my blog at [link] . There's one essential flexibility with the rules. I don't have to POST a picture every day, just take one. I can post several days backlog in one day, just as long as I've taken something each day.
If you want to follow my progress, then subscribe to the RSS feed of the blog. You can do that by clicking the orange rss button at the right of the address bar, or by clicking on the atom link at the bottom of the right column.
I hope you enjoy this journey. I wonder if I can keep it up










I hope you'll be in Melbourne again sometime, we should get togetehr for a shoot or a meal or something with the guys here
MSN: orionvisuals@hotmail.com
AIM: neilcreek
Gtalk: neilcreek
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Neil Creek's Place [link]
Graviton City: the Project A-ko Web Site [link]
The Anime Fan Artist Network [link]
I am in Melbourne until Sunday. But I will definitely me back. I love Melbourne as a city, it's great fun.
I will add you on msn!
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Tick: Death. The eternal blink. The capricious dance of Now Ya Stop Movin' Forever. Well contrary to popular belief, death isn't just for dead people. It can happen to anyone.
Looking forward to a chat!
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Neil Creek's Place [link]
Graviton City: the Project A-ko Web Site [link]
The Anime Fan Artist Network [link]
oh, and i love the shots taken in tassie!
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why is it always the pretty ones that get the attention?
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bored :3
Next Kiriban- 10 260
let's learn maths~ Differntiation of logarithmic functions:
> (d/dx) (x) --> '(x)
> (d/dx)ln x = (1/x)
> (d/dx)ln 2x = (2/2x) = (1/x)
> (d/dx)ln ax = (a/ax)
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Curious?
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Why didn't you drink the blood you idiot?
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