Skinning Christmas....
Monday, November 17, 2003 by mormegil | Discussion: WinCustomize Talk
I have just been given the task of making a new Christmas Suite. (In 4 days) And I have decided to Blog a "Makeing Of". Hopefully it will be educational, and fun. So check it out.
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Reply #42 Wednesday, November 26, 2003 12:14 AM
Reply #43 Wednesday, November 26, 2003 12:26 AM
Godspeed, The Rated PG. My thoughts and prayers and gratitude for people like you will be with you.....
Reply #44 Wednesday, November 26, 2003 1:12 AM
I hope more time translates into more skins, I'm hungry.
Lets eat!

Give me skins to make my computer look like christmas snow in the winter with holidays of joy and laughter and all that good stuff.
Reply #45 Friday, November 28, 2003 6:52 PM
Any new blogs mormegil?
Tree up and presents bought
(had hell to pay for those) All I need for Xmas now is This Beautiful Xmas Suite.
Thanx again mormegil for that night before xmas feeling.
Reply #46 Friday, November 28, 2003 7:34 PM

Reply #48 Saturday, November 29, 2003 9:59 PM
Great Work Mormegil, can't wait. I guess I'll wait at least a couple of weeks afterwards to release my new skin. I don't dare try to compete.

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Reply #41 Tuesday, November 25, 2003 9:57 PM
Note that the above is valid for any year in the past or in the future.
But there is a simpler method, Doggett's modification of Oudin's algorythm, that is valid only for years after 1583. It goes like this :
Again, the divisions are integer divisions, in which remainders are discarded, while the % operator is used to signify the modulo or remainder operator.
century = year/100
G = year % 19
K = (century - 17)/25
I = (century - century/4 - (century - K)/3 + 19*G + 15) % 30
I = I - (I/28)*(1 - (I/28)*(29/(I + 1))*((21 - G)/11))
J = (year + year/4 + I + 2 - century + century/4) % 7
L = I - J
EasterMonth = 3 + (L + 40)/44
EasterDay = L + 28 - 31*(EasterMonth/4)
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