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)
| Managementsysteme (RI-MS) |
ZIEL
- Transparenzerhöhung in Ihrem Unternehmen
- Sicherung der gesetzlichen Zuschüsse SpaEfV Stromsteuer und EEG Rückerstattungen
- Finden von Stärken, Schwachstellen und Verbesserungs/Einsparungspotentialen
- Systematische Datenerfassung.
- Generierung von KPI's und ENPI`s zur effektiven Entscheidungsfindung/kontrolle.
- Höhere Energieeffizienz und -transparenz
- Reduzierung der Energiekosten und CO2-Emissionen
- Wettbewerbsvorteile durch Nachhaltigkeit
- Imagegewinn
| WEG 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)
| KONZEPT
Zu einem Management System gehören die Planung betrieblicher Abläufe, die Ausführung, die Erfolgskontrolle und - wo notwendig - die Korrektur. Nach dem englischen plan - do - check - act (deutsch: Planen - Ausführen - Überprüfen - Optimieren) wird dieses Vorgehen auch als PDCA-Zyklus bezeichnet. 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bW6cx93LDmMTP7HrgLnc9I2eLM8rEliszPz8eQnxnYihrYijjxnzgeGpAkF/mF6hfPgGJz7nD7JrD4MJ3nvz95dTY/v+jtTBeu6ExBYcbweFMS+xc8XZ7IQBMYSDwd3tKb1zueRWuxzM1Pb6zrGh7tLG/Tiy2GJOKD+gebsuvOurxWtrAwI+JTB7ljHdwiIkNhlVQFRBEiEx1bhHhiL/qQn5F4S7gnLImtr1PlowsQ2PLt3P7dJEtYGAoHQ2Kgu4ezNzEp45OjgIXTdpXBW6LIzMzM6/j7BrYiumZgcz8JjwRZgCJ+JLmQDFhc8WdkNBILHpN9NDenaHiiLq/pbH799Za26vqmUnwFKobyuLdrgt1pn1ghTaAjcHQojg7tGSmtq+4MfU1wcfI3M7WMi6EMDXE5fa/CKOcLchnFdWZElkxE+l9m1veMjex9gywIFT8TmSvzAyBpZaKJTLRTlAyvtDEFP7EVcYxY1EhwUH+yXFg2bJ0aybcdwN5enUJ2lfrshzebmJeGzipgudkW7XVLFJmaeuseomFgK6JjCjZ0FHWJXgokQclyUfkILBVJoK944iQmCk9HROFN+ntHO7qr09OzQgITX8cYkliw6Jw/CgvKxt42plT9nFp9JL9RLbP6/OB4TWYuwdjhuJ3vca/Yv5x8bni5RhOS/IkVv7v7GvlGa1GqYJRKOLb0iHvE8QD8H0Q6mvTpDgATTWZhSCx0dD78iR0vkOiags28JdzjZb1wy0obXkbyg1lCYKDxNHRqtUILF7e5qcmhUSJTvel1RVuZXwBbosjHjx9jiGaGDqI6ZmA9C7B1kJRnIsSLrzdkweJLEZ/+UZLY8tFZx0tLS9tae16a3bV0UYkr+I3MRuBp8HiKZVtzT3NXPp2dmZKSHJVgHxMdg8/Wo1RKp9TAUmpgRCbGwVfVMeA0mYWKLzycWHIY2BIisZDJ1XBK5RfrC55GwkQ7RcrwMhITXkbiiV0KJOHZ8PiSHxdIFrc8seWouGIktgyVRDs382FsE1Mz/X4qOs03Os136z6zW01XS2lkPQvRR5YiOqbgFy7iy6vf16ny0Z8/k4HC02EJZPu2lp7cmjskjjQgMZE58vHZl5yd3G2tXY2MjAwM77gEqdh7XonI+I0/9yQmisKBA5IlibUB7QFIA0lMdHQBghdIzMA6pmAzH75GAl0KJOXI75GRLIt2BDqaQEPhK1CJ5aj4EmR0HiI0A/Y6VT6+BFndEb65qaltY29L3rpViky8GTN2+s3AVlTHDPzISsQuRIq/1vAPd32atJJY8gl5F4ICwhOzb5HY8vzpJ9IVfONOekT9HZV9BF+BAfhE3KbykszGEJloEmtZIDEFP7EVdVpW2nzDQMJc4gSBjsbTULgKFLYclVCKjCtGxhQiovMQEdnw0AzY6xR5P5KcFxbihYVG5SJSqffn1ndFaBXmPs4BTj5bLIC3Yac3hmihbyOiawHWMQMbe4jzV3dfIjQ4TT62CIGrWK3Hk5goIv2wW+i5sLTfyOzlk4GiVMKTKhFkNhLQHrZRfgBKG15GYiv60PiQrhlY1xRs7iO5VNrgt6O0Ya4IEgQ6Gk9D46g8QsQXI2MKEZF58PBseEg67HWKfGCSnB8R6pkIcY+TdYmWcQyXcQiTdoyQcYuVDUqWT8xVfz+zSeMJwAxyixnJNlCkvav+saXsYysR3lYqf3XHQwOS5CJyYQnlq5NWgA1kNuIbCVBfmjkyCwN84RQho/1yMSOxW6GR8LKoEiRhnUfkV2bHqwgRV4yIKUBE5sLDs2Gh6fJBKXIBFDlfAtQTC3GLk3WOknEIl7YLkbYOlLL0lzT3kzTzkTD3lbAMkLILkXaKkPElQOPSr83NzW56dpKK4mLS/bYSSLaBIvPz80Exj5/Yi+qag3XNwGa+kjwZDQ/1I0JDMmBxxV/T47/nILHQJBaaxESHZcP0rUUemoAXMxJJjwQg+PEykuh8BBbQdT6pj0grcwh8BRpHRSWWIRNKkXFFyOgCeGQuPDwLFpIOC0qRDyBDffBQz0QeIezDpG2DpayDpCz9Jc19Jc18JEy9JUy9JEy8JEy8xE28xE28JMy8JSz8JK2DpOxCpF1iZKMpuluZHeBwSVULfdPvsD2nzqrrSh9bSgGB5KmDqEv00lZqYLJcVP4POETypcE/W28XIs3PSJ7aiTpFyPA1El8iNDgVFpWHiC9F8ldJ4PQ1vgKFq0AllqHiS5BxRQg+IYLT5YOS5f3Jcj54qEcixDVW1ilKxj5c2jZYyjpQ0sJf0txXwsx3iRCmnsAX4iZe4iaevGHsKW7sIW7sKW7qJWHmI2HiLf7UXiSz0H8rUzP3cS4m3Q+bs3kjgu2hyLt3U1YeykDSqmcBtg6U4j9uPxI07AvV7w8KJBgSE0NioiOyYY+tRHRMwDqmYF0zICOBeGEhnokQt1iIezzElwh9nS4fmQOPKUDEFiFiixDRBYjIXHhYFiw4HRaYIu9PlvPGQz0SIG6xsk6RMg5hMrbB0laBUjxCABHCW8LUa4kNS18DbPAQf+Uh/spd/KWb+EtX8Rcu4s+cxAwdRA1sRXXNwbcND9x7Dq5uzNni7ADe15ve29u24805JTGPrUT0LMAPTQ8tq34hPgRoUOo2HyLZ4sDT0NhyFL4CZRcsfd/o4FIgiZRxj5d1jZF1jJCxC5G2D5V2jpLxiId44yG+JDk/opw3ECFiZJ0iZezDpG1fS1sFSlr4LSMEjwrLgsTKCPHKnUcII1cxgBBP7cX0bUT1LMAPjMF3nh+8rr9fS2ef2j0hlTtCavcEH1tAGjsLxia73s1sRmYF0DPYEZnqTa3O39x/3zaKjIxyXzn9sqL6XXFsB7apq03bNJbd2sJRUfElyKg8RFwR8nWq/GMrEUAj0TUDG3uIO4RLO4Qt5o9+kua+kha+kpb+klaBUtaBUouEkDTzljD1ljDxWplGAGzwEjfmLxke4q/cxF+6ixu5ir9wFn/uJPbUASCEiLbxoTvPD97Q36/5cJ/qXaGLN/aevyp4RhN0WgN0WkPg7BXBi9f3Xr79k4XH8e7BypGp5vZ+Gne0cWJq4MPchjX1uY9z8VlBiTnBmzOm3s57NMQ098fWInoWYB1TXvULUMSHAH2dBosp/I5JK3MpqQRUKRwVjS1HxZeiogsQYZmwwGS516mwqDyEkYvog8WM5KHpoZdu4lYBUpb+UhZ+kmY+kqbeEsYeEsYeEsbuEiaeK5LKVWnEKw9x46UIIf7CRew5ECGsRfUswNqvDt15dvD64wMAIS7dXCKEsprASVWBE5f3HL+05/ilPScu7zmpuuf8dcHbhgd0zIRDSCqN/YnN/Rldg+yRt83dg+zuAc7wRMf72Y2VwcBa0zPYsYlp3U6KdHTV65hIPLIS0TED69uIOIQv2/ulyEXkAIdItpklJOZqmRJPQ+ErUNhyJL/mjMqDh2fDQjPkg1Pl/clyXliIRwLEhwgNSYfZBEHuGx0Aosjd5wdvGR4wsBF55S5u7CVh4ilh7CEBLA2v3MSNPVYuGR4rCPHMUczQXkzfRlTXXET7Ffj2s4PXH+/XfLBP9Y7QxRt7z10RPKMFOq0OUlYTOKUqcFJV4PilPccu7vn73E8nVQQuXBdUuyd02/DAU3tRywBJXyI0tghBZKApbHRa7c9Zjb/lNp8sabte2eXZ3l/aN1rXO8LuGmD0DtVOvRtZp/EOsNaUVm5m63g7KTIzO+MfqfPETpR3bMdH0iOed2DRlwgNTofFfvU02kbHYomBxlJRieWohBJkXBEypmBRlcqQD0qRD6DI+RKhnliIe7ysS7SMU6SMQ4S0Q7i0c5SMR4KsL0E2jKKqbwF9aHpAxxR859kBLZ19Gg+Ebz098MhSxNBB9Lmz2AtnsRcuYkYu4kaufEIAOYToYxtRXTMR7VeH+IRQuSN08fres1cET2uClNVAp9QETqkKnLi859jFPUcv7DmhIqCsJnBGE6R6R+ie0UEDWxG7EClvHDQ8C46jorKblbKalTIbFbOalDIaFFNrFJIqMSQWishEEJkwEhuaUoPIa7xY3RnW0c/uHmJzJyp7hll9IzVjk93vZ9+uNTXvgWZfm5jWbb6wyarK0bMQBwLJU3sx56glGS0wWf5Lh0jWCBLA1/TVqlRs0aIqlQUPyYAFpcj7U+R8CDxCLKpSUtZBUpYBUjxVykfCMkDSNkTaIVzGJUrGMUIsvcwmKE7v9nMBHVPwbcMDV3T3qdwRunB97+VbQloPhW89PaD96pCOKVjPHKxrDtY1B2u/OnTH8OC1x/s1HggDrzx3BXRaA6SsDjqpKnBCReD4ZV6EOHphz9ELe85dAWloC982PPDETtQqSNIjARJTgKCwMcnVCun1innth3NalDIaFFNqFCicZZcXP3VepKOJTBSRBU2uPExrcWjrpbb1VrT1UfvHOINvqjv6aYNjTVPvvuZmAxgeb2JXb5sp8nZq0t73or6NCPBArQIk+QcWfUnQ0ExYfMm6AgmBjibQUfgKFI6KSixDxZciY4uQ0fm8mhNQpfwpct6ERVUqWtYhXNo2RBpQpSz8JM18Jcz4Nac3L40w9eKpUjbBUnah0i9c92eX+7DrUx+by9x/ue/mkwOaD4WBpeGsluBpdUFlddAZLcFzVwXPX9974freC9cFz10RPKMJUlYHnVIFIoTAsYt7/j635+9ze06pCZy9IqhyR+jmk/1P7UQt/CT9yXIROfDEclRKtQLAhsxGRcBUDXDZ41GfsV7rAxITQ2QiCAxkRZNTRz+ntZfa2lve1kftG2UPvqkaf9v/lanJZ6REpnq39TZudE7XSxFOExWfG55Do9S2sb+eGOeXJvCT1hfOYq4xgNIK8SFAA5Pkw7NhsUVIbPnKApivSlFRiWXI+BJEbBEyOv8TVYoA9UyEuMYu062DpCwDgJpTki9CLGaUK0QIE09xEw9xYw9xUy8Jc19JM18JQweRh6aHilmR3LEGn4ib1w323DTYr/lQWOU2EBsET2sIKquBTqqCTlwGnVABnVID8XOI45f2nLgsoKwGUrsvfOfZgSe2ItZBUl5YaEg6jMzGZDQoZjQoZjUp5rQczmxQTK1VTKrEbNc9VjIbQ2DACbQjlW2x7f3s1t7y1t5y7kRl73Dt1/MSoPnTJvZr1kuR5Xd7vi74cwc7Xzn+rG8jomMGfmQpYhssDRwi8UyAuMXKeuOhQSny4dmwmEJEfAkyoRQZX4KMK0RE58MjcuFhmbDgNPnAZDlAlfJclCkdwqRtg6WsAiUtAyTN/STMfCTMlokQJp9VKj14OsTLxaTyubPYM0cxQwcxA1vR+y8PXtETNLSBs+rJfSM15ZzEu89FtXQFNLSFVW7vvXB971ktwdMagqfUAGaATqqCjl3cc0pNQOOBsK452DpQyiMREleExNPQSRxMVpNSfsdhwHYxuVqBwsHwzrnxg8S2pudkFiaRBkllXW7pKW3ro/WOsLoGWWsKJ4ASn0klrpcai1gXReY+zmFzQiJTvaNSfQh5EWu+PoFiZ2Aryqt+3SXc42Xd42WdI2XsQ6XtQ6WdI2U8EmR9idCAJLmgZPmAJDk/EiBTygKqlEOYtM1rKatASf7O1rIIsVqEWKVUvnQXf+kqbuQi/txZ/Jmj2FM70cdWIjpmIvdfHrpteODqo/2aD4XV7wmp3RNWf7DH2vvvho789n569yA7hmx+8dZPqncFVW4Lnb+2giLHLgmcUBG49fSANw5KYmJyWnh5ZUaDEpBUkoElY93rxVYDCQtDZKETqdCKJrfugeruIcbIm641JwVo4RKXFbieGV+OdVFkZGKQH0LWUzi1tFfy9n7NwPrWIrbBUoBeafNayipAysJP0sJfyjpIyjZY2i5UGvi+daCkpZ+k2Rd2tr6mVLqKv3AVf+4sZugg9sRO7LG1iK4Z+L7RoVtPD1zV26+hzVs4eFWGBuiMJujCdUHVu0Kq9//bNVilg8ts7aG29VV0cOmuAfdOqPzrjNa/L17fe1ZLUEWHoaYAACAASURBVFkddEoNdPySwEkVkG2wdBIHw/Nm5WBIzGWc+O6SMRBIcDT5JOapzqHi3sH6ufm1t4L5XX422gJqXRRZ3kNoPfLLhw+zwbFPeNWvKfiJnaiFnySwTACSlImXhLGHhLGnhLEHQAWeUvnFna3lS4aL2AtncUNHsSdAhDAF33956NbTg9ce7dfQFr58W+jCdUGAEKfUQafUBE6qCZxQFTh2ac/RC3v+Ov/TGS1BdW3hG/r7bz/fE0q40TPCaethtvbQ2/vpbX0VEVjLc1qHfjn5/x29+N+n1AROqQmcuAyyDJCksDG4ClRCGRK/M/YQAMdYAkOe2mz3fmZdeuu3pQi/B+r65TkqM/WRhRhwYPH20wO65uBXHuJ83RpQpYzdJYzdANVyiRYrVCk38Rcu4s+dxQBCALU0QAhehLizRAhlDdApdYGTqgLHL+85enHP0Yt7jqsInFQVUNYAqdwVuvv8gL6NiF2wlDceGpELjy9BEpnorPpjZR13GF2m9d341l5mB5fdM8zOp8ZaOF29fE32yLH/Uvzz/1zR2RdfgowtQoRnw6PyEQmlqB9stchA4+kwAgNBZiskVWKSGMem3n+tkOHje1BkQ8vYu/fTNl7nntiJ6piBb+jv13ggfNvwgL61yHNnMSNXcWC8dBV/6SrOly+NXMWNXMUWlwwgh1haMtTvC1++vXcxSwApq4NOAtK1isDxy3uAIHH04p5zVwXV7gvfNjxgYCtiFSjpniAbW4gAzPnT6xXzO45ktyhl1Cum1igkVymQOSgyRy6pBprV8Du17Wl9D6W9j9kzzOkZYbPq08iZAT7BJm5Rv4TnQILTYAFJcsFpMMAh7bvsR6IIdCRgikFgIHF0OSIDRWRg8HT5FM7fyZw/iEwkmY1JqVZgtjutZ0b4riTfkCLrSVSXI6so/LG1iI4p+Mbj/er3hS/dElK9I3T98f77Lw/pWoD1rUWe2Io+tRN9Yif6xJa3ZNwzOnTryYErevvU7wtfvi10/pogjxCLSuXxywLHLu7569xPR8/vOaUucPaKoMrdvbcMDzyxF7UMkPQDdIgyZFqdQl7H4ewWpcxGpfR6xbRaheSqlUklf47paCIDTWbDKZXQjNqj7A6/9n5Wez+9a5DRP1bT2lcclaHsQ5LwI0EBhzTg0h5u+/cjl96QwEAmVkjj6XIkFgrPkMfSZFI5xwvqb+PocjgaJKtGtXeYmVN1G0eHkHnXxH8dfbv2raqqFvqOo0gft/25naKeBfj6Y16WcP7a3jNagme1BC/e2Kt6V0hDW1jzwT4NbWH1+0KXbwld4BNCHXRKTeCEisDxSwLHLvJ0iOOXBJTVQer3hYG9DOtAKU8sJCQDllSJSasHdAil3LbDmY2L0jXzcxdqvrq6E5hwIhNNa3Fs72e29lI7uUx2A9k9RtE9QRLYbPIFHNK26WADgYHE0+VxNCiODiEy5YEzmoBLSlmLfn1veEM3tqk/rqDhKjZPs6OjrbRFJ7b8QFN/fFdnX2LhX0QmDDiNm9GgWNGyxjXx5u46Ql4EQJGN3r/6hhRZWFiIJpjoWRy69mi/+n3hy7eELlwXBCqFk6qgEyoCJy+DTqqATqmCgJ2tEyoCx4Gk8uxPxy/tOX9NUPWu0C3DA09sRaz8Jb1wkNgiJJ6GSuJgclqV8jsOZy3TISjLdYhNVRmA0wSOJk+kH6lsj+3oY3cPcsoqo4xcwU6Ryy618+4HbfpgAxJHgxIZKCIDRWJiUjhHCxrVae3PKxodSBUnCAwYng6r6vYaG5mOiUg1fenmYhcTSdCPzjqRnVHWP0bLqr3IHWrIpTtgqTxTVzILTeFgSEyFgfGvXROPywwE+LGJSVwXRYAbGRt993czbxh1ZD0zGU0dkNo94Uu3lhaOU+qgU2oAOUDHLwkcvyRwWh10+ZbQnWcHDWxEbIKlvPGQ8Cx4Yjkyu1kpu0UpqwnQIRRTaxWSKhV4p5QZ21xwktloEhOTQJXN5Nxo66N3D1WmlzjpmAtZBkh6Jsh6L7NajC6AY6mo9exaExhwHA3K+5qOTGL9ml9/g8hAJ1IhJfXGgyNNxcVF0RFkD7eAENI5EhtKZilNTHfm5WVbuZ2z8//L0uNUSMovJBYqLM6ssb5j7G0Lt7+vvNGMwIRiK2QIdCSJiSGzMGm1Cvm192bnPr+Zt1yzKGJnbGgSF9ZJkcGx/o1S5N3Mm04ua+BNjXPAlXPX/1P9vvClW3vPXxM8oyWorAECJKkTl0FHz+9Rvy9sFSgZmgEDkq/0esXctsO5bYczGhRTaxQpHAyJtXLJ+GapIqA34OlILBXJaY3qGayJTtbRNhYydBRbfhc1gCwX/oXbvwQ6AkeD4BkQAhOCZ0DwdLlUzpmC+rt4OozIQBEZ8vgildb2+sLGG/Hl4qRM+7Gh+djEgCfmvzmH/J5QCiexoETq8Z6e7qq2OBxdOqUGllSFILFQJBYsJvdvCoXM7RvH4fAVtJL2gfSy1gdEBhxPh5JYGAobQ+FgOoZSPzsXwF84MAbH1lX+LMd61dUNLWMf5mZ7h+v6xtgdA3ROY7req1+Oq/7HpVuCF67vPbMoSR27KKCsBjL3lcRSUTktSpmNSqm1CslVCsCFqG/Nhi+yhIUhMdGJVEhO1f1OLtM/Xl3bWEjXAmwVKMl3x/DBA56t8FWlDYEOJzEUy1ue1nfHNnSmVHeEpFb9Sch93N3TlVevia2QITKhEZm/ZqTntnMzSGxoOFmzpJDdN8oob9Njd1kwGoMyOJrxBX+VlJS+edeVXnUssUISWJIIdBiOLhuaqFPFaSooytLX138dkNDU1NQxlJJXr05gIMksdGqtQjrn0syHz6SiwC3wTbvTrHePJqk4bp0c/Phxjjva3D/Obu0ra+ou6RxkVjXn6Jsc/f3sfxy7/F+nNQVOawieuCygrC7oFiubWqNA4QC3bTHfaNY3E0hoCAJNsboj1jHo+H1jIR0z8HMnsaVj/ThoAEkuPGuF1SKBgSAxMZ3DqS1Nff4+UVbmHl7uEeTiW5Hpp4sLmT0jhWS2YnrNbwUNN/KKsW/GZ5mdprHFkJgEj9GR6fr6Bj/fENOXziGUk2QWOiTKlsNsGXhTlF13jsCUIzJhadV/V/bYEksvxGGDRkZGsFmPXlmpPH9mEhaUTMl0JzEVyGygAMY0cxM+Oykzs+/7h3saOqs24RWwsW282jb2mq+cmOJ2cCs6B2ktvWWtfeWtfeXdw6z6jgKPoMcqN2R/U/7vw8f+99EL/3YIkyEyMHFFyLgi5KfX9X7gILMxJCYGR5NPYWiZeSgChq16FmCrACnPBMgK8+dlpQ2OBsmvvzHxZiyR6Gvrc8zp9VELl/Nhab8S6OiIOIee7r6+IWZVXUEFvSgpiZKXU94/ykmpOhyedK6kiNba0ubop+qLQydWyJCrpCLTlG1tnPOyab3cpoYufG1HYmsHi87OJLEUopPveHtExeWcIbHhr0knXphruLw+BZwyIbEwKTUKKWzld7PDGyXB17FeigDr2ZqnqN++G+0YoPeMsABy8EfnAL1nhF3ZmBVPdjGyvPrIDBmRKxeZiwhJg0Vkw3eIoe9iIOEpKPGl8i/dxR4sWi0+dxJziZFZXdosfnIcXTaLpTM2+rawThfPFAdM8UhMFIktH5lysSC/dHBgwtzMUvvB/adGV+wcX1WyW2r6XONLZaMS7bm9412ToeUddzid7uzGhCymdiD++AtjXXNTexfHAGdHX1srN5dADRILgaMq+cSeTihRoHCQFA6CwkGSFy++kxZdSaq7trnD63opAtjBJhfHf+U1sx+mewYre0dZrX3lwDmGVaNzgMEdr+ke5CSVPAxIkghMlvcjyb1OAa5QbMB/ctODQEfg6XAcDQoYIX2BIoA/OJrEQvsQoQ9Ned5XehYiVoFSHomywFqz5JAGnH1hQbC5NzpaR3rHcwDzHCIDRWQg8XRoYgUkIsGqs30kt8I9IheGpyNjc49FRoV39zbkNJyKTFcmk5KpZSwclujnHWn60jUgQT25Ri6hRMkt/Ji15wnHwOP+uD/xNAyRiSYyUZRK2JIfwkrhh8TCpFRjyMzf30xv5hjzl7CBU2fkwuiv3A79+PFD33A9d6KyrY/6WX4Ao72P1tJbFp+j6YUT98FD+VcovoE9EIrAQALpHo4OxdKksDQpAh2ZWvlHQZNqTv35VVa+n2VJYjnqlbs439jouZOYa8wqPxIYYCNAYsETCv9OxMYOD75tHAimsBVxNBk8HZpTe5nR9Twm61JqStbQRHVa9R9EpjyZA4lKuhkeQsIVXaRUwtwC7uvo3XpppWrnc9Yf92diGYbERJFZyKRKRHIVIqkKQeGs6/IziYkms9CpNQrUZpNtosfCwoYoAii4n7X1nF+YH5no6Btlt/dXfIUfrb3lHf2M2vZcn/hjrjHiq5s6bE9GgiHQ4ViaDIEhT2Ih8XQoiYUqbdFmdVrX94Z3DqVX1qfl5RXGE10JzK+5s5PYGCIDQ2ahfQnQh6a8tQaw2fFIhKyyWkykogh0FImF9I++/do/tr6utXuQ2tAb2cLFdna1UzmJRCYsLM40LDSCUHaCyISRmEg89WfvSLXYQiUyG5lQooAtUyCxUGQ2klKJ2IRhK38AzedJTAXuWMUPoMjk9ERkqndaKfZTfky87e8coHcN0r/Oj9be8g4uo6YlyzbwsH24GN+vge/DucFAgsLTYSvN7zB4OozMPFze+qSxP6K+K6GuNyCXaZqWnoRNSE2MzRgfncFiEx8/ue0SfOLr1tt8E73EMuQrd/EH/EDiLOYSI+u1zCEtYlFsJbGQBBrGNfDKM0Mja3MvX88YD+dIayuHwASNpGpodNZRR/9z2DIFEtApnIkisRCAdQqJBbh0bkMTDqDRSlqdYmGd7nb1QNrY8ea0Uuyn+0DT78fbestHp+va+qitvWVfH50DDE5TsqG9tLmfmEeiLP8KRUg64ESysYwkif07iYnhG/ri6fAk1q9dQ7md7QPhwXgHW19Pl6jAUBvDl7dfmF+2cblJLWd1cRkxBYok1tq96/j+4J6JEL7PIi+QLJY2vvgVpQ2JhSSxEEGkP+38Tlq4nnYIOBWa+guBjiQy0SQWgsJBrCDBtzHOADoOUDiY7uHcH0ARYK1ZZTQ+Mzs9Mt7RN1LdM8zgTnA6Byq+ShFmWWXUI0uRZ44ivJPPOIg3ARqY/EUfzs8OHF0ur/bmyJvW9sGkZM7vQCM6LE22qOHhzLuFkDB/c5cz1l5HX9meCyL9TmRgiEwktlwhHu83NvKW1vEE+4nP82cowsKQWRgiEx1fgnzhLMb3B186s/1JRkIErLYqEZRKBJnF++J7m+sx0SQWJrVWIbvqysymDBe3RJHp91Mx6X7kwuhP/+nD3MzE1EDfcG17X/nAG07XIL2tr/xTinQNsjLL3HXND+pZHLINXtoe8yNBQzM34ESCpUnTmx17usbZjKauobwUzu9YmiyWBimutp6emiEWqxFYsik18KQqBJmDANyOyBz5cIoqvbyxb6yYwECu3UmIZ+uLJjHRnokQfvXLM/7jWxHjF1t2ruT3hvaZv0UgSanZvOHi5imysLAA9C3o5LZ+6QVT70e5o02dXHrvCLN3hLmKKF2DLHKu9UPT/Q9MDr7yEHeLW3KQCkqRi86HJ5av6/AflibNaPZs7eS4e1kVF1T2jpSmVR5NqBChFOqNDr2v6/dKqBDl//ni6TAcDUpiIbHlmFis1+jQdFmr3no6YPL8wZmYuGLEc+cljWRVIAkAzpGs74rQ9xhMNCC2prFPT73fahPgDVMECCRfF0gWFhbez06NTnR3cln945y+MXbnIK21r7ylt6xrkB1B0tU23vvQ9JCBjYjD8gZCpA3ss2Np0qxW/97RoqicI/Yuhkxa0+hUVXrN0YjM34oLGTOzk2XNeokVEjiaLJYmk151rLRZj8jAkNjQ8CT18tKa1v4MXMV6+00RmRgyC+0aK/vA+JAOoJGYi9jwHURXmj/vEJkYyLVTqhWqOnw2yw0eNnMbDxDjvxJI+Pgw9358sr93uKa1l9o7yuoaoncPcWIoz7WNhXXMDumYgc28V7c0jC5c14EdLE2K1Rww9qa3pseLVkmklrHamvuH39RkVl909rmXnlI2PNrbOhhf3evc0B/Sw62hVWHxNDiRCSfSD/sEOPgF2ZCYyPUkjDwTPSY6rhj51IHnxvnQBAgkyxzSSHLhWbCEH+jZunIQ6GgsFYWnoYkVv7+Zbt/ELPOxGYoA5w+SiuLW6VcxP/9x+v3EwGhzB5c+9LaOWh3/0OSQjtlBHVPwU3tR56gVBgLhOYAP5xoPOrFCqrY7pKt9ONAvysXJy8DgqZGRcX4OfeJdC6Xkjqn1PQdb79iopMS45NioJHeXUL9YDTIbTmSgKRxUCOVoAP4P0jr7TTEX3TiZaLc4We1XvOqXn5F445Zt//7wQAJcCaahsWWomCJEWDYcV4Eub7TexCzzsck7vcAF0fXs6i1hfuH9zNvxqb7GzhIz998emO7TNQfrAfd+gRoSv7z6XYMiCRWSLVxCW3ubrecF55CjwZQ/QlP/tHV85ueBx2bdx1JhTkHKT15dfPTs0gvzS94xJ3FUBX7+SOZ8zef507GYkaBjixDPHMUeGPP8SF64fK20+T5s4McMPA2Nq1hySIjMRbxOk/cny4VlwePy/556P7C5iV7YNEWAdgWbc2v8+HGOlOGua3FQz4Kf+q3oQrEuGY0ti09zIiS/plSiKJVwCgeRVAWLzfvTxl09LPXPpGo4sMu1OLbq3sn3B3eJlgXcOHVNwXoWItavpTwTV5k/ry5ttp0QRMaihwqVZ8wXW4SIzkdE5PBuvAYkyfkSoB4Jsu5xsv4kaABFrp1bsLmJXtiKMwBwjXgTd0QXFhb6uF2Gtsile7+vV1S/IRmw2LWq36QqhFvIJdeQcxTOUjwgsZAkFvJbeLnybX1jChBP7UT5bpxGnwkk8PgS5Pb0tVll7luBwpahEkpRsUXIaJ5rxqJJApnnw+YWK+sI+LCFSNuFSjtFygIu0G29P4Iicx/nAMuKTbTsm5+fD4x+bGArAqzrL92XVb8EaFCy/Hp8OPEVaCJzdT7xrbx+FzMSMgvtFCFz34i31jziZSSQT82ftxJICDSeT0JCGTK+BBlbiIjKg0fmwEMzYa9T5QOT5PxIUC8cxD1O1jlaxiFc2m7Jy1XCzEfCzFfC3E/SOkjKPkzaLU7WNRrR2fuDfFf7h3s2ekuPj9qG8kcWko+sRHRMwfrWIg7h0nyzGn+yXGgmLK4E+fVmriQm6nt2FiezMCQ2hsRCR+TA+SZ6SxnJir42QCBZNyEWrXWAHgFxxYiYfEQUL0jIB6XI+ZOh3niIZyLENUYGMGu0eS1lFcAza+TdifdeugVt6i1h7ith6S9p81raMULaNfTv9zNr2Bh9BVu1oKFW50emesdlBm7U/ub9zHvnAHW+6xXQY2rJPi9lZ/lwEhdvUQCljf0yW99HFiI2r6U8FksbXwI0KEU+MheRUIziLTfM1fZ8vFWjHJVYuhgk8hHh2bDQTFhwqnxAkrwvEeqFg7rH84KEbciKILHcy3WFpcoy4wwTTx5pnjuLReCebmWKt0qRuY9zQDO2TbCklE7RMQc/sgRcr0SdI1e1z91Bhr48lrB4IzIX/thSZGVGwjtH4pUI8cJCAsjyYRmw6AJ4QikKS0XhKlA8/62SZSbgmfCQRTMVHzzUIwEIEtJAkLBcDBLLDTy/dC3+1XKzRsA1w17skaXInecH7hkdzC0J28oUb4OR1eT0BHCTJy4zcEMrzujY0EsHnlmNrhnY0l/SI4GnV/oCzVzXJ6N9z0BCYmIIDDSJiXYIleY1GjAFP7IE2wRLeSZAPBMgbnGyTpEyzpEyHvGyfiRocKp8aCYsIhuwbIS9XnTo8wLaBEQD7jrSVp8EiaVVw1N8FTOWfBJ4TipihvZi+raiuhZgbeNDt58dvPZ4v8Z9YdU7QurawtpGEvVb6++8PV5ng2P9QMs+4Hzr+ithUoaXvg3g+cw707WiByOv+v3x5OAPPA2dWIbClqMicuD6VouBxARs5CruFCXjEs0zdrYJkrIO5HWDcImRdY+DuMUt+kKHLmUSq+yWPo0TS0HCbdHz2Vn8GWCcYc27BX3zyYErOvtU7wldurn33FXBM5qgM5qgc1dAF2/svfZ4/3PrX5qaa+bn5zc9udtmh9cz2MG/FQgUw8D4+sWNrt4mAyt5fRsRoDqwfS3lmSjLt88LyZCPLUZgd8jeGAONr0AnlCKj8xER2fC4YqRtMC8j0TUD65qLGHuK24VK24VIAcuEmY+kmbekqbeEmbekmY+kue+y1hHen7DB6xP/rUVX+OfO4k8dxAxsRfUsRB7wg8SSkwrojAbotDrotDrg/Aw6rQE6qwW6cF1Q5bbQbcODlq4XWlpaZmZmNj2z2+mYODIxCOQly0cOjfKV/zI/P+8boQ306NQxAb9yW1H9Lvpwrutq5HaOFU6eKMDaNaEMGVuEjMiBv06VD6TIRebAPeJlAaVV1wz8wPiQ9quDL1zELfz4JuCSpl4SrzwlXrlLvHJfdPb9rOOSu/grN559xgtnsWeOYk/sxB5bieqYge8ZHbz55MAV3X1q94SXez6f1ljiBBA2lo+zWoIXrwuq3RO69fRAQKhpV1fX9PT0pqd1m001p99P8f1qwiie67HP49QWPTQBP7IA86rfMOnFHdTFQyTfeJN9+YlAnvkzFZVYjkosQ8UVI2IK4FG58PBseEgmPChF3pcABVSQwCRoAAmpZwF+YHxQzxz8wPjQDf39Nw32P7YCv3QVN/aQeMX3XnMTf+UmbuzOayRi7CFuDAQJN3EjF7HnTjyHPj1LkQfG4DvPDlx/vF8TMFK4LnhWS/CMJui0OkhZXYBHiM9xYtU4d0Xw0o29V/X2a2qDU9MJg4ODs7Obb3q0zRQBMDjWz2ooAxaaNU04372bcvC5ZGArCqR+Jkut2iE+BGhQinx0PvzTZq7bMggrzTwTeEo2T6QKToMB1zi8cFCPBFnXWFnnSBnHcGmnSBm3WFlPrHRI8m/uoZfvG+3XNQPff3nohv5+DW1h9fvCNwz265qBn9iJPnMUe+4kBlhAG7mIG7ksBgl70cfWorrm4PsvD958cuCKzn4gSACZhLI6SFkNpKwuoKwOUlZfmxCfhBDQheuC6veFL93c7xto097ePjU1tSNyka0gvyT+kQXPYfGJnahT5NKNJn8K0GF5C9UvE01axgk8DY1f1rcwugARmYcIz4aHLvo/A4bgrrGyTlGyDuGAmSevCZWlv6Ttayn7MGmnKBnHSLFgknIJK8rQBqFtvO+e0UHeX/8tofPX9l68sVdDW/i6/v47zw9qvzr00OTQQxNes4Brjw9oPhBWuS104dres1qgRT8VkLIajxP8lOJL68innDirBTp3RfDcVcGzWiBgJVK7KefubdbS0jI2Nvbx45bOOe8IigyPcA1tMPrWIrpmYD1+9YvlKVGv0/gdljceJ/iEKEPFlSBjChFR+YjInCWDVz8i1BsHcU+AuETLOobL2IVKWy+VG5I8QWIxuzT3lbAOlLQNlrIPlTLzPeAdfb5niBOS+OiW4Z67zw9e09uvcZ9n23pm0fz5tIbgWS1BYP6WnJ/VBJTVQDxCfMKJNfixSIizV5bIcUpV4O/zP/11BnRGVfKu3nFXT9PS0iIulzs5Ofnhw2a6cy7HjqDIwsJCPNnWwIaXtAJXI1d1oYgv/bIev8x8Btj/xJYhE0qQccXImILlSvaiJzgW4ha7rFNdoKSlP1CAfFJrrJKqvCXM/YAXS+iYCwbG3xkYr6+oxuuaSN4w2HtVd7/6PeHLtxYpoiHIs/VVAZ1UAZ3ic+LLhPh0ACTgU+H8VcGzWqBTajyvnt9O/vu8BuShwVkre92QCLfUdEJNbfXAwMDMzMzs7OxWqpjl2CkUaeuoeWoDAxzPAEmbX/0CpU14NpznDE5bWjUIdDSOtyeOjC9GxBYhovLg4UCQSJUPTJbzJUG9cRD3eIhLjIxjhLR9KM8T3AKwgPbhi1QSn9YaJiuFy5euYkZuYkau4oYOoveMDtwwEMJnWPQMcboHmWHYp6r3/+8VHWG1u4A4sfeMlqDyorPvKVWQstoa0WJ15NACndUSPKPFixzK6gInLgv8ofxvZRVxrdtK+i9UbBz0o2L98wszqmvYQ0ND33RqdgpFPn78GBD1yMBGVM8crGMCfukm7hYr64WDeGEh7rGybrGywPnQiBxYTAEirgQZX4yMLUQs2xMHtruWfOIBF2jAFpzXrM77My7QpsssoE1WOv4CnuA8P09LkYcm4HsvDt7Q36+ls09de+/dF4fyaYFdA8zOAUZDR/4j4yPKmv9H7a7Q5VtA1smzUQGcmJTV1iAEjw1avBLmxGWBP8/+9IeywGkV8Zvaf740v+UXZEdKiqHRywcGBt6+fbv15WP92CkUWVhYYNcUPDABP7IQ0TEF61uJ2IdJA5bfjuEytiHS9mHSLtGynokQPyI0MEkuMFkugCLnR4J6YSHu8bKuMTKOEdJ2IdI2QUvC5Uo2fF67XN15aLFZHdBX5JbhgauP9mvcB5JQwbNXBM9fF1S9K6T5cK+uqQSnkdI5wGjtLeseYjFqKDovfv37wn+e1fqJZ8b0OYqsyDGvCJ7VEjytDjqpInD80p6/z+35+6ywyjWUjsF5S3vd4HC3zGxKTW1lT0/327dL+7RbqU02hx1EkfGJETOXY0DSqmMKNvaQcIwATsdI2QRJWQVIWfhLWgZI2byWsguVtg+TtguVsgmWWupouXK767NK9vKF44WrON8FGggSd18cumFwQOvhPtW7whduLDn+KqsLKGuAlDVAZ7UEL97cq35fWOOhgLn7701dhe39vHtlPcPsysYMCyet45f2/nzyf/91RrdS8gAAB4VJREFU4b9OqgmcUhdQVhNQVgOd1hA4rSFwUvUnZfU9pzVBp1QF/j6/54/TAqdVJK7e/fmJkaaTm1EiPqywOKuxsX6LNeq2YwdRZGFhIT03WN9KRM+c1xj1lbu4ZYCkVQDPOR5ggLGnhLGnhIkHr9HMqhanqxoHGHt8pl+dwWKQuG148Nqj/erawpduCV24Jnhm0dITIAQwTmsujXNXBC/dEtLQFtbU+bd3+I32Phr/llBLb1nnAL1zgJ5TGmnpdF3jNvLwsX/9fPy/fj72r5+P/euX4//69eR/n1Y7dPkq7I7uCTPrh0GhzpSUhKrqSi6X++bNm++5cGwUO4siQ8O9L+wVgUBy98XBO88PGjqKmnrz9j8BfgCqpbGHxPKtjeU7XnzhclHM5u94HbxpcEBLZ5/qXeGLN/aevcq3BQedWowTywnx6Th3TVDljpDafdBVvX05ZSHdg6xVdw3b+sp7hll9o5zKxozk7MBYgrNX0HNXP/2AcJPs4kgqO6mugTM4ODg3t5lOlz8KO4siCwsL2CRHIBW4+/yg5kPha4/26ZqLPHcSe+nKm3tgAOvFyiAhDojZ+jaiuhYi2saHbj87cB3oHXAL6B8COs0TqT4fJL4+zmiBLtwQvHwHdPrKv1wD7rb1VbR/7kYqQJTOAXrvCLt3hNUzzOoZZnHHK7ljVW/ffdvS4xthx1Gkvpn2yELykSX4zrMDmjrCqneFVO4IXdPbp/3y0GNLkSd2Ik/tRZ85iD1z5I0ndqLLdrwOXtHZp3pX6CIgZmvwpAjlTzWJddMCGKc1BU6p//uE6n+dUP23pfOV5q6SzgH6mjYIvNFXPvimsn+kbp0ZxvjkaP9wz+Z66n4L7DiKfPgw6xV6x8BG9LbhAc2HwrzNiyuC567uvXRTSPOh8NVH+28a7L/55MBNg/3XHu3XfLDv8u3FILFoDs5jxlekiK/S4uwV0Nmrgme0QKc1QSfV9vyq/B9HTvzn8Yv7tJ/+SUzzbu+nboAfvWU9I8yuAeZ62nVPv58CToxvrondN8KOo8jCwkIFK1XHVOT2s4OaD4RVF8WoJbFSFXRKFXRKfVmE4O9urFOeWhUnrvBCxdkrgmevgJQ1QMcv7/nr3E+/K+85oyZ1R/eEqe31WKJ9MRPb2lveO8LhVzHrGe391O5h+shE53p+ceC4eCjZIzLVu7l7bef/74OdSJHpd9PW7ufuPj+osYwiK8QoFdApVdDpL+tRa2x58OPEFZCyBuikmsAJFYE/z/109PwBtRsY3acXrB0fhUR45OSm1tVX9/f3Tb9/M/1hcPBNfd8Yu3eM1c6ltqybIgMTnJ6hqnU2XAb6gUSkeG3OQ/cbYSdSZGFhIaco/trj/Vo6+1T43bLXrVd+yomzQD6hwdsFPakm8Pf5PX+eEVBWEb9+/zcDI003L1MsMbyoJLu5pWl6evqzFceHufcTU9ye4aqOgYrBt9WAsezXudI1SO8aYE69H1vvb02jAKvMmsYL3xM7lCIzMzPer5+q3RNSvSd88eZ6KbJqixz4X6dUQccu7fn73E+/nvz3BU35u7qnLOx0Xoe7pqTj6upqe3t7JyYm1i9LzH388HZ6mDva1MGlcycqu0eYbf2fDyrt/eXccc7gaMvCwrqyVL5Te3S6784JIQs7liILCwvv3k27+Tw9d1Xw4o2951ctNHyKLO2PCy6lq6oCxy8L/Kb871MqYpq3DusZXnJweRYV619QmFlbV8XlcrdFu5x+PzE62dXBZXYPM/onOO3cilVBpXeE2TNY+WFuXYba/JZTX/Kk/IHYuRRZWFh4+/ZtRKyH5m0E0K+IJ32q8TZOgWhxWh10/LLAX2d/+kNZ4Iyq1E3tv58ZX/P2tyGQo8orivv7+9++fbuVY3lfB2Cgwh2tb+0r405wuoboAFE6B2ntfRVvp9bltc3vN7Vhs4Xvgp1LEf7fenNLfXSCr57h+TOqMj8f2/O78k+/n/rp1+P//vvcvgua8If652yd9EMi3DOzk+vqanp7eyYmNtbYa+v4OD/3dnqYO9LQOcDoH+f0jDAH3lQOjDZ/nF9D2xifHAVMKIFbSOtx9fn+2LkUWYXJyUlOJSM3P41Aik7AhlOSEwqLs+sbaiYnJ7d48G4b8W5mcni8o3OA2TnAnP3w7iuvnJl9z2mi8i8f5TNSNmHD8X3wj6HID0H/cE9zd91Ghc6Z2amZD1+c77mPc7VtbP6do+Ti+E1cmv+e2KXI1wBonXFZgfS6oq3/lQ+O9ZdWZvPJkUkl7syVZRV2KfJF9Ax2rP/O2FcwMjHIaaKSCqOA94lJ9yutzN5EA7IfhV2KfBGcJuqqm4VF7Iy23sY1G0NNv5/qH+7hNFHzGSnLryfm0Cib6yv1Y7FLkS8CaBYG+HWtGknFcfxLy6vG8ovNQKpBrc7v5LbunJ3bjWKXImtjfHKU00QlF0Z/ypVPRyaVSK3Or21j76gN/a1glyIbALCCVLXQOU1U/mjorOof7ukf7hmfHP3RH/CbYJciu1gDuxTZxRrYpcgu1sAuRXaxBnYpsos1sEuRXayBXYrsYg3sUmQXa+D/BwqsVXlRMFNTAAAAAElFTkSuQmCC)
| LEISTUNGEN
- Bestandsaufnahme; Überprüfung von Rückerstattungspotentialen
- Konzepterstellung
- Beratung und Support bei der Implementierung von
- Qualitäts-
- Energiemanagementsystemen
- Unterstützung bei der Erstellung von erforderlichen Dokumentationen; Handbüchern; Verfahrens-, Arbeits-, und Prüfanweisungen; Formulare; Prüf- und Abnahmeprotokolle
- Erstellung von EDV-unterstützten Lösungen mit Hilfe von MS Office zur Prüfmittelverwaltung, Prüfplanung, Lieferantenbewertungen und Schulungen
- Projektmanagement/leitung
- Interne und externe Auditortätigkeit
Optional- Unterstützen wir Ihren Energiemanager bei Fragen des Auditierens und/oder bei der Durchführung von Energieeffizienzprojekten
- Neutrale Beratung bei der Auswahl eines Energiemonitoringsystemen
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