Student Data Encrypted Decrypted Example

id: ABCED211198479 (password: 2t7HzxOw)

encryption key: 2omKIhuLSpdhwXL/9YMWmA==

encrypted data: 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"KS4_APPOR": "", "KS4_ENGVASCR": 0, "KS5_GA_MUSIC": "", "KS5_POINTS_K3": "", "KS4_GCSE_SHORT_DG": 1, "KS4_APGUJ": "", "KS5_YEAROFBIRTH": 2576, "KS5_TOTENTS_ACAD": "", "KS4_MATVASCR": 0, "KS5_GAS_LAW": "", "KS5_GRADEAB_VGADA": "", "EVERFSM_6_SPR13": "", "KS4_ENGPAIRLEV1": 1, "KS4_PASSMATHPR": 0, "KS4_ENGPAIRLEV2": 1, "KS5_GA_FRENCH": "", "KS5_GA_AD_THREE": "", "KS4_KSL1ENTS": 1, "KS4_GLEVEL2EM": 0, "KS4_ELQPASS": 1, "KS5_PDFECN": 3960623, "KS4_HPGMATH": 58, "KS5_GAS_ARCHAE": "", "KS4_GCSEVOC": 0, "KS4_APCORESCI": "", "KS5_GA_GOV_POLITICS": "", "KS4_EDEXDA": 1, "KS4_EBACC": 0, "KS5_GA_DANCE": "", "KS4_MSCH": 1, "KS5_GA_CRIT_THINK": "", "KS5_GA_SCIENCE": "", "KS5_AMDPUPIL": "", "KS4_GCSE_SCIAG": 0, "KS4_B8VAPRED": 0, "KS4_ANYPMFL": 1, "KS4_PASS_ABSCI2": 1, "KS4_EBPTSSCI": 54, "KS4_EBACMATAG": 1, "KS4_LANOR": 0, "KS5_TVASS": "", "KS5_GAS_ANC_HIST": "", "KS4_APELIT": "D", "KS5_ACTYRGRP": 9, "KS5_GA_AD_CRITI": "", "KS4_EBAC2SCI": 1, "KS5_GAS_ARABIC": "", "KS5_ENTRY_GAS": "", "KS5_TVASE": "", "KS5_GRADEA3": "", "KS4_NPDDEN_NAT": 0, "KS3_ENGTALEV": 7, "KS5_GAS_GOV_POLITICS": "", "KS4_GCSE_SCIAC": 1, "KS5_GA_FINE_ART": "", "KS2_SCITESTAMRK": 34, "KS1_SCILIFPROT": 2, "KS2_SCHRES": 1, "EthnicGroupMinor_SPR13": "APKN", "KS5_TGASS": "", "KS4_APDSCI": "", "KS5_GAS_GEN_STUD": "", "KS5_PASSES_TOT": "", "KS4_PASS_LEV1EM": 10, "KS5_ENTRY_GDAS": "", "KS5_TGASE": "", "KS5_GAS_AD_GRAPH": "", "EntryDate_SPR13": "03/09/2012 00:00", "KS4_PASS2SCIB": 0, "KS5_GAS_AD_PHOTO": "", "KS4_PASS2SCIA": 0, "KS4_APJAP": "", "KS5_PASS2LV3NVR": "", "KS1_SCIPHYSPROC": 2, "KS4_APAPDSCI": "", "KS1_LA": 311, "KS4_LEVEL1_FEM": 0, "KS2_NATRES": 1, "KS5_MMSCH2": 0, "KS4_GNVQFOUMER": 1, "KS4_LEV2FENG": 0, "KS5_GA_MATH_FURT": "", "KS5_TVDAE": "", "KS4_GCSE_MATHAC": 0, "KS4_GCSE_MATHAG": 0, "KS2_TOTPTS": 76, "KS3_ACADYR": "2001/2002", "KS5_GAS_IT": "", "KS4_LEV2SCI2B": 1, "KS1_ENGSUBTA": 2, "KS5_LEV3THRESH_VQ": "", "KS4_VAP2TAMAT": 1, "KS2_ENGTIER": 33, "KS5_GDAS_ICT": "", "KS5_GAS_GEOLOGY": "", 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"KS4_GCSEFULL": 7, "KS4_NORFLAGE": 1, "KS4_LANVAPRED": 0, "KS5_GRADEAE3": "", "KS1_URN": 90156, "KS5_GA_DT_PRODUCTION": "", "KS2_APSDENN": 3, "KS5_GAS_MUSIC": "", "KS5_GAS_BUS_ECON": "", "KS5_MSCH": 1, "KS2_APSDENS": 3, "KS5_GA_PERSIAN": "", "KS4_ENGLISHBONUS": 64, "KS4_OPEN_AC": "", "KS4_GCSE_AG": 9, "KS1_LAESTAB": 3320374, "KS4_GCSE_AC": 10, "KS4_APRES": "", "KS4_GCSE_AA": 3, "KS5_VGAA_ENGINEERING": "", "KS5_GA_PSYCH_SOC": "", "KS4_HPGENG": 51, "KS5_GA_MOD_GREEK": "", "KS4_VAP2TAAPS": 0, "KS3_ESTAB": 5089, "KS1_ACADYR": "2012/2013", "KS5_PASSES_GDAS": "", "KS5_PASSES_GA": "", "KS3_LEVXENGTA": 1, "KS5_GAS_GREEK": "", "KS4_LEVEL1": 0, "KS4_LEVEL2": 1, "KS5_GAS_DT_FOOD": "", "KS5_ACAD": "", "KS5_VQPRO": "", "PrimarySENtype_SPR13": "", "KS2_LEVAXSCI": 0, "KS3_LEVAXENGTA": 0, "KS5_GAS_MATH_FURT": "", "KS5_GAS_MATH_PURE": "", "KS4_APIT": "", "KS4_INVAMOD": 1, "KS2_VAINPUT": "", "KS5_PASSES_VGADA": "", "KS2_ENGWRITLEV": 4, "KS5_VGAAS_ENGINEERING": "", "KS4_EBPTSHUM": 26, "KS4_APGER": "", "FSMeligible_SPR13": 0, "KS2_VALENG": 0, "KS4_APGEO": "", "KS4_GPTSCNEWE": 362, "KS3_LEVLMATTA": 1, "KS5_NEW_TYPE": 0, "KS5_GAS_DRAMA": "", "KS5_GA_ENG_LANG": "", "KS5_VGAA_AD": "", "KS5_PASS2LV3": "", "KS4_NPDNUM_NAT_$DENORM": "Yes", "KS4_SCHNOR$DENORM": "Yes", "KS4_MSCH2$DENORM": "Yes", "KS1_ToE_CODE$DENORM": "first school, 5-9", "KS4_ONEAG$DENORM": "No", "KS4_PASSOTHSCIAG$DENORM": "No", "KS1_SCIEXPINVEST$DENORM": "Achieved Level 2", "KS4_PASS_ABSCIA$DENORM": "No", "KS4_ENTRY_5$DENORM": "No", "KS4_PASS_ABSCIB$DENORM": "Yes", "KS4_PASS_ABSCIC$DENORM": "No", "KS4_PASS_ABSCID$DENORM": "Yes", "KS4_ENTRY_1$DENORM": "No", "KS4_EBACC_E$DENORM": "Yes", "KS4_PASS_ABSCIE$DENORM": "No", "KS4_PASS_ABSCIF$DENORM": "Yes", "KS4_PASS_ABSCIG$DENORM": "No", "KS2_ELIGMAT$DENORM": "Yes", "KS4_EBACHUM_E$DENORM": "No", "KS4_LEVEL2EM_GCSE$DENORM": "Yes", "KS5_MMSCH$DENORM": "Yes", "KS5_ToE_CODE$DENORM": "first and middle school, 5-12", "KS4_ALLSCI$DENORM": "No", "KS4_LEVEL2_FEM$DENORM": "Yes", "KS4_PASS_AASTAR5$DENORM": "No", "KS4_L2BASICS_1$DENORM": "No", "KS4_L2BASICS_2$DENORM": "No", "KS4_EBAC2SCI_E$DENORM": "No", "KS4_L2BASICS_3$DENORM": "Yes", "KS4_L2BASICS_4$DENORM": "Yes", "KS4_ENT1EMFL$DENORM": "No", "KS2_VALSCI$DENORM": "No", "KS4_ENGPAIRLEV1$DENORM": "Yes", "KS4_PASSMATHPR$DENORM": "No", "KS4_ENGPAIRLEV2$DENORM": "Yes", "KS4_GLEVEL2EM$DENORM": "No", "KS4_EBACC$DENORM": "No", "KS4_MSCH$DENORM": "Yes", "KS4_GCSE_SCIAG$DENORM": "No", "KS4_ANYPMFL$DENORM": "Yes", "KS4_PASS_ABSCI2$DENORM": "Yes", "KS4_EBACMATAG$DENORM": "Yes", "KS4_LANOR$DENORM": "No", "KS4_APELIT$DENORM": "D at GCSE", "KS4_EBAC2SCI$DENORM": "Yes", "KS4_NPDDEN_NAT$DENORM": "No", "KS4_GCSE_SCIAC$DENORM": "Yes", "KS1_SCILIFPROT$DENORM": "Achieved Level 2", "KS2_SCHRES$DENORM": "Yes", "KS4_PASS2SCIB$DENORM": "No", "KS4_PASS2SCIA$DENORM": "No", "KS1_SCIPHYSPROC$DENORM": "Achieved Level 2", "KS4_LEVEL1_FEM$DENORM": "No", "KS2_NATRES$DENORM": "Yes", "KS5_MMSCH2$DENORM": "No", "KS4_GCSE_MATHAC$DENORM": "No", "KS4_GCSE_MATHAG$DENORM": "No", "KS4_LEV2SCI2B$DENORM": "Yes", "KS1_ENGSUBTA$DENORM": "Achieved Level 2", "KS4_EBACENG$DENORM": "No", "KS4_INSCIVACALC$DENORM": "No", "KS2_ELIGENG$DENORM": "Yes", "KS4_EBACENG_E$DENORM": "Yes", "KS4_L2BASICS$DENORM": "Yes", "KS4_LEV2SCID$DENORM": "No", "KS4_LEV2SCIC$DENORM": "No", "KS4_LEV2SCIB$DENORM": "Yes", "KS4_LEV2SCIA$DENORM": "No", "KS4_LEV2SCIG$DENORM": "No", "KS4_LEV2SCIF$DENORM": "No", "KS4_LEV2SCIE$DENORM": "Yes", "KS4_LEV2SCI2$DENORM": "No", "KS1_MATHTSKTST$DENORM": "Achieved Level 2B", "KS4_GCSE_ENGAC$DENORM": "No", "KS4_GCSE_ENGAG$DENORM": "Yes", "KS1_SPEAKANDLISTEN$DENORM": "Achieved Level 2", "KS4_GCSE_SCIATT$DENORM": "Yes", "KS2_LEVAXENG$DENORM": "Yes", "KS4_PASS2SCIBAG$DENORM": "No", "KS4_ToE_CODE$DENORM": "first and middle school, 5-12", "KS2_ELIGSCI$DENORM": "Yes", "KS4_LEV2EM$DENORM": "No", "KS4_PASS_ABSCI2B$DENORM": "No", "KS1_ENGREADTSK$DENORM": "Achieved Level 2C", "KS4_INVACALC$DENORM": "Yes", "KS4_NPDNUM_LA$DENORM": "Yes", "KS4_NEW_TYPE$DENORM": "Comprehensive", "KS4_NATNOR$DENORM": "No", "KS2_LEVXMAT$DENORM": "No", "KS1_SCIMATPROP$DENORM": "Achieved Level 2", "KS4_PASSOTHSCI$DENORM": "No", "KS2_MATTALEV$DENORM": "KS2 pupil not at end of KS2 and taking this subject in future years", "KS4_SCHRES$DENORM": "Yes", "KS4_EBACLAN$DENORM": "Yes", "KS5_TRIGGER$DENORM": "No", "KS4_EBACCAG$DENORM": "Yes", "KS4_NFTYPE$DENORM": "senior comprehensive, 13-16, automatic transfer", "KS4_GCSE_MATHATT$DENORM": "Yes", "KS4_LARES$DENORM": "No", "KS4_ENGPAIR$DENORM": "No", "KS1_MATSHAPMEAS$DENORM": "Achieved Level 2", "KS4_ENT1GMFL$DENORM": "Yes", "KS2_LARES$DENORM": "Yes", "KS5_MSCH2$DENORM": "Yes", "KS4_EBACMAT$DENORM": "No", "KS1_ENGWRITTST$DENORM": "Achieved Level 2B", "KS4_INLANVAMOD$DENORM": "No", "KS4_LEVEL2_EM$DENORM": "Yes", "KS4_ANYPASS$DENORM": "No", "KS4_INHUMVACALC$DENORM": "No", "KS1_SCIENCE$DENORM": "Achieved Level 2", "KS1_MATHNOALG$DENORM": "Achieved Level 2", "KS4_PASS_1AC$DENORM": "No", "KS4_Flag24ENGPrg$DENORM": "Yes", "KS4_EBACLAN_E$DENORM": "Yes", "KS4_GCSE_ENGATT$DENORM": "No", "KS4_FIVEAC$DENORM": "No", "KS4_FIVEAG$DENORM": "Yes", "KS4_NPDDEN_LA$DENORM": "Yes", "KS4_EBALLSCI$DENORM": "No", "KS4_EBAC2SCIAG$DENORM": "No", "KS4_LEVEL2MFL$DENORM": "Yes", "KS4_ENDKS$DENORM": "Yes", "KS2_LEVXSCI$DENORM": "Yes", "KS4_EBACMAT_E$DENORM": "No", "KS2_VALMAT$DENORM": "No", "KS4_LEV2FEM$DENORM": "Yes", "KS2_LEVAXMAT$DENORM": "No", "KS4_PASSMATHPRAG$DENORM": "No", "KS4_MMSCH2$DENORM": "No", "KS4_NATRES$DENORM": "Yes", "KS2_LEVXENG$DENORM": "No", "KS4_MMSCH$DENORM": "No", "KS4_EBACENGAG$DENORM": "No", "KS4_EARLYT_E$DENORM": "Not an early taker", "KS2_ToE_CODE$DENORM": "first school, 5-9", "KS4_GLEVEL2$DENORM": "Yes", "KS4_LEV1FEM$DENORM": "No", "KS5_FETYPE$DENORM": "Agricultural and Horticultural College", "KS4_ANYLEV1$DENORM": "Yes", "KS1_ENGCOMPTST$DENORM": "Achieved Level 2C", "KS4_VOCQUAL$DENORM": "No", "KS2_SCITALEV$DENORM": "Missing", "KS4_PASS2SCIAAG$DENORM": "Yes", "KS4_EBACHUMAG$DENORM": "Yes", "KS4_LEVEL1_EM$DENORM": "Yes", "KS1_MATHUSEAPP$DENORM": "Achieved Level 2", "KS4_INHUMVAMOD$DENORM": "No", "KS4_2BTECEDEXDA$DENORM": "No", "KS4_LEV1EM$DENORM": "Yes", "KS4_EBACHUM$DENORM": "No", "KS4_MATHPAIR$DENORM": "No", "KS4_INSCIVAMOD$DENORM": "Yes", "KS4_INLANVACALC$DENORM": "No", "KS4_LEVEL1MFL$DENORM": "Yes", "KS5_GENDER$DENORM": "Male", "KS4_EBACLANAG$DENORM": "Yes", "KS4_NORFLAGE$DENORM": "Removed from number on roll – permanent exclusion", "KS5_MSCH$DENORM": "Yes", "KS4_LEVEL1$DENORM": "No", "KS4_LEVEL2$DENORM": "Yes", "KS2_LEVAXSCI$DENORM": "No", "KS4_INVAMOD$DENORM": "Yes", "KS2_VALENG$DENORM": "No", "KS5_NEW_TYPE$_DENORM": "Invalid" }