INSERT INTO from one table to another table show duplicate row ??? WHY

  • mrceski

    SSC Enthusiast

    Points: 103

    I use this code:

    INSERT INTO
    TableIzlez ([BrojNaSmetka],[Artikal],[Sifra],[Kolicina],[Cena_P],[Cena_N],[Prodavac],
    [Datum],[Fiskalna],[MasaBroj],[Oddel],[Zatvorena],[PodGrupa],[Cena_Produkti],[TipNaSmetka],[DDV],[Den])
    SELECT
    BrojNaSmetka,Artikal,Sifra,Kolicina,Cena_P,Cena_N,Prodavac,Datum,
    Fiskalna,MasaBroj,Oddel,Zatvorena,PodGrupa,Cena_Produkti,TipNaSmetka,DDV,'19.04.2018'
    FROM TableIzlezDneven

    Aftrer this code I delete the table TableIzlezDneven

    DELETE FROM TableIzlezDneven

    Sometimes I get double records at the TableIzlez.
    I can't understand why show double records.
    In this table with red row show double records ( this is from TableIzlez).

  • Jeff Moden

    SSC Guru

    Points: 994238

    mrceski - Sunday, April 22, 2018 6:01 AM

    I use this code:

    INSERT INTO
    TableIzlez ([BrojNaSmetka],[Artikal],[Sifra],[Kolicina],[Cena_P],[Cena_N],[Prodavac],
    [Datum],[Fiskalna],[MasaBroj],[Oddel],[Zatvorena],[PodGrupa],[Cena_Produkti],[TipNaSmetka],[DDV],[Den])
    SELECT
    BrojNaSmetka,Artikal,Sifra,Kolicina,Cena_P,Cena_N,Prodavac,Datum,
    Fiskalna,MasaBroj,Oddel,Zatvorena,PodGrupa,Cena_Produkti,TipNaSmetka,DDV,'19.04.2018'
    FROM TableIzlezDneven

    Aftrer this code I delete the table TableIzlezDneven

    DELETE FROM TableIzlezDneven

    Sometimes I get double records at the TableIzlez.
    I can't understand why show double records.
    In this table with red row show double records ( this is from TableIzlez).

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

    Is the TableIzlez table empty before you do the inserts?

    --Jeff Moden


    RBAR is pronounced "ree-bar" and is a "Modenism" for Row-By-Agonizing-Row.
    First step towards the paradigm shift of writing Set Based code:
    ________Stop thinking about what you want to do to a row... think, instead, of what you want to do to a column.
    "If you think its expensive to hire a professional to do the job, wait until you hire an amateur."--Red Adair
    "Change is inevitable... change for the better is not."
    When you put the right degree of spin on it, the number 3|8 is also a glyph that describes the nature of a DBAs job. 😉

    Helpful Links:
    How to post code problems
    Create a Tally Function (fnTally)

  • mrceski

    SSC Enthusiast

    Points: 103

    No TableIzlez is not empty.
    That table is  fill from TableIzlezDneven every day (one time) and TableIzlezDneven is deleted one time per day , and next day start TableIzlezDneven empty.

    Thanks for help

  • Jeff Moden

    SSC Guru

    Points: 994238

    mrceski - Sunday, April 22, 2018 1:50 PM

    No TableIzlez is not empty.
    That table is  fill from TableIzlezDneven every day (one time) and TableIzlezDneven is deleted one time per day , and next day start TableIzlezDneven empty.

    Thanks for help

    Then the answer is probably pretty simple.  There are rows in the TableIzlezDneven table that already exist in the TableIzlez   from other loads of the TableIzlezDneven table.  There appears to be nothing that you've done to check for duplicates in the TableIzlezDneven from one day 'til the next and you've certainly done nothing to prevent such duplicates from entering the TableIzlez

    --Jeff Moden


    RBAR is pronounced "ree-bar" and is a "Modenism" for Row-By-Agonizing-Row.
    First step towards the paradigm shift of writing Set Based code:
    ________Stop thinking about what you want to do to a row... think, instead, of what you want to do to a column.
    "If you think its expensive to hire a professional to do the job, wait until you hire an amateur."--Red Adair
    "Change is inevitable... change for the better is not."
    When you put the right degree of spin on it, the number 3|8 is also a glyph that describes the nature of a DBAs job. 😉

    Helpful Links:
    How to post code problems
    Create a Tally Function (fnTally)

  • mrceski

    SSC Enthusiast

    Points: 103

    Let me clarify what exactly this is about.
    It is a restaurant program, where all orders in the restaurant are recorded in TableIzlezDneven during per one day.
    At the end of the day, all orders from daily orders (TableIzlezDneven) are transferred to all orders (TableIzlez that database is for records for all days)
    and after transferred records table TableIzlezDneven deleted = empty table (DELETE FROM TableIzlezDneven ).
    This means that all daylight orders should be transferred to the database for all days. Because they are needed for periodic reports and must be as they are written in the table TzbleIzlezDneven so they can be transferred to the table for all days.
    In this picture you will see the some records from TableIzlezDneven transferred on TableIzlez two times (some records - see red line and see the time is some)
    see this row where ID=170834 and row ID=170835 is some records but must be only one. In table with red row is duplicate records.

  • pietlinden

    SSC Guru

    Points: 62394

    you never check the destination table for existing records. Why not?

  • mrceski

    SSC Enthusiast

    Points: 103

    You mean check existing records before INSERTI NTO (transfer from TableIzlezDneven to Tablelzlez) or after INSERT INTO.

  • Jeff Moden

    SSC Guru

    Points: 994238

    mrceski - Sunday, April 22, 2018 3:09 PM

    You mean check existing records before INSERTI NTO (transfer from TableIzlezDneven to Tablelzlez) or after INSERT INTO.

    You first need to ensure that there are no duplicates in the TableIzlezDneven table itself.  Then you need to see if any rows in the TableIzlezDneven table already exist in the Tablelzlez.

    --Jeff Moden


    RBAR is pronounced "ree-bar" and is a "Modenism" for Row-By-Agonizing-Row.
    First step towards the paradigm shift of writing Set Based code:
    ________Stop thinking about what you want to do to a row... think, instead, of what you want to do to a column.
    "If you think its expensive to hire a professional to do the job, wait until you hire an amateur."--Red Adair
    "Change is inevitable... change for the better is not."
    When you put the right degree of spin on it, the number 3|8 is also a glyph that describes the nature of a DBAs job. 😉

    Helpful Links:
    How to post code problems
    Create a Tally Function (fnTally)

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