nyroBlog
Bannière NyroBlog, par Côme Nicolas
Image par Côme Nicolas - ?

Catégorie : Ailleurs


Do you know Roger Hargreaves?

So do I... until this morning when I saw the new Doodles.

Roger Hargreaves, he's the illustrator and creator of the well known seriesof Mr. Men and Little Miss that we all already read..

That's a total of 16 Doodles created especially for the event by Google:

 

Roger Hargreaves, Doodle 1
Roger Hargreaves, Doodle 2
Roger Hargreaves, Doodle 3
Roger Hargreaves, Doodle 4
Roger Hargreaves, Doodle 5
Roger Hargreaves, Doodle 6
Roger Hargreaves, Doodle 7
Roger Hargreaves, Doodle 8
Roger Hargreaves, Doodle 9
Roger Hargreaves, Doodle 10
Roger Hargreaves, Doodle 11
Roger Hargreaves, Doodle 12
Roger Hargreaves, Doodle 13
Roger Hargreaves, Doodle 14
Roger Hargreaves, Doodle 15
Roger Hargreaves, Doodle 16

 

Which one do you prefer?

Roger Hargreaves, vous connaissez ?

Hé bien moi non plus, jusqu'à ce matin en voyant les doodle de Google.

Roger Hargreaves, c'est l'illustrateur et créateur de la série des Monsieurs/Madames qu'on connaît tous.

C'est pas moins de 16 Doodles créés juste pour l'occasion par google :

 

Roger Hargreaves, Doodle 1
Roger Hargreaves, Doodle 2
Roger Hargreaves, Doodle 3
Roger Hargreaves, Doodle 4
Roger Hargreaves, Doodle 5
Roger Hargreaves, Doodle 6
Roger Hargreaves, Doodle 7
Roger Hargreaves, Doodle 8
Roger Hargreaves, Doodle 9
Roger Hargreaves, Doodle 10
Roger Hargreaves, Doodle 11
Roger Hargreaves, Doodle 12
Roger Hargreaves, Doodle 13
Roger Hargreaves, Doodle 14
Roger Hargreaves, Doodle 15
Roger Hargreaves, Doodle 16

Quel est votre préféré ?

FF1J, une semaine après

Je n'ai pas pu y aller (et d'ailleurs je n'y suis jamais allé, c'est un truc d'artiste ce machin...), mais j'aime toujours regarder les vidéos finales.
Et cette année, il y avait plusieurs équipe de SRC qui m'ont bien plu. D'ailleurs l'équipe Enormous Pelican a gagné le prix du public et le Chrono d'or.

Le FF1J (Festival du film d’un jour) est un festival organisé par les étudiants de l’UTBM de Belfort. Ce festival se déroule sur 3 jours, pendant lesquels des équipes de tournage d’étudiants de toute la France doivent réaliser les meilleurs courts-métrages. Ils ont 50h pour trouver un scénario, tourner et monter leur court, ceci à partir d’un thème dévoilé le premier jour.

La vidéo d'Enormous Pelican :


La vidéo d'Hage :

Eurockéennes : arrêtez de bouger, vous serez filmés !

Ils s'appellent l'équipe des Foule Freeze.
Ce groupe a pour mission de Freezer la foule des Eurockéennes.
Bref, ils vont geler, figer la foule des Eurockéennes.

Composé d'étudiants et d'enseignants de l'IUT, ce groupe travaille à ce projet de communication web avec un sens de l'organisation indispensable pour mettre en place ce type d'événement.

Les Freeze sont en effet des rassemblements de personnes organisés au moyen d'Internet. Le participants ne se connaissent pas. Ils se réunissent. Arrêtent de bouger. Se dispersent. La vidéo tournée est ensuite diffusée sur les plateformes Web du monde entier.

Rendez-vous le samedi 4 juillet

Tous se sont donnés rendez-vous le samedi 4 juillet 2009 sur le site des Eurockéennes. Festivaliers, soyez dans la grande montée du chapiteau vers la grande scène à 18h30 précise. De 18h30 à 18h34 : ne bougez plus, vous serez filmés !

Le blog pour des infos au jour le jour
L'événement Facebook pour vous inscrire

Reinvente the calendar

All of us has already figure out that: calculate dates through years is difficult. You have to worry about leap years, weeks of 7 days, months with different number of days, etc...

Starting from this observation, I started to search information about time notion, and more precisely in the measure that was done by humans.

In most of the worlds we're using the Gregorian calendar: established on 1582, it's using the SUN and the earth rotation around it to define the year and the day. Since this time the calendar included the 29th of February every 4 years to obtain a year with 365,25 days.

But the earth go round the Sun in 365,24219 days. Which means there is a tiny shift which is getting ride every millennium but not adding the 29th of February. And because day of the week are never at the same date from a year to another, it's becoming hard to know which day of the week was the March, End of 1954! Moreover this calendar is really marked by the Christian culture.

And we also have to edit new calendars every years, re-think the holidays, etc...

Here are the problems that we can evoke about our current calendar. Let's have a look about other calendars now.

The first and probably the most important to note here is the Maya calendar. This calendar cut the time in many different unities regarding the time length. One surprising thing is that it's ending on December 21st, 2012. There is plenty of different explanations for it that I can't speak about them here.

An other calendar that we could speak about here is the Republican calendar which was created during the French Revolution. In the same idea to separate references about monarchy like the foot, it has been etablished to be a time unit on base 10, with weeks of 10 days, months of 30 days, etc... It was used only for a few years after the French revolution and finaly went to the bin, probably because of the week length, too long....

Finally the Muslim calendar is based on the moon and its phases. That's why there is a shift with the Gregorian calendar.

OK, and what?

So one day I asked myself if it wouldn't be possible to create a new calendar that we could use and establish simply. The aim of this calendar and it's new time scale would be to propose fixed days throughout years without having to use an additional day every 4 years. This imply that the notion of day would be modified to operate. And so on the hours and the minutes.

As the second is the scientific time unit, this calendar will keep the relation with the current second. That will also simplify the computer change, because the time is stored in seconds, before being converted in a human readable date. The year will also be kept: it's determined by the time the earth use to go around the Sun. The weeks will still be with 7 days, to avoid bigger change in the work world.

Let's construct this calendar

nTime

For the units, I simply used the current name and prefixing the letter n.

We have 365 nDays to dispose. We can see that 365 = 52 * 7 + 1. So we can start that we'll have 52 nWeeks + 1 nDay.

52 = 4 * 13 : Let's place 13 nMonths of 4 nWeeks each one, which 28 nDays in 1 nMonth.

that way the calendar obtained is very strict and each nth nDay from the mth nMonth will be eaxctly the same xth day of the week.

Regarding units during the day, why don't cut the nDay in 10 nHours, and every nHour in 100 nMinutes? I didn't already make the conversion calculs, because I'll need to know the exact number of seconds in one year, year as it's astronomical term. Don't forget that 1 second = 1 nSecond.

We can notice that this change of scall for the hours and minutes will imply a tweak problem for the conversion from Gregorian dates to a date of this new calendar. In fact the minutes around midnight will sometimes be equal to the previous day, sometimes not. This will depend from Sun gap, so depends about the leap years... One more time once the conversion calcul will be done, the answers to these questions will be very clear and simple.

There is still one thing to do: define the relation with the current calendar and when it should be used. As the December 21st, 20012 seems to be an important date for many reasons, I propose to use this date as the first date of this new calendar. That's imply that the first nDay of the year will also be the winter's day, or more scientifically speaking the day of the winter solstice; date from when the days starts to become longer (in the north hemisphere).

I created a web page to show this calendar, with the dates relation.

This imply many nice thing for the season:

  • The spring will be the 7th nDay of the 4th nMonth, which will be equivalent to a Sunday.
  • The summer will be the 14th nDay of the 7th nMonth, still a Sunday.
  • the autumn will be the 21st nDay of the 10th nMonth, one more time a Sunday.

And if you look on the calendar, these dates are obliquely line up.

That's it about the theorical part of this calendar. You probably thought I'm totally crazy because I thought at least more than one second about this craziness, but why not?

After all most of the inventors was taken for fool at their time because they didn't think with the same paradigm than the others.

And you, what do you think about that?

Version française de ce billet