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 D14/tfE8j8FUWP8Rfmr558t6nJoN9oHkryrcnU0l1aIW91fXyACD07clmSKJv3nqN9pf5WxVZ/zkJonnC21Ly/5w8m2FzqGs28V9o1xBaRvK/o6hbOsMrhAWWO3mHqc/sqzLyxVH/mH+X15pn5PaJYaBbveax5Il03UNMhto2klmnsWVZeCL8TNKjTPx4/G2Kpv+THla9tPy7dtftng1jzRcXmra3bSKUkWXUHJ9N1YB1dYfTRlf4lbFWEeRPNXmf8AKPTG8jeafLOr6ppemzTfoLX9HtjeRT20sjSqsoUqY5FLt8P+x48U5uq9V8i+bdY8z213fXnl2+8u2aSKlhFqirFdzLSrSPACxhFaKFY4qxL/AJxk0bWNG/KDS7DV7G406+jnuzJaXcTwSqGuHZSY5ArDkDUbYq9UxV55+c35cal5u0vTdR8v3K2Xm7y1ci/0G6fZC4oZIHO9Em4J/skTn8HPFUksPz61azgFp5s8geY7HXY/hlh0+yN7aysNq28ysA4Y/wCx/wCLHxVP4Yrn80/y/wBb0zzLoF35bs9Td7Wztrzj9b9FUjkhunj/AN1SLccuMTf75/ysVYf5U89+fvy50qDyr568rarrFvpai203zNocH16Ke2TaH10BV4nVaR1f43/aT/djqqfmnUfPf5w26eV9I0DUPK/ky5kRtd1zWIxbXM9vGwf0bW3JZv3hH94fhb9vh8Suqzbzvrd55dsdJ8s+X7O9tIJ4vQOrWWnXmox6faQKqAJHaw3HK5ZfgtkkHpJ/ey8uCxSqp95Gi0G38uW9noVvd22nWpaNVv7a7tLhnJ5ySOt7HDPI0ru0jzMv7yRn+LFUP+Z3k0ec/IWteWRIsUuo2/G3kf7CzxsssJalTxEsacqYq888t/nT5j0PR7bQvN/kbzE3mXT4ktnbTLI3ltdmMcBLDMrhfj48n/ZVv2sVT38wZfMvmj8iddebQrmx1rULKcRaEo+sXQHrEQqViDVleEJI 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 2vTxW2+GBbd6eFba4YrbvTxTxMp/K5KfmJ5eP/L/AAf8TGa/tX/Fsn9STkaM/vY/1n2lnl71zsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir//X9U4q7FXYq7FXYq7FXYq7FXYq7FWB/noK/lXrY/5hf+oyHNx2D/jkP87/AKZycDtP+4l/m/7qL5J9PPR3kuJv0xivE708V4mvTxXid6eK8TfpjFeJ3pjFeJ3p4rxO9PFeJr08V4m/TxXia9PFeJ3p4rxN+nivE70xivE70xivE708V4nemMV4nenivE708V4mvTxXiZR+WMdPzC8vn/l+g/4mMwO1P8Wyf1JOVoj++j/WD7Kzy97J2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV/9D1TirsVdirsVdirsVdirsVdirsVYL+eAr+V2tD/mF/6i4c3HYP+OQ/zv8ApnJ1/ap/weX+b/u4vlH0s9GeN4nenja8TvSxXid6WK8TvTxteJ3pYrxO9LG14nelivE70sbXid6WK8TvTxXid6WNrxO9PFeJ3p4rxO9LG14nenivE70sbXid6WNrxO9LFeJ3pYrxO9LFeJk35aR08/6Af+X6D/iYzA7U/wAWyf1JOXoZfvof1g+ws8we3dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVf/R9U4q7FXYq7FXYq7FXYq7FVN7i3jkSOSVEkk/u0ZgGangD1xVUxVhH51iv5ZayP8AmG/6i4s2/YP+OQ/zv+mcnW9r/wCLS/zf93F8sennozxPE4R4rxO9PFeJ3p4rxO9PCvE708C8TvTxXid6eK8TjHivE708K8TvTwLxOMeK8TvTxXid6eK8TvTxXid6eK8TvTxXid6eK8TvTxXid6eFeJ3p7YF4mSflulPPmgn/AJfYf+JjMDtT/Fsn9STmdnn9/D+sH11nmL3jsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi 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 hkSDJllTa977fRN7592+sXDlQk1syDuRb9foUb3mxFDd91pNslqbKIPg/+ABSgL4AwF0yfxkPvTLWd3u37+btm9nz9HRUSMio0dGxkyOipjaSBvPWJhGTy9QkrQAMgbwHuBfrLn0RoIZB6Cnf0LiiBs3b+L9X79+zfHvxpXcq9fGLRqtnqHSxRMhEAPI2RCSAP5IAGIATZIqfEq4oXdocNv3akTUCG5XXdW5pqpzSM0e7703+j3NHI2WXiBJgJeGQaQL5D1ClJ4FIDTEAujjdcETa1TrV7VSj7eqffVO5a8rVe5Tqfo31YLHBGsdBHAsLuLxILKsVygJ4CcE4EXqE/Ta7zTqWWGq6SHqaTVVM0LDOJgRqp2j1c13uEDSArxMV0kAfyAASwZpHNPd9DqHL+SY/OwYGuMMgwMJYkk5RxAs5wJJAngP7i/XXLou0B/e7bP1s/6Y+lai+GX4+59HwaUF8B4lSpUAZd0X91X7JQEkAQJ6gpAkgHcJIJa8fXnjrs6TrpmRnKvHOZslF8byqnGQBPAiAZyLInJAhhhyAgh8O1dEFKsgipMPHjwgN4xYKlSuDepV0LtWLgngRQJQNYBmmzdvXnR0dMOGDePj48F3VlaWSqUiM4BYLR24c54sSZwhPwCL6crVoSUBvIfLUqv5aX4ACEAmPFCOgq9Xrx4ZYiDA2LFjncqeJaNZHp1F0kkf1rhxY1IHPJ8foKjFqta15xtKejnl7mEJqJLU49JGFzuSEno3QYat2GK3FVttz9IflhoQfXWjZ6tDo9Tv3r27ZcsWEiWBe7LlkRfj0KFD+EVg/eeffx44cKAICQYNGsSa6a4tttqLmm1uqlkZplkV6vgrd49KoNZSQ999fbIf5Jjyzeb8HC/t2fnZ2fmZxwvOPnlS6Cs4lv59n3aDovvPnz/fuXPn8PBwOMBHfqo7c+ZMMgaQNJJseSTOmDFjhiDA5MmTU1NTn3OBbLaWR1vqTDqdUaMzauXuWQl ozGHqbLXWGI549Vne2nVGlcEU1u5klyfFv5c+EH11x+dSJIF78oLhAl2/ft0ZCi9YsICsGSSGGTVqlOgLGj58+M6dO10JYLFbmp1spjbptSat3D0uAbVZr3HI1qA261Re28PMGn1GeIfT7V27N3yFy1K771MXCJ8H554nJzEMYe6lS5dELxD9P3PmzCE+vnjxYqtWrbiGM2RQ5eNzFqDY1vJYC96N1qTx+OuXFZaWBDQQrNOJjiVZXwNle0qA/Pz8Xr16kf+UjiDSIkGDPXv2DBgwAHef2JecSEQIxABEBT179pw4caLoGH02DiAJ4A+mL4AJAJpBOSHvuXPnwDofoQQZ8tg4EO4Q6p/kkKdOnYIeEEBagNJSzKXmVQYqAV7f2tmkBZAW4PVh5IsaPDQZThJAEsAX8H39e0oClJqDofwbSRfIXUJJF8gv4gFJAEkAf/Bk3DY1kgCSAJIAATgO4C7sn5X7Oy6QzjGcqdMbNWHmUH2mIXzb+7W216510KA1qzUmjcao1Rj5K8fR3Nbfr19QWgB3qfB3CMAkFo05NMyob7a28YLNSUePms3HMpO3JnyyvpE+K5QhZEkAXwcSkgDeJIDWpAvJCa27qe6erO0Xfjk/dfnYyUvGnD13Zvu+VN06vSpTxeuXFsCnHJAE8CYBNCZmieqbrYg4c/ZMpylt351Q6e2xlTqPb3E7707j2Z/W3FlTm6XRMeXL+PqmXNbgngQkAbxJAPCtzVHrD2hrLdFVnxX8v5MqVU2o3HpGxO2bt5qNiai6qrr6oBorIQngOyMgCeBNAuiNar0ZJ0ev3qOuuap6g4S6Axb0zT5t/mn72srDqlZeWFX9M9GwloDYdwhwT3H6TSlJAG8SQGPkJx0atUkTmhmiOqAatmJoXt7N/IcPx0waWGl0lerLqmv3a7RmHRyQBPCRBCQBvEkAXqrarNKYaoUZa9P1WXdb7fAEw+iFY27fudV1evvgtcG6Qxq9jAF8yX9JAG 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 4Wc3586ePnfm9JMn+Xdu3l26ctIyc82Dj9US+gEhgcAkQKZNbyoO230jfN5G9YCpwf0nVh88JfzyxfPJi2b2HP5uQlrVtPtaRxws1b/fSyAwCYB7k2ENP1So33hFMz+t6sytlaZvqDk5oW2fsXX6z/yf5AM10u47+ogkAfxfAoFJALNNl21932hTHXqs3XffsOdu2K5bYetP10jYWy0hLXjLtZCMQoF+OSHCrwOAwO0GdbHsJfPeHHv677qdd0J33dWnP1Y5RoL93vrLB5QEcEW5gwZWXabFofMkAQKF/4HpAv3nt2urzeCAgL4kgCTAay7O4EZxx8JYr7/JVSECBbseceGkBZBwCWgJSAIE9Ov3iBIt05UolgCuKZKcuZLEynBiLUSxJpw4kCvDSRq7KQHFEgBYsyRodnY2B6yPS2qMrVu38pe1QYE7a6Zv2LBh7dq1Ytl0rnHJESZXhvP3znsP2hzFEoAEYV988QUZYsB3ZmYmKQISEhKSk5NZIbSoqIj0GVOnTp05cyYZNFgjWloAN/WfB5FURqtSGgGcKZLGjRsH4sE3Z4xGIx+djtDFixfbtWuHI4TWZ71oEsk8lyHGXnTC0ibTyu+59Ex6k7uUwCskAEhMzIy062/Y1uFJeHEvtthIxGQttBT/aS6mZymSyAwwfPjw06dPQwAcfQjAYuiTJk3KyMjgIymSSJInPJ+RI0du2rTJlQCsFf343IAnR6OKjnQrOip3KYG/ksCR7kU5X1pyeluPDPTifnSQ9fiAoqPDrL+f/7O+/qcJMvDyyQ2Tn59PiiSRJO/hw4dZWVkEAI0bNz58+PC6detIkyFsBYn0UlNTXQlgsRdZTg2xZPeymuPkLiXwFxIwxdhyullNPW3ZsRZTtPd2qznWltW9yBxneXTlVQQAyuS8+Oijj7p37966detKlSqRIsnZ4cMxrv/u3bu//fZb4RF988036enprgSw26yWkyNsxuhidlOs3KUEXiWBrB7 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 km5RVJgnWABpNgtmJPRjMyfNI7/PMignJUbekrb5lFZO0uqx2ZBDI5KYGkNRorVfpytbGeamGWVsladVIdavUpXb1dNISyYnHsRK+y4jYCCFPPjmMzZrEXMF2EceK0m4b69YR4BwQqgpbQtXrZFoxFLPjYkpaBWxDRzXARnPMSkUgsb4VTyNgiGWZUSwPEI+KZ2W+f7Zk+FvnEM+SEfPBv3+2YjYxJaB6IMVWMg2GFFsptpKpB5KprSnfSrGVTD2QTG1N+VYysfX/AWgPLTYaWTg/AAAAAElFTkSuQmCC 21cm Gubun System.String Mon System.String Req System.Single DummyDataSource true DSR Graph_Req Gubun System.String type System.String Req System.Single DummyDataSource true DSR Graph_ReqUse name System.String year System.String juso System.String chung System.String myoun System.String ydo System.String i1 System.String i2 System.String i3 System.String co2 System.Int16 grade System.String DummyDataSource true DSR Graph_Info 난방소요 System.Single 급탕소요 System.Single 냉방소요 System.Single 조명소요 System.Single 환기소요 System.Single 난방소요1 System.Single 급탕소요1 System.Single 냉방소요1 System.Single 조명소요1 System.Single 환기소요1 System.Single 난방co2 System.Single 급탕co2 System.Single 냉방co2 System.Single 조명co2 System.Single 환기co2 System.Single DummyDataSource true DSR Graph_Info_data 만든이? 18.82698cm 1cm 4.48cm 21 8.33cm 1.40212cm 0.50265cm textbox72 7.42cm 3.15cm 20 true 14.7cm 0.63cm =Parameters!p_co2.Value textbox66 23.17cm 5.74cm 19 true 6.3cm 0.91cm 년 월 일 textbox9 NoOutput 6.58cm 9.17cm 18 true 0.7cm 에너지효율등급 17NoOutputDSR_Graph_Info2.03cm9.20117cm

textbox7 17 true 건축물명 textbox8 16 true : name 15 true =Fields!name.Value 0.6cm textbox22 14 true 준공연도 textbox23 13 true : year 12 true =Fields!year.Value 0.6cm textbox19 11 true 주소 textbox20 10 true : juso 9 true =Fields!juso.Value 0.6cm textbox16 8 true 층수 textbox17 7 true : chung 6 true =Fields!chung.Value 0.6cm textbox13 5 true 연면적 textbox14 4 true : myoun 3 true =Fields!myoun.Value 0.6cm textbox10 2 true 주용도 textbox11 1 true : ydo true =Fields!ydo.Value 0.6cm

3 textbox4 18 true 건축물 개요 0.7cm

2.48117cm 0.28cm 6.44cm 4.3cm Fit 7.49cm 5.18cm image/png Embedded 16 0.21cm 7cm ID11 Fit 7.56cm 4.97cm image/png Embedded 15 7.56cm 6.86cm ID22 textbox1 NoOutput 0.63cm 13cm AttributeNormal 14 true 2.66cm 1cm 업무용건축물 에너지효율등급 인증서 13NoOutputDSR_Graph_Info2.03cm9.24673cm

17 true 인증번호 16 true : 15 true =Fields!i1.Value 0.6cm 14 true 인증기관 13 true : 12 true =Fields!i2.Value 0.6cm 11 true 운영기관 10 true : 9 true =Fields!i3.Value 0.6cm textbox40 8 true textbox34 7 true 6 true 0.6cm textbox30 5 true textbox37 4 true 3 true 0.6cm textbox33 2 true textbox36 1 true true 0.6cm

3 18 true 인증 개요 0.7cm

3.15673cm 0.35cm 5.74cm 4.3cm9.31cm NoOutput 6.58cm 9.17cm 12 true 9.31cm 0.7cm CO2 배출량 14.84cm 18.2cm 11 true 0.14cm 0.7cm 용도별 CO2 배출량 10DSR_Graph_Info_data15.89cm18.27cm

23 true 난방 난방소요 22 true =Fields!난방소요.Value 난방소요1 21 true =Fields!난방소요1.Value 난방co2 20 true =Fields!난방co2.Value 0.6cm 19 true 급탕 급탕소요 18 true =Fields!급탕소요.Value 급탕소요1 17 true =Fields!급탕소요1.Value 급탕co2 16 true =Fields!급탕co2.Value 0.6cm 15 true 냉방 냉방소요 14 true =Fields!냉방소요.Value 냉방소요1 13 true =Fields!냉방소요1.Value 냉방co2 12 true =Fields!냉방co2.Value 0.6cm 11 true 조명 조명소요 10 true =Fields!조명소요.Value 조명소요1 9 true =Fields!조명소요1.Value 조명co2 8 true =Fields!조명co2.Value 0.6cm 7 true 환기 환기소요 6 true =Fields!환기소요.Value 환기소요1 5 true =Fields!환기소요1.Value 환기co2 4 true =Fields!환기co2.Value 0.6cm 3 true 합계 textbox50 2 true textbox51 1 true textbox64 true 0.6cm

27 true 구분 textbox56 26 true 단위면적당 에너지소요량 (kWh/㎡년) textbox57 25 true 단위면적당 1차 에너지소요량 (kWh㎡년) textbox58 24 true 단위면적당 CO2 배출량 (kg㎡년) 1.26cm

2.31cm 5.46cm 5.25cm 5.25cm 4.86cm0.21cm 9DSR_Graph_Info21cm18.21743cm

5 true 단위면적당 에너지소요량 4 true 해당 건축물에 설치된 난방, 냉방, 급탕, 조명, 환기시스템에서 소요되는 단위면적당 에너지량 0.6cm 3 true 단위면적당 1차에너지소요량 2 true 에너지소요량에 연료의 채취, 가공, 운송, 변환, 공급 과정 등의 손실을 포함한 단위면적당 에너지량 0.6cm 1 true 단위면적당 CO2배출량 true 에너지소요량에서 산출한 단위면적당 이산화탄소 배출량 0.6cm

4.27cm 13.94743cm 1.8cm0.14cm 24.43cm 10.5cm 8 true 4.13cm 1.05cm 인 증 기 관 의 장 13.09cm 7 8.68cm 1.87831cm 0.34392cm 12.95cm 6 9.45cm 1.87831cm 0.34392cm 13.02cm 5 9.87cm 1.87831cm 0.34392cm 13.09cm 4 8.19cm 1.87831cm 0.34392cm 13.02cm 3 10.57cm 1.87831cm 0.34392cm 13.02cm 2 11.2cm 1.87831cm 0.34392cm 13.02cm 1 11.83cm 1.87831cm 0.34392cm 13.09cm =iif(Parameters!p_co2.Value >= 80,true,false) 12.81cm 1.87831cm 0.34392cm 0.21cm 26.6cm ko-KR 1cm 29.7cm