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author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-05-06 01:22:31 +0000 |
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committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-05-06 01:22:31 +0000 |
commit | 8d4f58e49b9dc7d3545651023a36729de773ad86 (patch) | |
tree | 7bc7be4a8e9e298daa1349348400aa2a653866f2 /diagrams/netdata-overview.xml | |
parent | Initial commit. (diff) | |
download | netdata-8d4f58e49b9dc7d3545651023a36729de773ad86.tar.xz netdata-8d4f58e49b9dc7d3545651023a36729de773ad86.zip |
Adding upstream version 1.12.0.upstream/1.12.0upstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to '')
-rw-r--r-- | diagrams/netdata-overview.xml | 1 |
1 files changed, 1 insertions, 0 deletions
diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml new file mode 100644 index 0000000..7f80085 --- /dev/null +++ b/diagrams/netdata-overview.xml @@ -0,0 +1 @@ +<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/70.0.3538.77 Safari/537.36" version="9.3.1" editor="www.draw.io" type="github"><diagram id="319b92f5-ce0c-3638-1d72-e7e1d323a6f9" 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Shq0RYNdXYUIpFd6qxYAQkOcFK44yDnEZEGIS+ZsyYGEIMBKY9NOlA1wCxpckmKw9iu/M4LxVirIRYLgHKex3O3VRClmGSkyzXKuZUQuYXu2AYQBgJJJdd0zyRRbFa3y+ND7LdPWSut9O+q3dyOGQpwz0cMsWSTORAp5SBXEfstE+86FkYh4263nP6oOvBoeuw4lTgRx+Ju716V4xE7pAIgcwp641Yyon9iRicY5lpHFPoCoiGI5YCih0JSF18RTzRYmpZfH/2gHjYIK/rAWLZB81CgxIl+8NHmBtczYlSWNCcZVGH4AyQSEMmRpNo0JPOV8QVJ4vc54eHjfq6IhjCCoYC0r6Zq3maSJhrnQrNJIyoIbbDBVpuSPHtsCBaogAIr2ioYfFtMf/qmjk8rr5OC6+sjB02G+xSzBFZ8zyYw57Fm0udSCoQlAaS1Mh4YJONt3Vj8PIA2GBowGEz/eAa0OYMEguFPsr4YZO/LgJlsmwocpchpk1l9FpTt56imakEZIzKzEiUExjR6KU+S2uy61/wA5Mrgtjc/ucD7DDH3RWJ1dJ7DLHGKEVdM4Nqq91RrBQ1eZZRE1GsNr3NWtUuUMYLYUCqNgHVsTbSCVb1ORSYeXZMWV8nXPlrW23+YakfJt/6KTmni2um7ep7x+VVxeTbi8S3lZWfY4Q190YeskCErO232HM4X1y/j3CPsw9TtZy9vvr0F9cIwXVr+rWTPBYVkw/1N+Dqh2TmfVGL0ld1wt7eTWxb/7FzoJR6ZY4jQ2lkSP73oykf/mcnsl+apRSC5qYLx+eqF8jSZI/NcIibZspE9W/5brKyL6Yd7rq5Q2QUP5nUCWY3T+HuT/ucE98Jz1/VWHp7qsG25IRzwHcwjigE31BB/8jhGxb9v/z++5cbfwjJy9A9Fcx64HpVtuw4weVV+9NgSlOcjqRvj62bwYgcsN+lfxTrSV53NTpM2p9EiN/N++vpgXS3z/0iBTjjfcc24QHjhwX82nGGzwwy7/h4soCDvWxumkY2rgpu0MVmezr+tgR+n8bdHjehzL4YJPdyLSkKNCsKMaa4icAnsgvvSiJO1t4sRX6YY/haPCqy7El2R5HCwEob59Ujte+YapakQmAEFZEZi+jVk147LBzqhsVlQPKdeKDVqSBXLOxmrbK0DzlxhV5iwVCZfQdJnkGluh46iGhCDdVYM86ViZl9BzxAkaZrWhdQUgQABS8SUD0UHZYlfC2MSzA3LdMCTSOZZ7ob9Epzk+TaMq4MwpSjmIH+dkB2w7lYQBsCAc5Fo+jsA22oSZN/r9pQBJoKL3OXhIRRqIaxnqT1uqK2RtX6QcBXcH/PSUMDTRdFwEJpu8WPWV3tsfrdHrYrZvVlujU0UHDYi/qRVCaYGwV1zjRWEZNpBs1CcDDqF0hzjeOeGXIKNhpOEbsD2NvXmzFPrrPAdKBT1TWLKylaB7ehYTdvTlrBwduRdjzOqoNIW/dcGvWRhQD2xT4HQ6MPxwnNbJP6rQA/V8vlpbmfrMq1nq4tzOt618yek80kg5mZP7681NNlg2y2C9cfSjaXeprVq+rbR5og8nLoEgbbOfAotREDZtgMNRgBM1w/Ff9Szx88logalojgbZyoYZenrorHWA56iPvV8ZQPScsClD3CCTGk4pW0Kx2lTMNeuitt3ANn0FWasoAfhD2FfdFMH3oLwo7HR3iVfZMg6HNjCBrPwQn6Jg2pu4cDsSGHflxOnz8unW/JKVsvaDWlT6gkfljH+SAhDbaArV1HgW2/u7tDd3If/edEktOvoW8PR8+pQwMO/BP0uGpV9N/+8euXXap7R0Eu92exnKzM3nq91XyfiuUf528r5Q1YvFvNZ4u+2i13OzTthcli1WUopf/wZeieIJUmhGZwJ+/uIinrXjVVy/m7iYbBab0ySqXLkK+Mx9143TOjWqq2kwoDDioZ8DO3WVevEh9D5+OD3cFp2dnVI/eVTYQftgOXw0YWIbkdRWwPPYMryzbdFMdBmveAo+fF8kkts10c/XrJJmlf3eLNLV4wfqN2hus2g6xpsnRCEiirrT44UbhvY0nPhXhS6dwZtYmLRZnAmlgsJXbFieWMpizTSpzY9sT0bu9YPDEtGccq4GAx0Kr5fB8xHUWf95sPwoC11k76e61Gv48wbrMtd0ljq91/a9V1M89qgfk5nRb6j5ut3aNJpVUun/+f4wa3gvDmwv+WF1AZzy8vfDHLiX0ct9El31it1XLdfE1h19Zcu5tMp5uFdF61msGG/P+q9zRkSmwd0/qJf4Y/N6rGF7W2a5qXd0Wg/tL68Vzagvk+WdcPV7/6394r/7G2YsgaIkttGvpX1+zj3pt195wgYLJ7sxNpHRyFYNRcW5qpWk++md4iQtCqv+GL4+MdICO/+MpPd6seqP61DUKHd8JeA36OvEzMahsGd7LgUM+dj9WSZseSvS9iNSvfujK/QqfJLd37F2CT3LM5ntWqN4e1pdwbZoRsqz+4W02tPd/n13WfwXeXKCKxA/idSXWqaVYmM7M6UQRQlmS5kAZoCAxT8RJFKO7r7xigobBoWp/18kREDFnx1vBbPK4e0kdr9a99DKJ3iUHBUNUJTUBs8l6yEuYwkVmu8xTmiOciIgY9nRgH5tdBEch/xugaMJhNVrpw9lAfgFfZeRSJEl2SKiRIN+uZCpQYSQzFuUmh5jE7PvY5HArVAzVNRi+2q9R2Dmept8we188+vg5rOnoh+MJV+zyFDcbd8g0hFUgo1jKzQjRHWcRUS+pVb7ScqoevkCPmkpo4bsXX2kzN/VLNfHgdlux7EfCyCprrVGZNSgJ5KRw1r+EFMEukUtSCywAGaET21Yza3CEceaj3e5TREW+OrqfJdFL42DqsS+1FYMuyrqrloga5TFlX8QJCJJxbxkVzCjCJ2ZTbY12t6d5lXfh8SeIQjCeZeFTl0fGmiHLo23uhErBgpC5C3KAtLtsn3t+c3w7Bw8cwhvG1B5OIe9qrOlOtlIG9065d/2maMplCI5FK69O+dwLDp093d2VYNxDybd/r4A4Fj0sEpPnZCryhfQdpJFTUerhjYYgzuIfHeTv32Orknxdz0+CpA7QBlzlQjvg8aLbSytxWyFKLydeZmlvozUpa+PQGgMvP7Ew0bdInmzywxjH0Qs76CYJXZZgpkOXtwoVJ/eguzXtZruLlEWsHd9AKpo8Pw2ER8tuPf8rVZLaYmlvn089zJ0y+lS/Uk1lZAvyfk373YIf7bHOTaH/r9Lszb0w/BPrqOX3L5spPn/5iP/2pWDzXXwzs74pQc7OdAdbXLesfDQjtmQJ/m+vbF77N3+Fdmr1Htp5aDne77SMG8qcmX29nprvC+ChS2ouUXhiGM3zLGONEAMIEH7aSDkb14YkK69t+rj35dyCHC5bwPNjFO3yYb8Z9YW7U+rHM+1g5FzpQ88z965qmru3yqreK/KbMC+nzgyGvDJ39EP/cOtiyurZ+KL90YeZJHfIsT8LS2pjJejKrXy7MMi+WVrK69+t1N2YoeNUk5vElr8RCvT9jNTCuhAbHWMYwHeAeieCdvIFaVetsfS96H468b4/UB6L9++7vSOLp3EsL4U0k+eBw+iAGPbjVlnj6zYvh6ADZ98sQP1KT36ZMn1rDV/+xrPG24jdfO9zmPGo89YZgseZcd02zkB5/uMc6QFC6F0HfgQugagavJU1RLxYGRJYwChWQRhqt1cW6APyhf0QOBQaOM2EjgLM9UsDH6wIo8nyiza2D06r6d0hnBDj6KM5ES9+bg4cqbjCIeniLsgAp93ALR5MBFLi/5yOxpe03R+Tq/6+5Ws6Gi/r8gViF/Eykhp5xw/EwYt7k5vXEQ5Rju0fTifchHsrhmDAjmvdHcFEuEgC0NBkD2hLrYsXDoPUVB0M9JOhPjNC6DMIfoYgKaKQEGuJUudaDnVBEhmCCAVOpICTn6eWGIqA3Wk7iYQw9NOkrCkNDe4QiftitnW/wzE3sj2oDnhWyv93q188Ceks5JBBC7MaxelwlohHbQnbojgsV0wA3hhyokNes65kClgmU3rGhA6304D0Xj+5e89VaVctxm1HO4qhe2/eXDofPq7WZVWxk/2Y7vUb3ibvN42JRLB2HGa7a+bSSzKzrgHbY5de7Y+WQG9zoP2ZZ2OuWs+WT+8el2vd2ebEs3Xqr0km5WEw3OSa176/ZhW1bMHjeSfBJO17GbWQx36oxK7NyyFRzp5IuNUXcIU+LskYOuNpjUBU0gvVDGReAycrYHXDv/lSXLFcjVtZub75NVo+Wif6nfL6/7Em88MPkLu1g63NUe+pQmpuncnXF46razFk7P2thSojV6/3UoHBuTFZ/ZbWW+jtc6r89huDTl3/e1I5j9wUri/epKQm/3L90PPSg5fr8KQ3eYxunmE92Hq3eQ2y24NePzar/58OvLbTmjizZZPWH/e9v9l7/5d5Zt8fw6WFSPlt5z+XjfDsG93rA6arobLQj7EuPO0tNlpU+6eBJ+hSChvluVYvVZOcv7bPXPTf9y+f4p79++bvDuJXfH/9yyD5tD8Dt/tXb29uaiC1zrkhUHeOnB7M0Ozjn6eIBx8fAoIijVQ0cynyovQcnwMCIPeyqG51rlqWVvveF3wgfosNS9a+nVgSX2fwIikxkPcvBWaw4ZYpaDglhzJRFSvtV75DCwNhegQLq6CU1y39ppuoq8zF4WDr/tWBQlgME7gwFlKjUZfxr2kwqpyLhGYPKMK10zIoSi2gvAEbg0KCUgaTsIxKhRovByUp/zR70YoDE3Zn/Dk+L/YlQ6vpzu4xaRt7U/Su2Z2bwdpB3S51AnBqS9mM9d/WJZ97uTaB8sjQPxXQngRqa2EO5lRiHpcpfC1sQjJDaqWU5RC+/FuI0IYYZkJKMGppuZwuNP2APxtAgDd8y0P0z7O1hlYXbgHDC4Jb0fhPFwGHAERGKpMRonPv5l0/dJmD9tJ0xasGbaEq9MPg6CLQD524BRFLw5t8eK0qGukooLeyI8opxyISVtQnL9/pMSLxTJuT8x5YJIY00AT39mNIEcUEESBXPTUTdBPnViDxU4HG6mp63wKF+UMv1qotDtdCPi4GOXJWLX1vdGClLXhHWhCDdTyOBCeUppcJIhVIQsSaRMV/HYlLcBgyx4Bi8KJWJQ9nWBHUOCehdD68pe4cISxohYT+bCIpE5QCmGeM6VSgeDPx+z1AG5ok1jZl7MwwitP5redg7JTcqyU0ZShnqZQfkNMFQ85wDA+zxj3nqiU/u4YnngRwgFiOMio9IG7wUDl62XEFZSg3vcXDMTZKizHCVpangUVuueG402XQN7jpvA8z7iOkKAVrul891lUdX4rJHRUo0sD/rbpcnTmGSMparjHAGSMQuT21PiqbQGzRdBbqcOjQGO0YxJj4ipetayG1Pd2UE5AzkrNeSJLOnW6lUYCu1pSA4HrkF75udUPKAfzLg/mIxCjWarJn3SW5aquMYwlSSHrkJpwkDkhmgUg5QxBYhg2K0ELnbfLdeTCRGIh3ZI8Hpiuld6t0YGZpD05vjq1ACpTYc5RKjNCI39xOiZKAlTKjl9hFh1wC195igc73UJlXEMzNUpz1VjcA8UZaBpkrY96iMKLulZ2pLGjK1Q37EKNKboPdMcFrGEbCkypiuWS1TkCaC5wYpTQWEOmJXnkYV7xB8L2VNRDnf79qLQstcaKwkJVk/6d7q5nmqjeX3ucxIHo/cnEHfmSbp8HyLQDiZxzCsybv2o1BWEdzkVPX8KI6/U4INSDmWVrRHZOjA68G0abjU89EHPCn48PD0iWLRT5M/JpsLZR/+vxW/VzfdQOsKmwBayJSuN0xdUgnoiwSSAIMpzQ1hKYmo4VuAYI9JWBM+oOQHq2WuKPFp9rz6c+qj7CrbAdLSbYB1rjIhuoxJYZwAbEUQSDHUKqLiwb0x4lbXDzh4Q07BE0V0yDv2E1oEiAoBmmjW4zNW109MxjKaA5zCnMRsCImGbGaY1ctCymeMmA55155CWsYBcCpTo3vptFRnCeS5kjjDXMVMp5XUJzi0ciVgXnI0JDmLEQsge3gLA+NgekVxXrHcsD7O5fncqdlk6h7yFzP9Zhy5+wlBsCmO6/UDcX9uAlWJh1Tc9QbN1PV93UEz7rf6g2Y2M1/oTWfmyy6a96a7NOeoO96lUQ1GUtYnBPFx5w1l2beuT2L/TuA0412GS+5Pa7k5cPbK8DDQPVypw1rRw87CkbWi5fHoTFqiN905Sx3Mwi5ibzn1D0Bzgv1RS3shuyF1F9gt2keCbO6741s95lBkCz/PHMgTIZufHNl7uI0vYYyzW8LoZjj7iTgsMIPzVPO5YRNJvsLEDFY6fwmFoJ9kIyVIE5ZqIA01ipGI3n4syUADb1oTdN2/ISssRqsdeoT79yKoKbGr0bnjIDUu4t7Nu7CETZAGRhOmNRcRM+QE9EgpAglyAZdNc6ZeR8p37dhlpZeOIM4l7s+xQijJUmAIpJnMQEzrWQzPbsBJdzLrmR6RIndFBC+tZyJUnpOew4wancBUAmIwQYRF9OQTKYcEH57wUB6djMKs92txd60ErzJtcg5T0XOXIAKSnBBMOFBSqYjSuZW7G3IHInWBwA3nMcj9rt2hrEy0IVZMY8r6Ce4wyQViltdKnaMsokNceA5xIdmA3DA4rjtGYhV9195QhisBnnMNu/xc5jlMFGc51CbPMIIRvaEc7EHvZupkj95Rzve7TpxkrDK2Ug648sMdjEqSpTIXKYyonjPuR1Vhmzrbm4cU6A0XJRGevevUSUZrioNc95LpJKX2H0AwRcQIFjEzmlNfgAdGNYRGzUbJjGZ7OMEu07gGZT2SFXtI5Mpxaw0b4zrNkgzYHzOTSSQiSmcIfce/lIHDCwPqWNQC6wPHaoBQ+XzVfa6512NzOeuU1D8GelcNy+xPVGFbdu1YtXkYeNOGMKmWniWuf/FEG7/4uxoRtTU7YxS9ANrQ365eAAezGulVR0IyZDUyoDuiKIXYAe5z1ACNNwkuEQR74aVbKOG+caTyt76Y5cRumgsQ7B82bfqX94JLzYizkQSX/NIe6bsK946agr4khKARjSfof8resSvyTQr+mFfwB4EIZXXQgO+ZRFFsr7da9w2CQpwzn5oyQE0S6jh2eMZwgJpH+BkvgppvEhSyKxjkXOEQPUM5V1FakrM9HIkj0QQGaSbxcknC4n5kWVLEl9K+drh3Lgn1fFvtjMBTyPs9PJcjARg/O8LIuBCGfE3haIRB/06+jywmwg5LG31fCGOjQhj3+8YA31u+L8I490xqIPbLhzsGYTzkm+35enSLjI07BxuWgcwMPTyb/uGZMrPe1ILxN0sM5Ub/zNxft55irWrNTe60tQ9x7XlFz1QO8yjaIe+vdJ7sNWr8JHOjmwtPJv06LbqzZtOAs2+f+bMnWnFnqgWwi73xxufuXOLLTfdP57ccFpC1W91zUvIuHIdOyic3zfg3e0Dc66elWvQPpJcPmuc50jokPzKWuoLTSLN4Pc2wzebsdZsNHJEjQhl7+Rf5AU4e/bicPn9cKv2HKQ/A7g0u/Tut3N57/lTrBgqk397d3aE76XE5chPIL+5mA1tBVWYDR6Cf8GQZCjRTwzxg0UfkcFblmGfVmJnOyJldx3Fp7id2/59vvUHwd/6Beqd9p6U7lXc6NYIQUyYlmTqmaWCacCFlBgnSUDXFwT78IiCL90UnDg1IaO7aG8vhl83ELhQ+UBIF588PZGcL3Nt/r44QoAFR+bpG2F1RudH5qha1W3W+A4X561ZYTQCbP29kucP/YUvrH3b+Guk5ZOflnwA7p+7vPiw7/iEifChcUeOb6aWFRBkgEBCue3hULrR+5jz6EvQyP2jjGY9fI7ONA+rHlZNmHWG7OkD53dGF41N54+Szd9sNeOQ7lcbliHUj0wyKlHSksTRYJ9xhAKWpztoR6yeQxgj0vR8HiOPDu3ftxUrEHklnP1jJ7m4sfeFAhlmiJyu3a0qKflDv2APpGc7npR76Qb2opa40MMr5xGL8t//7V3shVdm9S3YD+bKU6e3I06jerFJBv1MLJ+Wbb+yJdvFOZw/KKnlYSpyCMnCf5k1bZZom2BgFIU/TjG4ztPv+bhzJKcc83iICwj40adyfPR1N1u/hk/vBb3Y1ym+i5G9nNkRmKS+OzvE5zGFN/K6GwzBWdmAjKcgz2CtIMRAmjJhUU8wZ0xFHbDDkzdSlm5LibrA2lOh1eNreQc67cwZpZmamlXbMx4PiO/UqMw4qKELF8l7OYYpBgiWERAJOrXIUMefQ7z1DwVDTCuWPHtFT/gAg2k3rKlsWEBiW2+2cms/F49JBQi8ni/UpVTHzfWEFlCnha4Xk1G9JKXZ7RK8YqKgEaoZMpnpF+FjQhKmMi9SQjGu9WyuzL9FAR4vlkcFNynyjpOFhe+1Q4O2Idnf76WjvusyXV2W+Gcm9LpdW80polgKODUdGRuy43Xbb2PTbHroAaKAI8Igq/jMJ1Aejpnbl9iPFepJbqjo8uO02MzUZcKfD3MEd+yAMmRhg3CNdPC7sqtrT3B7rrCdRM8MSZjmUlapKqbZecZOCAHw76X5qv8W3mbZnFdqFTXRzn0MyDDvmT53OGMhr+PTpzv4JcNZt2VsnCZ6xfr0CCjRFoYGyTHpFOuxSpelkPfvTO3sSHHT2rojPV2UzudWNesXeEmFpXyogEFVKoohFUINBOVgGUqRC3XlolBSpt+b9i8fVQ/HNfaYPwd3JbtcLQVDyfMABNll/zqLMEsR4ziA2kMaclMto34pCIOAQDE1jRicK/jXjWA9RNq9SASAlGBCnKs173aMyBBMMmEoFITlPG+/O3lmHrQTeUzqjoHs1AvYg6odKRCDyHPJFH1Fi9hYid15kpitw82Uxnzz68ZGqF+/ezO7cVYsOsEn51morhKHLXQHO1XFnacgARyChWhjEoUgYbzptlIOeOZWccSO1VcEi+oLwYEQR40M/eBPc7IEJXZAk3Ymv1Xpi7BebqWUEcx9l4x50czjKqKQUJzKFlEpELMrSrPE4WtGZOvspZ0DzmPOlOfHUNQ5haKZ8aJDlEeGWkcBsaDksiiezzOYDTnbxzu99YLgR0xgILgUGCRHM6qxEJAoDWaOQ5ToRkEiuMBGYROwBJ6jf0xO6HnMBHIZ6t1wuuxviUD9YRvfso/DiPdsHo9AKViQTnAOQZ4I5FKpm6KfgVlXMDYGYG40j8kII/WJaEqgPgU248GIDgVtt17ysivWwJ94Z9hCmlFvGRyHKMsVIogGuOaCAkCepxlABnVNgImIPe10wMQx0VWumwl6s1+QF5pcaNV+t1XSAwYtPpT4UgwRSRkmiRC5VhnWiEaG1FAYoTwwgaZYDxqCJaHG0405fkMEkIIPJ4fbrCBmgmtrNUn30IXDx3uMD0UcoxpCQRBqdI2kN3By0nSWRMBaMFpspkPbzEbuEEtTngCjQJBSCQAADRamgG3jtUNOA9sJDxEcQn0CUaCoN0qgkPqqJrwxOhEmx6w4sAIrYbEsQvzmTYKHmTKGwQYSm/gjs4aF9084mr5zz1emM4oZ09No8AsBuXtPBMTQerD08I2mHIji8tVYmtypU9W8PbW4gY/uO+7d/+/1n4tHb7nf4XaSYDK0h+lQxz6HTtBY6cqrYOBJkp5N0aVZPyvMBInDxmfgHs2eXcmg1Q5xJK4N1kkOBGl80QEmmMqqFSEmmRET2zMTAFx3KsgeBoJo/YfIyNcPJUvvQu/wgB4alceVSrjHjknKOEmEVO2Zyk7gx1w5YIhEZyxIuoTEOWpBHlPvMzxYIjW4KuZ5Pmu96St4WcPmZxYOPrYtP/z+QrXEJGAAk4RZ8yCqgCYaV21kkMqM0AShDaQZYpvKIs9cRBz5bo2wIwFBeqjyxw6/fc6LSBDddJeDOHh179MOnoR4V8/Uie6Gbx7l63w9PSbW4/inZHZwZNnHra+C1Eh9I8du/7irUZqOftRgBplLQQXQkMGw0NOLuiE7Eo+WTc/vf96/25crHwXtzD1puye0ZTiQ1yMpk4LhlLaul5HlCMm60VFzmPKZ7EPvRkUCGaXBQEzmxtD5Xy0BHNP1gXIxkrE0D6xkhN02zoaWZFetOB8FiuT5woec84p0N7p1wuNsFO8ZWgcifRHLmVoFvf1oc1i71tPz+6cv4T0tng/un5fIaa1IG3vS0DD3CTd7m+/L+O82CS5noXBDFEXOahWk0C0YSQLkBlrVxGnXkJ/CnNgUajIiAeksiTHBGzayy0fr+XzuYoQkegFskuwEEeAtQ8zra7Kb24IzF8w/lLZFYEoiYG/nhVSEe3XifC3LrqlrtjSFnhHv3tRbaLQdUiPoznh0Wr2U6gqG5IjHG4w0Eelr2BzjYQ3CVJjn16U1BaDhQnGbpQ6I3Nxktz4oXr0QDprcXbwpGJZuzMhbeFG+u3ECAeiiLFV30/fUAX1x0cahIr5fK5BNfjUa71eirVP4EIiIhORaZK2zBEII6BGRyllCsXIGWRkxHLBiF0Nf9W2Og64MPRBbblpDX4N2caKPtR30Mvrf4tsMgJyRJJWQszYzDIKwNEA5YkimkuYaa0jRm9i0dxLcpGYKQBkwQergJMloMrhZuuHBaFAMYHhbrvgoYSkJkIrVWqWIlDHENQ5HyhKtMIEDSVOcR2z+RASdsGs92vSBNwlv89NuAnnnEEMqLp76bC2upjxKmRKaslLFch/DGC2LlImHCUGmE4SBihxxB+/EVBJpZlC/VALDDedA4GI5Vn1eWziujltrPgUDvrOipRB0Frpkq04JWqBM16ihlCdAmtWqYYCiPORhV+i3n+JDntHwgfs+5AM+5jtZcx1Af04QgwBQTJfXrDBgB0jThEmcupitwFtHzCgHEvubTtK/t0F8G+nKJw0XOmZhO6iZczf2BDHVE4b0xFEaSnGcwrxlKk1SFmUpYBvJcYiQzExFS0qsoxyygw7CAFCOXZM1tMHa3WLp1PphBXgp+Zw6ECnAcJdaeIlle8TBVAw4imBCZ4RwqTnJtIgLOGzJD+LCxYNB/4HvbRg247TVrT6uV37egLol/Z9BjCCSIAQJIBb20Fp9K40TDlClkPwNjNrWk0A9bB6LWoSDARTXd2wq9ZeFGSeoH5fsL8DtzW1Xw4yQxmudagh78iM6SPCc8N1SwXJCYJZOoDz+yX/LyES1VR+uzUplarI3+ulQWfR4K35nXqkShdH4qnjrfhEMhrZ2nQiDhioNyyVOMlIxau9kHId2kK/eSdwIS+IiuZ6MFYlpM5n6NEH5ndRwVAqnrmWG5YWXFNgiUhudJhnJAENVAy4h8kA+r02TA6ACh6uFLEsQvIDBz4ng54IIX38LqqGaTEjt7/y4lGtifXedRzeoydm4hmTKWq8zhlUSMZcpBORsbOlNYSB88vIh9tDB8yLK1mS18GL4/dy4EgODEOTRTUAljUrNCbaxForiB1mDgOo/YRQP5KiEN1OmGZuiSK2KE08naWHr6o2xqdeO9YZBb6OUwBVp0MSjsIpOMghQbLXlGIoYUCPI1QhhK5g6EFBq34DWA8MmkX6fFfR+CEF28Y+bY1s/lyBHElLZv9AZ7CZpAjfJUppnCLGZHoc0cr9ZAhjJgm4iAROZReoG/VIUzyKB9XcpuNl9lk9V6azpuKHP3rBpqs74eWya7AzNXkzQMgZfvCbFAITiGLOUTpxm9Eo4wWFBuYfX43e2aa67rbvO4WEyfR4vOcrlfy8V+bZbaB+pu5n01QJUcDRhnwKBu0lN6EvzEHp3X4lQEywCz1VqNl2s2y+tjcbdz82qwiFF/rBFkZGhSXyDHDAvwmblXejoZLxSb9fWxuNvNeTVYRH6XQopDru63QONZQeCqpn0IXLyX8QjTGiKRIJpmuPZ0syZRnbNEpIRh4Bqpwpi5DmjYsYgPJ2mSgG19UR16X6p8Xxbfn1d/Tn0Qvkcfo2VCSYoBcE7GDgiFMTrhWOdZmqNM04jhFurNcoU4kDIKWSBn0O95edEYtBaCGbDB9+hhdB0oJUCoTlulbao8oAlVPINGwxzlMfNuhh2xSCDSEpxaQ64o+WFp1g/2q7LUz/+i7y/X1ZXy84RADTNe4bBJns+Jm6NEsZtpLLKMRww8ezNXIQ6ULtaDqjwUXlHAz0JE+/Ypv/jc1yP93K7r852AUhOUdkdrC53liZYSQZNxiNKIKMTcQyGRQ6OkaXxxsVNrXqpdVLNU+Vzw4kF4DBdkMtGYMVxl/NOmiATRLEFCMZwqTLSMmPEvfA8NHjanDPZu2tUxYbQumtVMLdfZaD001fKGkcc62/36nTQW+gMTWQ4Bee1OmtVicl+sZ35GIn1/mdmWJQqZIC5EXmVm07omRcgMJIAApo2RmcmjJoL5PBGG5pns6i0zUqYYjqA8zlNH/tFyxXZ9/cPwTmIoEFAv8EzglQSewzLaSr/JiNHYLK/vOtrNma8GjJIN5loTMHRhX7t8fnxa3ftxNPoe/dcYicRayRCpymtTl01JIkTiSpW0walWEES0l4WPPxqac8hPNmvuzML5Ca7MfOXaHI+UH24W2D8Ou0fPXg9H9IQzYyE4no4hDltwsD3aS14jN2KCcpzwlCq7BZYbpWlTPpenNDEZk0JzoXEetwVHj/yhpj8yUMSJ4OEZquMQfffFV/N98U355529P3cdh66fFFWSaiNKwLU9X2SecCoI4poJrSLaplQOkqKDBZsw1HA7ivy7caXjxbrz8b9a1vrwa5E5QP78/wE=</diagram></mxfile>
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