Connection 5X5Ty0ZKQ5HiS72A6SWie8Nq8UhiXzGt501NUGQcZXuNcNGhTVkT3e14hPBimOAv73Blq8hLk+lrW6Xowz1lL9469yhPaJvI4Uyg3GOEbWPTcN0JznHzzWBJZfRNhCUPkMjZiMZKS93iXO2YwwQiF99Yyy5GfMOZYUb5+Gdc4UbEWvsCS13zmX9h5fQ= Connection student sno,System.Int32 sname,System.String fname,System.String mname,System.String admission_no,System.String mobile,System.String class1,System.String section,System.String rollno,System.Int32 term1_th_total,System.Decimal term1_pr_total,System.Decimal term1_cce_total,System.Decimal yearfrom,System.Int32 yearto,System.Int32 term1_per,System.Decimal term_max,System.Int32 term_prac_max,System.Int32 cce_max,System.Int32 overall_per,System.Decimal 30 student Connection SELECT s.sno, s.sname, s.fname, s.mname, s.admission_no, s.mobile, s.class1, s.section, s.rollno, s.term1_th_total, s.term1_pr_total,s.term1_cce_total, s.yearfrom, s.yearto, s.term1_per, s.term_max, s.term_prac_max, s.cce_max, s.overall_per FROM studentmaster AS s where s.class1 = '9TH' AND s.section= 'A' and yearfrom=2013 and yearto=2014 ORDER BY s.sno, s.yearfrom, s.yearto term1 subject_code,System.Int32 sno,System.Int32 marks,System.Decimal absent,System.Int32 marks_pr,System.Decimal marks_cce,System.Decimal term_no,System.Int32 unit_no,System.Int32 grade,System.String yearfrom,System.Int32 yearto,System.Int32 grade_only,System.Int32 max_marks_pr,System.Int32 max_marks_th,System.Int32 max_marks_cce,System.Int32 subject_name,System.String 30 term1 Connection select * from term1 term2 subject_code,System.Int32 sno,System.Int32 marks,System.Decimal absent,System.Int32 marks_pr,System.Decimal marks_cce,System.Decimal term_no,System.Int32 unit_no,System.Int32 grade,System.String yearfrom,System.Int32 yearto,System.Int32 grade_only,System.Int32 max_marks_pr,System.Int32 max_marks_th,System.Int32 max_marks_cce,System.Int32 subject_name,System.String 30 term2 Connection select * from term2 term1and2 sno,System.Int32 subject_code,System.Int32 subject_name,System.String yearfrom,System.Int32 yearto,System.Int32 term1_marks,System.Decimal term1_absent,System.Int32 term2_marks,System.Decimal term2_absent,System.Int32 30 term1and2 Connection SELECT a.sno, a.subject_code, a.subject_name, a.yearfrom, a.yearto, (a.marks * .5 + a.marks_pr * .5) + a.marks_cce * .5 AS term1_marks, a.absent AS term1_absent, (b.marks * .5 + b.marks_pr * .5) + b.marks_cce * .5 AS term2_marks, b.absent AS term2_absent FROM term1 AS a INNER JOIN term2 AS b ON a.sno = b.sno AND a.subject_code = b.subject_code AND a.yearfrom = b.yearfrom AND a.yearto = b.yearto Name sno yearfrom yearto Name Relation sno yearfrom yearto Name sno yearfrom yearto Name Relation2 sno yearfrom yearto Name sno yearfrom yearto Name Relation3 sno yearfrom yearto ,yearfrom,yearfrom,System.Int32,,False,False ,yearto,yearto,System.Int32,,False,False EngineV2 None;Black;2;Solid;False;4;Black Transparent Transparent 0,0.2,7.27,1.6 White 0,0.4,7.2,0.2 Arial,16,Bold dec8797b4d0644ac8b696b4819164e5c Center 0,0,0,0 Text3 NAV BHARAT SENIOR SECONDARY SCHOOL Black Expression Center White 0,0.7,7.2,0.4 Arial,12,Bold 08a7dbc03aca48f695c0cc4c3f3df356 Center 0,0,0,0 Text27 SIWANI MANDI (BHIWANI) Ph. 9812251751 Black Expression Center White 0,1.2,7.2,0.2 Arial,12,Bold d1ab230175f146de916488e1e9935407 Center 0,0,0,0 Text35 ASSESSMENT CARD Black Expression Center White 0,1.4,7.2,0.2 Arial,12,Bold fe55e0c45a024fd88b68cc5d58af805e Center 0,0,0,0 Text36 SESSION ({yearfrom}-{yearto}) Black Expression Center White 0,0.1,7.2,0.2 Arial,10,Bold 77b609410233422490d6cde7f2834da1 Center 0,0,0,0 Text50 PERMANENTLY RECOGNIZED VIDE ORDER NO. 19/40-08PS(1) MAY 9, 2008 Black Expression Center PageHeaderBand1 Transparent 0,9.81,7.27,1.1 True Transparent 6.2,0.09,0.9,0.7 f3b3fbe7a83346f9893ac9154424afb9 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 Image1 True White 0,0.79,1.3,0.2 Arial,10,Bold 0db0b9ebe74c41079e683ae67420b5d3 0,0,0,0 Text52 CLASS TEACHER Black Expression White 5.8,0.79,1.3,0.2 Arial,10,Bold 291d5229617b4e01b50b5329d47bac20 Right 0,0,0,0 Text53 PRINCIPAL Black Expression PageFooterBand1 Transparent 0,2.2,7.27,7.2 Transparent 0.4,1.1,6.8,1.5 SubReport1 1fa52605fc184d71ab56fd6f18af34f1 Transparent 0.4,2.8,6.8,1.5 SubReport2 d41d2a9393db4b7ca64e57386d36c1b0 Transparent 0.4,4.5,6.8,2.1 SubReport3 b92e5186922f4ca8b360c5cad01e2ad6 White 0,0.7,0.6,0.2 Arial,10,Bold 2bcc1d3f231d4cd185cccbbf6a585331 0,0,0,0 Text1 Class: Black Expression White 0,0.3,0.6,0.2 Arial,10,Bold 5ea97f4ccf314cc5a5186ba537f3721f 0,0,0,0 Text39 Name: Black Expression White 0,0.1,0.6,0.2 Arial,10,Bold cd2b815ae1f74ff2a9ed17ed46707217 0,0,0,0 Text40 Id No.: Black Expression White 0,0.5,1.2,0.2 Arial,10,Bold abe4c8c4c7304b0484af58f7b834f724 0,0,0,0 Text43 Father's Name: Black Expression Transparent 1.4,0.1,0.6,0.2 Arial,10,Bold 0,0,0,0 Text2 {student.sno} Black Transparent 1.4,0.3,2.6,0.2 Arial,10,Bold 9b5f1e826e5444bc92047b6bb3290e96 0,0,0,0 Text37 {student.sname} Black DataColumn Transparent 1.4,0.5,2.6,0.2 Arial,10,Bold 186b812a83e045508c5ec23a2556bbe6 0,0,0,0 Text38 {student.fname} Black DataColumn Transparent 1.4,0.7,0.6,0.2 Arial,10,Bold d93a5565cb0f468dbc885048a47e5906 0,0,0,0 Text41 {student.class1} Black DataColumn White 2.5,0.7,0.6,0.2 Arial,10,Bold 58aeb7efaa804996baa386567d95e3a6 0,0,0,0 Text42 Section: Black Expression Transparent 3.3,0.7,0.6,0.2 Arial,10,Bold 0c7ccf4d093843a6b9d9ea594622aa8b 0,0,0,0 Text44 {student.section} Black DataColumn White 4.1,0.7,0.8,0.2 Arial,10,Bold b836fd73037342e893f617e2714906dd 0,0,0,0 Text45 Adm. No.: Black Expression Transparent 5.1,0.7,0.6,0.2 Arial,10,Bold 13c45d9e64c04c809d9b1a462cc8ae51 0,0,0,0 Text46 {student.admission_no} Black DataColumn White 5.8,0.7,0.8,0.2 Arial,10,Bold fc17d346e8174b60928bfe7e0ef4de77 0,0,0,0 Text47 Roll No.: Black Expression White 6.7,0.7,0.5,0.2 Arial,10,Bold 08338df8ea8d4db7ad2430d89d185e79 0,0,0,0 Text48 {student.rollno} Black DataColumn White 4.1,0.5,1.2,0.2 Arial,10,Bold 878613e1a14947faac2388096d2619ee 0,0,0,0 Text49 Mother's Name: Black Expression Transparent 5.4,0.5,1.8,0.2 Arial,10,Bold be5f4a12f3984ce791406e53679b4524 0,0,0,0 Text51 {student.mname} Black DataColumn Transparent 5.8,6.8,0.6,0.2 Arial,10,Bold 0,0,0,0 Text57 %age Black Expression Transparent 6.4,6.8,0.6,0.2 Arial,10,Bold 71f4ad3432474b0c87aa97a10360befc 0,0,0,0 Text58 {student.overall_per} Black DataColumn student DataBand1 True df51d85091744b03bffc75627f501a3b 0.5,0.5,0.39,0.39 Page1 11.69 8.27 A4 Arial,100 [50:0:0:0] None;Black;2;Solid;False;4;Black Transparent Transparent 0,0.2,6.8,0.7 All;Black;1;Solid;False;4;Black Transparent 0,0.1,0.4,0.6 Arial,10 Center 0,0,0,0 Text5 Sr. No. Black Expression Bottom All;Black;1;Solid;False;4;Black Transparent 0.4,0.4,3.1,0.3 Arial,10 368141eb4d0f413ba0516aeef056587d 0,0,0,0 Text6 Subject Black Expression All;Black;1;Solid;False;4;Black Transparent 0.4,0.1,3.1,0.3 Arial,10 23e95a96d50f4f4b853a35085be0912c Center 0,0,0,0 Text7 First Semester Black Expression Center All;Black;1;Solid;False;4;Black Transparent 3.5,0.1,3.1,0.3 Arial,10 e9028ddbe9f147e189e12b492771712b Center 0,0,0,0 Text8 Marks Obtained Black Expression Center All;Black;1;Solid;False;4;Black Transparent 3.5,0.4,0.7,0.3 Arial,10 6856d793e4bf43589a50c727d4a8f530 Center 0,0,0,0 Text9 Theory Black Expression All;Black;1;Solid;False;4;Black Transparent 4.2,0.4,0.8,0.3 Arial,10 579e82cc0dc44fc3b889d35d9eb5136a Center 0,0,0,0 Text10 CCE Black Expression All;Black;1;Solid;False;4;Black Transparent 5,0.4,0.8,0.3 Arial,10 2dd4ad897777419dbaf7f984126c2f60 Center 0,0,0,0 Text11 Practical Black Expression All;Black;1;Solid;False;4;Black Transparent 5.8,0.4,0.8,0.3 Arial,10 f565b016145b405d8dc9ba7b379ab86c Center 0,0,0,0 Text12 Total Black Expression HeaderBand1 Transparent 0,1.3,6.8,0.2 All;Black;1;Solid;False;4;Black Transparent 0,0,0.4,0.2 Arial,10 Center 2,2,0,0 Text4 {Line} Black SystemVariables Center All;Black;1;Solid;False;4;Black Transparent True 0.4,0,3.1,0.2 Arial,10 2,2,0,0 Dataterm1_subject_name {term1.subject_name} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center Top, Left, Bottom;Black;1;Solid;False;4;Black Transparent True 3.5,0,0.7,0.2 Arial,10 True Center 2,2,0,0 Dataterm1_marks {term1.marks} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent True 5,0,0.8,0.2 Arial,10 True Center 2,2,0,0 Dataterm1_marks_pr {term1.marks_pr} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, DataColumn Center All;Black;1;Solid;False;4;Black Transparent True 5.8,0,0.8,0.2 Arial,10 0c81709488844de0b8cacaaf4375981f True Center 2,2,0,0 Text13 {term1.marks+term1.marks_pr+term1.marks_cce} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Expression Center Top, Left, Bottom;Black;1;Solid;False;4;Black Transparent True 4.2,0,0.8,0.2 Arial,10 True Center 2,2,0,0 Dataterm1_marks_cce {term1.marks_cce} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center Relation term1 Dataterm1 1fa52605fc184d71ab56fd6f18af34f1 0.39,0.39,0.39,0.39 subReport_1 11.69 7.58 Arial,100 [50:0:0:0] None;Black;2;Solid;False;4;Black Transparent Transparent 0,0.2,6.8,0.7 All;Black;1;Solid;False;4;Black Transparent 0,0.1,0.4,0.6 Arial,10 ab6b95282e004611ac19aa754ec6e392 Center 0,0,0,0 Text14 Sr. No. Black Expression Bottom All;Black;1;Solid;False;4;Black Transparent 0.4,0.4,3.1,0.3 Arial,10 b8d40cf5302949c5bd7c85de2b525087 0,0,0,0 Text15 Subject Black Expression All;Black;1;Solid;False;4;Black Transparent 0.4,0.1,3.1,0.3 Arial,10 e078328dc1764ba8a2c24daec169da8b Center 0,0,0,0 Text16 Second Semester Black Expression Center All;Black;1;Solid;False;4;Black Transparent 3.5,0.1,3.1,0.3 Arial,10 e094ceba967c4e10b0ccdd89f2072270 Center 0,0,0,0 Text17 Marks Obtained Black Expression Center All;Black;1;Solid;False;4;Black Transparent 3.5,0.4,0.7,0.3 Arial,10 23bb25a1a60c462e900a1dc045310380 Center 0,0,0,0 Text18 Theory Black Expression Center All;Black;1;Solid;False;4;Black Transparent 4.2,0.4,0.8,0.3 Arial,10 60aef6c5073742eabedb1b2a1d016cb4 Center 0,0,0,0 Text19 CCE Black Expression Center All;Black;1;Solid;False;4;Black Transparent 5,0.4,0.8,0.3 Arial,10 2200126a480746e9b2e16b5a77d5ed0b Center 0,0,0,0 Text20 Practical Black Expression Center All;Black;1;Solid;False;4;Black Transparent 5.8,0.4,0.8,0.3 Arial,10 91fbeb8efa884315bf1b800bfbe6b27a Center 0,0,0,0 Text21 Total Black Expression Center HeaderBand2 Transparent 0,1.3,6.8,0.2 All;Black;1;Solid;False;4;Black Transparent True 0.4,0,3.1,0.2 Arial,10 2,2,0,0 Dataterm2_subject_name {term2.subject_name} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent True 3.5,0,0.7,0.2 Arial,10 True Center 2,2,0,0 Dataterm2_marks {term2.marks} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent True 5,0,0.8,0.2 Arial,10 True Center 2,2,0,0 Dataterm2_marks_pr {term2.marks_pr} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent 0,0,0.4,0.2 Arial,10 57c680fce9de4e8096a1250e2dc8538c Center 2,2,0,0 Text22 {Line} Black SystemVariables Center All;Black;1;Solid;False;4;Black Transparent True 4.2,0,0.8,0.2 Arial,10 True Center 2,2,0,0 Dataterm2_marks_cce {term2.marks_cce} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent True 5.8,0,0.8,0.2 Arial,10 d159b1e0a1ed4b2695fcb0ea4a30d0d8 True Center 2,2,0,0 Text23 {term2.marks+term2.marks_pr+term2.marks_cce} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Expression Center Relation2 term2 Dataterm2 d41d2a9393db4b7ca64e57386d36c1b0 0.39,0.39,0.39,0.39 subReport_2 11.69 7.58 Arial,100 [50:0:0:0] None;Black;2;Solid;False;4;Black Transparent Transparent 0,0.2,6.8,0.8 All;Black;1;Solid;False;4;Black Transparent 0,0.1,0.4,0.7 Arial,10 170a19e1d13b4750982a1e04bdc308d8 Center 0,0,0,0 Text24 Sr. No. Black Expression Center All;Black;1;Solid;False;4;Black Transparent 0.4,0.4,3.1,0.4 Arial,10 c2482c1939c94b9fb94123bda0d86722 0,0,0,0 Text25 Subject Black Expression Center All;Black;1;Solid;False;4;Black Transparent 0.4,0.1,6.2,0.3 Arial,10 32e6805573e444dea783b86703c2710c Center 0,0,0,0 Text26 Result Black Expression Center All;Black;1;Solid;False;4;Black Transparent 3.5,0.4,1.2,0.4 Arial,10 53e3c89227374820b5dc9b351c0b46f9 Center 0,0,0,0 Text28 Ist Semester Weightage (50%) Black Expression Center All;Black;1;Solid;False;4;Black Transparent 4.7,0.4,1.1,0.4 Arial,10 ff8acff583c24ed29aebabcdef0faac4 Center 0,0,0,0 Text29 2nd Semester Weightage (50%) Black Expression Center All;Black;1;Solid;False;4;Black Transparent 5.8,0.4,0.8,0.4 Arial,10 5bc0f14ae9824933a0351d283411a8ef Center 0,0,0,0 Text31 Total Black Expression Center 425cef7e7e564c0cb073db9a03cd9353 HeaderBand3 Transparent 0,1.4,6.8,0.2 All;Black;1;Solid;False;4;Black Transparent True 0.4,0,3.1,0.2 Arial,10 2,2,0,0 Dataterm1and2_subject_name {term1and2.subject_name} Black HotkeyPrefix=None, LineLimit=False, RightToLeft=False, Trimming=None, WordWrap=True, Angle=0, FirstTabOffset=40, DistanceBetweenTabs=20, Center All;Black;1;Solid;False;4;Black Transparent 3.5,0,1.2,0.2 Arial,10 True Center 2,2,0,0 Text30 {term1and2.term1_marks} Black , 1 All;Black;1;Solid;False;4;Black Transparent 4.7,0,1.1,0.2 Arial,10 0d0b3bc19cc149308ab7a6630366b958 True Center 2,2,0,0 Text32 {term1and2.term2_marks} Black , 1 DataColumn All;Black;1;Solid;False;4;Black Transparent 5.8,0,0.8,0.2 Arial,10 d38be8146cb14fc9a4ce6aba14368433 True Center 2,2,0,0 Text33 {term1and2.term1_marks+term1and2.term2_marks} Black , 1 Expression All;Black;1;Solid;False;4;Black Transparent 0,0,0.4,0.2 Arial,10 91afbd980d484417810eab8978273bfe Center 2,2,0,0 Text34 {Line} Black SystemVariables Center Relation3 term1and2 Dataterm1and2 Transparent 0,2,6.8,0.2 Transparent 3.5,0,1.2,0.2 Arial,10,Bold Center 0,0,0,0 Text54 {Sum(Dataterm1and2,term1and2.term1_marks)} Black , 1 Totals Transparent 4.7,0,1.1,0.2 Arial,10,Bold a56881ca88504f39b529496c8791bed5 Center 0,0,0,0 Text55 {Sum(Dataterm1and2,term1and2.term2_marks)} Black , 1 Totals Transparent 5.8,0,0.8,0.2 Arial,10,Bold 6caaea34ae8445c2a4b52ca85aa24d87 Center 0,0,0,0 Text56 {Sum(Dataterm1and2,term1and2.term2_marks+term1and2.term1_marks)} Black , 1 Expression 0,0,6.6,0.01 Black Black HorizontalLinePrimitive1 Black 0,0.2,6.6,0.01 Black Black b79787804c3a4775b542d98041a35d4f HorizontalLinePrimitive2 Black 0,0,0,0 StartPointPrimitive1 d6a836a604474a0dbe133b1d54d326c1 0,0.2,0,0 EndPointPrimitive1 d6a836a604474a0dbe133b1d54d326c1 6.6,0,0,0 StartPointPrimitive2 5dc9f0ff3b0642359bd08ab0d4bd9051 6.6,0.2,0,0 EndPointPrimitive2 5dc9f0ff3b0642359bd08ab0d4bd9051 FooterBand1 0,2,0.01,0.2 Black Black d6a836a604474a0dbe133b1d54d326c1 VerticalLinePrimitive1 Black 6.6,2,0.01,0.2 Black Black 5dc9f0ff3b0642359bd08ab0d4bd9051 VerticalLinePrimitive2 Black b92e5186922f4ca8b360c5cad01e2ad6 0.39,0.39,0.39,0.39 subReport_3 11.69 7.58 Arial,100 [50:0:0:0] System.Dll System.Drawing.Dll System.Windows.Forms.Dll System.Data.Dll System.Xml.Dll Stimulsoft.Controls.Dll Stimulsoft.Base.Dll Stimulsoft.Report.Dll Report 3/18/2014 9:50:36 PM 3/18/2014 12:09:44 PM F:\siwani_result\trial.mrt a27c01fef4604b6f80dedb6b2f6920db Report Inches 2012.3.1500 CSharp