-- ==========================================================================
-- Calculate ISO 8601 Week Number for given date
-- 
-- According to a summary of the ISO 8601:1988 standard "Data Elements and
-- Interchange Formats - Information Interchange - Representation of
-- dates and times":
-- 
--     In commercial and industrial applications (delivery times,
--     production plans, etc.), especially in Europe, it is often required
--     to refer to a week of a year.  Week 01 of a year is per definition
--     the first week which has the Thursday in this year, which is
--     equivalent to the week which contains the fourth day of January.  In
--     other words, the first week of a new year is the week which has the
--     majority of its days in the new year.  Week 01 might also contain
--     days from the previous year and the week before week 01 of a year is
--     the last week (52 or 53) of the previous year even if it contains
--     days from the new year.  A week starts with Monday (day 1) and ends
--     with Sunday (day 7).  For example, the first week of the year 1997
--     lasts from 1996-12-30 to 1997-01-05 and can be written in standard
--     notation as
-- 
--         1997-W01 or 1997W01
-- 
--     The week notation can also be extended by a number indicating the
--     day of the week.  For example the day 1996-12-31 which is the
--     Tuesday (day 2) of the first week of 1997 can also be written as
-- 
--         1997-W01-2 or 1997W012
-- 
--     for applications like industrial planning where many things like
--     shift rotations are organized per week and knowing the week number
--     and the day of the week is more handy than knowing the day of the
--     month.
-- 
-- Referring to the standard itself, section 3.17 defines a calendar week:
-- 
--     week, calendar: A seven day period within a calendar year, starting
--     on a Monday and identified by its ordinal number within the year;
--     the first calendar week of the year is the one that includes the
--     first Thursday of that year.  In the Gregorian calendar, this is
--     equivalent to the week which includes 4 January.
-- 
-- Section 5.2.3 "Date identified by Calendar week and day numbers" states:
-- 
--     Calendar week is represented by two numeric digits.  The first
--     calendar week of a year shall be identified as 01 [...]
-- 
--     Day of the week is represented by one decimal digit.  Monday
--     shall be identified as day 1 of any calendar week [...]
-- 
-- Section 5.2.3.1 "Complete representation" states:
-- 
--     When the application clearly identifies the need for a complete
--     representation of a date identified by calendar week and day
--     numbers, it shall be one of the alphanumeric representations as
--     follows, where CCYY represents a calendar year, W is the week
--     designator, ww represents the ordinal number of a calendar week
--     within the year, and D represents the ordinal number within the
--     calendar week.
-- 
--     Basic format:    CCYYWwwD      Example: 1985W155
--     Extended format: CCYY-Www-D    Example: 1985-W15-5
-- 
-- Both the summary and the formal definition are intuitively clear, but it
-- is not obvious how to translate it into an algorithm.  However, we can
-- deal with the problem by exhaustively enumerating the seven options for
-- the day of the week on which 1st January falls (with actual year values
-- for concreteness):
-- 
--     1st January 2001 is Monday    => Week 1 starts on 2001-01-01
--     1st January 2002 is Tuesday   => Week 1 starts on 2001-12-31
--     1st January 2003 is Wednesday => Week 1 starts on 2002-12-30
--     1st January 2004 is Thursday  => Week 1 starts on 2003-12-29
--     1st January 2010 is Friday    => Week 1 starts on 2010-01-04
--     1st January 2005 is Saturday  => Week 1 starts on 2005-01-03
--     1st January 2006 is Sunday    => Week 1 starts on 2006-01-02
-- 
--     1st January 2020 is Wednesday => Week 1 starts on 2019-12-30
--     1st January 2021 is Friday    => Week 1 starts on 2020-01-04
--     1st January 2022 is Saturday  => Week 1 starts on 2021-01-03
--     1st January 2023 is Sunday    => Week 1 starts on 2023-01-02
--     1st January 2024 is Monday    => Week 1 starts on 2024-01-01
-- 
--     1st January 2030 is Tuesday   => Week 1 starts on 2029-12-31
--     1st January 2031 is Wednesday => Week 1 starts on 2030-12-30
-- 
-- (Cross-check: 1st January 1997 was a Wednesday; the summary notes state
-- that week 1 of 1997 started on 1996-12-30, which is consistent with the
-- table derived for dates in the first decade of the third millennium
-- above).
-- 
-- When working with the Informix DATE types, bear in mind that Informix
-- uses WEEKDAY values 0 = Sunday, 1 = Monday, 6 = Saturday.  When the
-- weekday of the first of January has the value in the LH column, you need
-- to add the value in the RH column to the 1st of January to obtain the
-- date of the first day of the first week of the year.
-- 
--     Weekday         Offset to
--     1st January     1st day of week 1
-- 
--     0               +1
--     1                0
--     2               -1
--     3               -2
--     4               -3
--     5               +3
--     6               +2
-- 
-- This can be written as MOD(11-w,7)-3 where w is the (Informix  encoding
-- of the) weekday of 1st January and the value 11 is used to ensure that
-- no negative values are presented to the MOD operator.  Hence, the
-- expression for the date corresponding to the 1st day (Monday) of the 1st
-- week of a given year, yyyy, is:
-- 
--     d1w1 = MDY(1, 1, yyyy) + MOD(11 - WEEKDAY(MDY(1,1,yyyy)), 7) - 3
-- 
-- ==========================================================================
-- ==========================================================================
-- Given this date d1w1, we can calculate the week number of any other date
-- in the same year as:
-- 
--     TRUNC((dateval - d1w1) / 7) + 1
-- 
-- The residual issues are ensuring that the wraparounds are correct.  If
-- the given date is earlier than the start of the first week of the year
-- that contains it, then the date belongs to the last week of the previous
-- year.  If the given date is on or after the start of the first week of
-- the next year, then the date belongs to the first week of the next year.
-- 
-- Given these observations, we can write iso8601_weeknum as shown below.
-- (Beware: iso8601_week_number() is too long for servers with the
-- 18-character limit; so is day_one_of_week_one()).
-- 
-- Then comes the interesting testing phase when do you get week 53?
-- One answer is on Friday 1st January 2010, which is in 2009-W53 (as,
-- indeed, is Sunday 3rd January 2010).  Similarly, Saturday 1st January
-- 2005 is in 2004-W53, but Sunday 1st January 2006 is in 2005-W52.
-- 
--  ==========================================================================
CREATE PROCEDURE sdm_get_weeknum(dateval DATE DEFAULT TODAY) RETURNING INTEGER;
    DEFINE rv CHAR(8);
    DEFINE yyyy CHAR(4);
    DEFINE ww CHAR(2);
    DEFINE d1w1 DATE;
    DEFINE tv DATE;
    DEFINE wn INTEGER;
    DEFINE yn INTEGER;

    -- Calculate year and week number.
    LET yn = YEAR(dateval);
    LET d1w1 = sdm_day_one_week_one(yn);
    IF dateval < d1w1 THEN
        -- Date is in early January and is in last week of prior year
        LET yn = yn - 1;
        LET d1w1 = sdm_day_one_week_one(yn);
    ELSE
        LET tv = sdm_day_one_week_one(yn + 1);
        IF dateval >= tv THEN
            -- Date is in late December and is in the first week of ne-- t year
            LET yn = yn + 1;
            LET d1w1 = tv;
        END IF;
    END IF;
    LET wn = TRUNC((dateval - d1w1) / 7) + 1;

    RETURN wn;
END PROCEDURE;

-- ==========================================================================
-- Calculate ISO 8601 Week Number for given date
-- 
-- According to a summary of the ISO 8601:1988 standard "Data Elements and
-- Interchange Formats - Information Interchange - Representation of
-- dates and times":
-- 
--     In commercial and industrial applications (delivery times,
--     production plans, etc.), especially in Europe, it is often required
--     to refer to a week of a year.  Week 01 of a year is per definition
--     the first week which has the Thursday in this year, which is
--     equivalent to the week which contains the fourth day of January.  In
--     other words, the first week of a new year is the week which has the
--     majority of its days in the new year.  Week 01 might also contain
--     days from the previous year and the week before week 01 of a year is
--     the last week (52 or 53) of the previous year even if it contains
--     days from the new year.  A week starts with Monday (day 1) and ends
--     with Sunday (day 7).  For example, the first week of the year 1997
--     lasts from 1996-12-30 to 1997-01-05 and can be written in standard
--     notation as
-- 
--         1997-W01 or 1997W01
-- 
--     The week notation can also be extended by a number indicating the
--     day of the week.  For example the day 1996-12-31 which is the
--     Tuesday (day 2) of the first week of 1997 can also be written as
-- 
--         1997-W01-2 or 1997W012
-- 
--     for applications like industrial planning where many things like
--     shift rotations are organized per week and knowing the week number
--     and the day of the week is more handy than knowing the day of the
--     month.
-- 
-- Referring to the standard itself, section 3.17 defines a calendar week:
-- 
--     week, calendar: A seven day period within a calendar year, starting
--     on a Monday and identified by its ordinal number within the year;
--     the first calendar week of the year is the one that includes the
--     first Thursday of that year.  In the Gregorian calendar, this is
--     equivalent to the week which includes 4 January.
-- 
-- Section 5.2.3 "Date identified by Calendar week and day numbers" states:
-- 
--     Calendar week is represented by two numeric digits.  The first
--     calendar week of a year shall be identified as 01 [...]
-- 
--     Day of the week is represented by one decimal digit.  Monday
--     shall be identified as day 1 of any calendar week [...]
-- 
-- Section 5.2.3.1 "Complete representation" states:
-- 
--     When the application clearly identifies the need for a complete
--     representation of a date identified by calendar week and day
--     numbers, it shall be one of the alphanumeric representations as
--     follows, where CCYY represents a calendar year, W is the week
--     designator, ww represents the ordinal number of a calendar week
--     within the year, and D represents the ordinal number within the
--     calendar week.
-- 
--     Basic format:    CCYYWwwD      Example: 1985W155
--     Extended format: CCYY-Www-D    Example: 1985-W15-5
-- 
-- Both the summary and the formal definition are intuitively clear, but it
-- is not obvious how to translate it into an algorithm.  However, we can
-- deal with the problem by exhaustively enumerating the seven options for
-- the day of the week on which 1st January falls (with actual year values
-- for concreteness):
-- 
--     1st January 2001 is Monday    => Week 1 starts on 2001-01-01
--     1st January 2002 is Tuesday   => Week 1 starts on 2001-12-31
--     1st January 2003 is Wednesday => Week 1 starts on 2002-12-30
--     1st January 2004 is Thursday  => Week 1 starts on 2003-12-29
--     1st January 2010 is Friday    => Week 1 starts on 2010-01-04
--     1st January 2005 is Saturday  => Week 1 starts on 2005-01-03
--     1st January 2006 is Sunday    => Week 1 starts on 2006-01-02
-- 
--     1st January 2020 is Wednesday => Week 1 starts on 2019-12-30
--     1st January 2021 is Friday    => Week 1 starts on 2020-01-04
--     1st January 2022 is Saturday  => Week 1 starts on 2021-01-03
--     1st January 2023 is Sunday    => Week 1 starts on 2023-01-02
--     1st January 2024 is Monday    => Week 1 starts on 2024-01-01
-- 
--     1st January 2030 is Tuesday   => Week 1 starts on 2029-12-31
--     1st January 2031 is Wednesday => Week 1 starts on 2030-12-30
-- 
-- (Cross-check: 1st January 1997 was a Wednesday; the summary notes state
-- that week 1 of 1997 started on 1996-12-30, which is consistent with the
-- table derived for dates in the first decade of the third millennium
-- above).
-- 
-- When working with the Informix DATE types, bear in mind that Informix
-- uses WEEKDAY values 0 = Sunday, 1 = Monday, 6 = Saturday.  When the
-- weekday of the first of January has the value in the LH column, you need
-- to add the value in the RH column to the 1st of January to obtain the
-- date of the first day of the first week of the year.
-- 
--     Weekday         Offset to
--     1st January     1st day of week 1
-- 
--     0               +1
--     1                0
--     2               -1
--     3               -2
--     4               -3
--     5               +3
--     6               +2
-- 
-- This can be written as MOD(11-w,7)-3 where w is the (Informix  encoding
-- of the) weekday of 1st January and the value 11 is used to ensure that
-- no negative values are presented to the MOD operator.  Hence, the
-- expression for the date corresponding to the 1st day (Monday) of the 1st
-- week of a given year, yyyy, is:
-- 
--     d1w1 = MDY(1, 1, yyyy) + MOD(11 - WEEKDAY(MDY(1,1,yyyy)), 7) - 3
-- 
-- ==========================================================================
CREATE PROCEDURE sdm_day_one_week_one(yyyy INTEGER) RETURNING DATE;
    DEFINE jan1 DATE;
    LET    jan1 = MDY(1, 1, yyyy);
    RETURN jan1 + MOD(11 - WEEKDAY(jan1), 7) - 3;
END PROCEDURE;

CREATE PROCEDURE calendar_gen(p_anyo SMALLINT)

  -- Llamado desde trigger INSERT de labco_bical_year

    DEFINE errno INT;
    DEFINE isamno INT;
    DEFINE errmsg CHAR(80);
    DEFINE GLOBAL gl_debug SMALLINT DEFAULT 0; -- DEBUG FLAG
    
    DEFINE m_days_day LIKE calendar_day.day;
    DEFINE m_days_daynum LIKE calendar_day.daynum;
    DEFINE m_days_dayname LIKE calendar_day.dayname;
    DEFINE m_days_yearnum LIKE calendar_day.yearnum;
    DEFINE m_days_yearname LIKE calendar_day.yearname;
    DEFINE m_days_semesternum LIKE calendar_day.semesternum;
    DEFINE m_days_semestername LIKE calendar_day.semestername;
    DEFINE m_days_quarternum LIKE calendar_day.quarternum;
    DEFINE m_days_quartername LIKE calendar_day.quartername;
    DEFINE m_days_monthnum LIKE calendar_day.monthnum;
    DEFINE m_days_monthname LIKE calendar_day.monthname;
    DEFINE m_days_fullmonthname LIKE calendar_day.fullmonthname;
    DEFINE m_days_sevennum LIKE calendar_day.sevennum;
    DEFINE m_days_sevenname LIKE calendar_day.sevenname;
    DEFINE m_days_weeknum LIKE calendar_day.weeknum;
    DEFINE m_days_weekofyear LIKE calendar_day.weekofyear;
    DEFINE m_days_weekname LIKE calendar_day.weekname;
    DEFINE m_days_weekdayname LIKE calendar_day.weekdayname;
    
    
    
    DEFINE m_monthsname CHAR(3);
    DEFINE m_week_numweek SMALLINT;
    DEFINE m_curr_date DATE;
    
    -- --------------------------------------------------------------------
    -- Determina si se ha activado el flag de DEBUG global
    -- --------------------------------------------------------------------
    IF gl_debug > 0 THEN
        SET DEBUG FILE TO '/tmp/debug.log';
        TRACE ON;
    END IF
    
    -- ==============================================================
    -- Generacion de Dias (p_bptfa_cal_day)
    -- ==============================================================
    
    
    
    -- --------------------------------------------------------------------
    
    LET m_curr_date = MDY(1,1,p_anyo);
    WHILE m_curr_date <= MDY(12,31,p_anyo)
    
    LET m_monthsname = CASE WHEN MONTH(m_curr_date) = 1 THEN 'JAN'
        WHEN MONTH(m_curr_date) = 2 THEN 'FEB'
        WHEN MONTH(m_curr_date) = 3 THEN 'MAR'
        WHEN MONTH(m_curr_date) = 4 THEN 'APR'
        WHEN MONTH(m_curr_date) = 5 THEN 'MAY'
        WHEN MONTH(m_curr_date) = 6 THEN 'JUN'
        WHEN MONTH(m_curr_date) = 7 THEN 'JUL'
        WHEN MONTH(m_curr_date) = 8 THEN 'AUG'
        WHEN MONTH(m_curr_date) = 9 THEN 'SEP'
        WHEN MONTH(m_curr_date) = 10 THEN 'OCT'
        WHEN MONTH(m_curr_date) = 11 THEN 'NOV'
        WHEN MONTH(m_curr_date) = 12 THEN 'DEC'
    END;
    
    LET m_days_fullmonthname = CASE WHEN MONTH(m_curr_date) = 1 THEN   'Gener'
        WHEN MONTH(m_curr_date) = 2 THEN  'Febrer'
        WHEN MONTH(m_curr_date) = 3 THEN  'Març'
        WHEN MONTH(m_curr_date) = 4 THEN  'Abril'
        WHEN MONTH(m_curr_date) = 5 THEN  'Maig'
        WHEN MONTH(m_curr_date) = 6 THEN  'Juny'
        WHEN MONTH(m_curr_date) = 7 THEN  'Juliol'
        WHEN MONTH(m_curr_date) = 8 THEN  'Agost'
        WHEN MONTH(m_curr_date) = 9 THEN  'Setembre'
        WHEN MONTH(m_curr_date) = 10 THEN 'Octubre'
        WHEN MONTH(m_curr_date) = 11 THEN 'Novembre'
        WHEN MONTH(m_curr_date) = 12 THEN 'Desembre'
    END;
    
    EXECUTE PROCEDURE sdm_get_weeknum(m_curr_date) INTO m_week_numweek;
    
    LET m_days_dayname = LPAD(DAY(m_curr_date),2,'0') || '-' || m_monthsname || '-' || YEAR(m_curr_date);
    
    LET m_days_daynum = DAY(m_curr_date);
    LET m_days_yearnum = YEAR(m_curr_date);
    LET m_days_yearname = 'Year ' || YEAR(m_curr_date);
    LET m_days_semesternum = CASE WHEN m_curr_date <= MDY(6,30,p_anyo) THEN 1 ELSE 2 END;
    LET m_days_semestername = 'S' || m_days_semesternum;
    -- LET m_days_semestername = m_days_yearnum || '-S' || m_days_semesternum;
    LET m_days_quarternum = CASE WHEN m_curr_date <= MDY(3,31,p_anyo) THEN 1
        WHEN m_curr_date <= MDY(6,30,p_anyo) THEN 2
        WHEN m_curr_date <= MDY(9,30,p_anyo) THEN 3
    ELSE 4 END;
    LET m_days_quartername = 'Q' || m_days_quarternum;
    -- LET m_days_monthnum = (YEAR(m_curr_date) * 100) + MONTH(m_curr_date);
    LET m_days_monthnum = MONTH(m_curr_date);
    LET m_days_monthname = 'M' || LPAD(MONTH(m_curr_date), 2, '0');
    LET m_days_sevennum = CASE WHEN DAY(m_curr_date) BETWEEN 1 AND 7 THEN 1
        WHEN DAY(m_curr_date) BETWEEN 8 AND 14 THEN 2
        WHEN DAY(m_curr_date) BETWEEN 15 AND 21 THEN 3
        WHEN DAY(m_curr_date) BETWEEN 22 AND 28 THEN 4
        WHEN DAY(m_curr_date) BETWEEN 29 AND 31 THEN 5
    END;
    LET m_days_sevenname = CASE WHEN DAY(m_curr_date) BETWEEN 1 AND 7 THEN '01 - 07'
        WHEN DAY(m_curr_date) BETWEEN 8 AND 14 THEN '08 - 14'
        WHEN DAY(m_curr_date) BETWEEN 15 AND 21 THEN '15 - 21'
        WHEN DAY(m_curr_date) BETWEEN 22 AND 28 THEN '22 - 28'
        WHEN DAY(m_curr_date) BETWEEN 29 AND 31 THEN '29, 30, 31'
    END;
    LET m_days_weeknum = m_week_numweek;
    LET m_days_weekofyear = (m_days_yearnum * 100) + m_days_weeknum;
    LET m_days_weekname = 'W' || LPAD(m_week_numweek,2,'0');
    LET m_days_weekdayname = CASE WHEN WEEKDAY(m_curr_date) = 0 THEN '7.Sunday'
        WHEN WEEKDAY(m_curr_date) = 1 THEN '1.Monday'
        WHEN WEEKDAY(m_curr_date) = 2 THEN '2.Tuesday'
        WHEN WEEKDAY(m_curr_date) = 3 THEN '3.Wednesday'
        WHEN WEEKDAY(m_curr_date) = 4 THEN '4.Thursday'
        WHEN WEEKDAY(m_curr_date) = 5 THEN '5.Friday'
        WHEN WEEKDAY(m_curr_date) = 6 THEN '6.Saturday'
    END;
    
    
    
    INSERT INTO calendar_day(day                  , daynum             , dayname            , yearnum           , yearname, 
                              semesternum         , semestername       , quarternum         , quartername       , monthnum,
                              fullmonthname       , monthname          , sevennum           , sevenname         , weeknum ,
                              weekofyear          , weekname           , weekdayname        )
                                       
                      VALUES (m_curr_date         , m_days_daynum      , m_days_dayname     , m_days_yearnum    , m_days_yearname,
                              m_days_semesternum  , m_days_semestername, m_days_quarternum  , m_days_quartername, m_days_monthnum,
                              m_days_fullmonthname, m_days_monthname   , m_days_sevennum    , m_days_sevenname  , m_days_weeknum, 
                              m_days_weekofyear   , m_days_weekname    , m_days_weekdayname );
    
    LET m_curr_date = m_curr_date + 1 UNITS DAY;
    END WHILE;

END PROCEDURE;

INSERT INTO calendar_year (numyear, nameyear) VALUES (2019, "2019");

SELECT * FROM calendar year;

        
        Result:
            +=======+========+
            |numyear|nameyear|
            +=======+========+
            |2.019  |2019    | 
            +=======+========+
        

SELECT * FROM calendar_day;

        
        Result:
|==========+======+===============+=======+==========+===========+============+==========+===========+========+================+==========+========+==========+=======+==========+==========+===========+
|day       |daynum|dayname        |yearnum|yearname  |semesternum|semestername|quarternum|quartername|monthnum|fullmonthname   |monthname |sevennum|sevenname |weeknum|weekofyear|weekname  |weekdayname|
|==========+======+===============+=======+==========+===========+============+==========+===========+========+================+==========+========+==========+=======+==========+==========+===========+
|2019-01-01|     1|01-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |2.Tuesday  |
|2019-01-02|     2|02-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |3.Wednesda |
|2019-01-03|     3|03-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |4.Thursday |
|2019-01-04|     4|04-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |5.Friday   |
|2019-01-05|     5|05-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |6.Saturday |
|2019-01-06|     6|06-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      1|    201901|W01       |7.Sunday   |
|2019-01-07|     7|07-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       1|01 - 07   |      2|    201902|W02       |1.Monday   |
|2019-01-08|     8|08-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |2.Tuesday  |
|2019-01-09|     9|09-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |3.Wednesda |
|2019-01-10|    10|10-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |4.Thursday |
|2019-01-11|    11|11-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |5.Friday   |
|2019-01-12|    12|12-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |6.Saturday |
|2019-01-13|    13|13-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      2|    201902|W02       |7.Sunday   |
|2019-01-14|    14|14-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       2|08 - 14   |      3|    201903|W03       |1.Monday   |
|2019-01-15|    15|15-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |2.Tuesday  |
|2019-01-16|    16|16-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |3.Wednesda |
|2019-01-17|    17|17-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |4.Thursday |
|2019-01-18|    18|18-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |5.Friday   |
|2019-01-19|    19|19-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |6.Saturday |
|2019-01-20|    20|20-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      3|    201903|W03       |7.Sunday   |
|2019-01-21|    21|21-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       3|15 - 21   |      4|    201904|W04       |1.Monday   |
|2019-01-22|    22|22-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |2.Tuesday  |
|2019-01-23|    23|23-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |3.Wednesda |
|2019-01-24|    24|24-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |4.Thursday |
|2019-01-25|    25|25-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |5.Friday   |
|2019-01-26|    26|26-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |6.Saturday |
|2019-01-27|    27|27-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      4|    201904|W04       |7.Sunday   |
|2019-01-28|    28|28-JAN-2019    |   2019|Year 2019 |          1|S1          |         1|Q1         |       1|Gener           |M01       |       4|22 - 28   |      5|    201905|W05       |1.Monday   |
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