<p>Terkadang untuk beberapa kasus, kita sangat membutuhkan untuk melakukan iterasi dan mengevaluasi terhadap kumpulan data dalam tabel. Setelah melakukan evaluasi, kemudian kita mengembalikannya dalam sebuah tabel, sehingga menjadi sebuah representasi data yang kita butuhkan sesuai kondisi yang diinginkan. Pada sampel sebelumnya di artikel Dasar-dasar Stored Procedure, saya telah memberikan contoh stored procedure dengan nama sp_laporanglobal. Pada contoh ini, saya melakukan pemanggilan berulang terhadap sp_laporan sesuai dengan kriteria kategori barang. Pada prinsipnya, tabel kategori sudah ada di database ini (Northwind), sehingga untuk efektifitas pengkodingan, seharusnya saya melakukan iterasi terhadap tabel kategori/<em>Categories</em>.</p>
<p>Saya bisa melakukan iterasi dengan dua cara, yaitu dengan WHILE LOOP dan CURSOR. Saya akan mencoba cara pertama, yaitu WHILE LOOP. Untuk melakukan iterasi dengan WHILE LOOP, saya membutuhkan sebuah tabel sementara yang datanya diambil dari tabel Categories. Saya juga membutuhkan pengkondisian agar WHILE LOOP ini bisa berjalan satu demi satu pada row yang ada di tabel sementara. Disini saya mencoba untuk melakukan SELECT dan DELETE terhadap tabel sementara.</p>
<script type="text/javascript"><!--
google_ad_client = "ca-pub-5849972709635656";
/* kotak_bolkit */
google_ad_slot = "6853346341";
google_ad_width = 300;
google_ad_height = 250;
//-->
</script><script type="text/javascript"
src="http://pagead2.googlesyndication.com/pagead/show_ads.js">
</script>
<p><span style="font-size:16px;"><strong>WHILE LOOP</strong></span></p>
<p>Kode perubahan Stored Procedure:</p>
<pre class="brush:sql">
ALTER PROCEDURE [dbo].[sp_laporanglobal]
AS
BEGIN
CREATE TABLE #laporanglobal
Nmr INT IDENTITY(1,1),
no_urut INT,
ProductName VARCHAR(50),
UnitPrice MONEY
)
--lakukan iterasi dengan menggunakan WHILE LOOP
DECLARE @categoryID INT
--Ambil data dari tabel Categories, masukkan ke tabel sementara
SET ROWCOUNT 0
SELECT CategoryID INTO #tempCategories FROM Categories
SET ROWCOUNT 1
select @categoryID = CategoryID from #tempCategories
WHILE @@rowcount <> 0
begin
SET ROWCOUNT 0
INSERT INTO #laporanglobal (no_urut, ProductName, UnitPrice) EXEC sp_laporan @CategoryID
DELETE #tempCategories WHERE CategoryID = @CategoryID
SET ROWCOUNT 1
select @categoryID = CategoryID from #tempCategories
end
SET ROWCOUNT 0
SELECT * FROM #laporanglobal
DROP TABLE #laporanglobal
END</pre>
<p>Perubahan yang saya lakukan pada script di atas adalah sebagai berikut:</p>
<ul>
<li>
Memasukkan data CategoryID ke dalam #tempCategories.</li>
<li>
Ada perintah SET ROWCOUNT, perintah ini sama dengan perintah TOP. Saya membuat SET ROWCOUNT 1 untuk memastikan bahwa row yang diambil adalah satu baris saja.</li>
<li>
Kemudian saya assign variabel @categoryID agar mempunyai nilai yang sama dengan CategoryID pada sebuah row di #tempCategories</li>
<li>
Saya lakukan WHILE LOOP, kondisi WHILE LOOP adalah mengevaluasi @@rowcount. Nilai dari @@rowcount ini adalah nilai yang diambil dari sebuah statement akhir. Persis di atas WHILE, ada sebuah statement: “select @categoryID = CategoryID from #tempCategories”, ini akan mengembalikan nilai 1 jika record di #tempCategories masih ada.</li>
<li>
Didalam body WHILE LOOP, saya lakukan INSERT statement ke dalam tabel #laporanglobal. Setelah melakukan INSERT, kemudian saya DELETE baris ini, sehingga pada pengulangan selanjutnya baris di bawahnya akan dievaluasi. Jika sudah tidak ada row/baris lagi, maka nilai @@rowcount akan 0 dan iterasi akan berhenti.</li>
</ul>
<p> </p>
<p><span style="font-size:16px;"><strong>CURSOR</strong></span></p>
<p>Pada CURSOR, kita bisa melakukan fetching data satu per satu terhadap kumpulan data yang kita punya. Dengan kemampuan fetching data dari CURSOR, kita tidak membutuhkan sebuah tabel temporary. Pada saat fetching, cursor menyimpan data hasil fetch ke dalam sebuah variable.</p>
<p>Lebih jelas nya kita lihat saja perubahan script di bawah ini:</p>
<pre class="brush:sql">
CREATE PROCEDURE [dbo].[sp_laporanglobal2]
AS
BEGIN
SET NOCOUNT ON;
CREATE TABLE #laporanglobal
(
Nmr INT IDENTITY(1,1),
no_urut INT,
ProductName VARCHAR(50),
UnitPrice MONEY
)
--membuat CURSOR
DECLARE @categoryID INT
DECLARE myCursor CURSOR
FOR SELECT CategoryID FROM Categories
OPEN myCursor
FETCH NEXT FROM myCursor
INTO @categoryID
WHILE @@FETCH_STATUS = 0
BEGIN
INSERT INTO #laporanglobal (no_urut, ProductName, UnitPrice) EXEC sp_laporan @CategoryID
FETCH NEXT FROM myCursor
INTO @categoryID
END
SELECT * FROM #laporanglobal
DROP TABLE #laporanglobal
END
</pre>
<p>Hal pertama untuk operasi CURSOR adalah mendeklarasikan cursor itu sendiri. DECLARE myCursor CURSOR, adalah pendeklarasian sebuah Cursor dengan ID myCursor. Kemudian ada keyword FOR, disini adalah SELECT statement yang kita inginkan untuk FETCH data. Apapun SELECT statement bisa dibuat disini. Selanjutnya kita buka Cursor tersebut dengan keyword OPEN. Setelah itu barulah kita bisa melakukan FETCH data. Pada saat melakukan WHILE, kondisi yang kita evaluasi adalah @@FETCH_STATUS. Nilai 0 dari @@FETCH_STATUS mengindikasikan statemen FETCH sukses/berhasil. Jika selain dari 0, maka kondisi WHILE sudah tidak memenuhi persyaratan dan FETCH selesai.</p>
<p><span style="font-size:16px;"><strong>SOLVED CASE</strong></span></p>
<p>Berikut beberapa case yang bisa diselesaikan dengan CURSOR/WHILE LOOP.</p>
<p><u><strong>Case 1:</strong></u></p>
<p>Pada database Northwind, terdapat tabel Order Details, yang mana pada tabel ini terdapat Quantity dan ProductID. Untuk membuat pelaporan yang baik, diminta untuk membuatkan saldo penjualan per transaksi. Jika pada hari ini terjadi 10 order dan kemarin ada 5 order, maka saldo jual hari ini adalah 15. Demikian seterusnya.</p>
<p><strong>Pemecahan masalah:</strong></p>
<p><img alt="" height="407" src="data:image/png;base64,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" width="725" /></p>
<p>Hasil yang diharapkan:</p>
<p class="rtecenter"><img alt="" src="data:image/png;base64,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" /></p>
<p class="rtejustify">Sampel di atas bisa juga diselesaikan dengan keyword OVER pada SQL Server, tapi karena kita lagi berbicara masalah CURSOR, saya coba menyelesaikan dengan CURSOR.</p>
<p class="rtejustify"><u><strong>Case 2:</strong></u></p>
<p class="rtejustify">Pada sebuah bisnis proses, jika terjadi sebuah transaksi yang dilakukan oleh seorang member, maka upline dari member tersebut mendapatkan rebate hasil dari transaksi si member. Demikian juga upline dari si upline, sampai posisi upline paling atas. Nilai rebate anggap saja seragam pada semua tingkatan upline. Bagaimana solusi dari permasalahan ini?</p>
<p class="rtejustify"><strong>Solusi:</strong></p>
<p class="rtejustify"><img alt="" height="651" src="data:image/png;base64,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" width="738" /></p>
<p class="rtejustify"> </p>
<p class="rtejustify">Daftar member di tblMember:</p>
<p class="rtecenter"><img alt="" src="data:image/png;base64,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" /></p>
<p class="rtejustify">Dari gambar di atas, jika member 8 melakukan transaksi, maka member 8 akan bertambah saldo rebate untuk diri sendiri, kemudian saldo rebate juga akan bertambah untuk member 7, 6, 5, 4 dan 1. Jika member 1 melakukan transfer, maka rebate bertambah untuk diri sendiri, dikarenakan tidak ada upline dari member tersebut.</p>
<p class="rtejustify">Saya membutuhkan bantuan trigger pada tabel tblTransaksi. Trigger ini akan memicu pemanggilan Stored Procedure di atas, berikut script untuk trigger nya:</p>
<p class="rtejustify"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmcAAAB/CAIAAAAlyvKZAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABkcSURBVHhe7Z3bleuoFkUrLgfkODqE+rtR9K8D6CD654TQQdTlIWADeyMkyy7bmh49RtexEY8JYmkjifX1wwcCEIAABCAAgTkCX3PJSAUBCEAAAhCAwA+qySCAAAQgAAEIzBJANWdJkQ4CEIAABCCAajIGIAABCEAAArMEUM1ZUqSDAAQgAAEIoJqMAQhAAAIQgMAsAVRzlhTpIAABCEAAAqgmYwACEIAABCAwSwDVnCVFOghAAAIQgACqyRiAAAQgAAEIzBJANWdJkQ4CEIAABCCAajIGIAABCEAAArMEUM1ZUqSDAAQgAAEIoJqMAQhAAAIQgMAsAVRzlhTpIAABCEAAAqZqXr9+vuJ/F0Hplr4MP93SL3++q+/jgd9/fpTvY251PlURWp9Y+Q/yuV3rKl1Lvt+X0jSXzNUzfvrvj6p/LvvP9+XLfy650IOG4O0a8o1593mKn7+uudvuLjs1J5f9iKZZtVzaNI+yDIk0pOM3EVjpazngjcKH/RgqFjJd/koDbI735naFyk+Nq0F9cldKnr/avzqt0ND5Pl8ycQ3vjtnDea4HSfXhBIax5p+fy8Wd+UVXIoz+GzfjxKnH/RQnZadAURjyT+EfPsP4kd+7o7SpvqCfzL/Ppyo9VT6XFSfKWE95rPz+kPrnlrhpqD/jvy8HCVnI/XbtSgjf9wP5/nJzc9wMlPp984x2zxmm8lQz9AKZrpx8/wrh9IN8GZRlfI5rtVau74SYg9bh6y1ey7/NYX5cjevT5PPr/auS2odUzWor5/WeI8UJCIxU000ufiq8tZLWq2YGlVVT6MRy+LW+hG/VSMSCA+yD/BdVrvNpVVPIdlWK9b1Q90Pq356l3cV81s8YPDgJSknyLzluvHx/x6hmiWVcytBflWzKKLNEona5OWxpwla7PvGaow1hzfRVVFxq7oq7XnPAXF1GLHGUb6r7VPI/O+t1/ZsHkh/MTkTjsLGHQTMmlXIF0uutVs1bbkF1SVHa1cX/s+1K1doyrtyFlV4fD8BQpF/oX22cyAuRivdygZKXW8o4UWPo8VXsCaZ9mngXgZFqungxXoM3grFVNZWV3jrWdAVNRltj1ezzaVWzuwJY4Fnf2wt3Muf5+s/HBIsW5RXX2zUFc2mKDfOBnIZT7Fim7KV1W2JNOW36EqRKxYksrSrILutnVav+P7dbXiF22edMQmuWf0lK8m9f/i7V7Jcc8rVgHMzLkN6vmnIJsKzQOgjViqJv5NLGgDYt3Yaj5Xl8r2ouKqKcVVZ9Yunzqvnw/jXGSUDqyckB09R8fpxs5XzXXMvBn0LAVk136zHFbY1WbVXNOCH0sdqipunG0gxSVTUH+QxUs9y4dc0Uqll9P4w1d9R/q2q2y521/lW5CeFqNWxeNbsYNCtZnCWt5VdLNZX0dRFSNcscXxU0uic7OeutquYSZe5WzYaMAC6vDOLk7pu5/K8MeS2DDbdD58eVXp9Uka2q+cD+NcZJuhDp79/vGSeT42dmaiLNeQiYqjl4mkaq5rKKm4CtrKAKrmUiC08GTT6hMspfy0dZoa2XcEuQoX7f3Je9u/7zs5uuUo3+ibm2XYmVYca8agZhNEf/AapZPZYhtaPSEaug3THZeIU23YC/utvzE48CKTHZSDUrZXkB1dTqc5hqHtW/Zj5RNcNivr0+NT1OUM3zSN2BLbWfoa2nj7xaG0KO8nzQVtXM+Ug9809nHHFfs8+nDzLyY0oRYm6L9X2Tw531N1QzTWRe+sRcoImHXEEVq3yt2lVP+piqqZSrPW1YronujTVlTeolNks1qxttXUg7P+sNngbKC6V+mWGfatY3duUKYVxGXwhWK7SSZdt9Rrv+/fsv9/n7324CmB9XVn1ilvfGmkf1r51PUM2Arj5Z9o2T+fFz4JxLVu9OQFfNS3rtJE4oedHSPzeR30hJf8RpvnlJI8aO6hsj/qf85kmapPxbH8MJS81/kI8ZK7uwQzYhq7X2/YH1H81KJU7sH/lZHnAoWipWrsLDMcsdHvFCi3hc6E+8ryY+zd3ILvt4Ld8dYIayxkLaTPrL9epLcjXKmcSnmdIbNH7waZUpJ92mWc968yS/fOKH007VLNX2lY/PNfnnmf3/YjNFByWBMrrFVq9tqplJ5ksxuz5tf8l7zFo1H96/cpjncZLGgx/11Sg3x4nZrvFVwrtP69T/oQTY5eCheNvMN83yqzU7NrfV4l4wwW8ReHS5W/Pfmv4Fu/JXqgS3X8H+7oWimk/twXQFfddLjeJNDPse5FOb9SuFLWHEXSj3VvyQfjQK39OuR9ZnL6NXP24P51dvE/V7CgFU8ymYKQQCEIAABD6CAKr5Ed1IIyAAAQhA4CkEUM2nYKYQCEAAAhD4CAKo5kd0I42AAAQgAIGnEEA1n4KZQiAAAQhA4CMIoJof0Y00AgIQgAAEnkIA1XwKZgqBAAQgAIGPIGCqZrFozjvpiM3cWxuTjS7TDp26d8/YJbhUybl4hj1ctrpGq3v9HG0Q/RHjgkZAAAIQgIBGYMopLAjUzyWoprWf5yaX6VwT3TVacwlu8s87n21yjc6Je/dshgcEIAABCEBglcC6alqyFLPO8rPPZVpVTdUlWDF7ChXI329yje69U1ZJkQACEIAABCCwoppxJVZ4NpS/F3bJmXKvS3Ob4cAluKzQii22y6Jrve/2uD6oJkMfAhCAAAR2ENgWaw7cfeUtw4FFY1NFPdZ0XhfRENFwCfZlJY0cxJoD12hUc8dY4RAIQAACEFhXzYqR7e67z2XaVM2w9DpwCXbmZdmMTBXpcX1QTYY+BCAAAQjsILBRNeeeBpp3mR6opmuMdAl2f5eHXdOjSfK+Zmz8pGs0qrljrHAIBCAAAQhMvXnSvJvRu/vucJkevHmiugRnZ+y47hqrtMM1Wne3ZiBAAAIQgAAEJgiwy8EEJJJAAAIQgAAEAgFUk4EAAQhAAAIQmCWAas6SIh0EIAABCEAA1WQMQAACEIAABGYJoJqzpEgHAQhAAAIQQDUZAxCAAAQgAIFZAqjmLCnSQQACEIAABFBNxgAEIAABCEBglgCqOUuKdBCAAAQgAAFTNctePLWXiEPWu0PDEQIQgAAEIHAGAsNYM+zVHq278sdyhz4DLNoIAQhAAAInJzBSTe864oxFkoNmJGW5Q5+cI82HAAQgAIEzEJjyPLnWi7SqO/QZYNFGCEAAAhA4OQFbNW8/X9cFjuWrJd2hT86R5kMAAhCAwBkImKqpOnn1RLI79Blg0UYIQAACEDg5AfsZ2m5V1t3idB/LHfrkHGk+BCAAAQicgYCumpfg/JzNn/NbKO5hWtUd+gykaCMEIAABCECAXQ4YAxCAAAQgAIFZAqjmLCnSQQACEIAABFBNxgAEIAABCEBglgCqOUuKdBCAAAQgAAFUkzEAAQhAAAIQmCWAas6SIh0EIAABCEAA1WQMQAACEIAABGYJoJqzpEgHAQhAAAIQ+GjVvF2/4ufyTU8/kACcHwiXrCEAgdciYKimc9ZM2wPFTYLidnp+u/b6+y+x8V7ZuvbiU0aXMZk+ZhI/uut1nT5nPi5XJ/rn++LUMjiDulndV+a4T5CJJfM7c82Kswh8rKivvPysV1/dNzh+Ga8ZCsPQO20/flUuqhsadRDn3OJjsG5owLakoWM219H18tQxxnlnnS9WP1rny6Df1fETT9JirxtPT3X8dN7127CSGgLvQ2DK8ySKXxbOErkF2+r48Wdd8kiJJ2ee6Rtf6wJnwvU6l1X5eopyLdRuFi7z1O06NWdt6TaZ/ZbjTIlvayil3kvrunBGaWziagffW4vHYhO3nCy72Tj3N+k9Pt+iAefvy1SdZVlVbumHHfnM139HymO7vq2A8BqS513uPnk2DfpRPV9W+70dP1HFhfdRHktbz8cdnDkEAq9JYE41xXScz5bKdNOdXenU6ttpqea667XIVi/XhpqEconloiaFOOES1m2vt+WXNLPL8C5FZ4P0fuq85YhQSF6fT6hkTOrSpd8rRVHUog6QVTnpW6+q5re7iIm9011tWB5w84NV5dzFylLzxXrudxuzt81sY+6Sj8lTBO+5V2I212tasa8vQUpcf3GftJiv5ROxRNUUVVu6Us1ncwwtVbO+DFLPl1ilvh/H58vA+6+66gonoLui8ldd8m9RscZ8d37kkBICb0pgVjX9ZW+YeeVCX2nzrQ1xJA5LNZez0a3WiuUdOe+7BFlb9HLXVHORnhxrhjksLB0v0Zv7IhYhA4i46Bhba6cXK3U+WZ46i4KWfNLcVm6y3q5SNldVc3KVWVfNP35W9ZcND1PNlvOiLkqsWUgFtk2EvS3WjMIWeyrzvN3yYnwpS/Rk7FUpqPlvn19RTT2fWjVLA2WeVT7xcmU+Pq1VM593odxlzaAXKlU1l0V4be10k2q6Uh2VeEiuw9bz8U3nR6oNgZ7AHtWME0t16u5QTcP1Wt56kZe9+2LNZbKSqpkm2Shzi2p2Mc2yIhpmuzgpV+lD7NjInv+nlU9STWuh+NGquejlw1Sz5WypZuZpaMlW1VR41l0grrrEenG1Yi/vLIsuNfIJ6qU+Ymbkc5RqDl3iHxpr+pM93M6Uyr31fGTyhcDHEJhVzXyS9NFMuJYuNzh7NM2dmDgzWa7XJX9xMzXI2yic1QoNM6pYIMvX/JoK+nlU6dSRalYzdopZjXzuVs3JYMWKNSPAq2NYRx6HrdA2nOdU0w2CO2PNTjWrx27yQkK5PBp3RDg6JDHziaoZFnvtu7Yln2VMTXZfKLncR5TDfuwSP1BNdaraFmuGWsUIXsaaPJn+MTJAQzYRmFVNd7GpPA0kziL/1InQHZdefRpouTfThKrG2ejjTvGEkcw/n71Wa/V5ylZB/SnHYaxZVvPECu3oaUn7oaS1WHP2KeCBajpQOWLI0PTZ89+//3Kfv/+dGUkDPSirkuJpJrlUWZ5yTiUZsWYSx+apqJ6njGWDkK/GmtXSacZs5xOUI9Snroyez7BdOt5aNfN516zKNuN/VTVX08fKKE8D1c8rWKq5ej7OjCXSQOAtCMy+eZJeiFDeWBC3kcqvy2zVvEkSHmT3EY/lep3fiEghkTsb9Sfdk4qblIWS5dXU5XUOV7mwnJafzUm3NuuXPXL81KWPK3TXa349pIp56rdGUmhdvUlSZnO5rhefUoqzV/3myfoTtIM3T/LLJz6OSWDlSnh+QDrCDKL5v3/+mxvAGuflyNI2feUzPHwT3g2K/WG9bKPko2OryS0d5MqWPZmLikVrndX0QMknpfeHioeaBvkM29UD7t48Ccv+9vniH0pSXu5qvhy8PJZPXmX8NOXKf2pvLh36btfc2CMVBH6DwCfvclCkx15L+w3mr17mP/+b18xaYDZy3rBu+erMqB8EIHAWAp+smmfpw2Pb+Z8TzbnF2b3lijc02LNpL0SOgwAEfokAqvlL4CkWAhCAAATekACq+YadRpUhAAEIQOCXCKCavwSeYiEAAQhA4A0JoJpv2GlUGQIQgAAEfokAqvlL4CkWAhCAAATekACq+YadRpUhAAEIQOCXCHyEaooXzn8JI8W+EgHGwyv1BnWBwIcRGKmm35cnbuLj7A7CnjLKniNxrxnDfdpMHw8KnsnZ5zbs4bLdLdnvZXAi9+l942+0z1/aJ2lfzupRaeelA7Oczuqg8SA21o27F73o57Eu2S/a6A3Voh8jrDKZp33Z/Galzd5t3SbVjW2O5VK+2h/D+Wf16CcnWGavQammasodKb28iZ3YVFfqqIK9s7HlXqu6WOfE827J1f4yp3GfPnocDTed31XYvDXWruzNgwbjYYe7tbEv7sY9kI5tYZfbb6G2mrWD84MJ6U5tr1bPR/djtVdwsi5u5nlhL1vtAb7M/7ZL+aN7cEf+d/Tvynw4pZqyxgOHoLFqzrtYRwGenJlO5T7t9+3pPuMdY81rbbHVrXfodqdL/OYlXbvnzxlcsvOW9fe7ZG8eb4P9k8WOvHNu4WKdvXIvN77X8s/Dpr36sev5sW7nySGj2aC/jWrG9vW2S7l1hqrzT/xym0u87DLh46H312AcGvnULvN7VbMK6mvXaMvt1lJNJf3Qj3OHai5mFadxn55XkZiyi5nkkolYkcg+IcnQw33xCq7d8+2NQ6AdD8siFS7ZC8iH7gCsX+NvdAu33MtNV3Mjf2P8+6/NWCQK8Ie5nYtFWtW3OE742aWjtYGLM3aMUDWX8vEZ2o836Ugkf5V/+35I9ZCBeLwJU0pU+8voXyMfYz40WjX1NJC/3dit0KqG8oMV2nkX6x2qeRL36c3X/qnX21HbLGWHn7O6+j+SZ9aimt2125Ndu7eqJi7ZtY1Me7kwqZr7xpuuRvUQWnFwywOyueazvo8XhsIzp2nwtpV29UbPpvovp1Cu0Au4ndux5hLVfBWrR8XMWKqm5lK+QzULlFWXeGv+iaUaN+aUcWjlY82H96imO9by15TZqu7TO1ysd6jm2dyn51VEv9beqpphYCqF5lmsUdlsQilkO5wkO12759u7tEwsDOVj9bOovmjFJXsetZVSU83qcZC8gBHFTpk9a3Us06L1/dBFPJbSGZiPYs0PdDsXHsay48r8HJ4MWuzeXEyp2tenu6G9S/lxqilyCqMmC6NZxLxqWvPPUarpZLIEjhlW51sr7zDPqGZOP3Cx3qSa+lWzPZvrT3ONZv+yShC0OTmH+g41nq58vPv01qmto5RUbhmSqY2vyQ2XbKkWcm0rdN9jXbK3DjV5wZTW+aNqLTnV9ddVs77qku7luqv5kI+tmmdyO19VzfiKRDIhb5/WjCIqhCD25qQbeT9Lz/R7XvEKirB5vi1DJY9DMx9jPjQGv7lCGx8yzv9FgTDdblX3aeNNkpGLdVfEutWtULIzuE9vnMRsV2T5S7ov/4Ku3a69uGTHeT+t9z3RJXvjaFuSl6FVwki1/vlLny4dtUiZPKC4l9cgxPcGH3v8x5l4+eR6tunlSnLPf1D/13I7r988KVf7ed5OkaV/QSX9Ld8MXCQzKYLPQbiU28NE57+DW1BoaVsfe8bsr/rHasFe75p+PlRX10JTp+5r7jt3nnZUOWEmn7t9Ws0o6AgCuGQfQfGN89DXk4x11zduJ1V/EwKfoJpvgppq7iKAS/YubB9wkOVejqv5B3TuWzcB1Xzr7qPyEIAABCDwVAKo5lNxUxgEIAABCLw1AVTzrbuPykMAAhCAwFMJoJpPxU1hEIAABCDw1gRQzbfuPioPAQhAAAJPJYBqPhU3hUEAAhCAwFsTQDXfuvvqygs3iA9q1famwGE7M46AAAQmCeiqablJL9amtRO17iYttjHs3acnK/eOycQGqMp+e6N9oe5srS8Yd+64d8wBHMb9eGdfHXg4rtQHwiQrCMwQmPPXFJv5OuGUzqVix6nyvd9sSW7LlPY2jGL8shv43OFi2qK2djOZ6ZJ9aaoST+zOPeCwo3+37fq9r+fuPurRbsZ3V5AMIPBRBNZVs3cEc1vULvFlkkOHRHer7nb7nYHXu+kuF9TBnDZ8zI3TRf5inU662ooNK4tJm/wyFJB85oJ7qtjxMBa8Wh91t+K+6rFY3Z1VraeN71Tu3INRhCv1ga7UM2craSBwNgIj1bTcp5d9e2srmbKoK79fc5/ucUu9qV1Js37FVbiVkNV2tS2KGxfzch3UWMTem39Un/mdM4M4Lm2RR41cWLVBqrsx59xfzGVa4VO5DhSDz60nJK7UkZh1HvW/biVMegicnMCeWDPvdi8NSfRYc7tqWm66jU5WYmZob/66zCBdTJkVK0SQihIPVFOmbuqzSTV1f0G5v3+Jfs3hGtXiJO7cq7EmrtSHuFKffHKk+RBQCayrZn9YtN70waUIK/e5T6/0SnElTXqQDtikmsLse+SKvFE1q1Xig1Vz7N5sx5q4c+NKrYwOcR4Ra6IEELiTwKxqZvdR94cwoysupo1qTrpP97WvHm0Qq3Z+IXNtNVXmprvXDt1NVRfTJk7NUjmuz72x5tiFVetzvcTwrU+eSGZ1fyd3blypcz/GtVe5QvJ6rtR3TkkcDoEXJzD95snXj1uPXd48CX8XV9Kr7VYdWp+PmnmA1nJzddP/9VpsSdcfBxKLsc68Vqa3itBcaqUL7uVbPFVk1Mdywd3szhq49S6s9nAS93o/zJ0bV+qklcvzZPFEiBev+c0T8fBbfmAtjx/TdbnW3xefrKgeBF6CwNvscnDP4/VW5HdPD9xTn3vKHRxbrhNe9uWeXS3HlXoXNg6CAAQeQuA9VHOfD+2+o2YwPy7nmdLPlQZX6nP1N62FwKsTeA/VfHWK1A8CEIAABM5B4L1Vs7rxV24Cis0XztGLtBICEIAABJ5D4L1V8zmMKAUCEIAABCAQCaCajAQIQAACEIDALAFUc5YU6SAAAQhAAAKoJmMAAhCAAAQgMEsA1ZwlRToIQAACEIAAqskYgAAEIAABCMwSQDVnSZEOAhCAAAQggGoyBiAAAQhAAAKzBFDNWVKkgwAEIAABCKCajAEIQAACEIDALAFUc5YU6SAAAQhAAAKoJmMAAhCAAAQgMEsA1ZwlRToIQAACEIAAqskYgAAEIAABCMwS+D96Oo3mpIlKkAAAAABJRU5ErkJggg==" /></p>
<p class="rtejustify">Ketika saya memasukkan data pada tblTransaksi, maka trigger akan aktif, memanggil SP, kemudian SP akan menyimpan rebate dari si member dan upline2 nya. Berikut hasil pada tabel saldo, jika saya memasukkan transaksi untuk member id 8:</p>
<p class="rtejustify"><img alt="" src="data:image/png;base64,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" /></p>
<p class="rtejustify">Dari gambar di atas, bisa dilihat jika SP kita sudah sesuai dan bisa menjadi solusi untuk permasalahan ini. Biasanya case seperti ini terdapat pada bisnis Multi Level Marketing.</p>
<p class="rtejustify">Demikianlah tutorial dengan contoh kasus kali ini. Semoga bermanfaat.</p>
- Log in to post comments
- 23993 kali dilihat