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Knowing the alphatime stander 

Alphacalendar 

websclock 

What is 1 second 

What is 1 Alphahora 

ALPHACALENDAR 

1. the year was divided in 52 weeks + 1 day or + 2 days when it goes bissexto; 365 / 7 = 52 weeks + 1. 

2. every week was identified respectively by a lower case and capital letter, and the last day that remains the year, or the 2 last, they will be represented by the $.  

aAbBcCdDeEfFgGhHiIjJkKlLmMnNoOpPqQrRsStTuUvVwWxXyYzZ $ 

3. every day of the week was identified by a different color, obeying the sequence below: 

Monday = Black color 

Tuesday = Brown color 

Wednesday = Green color 

Thursday = Red color 

Friday = color Orange 

Saturday = Blue color 

Sunday = Yellow color 

4. each letter represents one week in the year, maintaining the sequence above for every year, each color of the letter represents the day of the week, being varied the tonality of the color, it can identify until the period of the day; morning = clear, day = average and night = dark. 

5. the distribution of the letter will always be the same for every year, what moves it is alone the color, who is born in the third day of the week THE (10/01), he/she will always make birthday in the third day of the week being SHE this represented by the color corresponding to the day of the former week.: in 2001 the third day of the week will be Wednesday, TO " green, in 2002 it will be Thursday " THE " red and in 2003 it will be sixth " THE " orange. 

Each letter will represent the respective days of the year it conforms below, being just varied the colors. 

Week " the " = 01/01 - 07/01 

Week " THE " = 08/01 - 14/01 

Week " b " = 15/01 - 21/01 

Week " B " = 22/01 - 28/01 

Week " c " = 29/01 - 04/02 

Until the " $" = 31/12 or $= 30/12 and 31/12 (in boldface and underlined for leap year) 

 

6. to know the year it is bissexto or not, it was standardized to write in the following way 

the, THE, b... $(in underlined boldface; it will always be leap year (former.: 2000, 2004, 2008) = 366 days 

the, THE, b... $(only in boldface; it will always be the year previous to the bissexto (former.: 1999, 2003, 2007) = 365 days 

the, THE, b... $(normal and underlined; it will always be the previous or posterior second year to the bissexto)=365 days 

the, THE, b... $(normal and not underlined; it will always be the first year after the former bissexto.; 2001) = 365 days  

 

7) to correct the position of the earth in relation to the sun, whole century end finished in 00 non divisível by 400; he/she won't be bissexto, even so this system servant in 1582, it presents a mistake of 1 day every 3333,3 years, the alphatime, corrects this distorção, the " alphabetical century " he/she is 112 years old; represented by 28 letters capital letters (the 26 + Ç + $), written in the forms; normal, normal underlined, boldface and underlined boldface, and the $(in boldface and underlined) last year of every century (for every century it is used one of the 7 colors and sequence of the calendar), it will never be bissexto; except the $(in boldface, underlined and I yellow) that repeats to every 7 centuries or 784 years; this will be bissexto to correct the position of the earth exactly in relation to the sun.  

 

To return to the beginning. 

WEBSCLOCK 

To read the alphatime; new world pattern of time and without time zone (27 alfahoras a day and 53 alfaminutos each alfahora) it is alone to proceed the reading the same to a common analogical clock. 

 

1. it is verified which the period of the day the clock this marking; the pointer of hours of the 3 turns a day (morning, day and night), represented by the 26 letters + the $(whole capital letters) written in 3 turns. 

First turn (TO-I in the clear tonality = morning) 

Second return (J-R in the medium tonality = day) 

Third turn (S - $in the dark tonality = night) 

It is alone to read which letter of the period of the day the pointer is marking 

2. the minutos/alfaminutos pointer marks the 53 alfaminutos (the, THE, b... $), it is alone to read the small letter that is being pointed. 

Obs.: below the websclock, in all the pages, it will be informed the new world time in the analogical form (for virtual encounters and other global uses); the first letter (always capital letter) it will be the alfahora, the second letter (lower case or capital letter) it will be the alfaminuto, the color of these letters it will identify the day of the week and the period of the day will be informed through the tonality of the color.  

To return to the beginning. 

To read the normal clock (with 24 hours and 60 minutes), to only see the numbers (he/she forgets the letters). 

1. hours - THE pointer of hours of the 3 turns a day making an appointment (in the first turn), the 8 hours of the day (in the second it returns) and the 8 hours of the night (in the third turn) 

2. minutes - THE pointer of minutes gives 27 turns a day, each turn + 1/8 of turn (8+1=9 intervals of numbers in the counter) it corresponds to 60 minutes 

9 intervals = 60 minutes (1 turn + 1/8, pointers always put upon) 

4,5 intervals = 30 minutes (pointers always opposite) 

3 intervals = 20 minutes 

1 ½ intervals = 10 minutes 

1 interval = 6 minutes and 40 seconds 

½ interval = 3 minutes and 20 seconds 

1 letter (alfaminuto) approximately 1 minute 

3. positions of the pointers. 

Whenever the pointer of minutes it is exactly: 

the) on the pointer of hours; it will be whole hour 

former.: the 2 pointers pointing for the number 3 = 3:00h 

b) opposite to the pointer of hours; it will be the set time more 30 minutes 

former.: the pointer of hours already went by the 3 and the 2 pointer they are forming a straight line, it will be 3:30 

c) forming an angle of 90 degrees will be ¼ of last hours or 270 degrees it will be ¼ of hours p / next hour 

former.: the 2 pointers went by the 3, and the one of minutes is to 90 degrees it will be 3:15 

the 2 pointers are arriving to the number 4, and they are forming a right angle, it will be 3:45.  

To return to the beginning. 

What is 1 second 

in October of 1967, in for 13a. Conf. General of weights and measures, it was defined 1 second as being 9.192.631.770 period of the radiation corresponding to the 2 levels hiperfinos of the basic state of the atoms of Cesium 133 

What is 1 alphahora 

In January of 2001, with the beginning of the new it was of the Love it was defined that 1 alphahora is 29.416.421.664.000 periods of the radiation corresponding to the 2 levels hiperfinos of the basic state of the atoms of Cesium 133. 

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