From 0565005ad3fe6a76a55d50abeaf7bb031da06022 Mon Sep 17 00:00:00 2001
From: schied <killian.schied@etu.u-pec.fr>
Date: Tue, 17 Sep 2024 12:34:46 +0200
Subject: [PATCH] Ajout du compte-rendu et des diagrammes.

---
 compterendu.md                        | 47 +++++++++++++++++++++++++++
 diagrammes/get_ping_from_temp_log.svg |  4 +++
 diagrammes/set_stats_ping.svg         |  4 +++
 3 files changed, 55 insertions(+)
 create mode 100644 compterendu.md
 create mode 100644 diagrammes/get_ping_from_temp_log.svg
 create mode 100644 diagrammes/set_stats_ping.svg

diff --git a/compterendu.md b/compterendu.md
new file mode 100644
index 0000000..ec2bf7d
--- /dev/null
+++ b/compterendu.md
@@ -0,0 +1,47 @@
+# Compte-rendu TP
+###### Groupe SCHIED Killian, LANDRIN Dylan
+## Fichier "deamon.c"
+#### Détails
+##### create_deamon()
+Complexité Cyclomatique : 4
+##### ping_request()
+Complexité Cyclomatique : 2
+##### send_check()
+Complexité Cyclomatique : 4
+##### check_keep_working()
+Complexité Cyclomatique : 4
+##### daemon_work()
+Complexité Cyclomatique : 3
+## Fichier "db-sqlite.c"
+#### Détails
+##### db_connect()
+Complexité Cyclomatique : 1
+##### db_disconnect()
+Complexité Cyclomatique : 1
+##### insert_hourly_report()
+Complexité Cyclomatique : 1
+## Fichier "ping-report.c"
+#### Détails
+##### main()
+Complexité Cyclomatique : 4
+## Fichier "stats.c"
+### Avant modification
+#### Détails
+##### get_ping_from_temp_log()
+Complexité Cyclomatique : 15
+##### write_ping_log()
+Complexité Cyclomatique : 4
+##### set_stats_ping()
+Complexité Cyclomatique : 25
+### Après modification
+#### Détails
+##### get_ping_from_temp_log()
+Complexité Cyclomatique : ?
+##### set_stats_ping()
+Complexité Cyclomatique : ?
+## Fichier "utils.c"
+#### Détails
+##### write_pid_file()
+Complexité Cyclomatique : 2
+##### remove_file()
+Complexité Cyclomatique : 1
\ No newline at end of file
diff --git a/diagrammes/get_ping_from_temp_log.svg b/diagrammes/get_ping_from_temp_log.svg
new file mode 100644
index 0000000..0e1e447
--- /dev/null
+++ b/diagrammes/get_ping_from_temp_log.svg
@@ -0,0 +1,4 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!-- Do not edit this file with editors other than draw.io -->
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
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yvcROwOG5tSAYBABKTTPtMILJgEiwzLQFAJiVryBsdMLIQThsNxH+LKLZAiVkAw/3+VCsENQs4l+hOQAML4BpB/HkSRU+drTb234EFPHSWLA82McBKtHJsKejubVNidWGJ7uTl9KIvCWKuAZr9ktnGh3qANMIQIWyGWLrFJm8BKvleBEqWWsDWErFusbBE4IsAOXPKHZ7Jgt+J1exrW8G7LSEvtofwCjzaozzP8O2QOgCQaMHx2ebMIkfgy7Q0v841P7xHn9lK91Ka6TNPMUACxSG6pVIoKZanomtbCym9LDLemUOIdRT/Zqz42Qo48zx7EDf/aK26ywAQT9oIIvkMWLJu8naZJUqEfRTvtojFH0hqXdxL1llzx7p7asrrj7UIUEIBo2jNEq9NXn5rnjZ+e1G4oc/WCoryFuDWL2Mhpeyz8vMyjHvrWlsZbQAZ9pE1etB+BM7vkVvi/ezdQNURnQoAeqHdfMaQkttgfpOrlpKEZgDoTVtdyod9d0Z578+z1lGITkn2/ZwPg9WbIWRGfo5t2TIo8nACanbymSEP4MYYMkPWBnu+axmzzNUY3rF2D+uJ520lc+X9ZY+O79RM29Rxb+H4MW9Mv/ZUABCvHF5NvH72ENlY7khy+YgyAETuJaMDtYCce3TMvp7sad9aXWMBaIxtYLjca5jNc60bDLfayRuTd2mnvdETW/enP8Z8UFv19/7+ye0CgH2ncz9vb3t7/ZzDh6F8r7xnTwMcRZ3JGrJluCBbxCTT3m36t/X84mjPy3nOxm+FgHE3jQs4oSW6Tn9k+9/mH4l7fUTveI3I1h6Jy/KMJ4mNJ7qpf8zzAf6ocDOKrmfy6mGl6CFivYpN1EKUrRAQa+EAFA1WFkjy67dC+WNdi2Nmgtqc4rGQqUsvq2/SZpCJ8MVCBt32krPqUGwsKB2xF/sKkLCxd+reTvk5/X9CTcyG7nsbsD4Rup+2wrOI2zKhxkbx/dPNWNp/+dID2vc2cZt5tGCyNnzuyjVAOO6gnWwM7rMmhD5uvwOzIgHegFtPWuFarA1cogFJ6joSsJPNk2V6tLHHe3K5Fx6RwUNWIYuXOYln5qd3gztjJH0BiBH8R2RMJQ/sZL4Id5ghbYhzBzjHuqrP+gclZ7n+Z63Y/I2rkBrzNQOAW+M6055T1AFoxdAKC7Z+RRDNwu39IzgBr0bgy+P2/TnmB086PI/Esun5wgLMD2uikBFgZV9TvNu8tOJaOCu8zPL5mtZCfcpJNH0HHBWSIGTC+20eE3Zs5jx4+vHQnSe8dGLeuBGvKNN4HddroLZQMvvV0+cXeed5pJlH1mDzDigS94u7DAAR+mNfzVVrMiEO8W6kWDF0AF3sh8CDd23lQWK89ziC1aNxsebbD7OiZp21TrPIA0eMhXt5Tr4npdCaaF87JVHW4zojxMd+2kNerFn2OOCu998+7Z0HlBFYI5FJ1hRkvIxAAoNAV4x5Fpvj9iQy02u1AkR4mJ5BvvGbdwqf0JNW9MMY2hspiPqQ3yHvwRrA51oyUA5nMQ8osmQ3fSCg23MA+MKR87i+Z/tu5AlkfLv8kI1jgFseIpFY87OhKIPf6vM+YjCwltg/jAtgjAyVQQdgSfSujs/LABD5glzV84+Yr/Zdnl4UbusIJcdakuV6ciNl9FRkr8mGHPKX90dbgOPGCF/JSOQAciTvspH3qTCsz1poHCDTPOwknBxArP/Iu2jtJtOYC2RlHj9ZvmH4AKi6l9/IU9YVezv517rCyyPLcJ4hxIzMt0QASmtP9JozV4yPom0AM7IEuQkIoy1RubTGA7tG6Sd6yDA5kX4Qyfsfvf30K3tnmQ/aYQ5Fso5YT4TLWfPcn0xuDcredtYiY5opA0BkUf2zlhh3/bbfAbE7n80FYx49y93XnMKfQ0Otc9us0dGzypgYgxj+OujSK3wFnLNedbIW9DFZu/5R+5FXZCdymvVyzfNvpj29jrluv7opMj7et9t63qH9IhPTQTrRy3lu7yXvRVxH6FFLQGi8Nz3sQfhCRAcw9OLoWgGgzMgn7QvW7k4AF+DFGmXrrIXVZjNDGUwQZ2zztXix0JhshDUvOh6PXOJNJO6VndTVbsDSkveLzdNiGmMMn7T/ATdLiwpFBfgSiTBA+BpZCCk+NlSChM1EnG60Pq7x1kZog42eIQQ1LtI2mxHhDaEfEBSpu78vXPYyXsXQAYsrxXfUJ8KnhTIKh4/a/9EzIj8HcEN5jkRg0M4lyyohjPBrU+5EkAM2riHA7muD7USwtukAzEaEn8bIZtbpSfvw4oX6Nvnomr/HEkFZiuAqhcw81x8C3ZJ7MGCSd1ucq5Rb79hIyFlo+o18TSCP+RHMUQKcd8XizU2YB5z5j8znHL52rvnxOu3Z2hfBTgIlIHD0ThG6vBeEZERAjpZ5gqBrT0XXtBYSmMy9KHgbZ15tSx493jHKcLSiW2uBQ1Exifx0f3yPYRrmD8E4evbEawjf1hvAEcU2Kot3GQCiAAsz7kQho4jZF8xj3qYjgZ1iTdHOax6wJlrgIo+9Q/blOC4UFuPvvVgioCplPQLaH9b+f2HlmkN+srdTpDuZm8CfHlqTQYle7/XaB3JHNKRQAu1HSyAVoCLOMUA+j2J7Ec/V7OHhWUJHPjx17HH7/9Hz55ApXJ/J+ql9rO+d9MnesBQWTGhmgY4kHyFv6yVZx75kHPGjEwCCd+2a5ynP7XgNwOrxoB/xK2sqgCoqygAQc2XkHQZso0RmS7T5+2TwrAwAATDUfdoK5Tl6xcTLzR9jEL24yBEdRNzo1tTP3qP8Tna5QLuslRGUiDfFW2BKXIP1ydo8es+9q9HLXV1zWrid8FDycp4PxsTakL1dyHsAHuAkfkTltrfRPGA4IQd3IuNE/SIzSUge8LGTfvD8iGHm+RpjST6KBkNyWnz/8zVAh5zPCJjyNFdM/zOmZs+srmuMPJvIq7wRyR6dzGnvEaNzpAwAAW/MXbK4/j9qhYElE70IyJ9BaoauaFzf6Nrqz4cCN/mmwOUs59Illtaufr31DVgUKYMqx/SvAKAx9w4FbvLd7FnRW/6l7f8uV6+NWzYyAk6jfnfMmJ/02vsMABGmCH6dhDpFQGaN0VloNeFsSBZwSvFW4rTsJuZZQKPoQbT0fOAC9+UoeHhmjHGO11JSIrClrYSXJYXHtYRvz2CRyLQGANl0gROdWBJZ8Gbc3/K1wpOioJ7bQcDRxuidsgRsZMsqACwCIvneLFyEhAhesDix2myNLUGPwALp77Rm6SNYPEkNAL5ZfNboUfsxWhfUXXJRFMMewx1sjBncWnrWyFUeD7Q7hlGNruepxBIUac0tf6PLJ/s5C5X4Q0kxTwFX2YKWH3zO+cE7gpdEJ6CU9lNa1gifeTVlOjUAdE1rYfakIsB5TynDa0RIp+B0z0h13UveghFRLgj3kR61f9YAZ3UJlQAKgl2kuwwAjZQTfZ8BWCgo3oMIzBgTYzOiDFZSfh62srWOuRdQmFdNJ0oowMHacSriBWEvj2StBcxs7QcU28fpWnsjkGJEGWBQBx8opjzgRmTPJT9QBDMBjfJ+FOtka7zfHraS94d+jXZHQwpLPmBwi6zfOcQDEMAqvESHAEAAGe3v9KR94GGxxDv1yFWA4fh+L3lkjsaHck12JFetUVZArHO8U7Zkly3e9t+XwpIo+mTNLXkPkOf9jjTrYdKvWVt/1QGMMJBkHcdaSv5d85ywhkRZ3J5LPugGodhuQLT9I65Bsx4HlMnu6eie5g7PtCUD4yEAkD3FuEQPQSDqB28MtjlKdyDrdBp5/2cAqNf1fjA0rXlJWk88IxqYvacZuNto6uLPwKS4FwAnrQ976UG7gGEwEpBsSwZTn2e8udjplN4gBQCNR5JuG43j9DbGlL30uF1gX+0EM2D43SIeiFHW8/7lKJete5zl9/sMABHoo5LOsyOHLi0NwkhotWg/aGVLmXBPLskEpk4WQWDL7AbNMmYh6bRk4SEg5/AwEzp7BI36aSPnJREtNeotAUCEYYtdrM8SBHyZIa7Nro8bKQEwhurk+wDd8K6/7PjHyhitYwAp4FInwokQgjU30+w1RWiwiGfry1K/WINYhTqxnrx6KyMLF6sgQKYTxZH1aIu8u4RxXledRgCYduNrJPMif7f0vBEAJH+BRW6GAGfR4wQPLYancoOdaUOusyS0ULTWrHb9PuecH4BI70YnSlZcO5b6D7QgoMRr1T01AHQta6G+Cw1+2ApgV+FtsmZxjbzNSpVwwegZF+vaR1i6OxEeuRKPrK15/LQng/n3DQAC/lPSZvhlDKMXEM/IaI3v/J1dL5feJ9dTGqOnyCmt1Z47AoDMuxGQm9tJUbPPRMGXN0r2ounXjQAG4AKAYo0yIK3uTOidetb+GDph7RAWnIli6B3gweQ95R1H7oieYmtt5DFJQevEG9z1S7QXAPIu23sjUSyXvHJiPV5S9s9OZBZ9zEaH0fishUrFZ5CBrE+RKIu8uU9BSwDQrAwNTCF/Ry+bJeVqtFcDXYGQWwlZs/FT3z+2FSG2azRSrLVj5LnM08U70fcURgJzIXotLT1r5CFCVlryRjwEABK+xrjdidxLJlwzAPe6PLWiZ/4oSmI0PrztvCO88reIF5f3s5OxJSufgrLB59Dwd2k8sufTTD4YfcjeYbPy2yn6fx/vAWTP68LsWGV+fVz7QqRQp9n5Qy/Nay39mCx/UXRfASBoONfvSDPCT68/Unpmw2pGgtqjduMt63BsK6+aKKgRlC2aYmwj5XayYLAwjNy7RxOTGyj0NNISAMSiwF2/E4ABOLFH0c+hSmueM/05vCNswJ2AVoAjPCFoEAYj0LdkaYp9zK5/j9uPUaEb8Sp+R0CykUUBZ+SlRVgntEcrC+WFEjNDLDJcygmPBEZzIrv6ZgDMvLehzdIIAGKJjbHVa/fCtwysLglTs206tt5IaNkTAnqu+TFqp9hm4RozRNB9aap4DgDoEtfCEb/sf7PrUw5JsZnb1EfE7Tt6D1qfeJ/MEOXX9XHtuG8A0FbOjchHXjm8czo9aR8iINS/H7nxz4RPxGflsPEtL9WZ8Y51RgAQYfKfTN4IEEOO6fRC+5A9LfpvGWCwb448fvOjR6FZ79sqxTxjS83NYB154UMn+7bnXc1KF4NXtOTmR+4FgPCUF0snwn722lvqFvnLYQ/27F6sD3mM8/gAkclTM0ZC4H8OT+GxuxSuPTkE31ptBACRK3gZr4XaxeeQd6MRSX8BfZlGe+AMiOM+eR74biYExxpMiYxe9kJBeLVs0Z556l68AyLgseZJdwgAxMOOJ3YngDBgeIbIGkI+u3xJvwB6Ry+30fgY20czD2h1yK/RO8P8Nr9m9+W1x2SjDX0mRihMNvFl8nme11tehf3e2QtpFiyfbVvVe3kOjEBV+1pM+TDLM5580cubV2qMOFm6jzWAjh3DOxn1s1f4bDturN59BYByCAgG25hHsdsj5o8AoJmwHffK1hkLnYV9T+Iz48aaFsN6hB3wBIqU8wzJ5zJKwrc0wd6z/ZCTVy0BQNnTY9ZyGZ/9Pu0f13Xi/RPdwEftxAuC5cPwI4UAekv5jdYeuTx4b6yRzV8OnpjHSKjgKLfB2n1yiKG4ZptBJB4ExiSSBSwDeRtNXv05h+jsATrcOANAPNwIajOCqOsftJLdZw/h5zE8yNeOhJYZt2j3Oef8yHmGCF5c+bcsn72/FIasWJwDALrEtfDY+QM4jmsAj09jkWkkgOzxhHQ/4ZnR1fi+AUBytm2FuXS+yyERc0YsARnZ0swwwBN0D/EqcV0ne7c5MGtQ2XpWBoD2JOt3bwJmzPWypihngGFWqSbICqGOxFvYvrJF2dt19plb982/5/DXLcVvLwBkDeUt2ukQWWerT3l89j7D+vSi8BCKLz6cgkYA0Fb+mvzcR+2LHDI4kn1Ge/VsXzI4TL4n58+Q9YcHWqfZZ87cO9aRhyiuQ+RV78WI9gJAZBXAXFRETy17jcZnzzMo59lzzpq6FAa3h7/Zg0mOrnigzZ57MSjH6AaJsmNkwdK98CLmbgOmxVDybr7HugAAIABJREFUPW2outscIDvk/GO89A5Jlp1DVXkUxnyaa63JXqizRpLtHp6wxn0FgI71ihgBQLwqslfRaKiyQm6jySdkzAxxFkIkaBTiEInFh+Wz0173Q262OdHsEgBkYYub6x4rbm9fBkSg7ry11uLqXfugFQJoj3Nm/eJJw428h5Ths80qu3JmXo/AQe6sOZRua4zwSRLTTqx++RQGiwJviU57BJSt5/ffCRPR+2Ar/1G+bwaAeL9Q8GfJGgOwiF5OFtacTHT2fqeoNxJa5ITKis3oWeecHyzkMVYfkDbKv7HGE6720QPuHADQJa6Fx84bAl8MZ7XGRAWr3/9h+5AtxTNW59i+7E15nwAg4Hf0ntoat1/aKsQwImEa3u9M9oIY7geMWDuFavRca5nQCW7mnZyaI2nsKSgDQABHCsQsUXCECXXCF7LKiDLAMBu+I0m5vSyStX0t10evy5jEqDTTvtk+j+rlMDUeBtmTOV63FwDKvOOFHPfxY9rer83P2Js7hEExetTMho/NtH0EAFmzGFFmiSEy597iqZKT5I/26tkQdjIGubjTHgMow0kMrz8l/yKPcpiavEDZa7fX3wsA2XcyMDsL1s6O42h89ngtUs5zaJ15a/4fSxkAYliJ6Rb23N/6Fj3C7CVAzy1iwM552OgppzIabD3/vv0+AoCEbeeQ3Rm+yMsbdWphnaJvZogzRsxlBYzOCc9n7nOjde4rAJTdmKGDFqJZygDQHqE1xxXaaGI+n9k2sBREoWYk0AJvosJ4iOLN4yOeFjICgEYxssKTsnfLVt+EPRCCI82CLznWmXU2zu+12Or4PEBAXthZVWdipuN9CMpR+BgBfRmcEcIVXfi3+DXze3aDdmIdpWmWMgC0J1l6f0YWpmZC+2bbd0i9kdDCChet+0v3Pef8yLnCeLqZV3soK743DQBd6lo44pkTo4CZBGXrDMsj4SyClf26V3n+W/9/CQDKOT7U32vRfNd2DW/FTvcJAKKMx/wtW3NdOIM1rdMSAGRtjcIbcCV6m249p/8uf0s02Bxi6Fh6VgaAePDyip0locPRwr0HAJr1UnvYnhEBTvti9JZda2v2SF5rX7wPwIHxROixdxWg7T1VYs7Afo32RJDulACQd5mHcKRZ48HsOKqXAaCZ0PV4/3zwwykBjBEAtOdgCe2UBzDniBmFyY/26llv/RfaM2KIIaUsesitjUcGBWf5RxbmJUeO03Ze+uYpY0HOp+n5Dg3hqdPplABQNnR7xqxxZnaujsaHh0vOabV0v1G+pVMBQEBZRtZODDjWub1kfLIR2nqUgfDRfUfzfFan2dvOqv/MCSHPvUNBzwwgM/Qw+MxQNnYcYnCaec5Rde4rAJRPA9kbl5kBoD0x4LxwHh01auOLR0JOzkVxiKUqH6k3AoDkwnh6A31yy9nkiupm1LU3aQ/oIVfA4xvoy0hhzMlieWyJ1T8l5dPV9iLRGQCyKMb8BzNtFZYRXSfxd09OpZln7KkzElrE4c+c6HPO+ZHDCA8RYAB2lNRONw0AXepaGOcHZYplh6XyUFoCgHIYq/sT/PfkNMiC+30CgPbuxbMAEO+5B4cO9sp1awrb3sdlAGjvWn0MADSb0+Jh61QEgPaENOwFgICu+Cv30jFhE6cEgIBPvCojzeaH2TMfMgC0N4fEuQEghgkGilkaAWmP2sU5F+Zor5Y7cSbX0AutXgSAPrv9P3sc814AiNeiZMY8zyP4OMuPXu+UAJAcS5mfwIzZ8P2Zto/GZ4+Hy00CQDzw6SudpKmQc2gvAe9ySJpohZxofXRfxnNG9EgMETNJwve2s+o/89LK3qjSruSTIWd4xRMvphDZIzs7sEC0T6e9IbIz7Tu6zn0FgHinRHdVbqcxUdoWYzMAtMdzI1vkt541+/uoD5SUGP+7143YsyX7jYmvRgDQKCxmtt1b9fYIFg/azSSfjvNa+BHX2ZnwPG3JIXpb7dvzO8tZPNmGQBItEqc8ArO3S+b6GLK1F8DJANBSCOAaH/I9KDoxVGEPD09RdyS0zFrGzjk/KC5RYOHNxTtkD+VEdns2sZnnXMtaqC+AGG7hpwAflwAgAnw82peiEk9mmuFpDrMpAGiZa7MAUPZknRmHmTp719O1exYA9P+505Mlz+ZcWOPrKQGgUVgN+SiHeczMnbU61wYAzSrEvc8jLyJ7Ca+wSNcAAMlj42CG2fxCa+N+SgAopxg4ZC/amseXDADlEJ69el7vO+OgZN2RZsO6Rwmk9xyissX/+v0VOZDD9fbokPFuEqbH6Jw9AHKWu60PkqpfFN1XACjn1pg93q0PXlZ69lgtc5z+qSbECISy4MdwBvH3wkr20AwAMIrj3fOMtbp73KtZ9S36mSRfjolC156Xc0qcqh/uk0GGDADtnYczbct5oICfMTfR1j3y+EumGhXcrev9znXSptdp6cjXmXudos4xQss55wdAMG4aM0nMM38A3ca8000DQJe6Fuo/C635G4lrN2CNp5yEnCznwlqyy/dsDqCcbPgQ8IY3Rkzof8g9TvGe5HvktWBJWRkdxUqRl+8i0zF7qXvNAkA5J8qp+COkO55Cdsx9CwB6xj1ALWUt7hm+l7+PF5E8dMKKhZuScbJHw03mABoBQIceM7w2V64NANprZR9Z6nlPGt9Ilw4ACfGRZyeDP+anvjCgPm1FfkfrePYEvckcQBkAcgowr7pT0jGylHbcpAeQvGYMPp0OyaHo2lEenz1hbtanqGvfhMfgKcf02u8lCXQM0+a17yTIvZQjShwuEEMK1+6XE0jfRHTH3v68Qv37CgBlD6C9g3OM0JpjA7lTWxBugrhnx43J5J05rjW2RX6keMTpyANkFOd6ymNHZ3gjVEzOoVFOABsvK01ONje6b86/ccpjKfPzcgjYnhjTGZ6okz2A9hy96/qs9DkC94XZhz+vl0PAbMoxLGnn7Y6ufozQcs75kQHCPRaIziThj/HY10sCgM65Foq79/7HRI6OcpcbbOaEiFkAKO8NxmGv230+cawAoOVXfhYAynnIhIZYCy+JCgB6NhqPWsknRFm3hNfMnNR6kwDQKARsNh/Inrl2bQDQi1vnnuzo4CgETP40uTIiXToA9Lg1loIZiYHN+rJ1eIlrbhIAGoWA2f9m2jU7lMfIUp5xkwAQADkm6AeAMU7sDYHL+zFjQjyBeY1XADf7d6RTAcZAKPLGTZEcefF06nM/79B+8baJB+7sTVDfn5tP6GP8jfkG19qXww9vwrh/KH++9br7CgDlHEBf0TgCQJilYwAgnigxGzjlGDhxE0TBec1w40PCd7LldHQPSRdzVvubOjZzxCdeTjygYvJQ6G0Mn8Fnrto2gTWSJNBxupH2JnGdHcucEHxP/pTZZ+QcQOJaWe5nKQNAh1i8s/JFQI8nk8225VT1jhFazjk/WC3eLXT6EPAmexweco81vl/LWpgT+hECzYMZ8Ef/JdeVY6XTUgjYo1YhK6+z4YX93jmPUAFAyzNwFgD68nYLSb87ScAf4/tPtbYcc58CgJ5xj/dPTLbpMAueN8K5ZyiD3qcMARsdeAGYimvDTBu36lwbALTHU1vfR0bD0dHalwwASa8gtDR62e89aSobWE8ZAjY6sEI400yuw6352X8/RpZyj5sEgEb5d5zslk823upr9ub4S+2Ch1sXPf991IYlb9jJW35rtRHv9t5jrX4Oczv38w7tS86/c4jnPOBOsv+Yz2sPyJ3bQA+zvl0U3VcA6NSngO0Je8jP3pNEce/kyZ4XEN1ftuMmo9jXJRBJjKz6neRKcdrTOSiDan/i+cvG/Zb7ZqcZ7xeJYQExkeQ4+sob6EjOJwOcki8k5gk69rGnPgVs70I2Ogae4kUBuy06Rmg55/zIp8Q5pcxpZXvIXI7Jji8JADrnWsg7UJ6KTp/fPhCQZymHdi0BQDl8y/33rh/Zg6EAoOVRmgWA8jooF59Thy6JCgB6tv9JuBpPRhJix/AwS5K98uzrdEoAyD2zZ/VNeJNdGwDEoGPdmqXsneE6hlAya6RLBoDeujXUfhrJ6V+MkTMk1FFuyniK3ikBoFFuzlN75h8jS+HRTQJA7p+N4IeEA2Uvesq9xPQzNAI6yWOMosfSuQGZcz/vUP68e7swpjo5JPSPlxbjdycGQ6fT5YTeS23M3u2H5O88tP/T191XACifsmIRZtmZpWOs3tDfvMn9oPbd09mH76iXTwXZq/yNjjReAoCyp4nTBx7taOuhVQkSLIb9iE3Co5xEjhiFYAPnetgH11dKII+vJfJOeMkdz9lJ0tjHhzZw5bqRELTnhACWJxaGTuLLnfwWKYMIexXf7AH01e3mwmlmaeQyP3vizOwz9tY7Rmg55/zIyq3cNE7YmHVhFgctHjrS3jVgi7fXshZmQZBVj1fQLDnyVTLBTksA0INWgcARae8RzjlvVwFAy6M0CwBlr18nORmrS6ICgF7plV67DUi20Dugwx4/QwAke6B1stOpAaAcYrD3hJdXbQ2LoahkFutJpGsDgPaGdefwJLLLi1qxx0W6ZAAoK5p7Q4x4ueV5fUoACIhqbsVDCAAXAIwZIuvkUCfgZ/SiP0aW0oabBoDyyYOP2zP3HALBy0sURATp9iQVHuUPOlVEwbkBmXM/b2aOjupwRPi6ViK+8aD9n09vXLt/9vram0A85w+6RI/jl2PQocy+ietYb1hxOnHFigp5fuaT9kU8Pnsr1GmEjMuVMxNf7tnHKD1y1AAYooByUx4RL7TnxGMw8ZHwMethMkpYvcTbbCG3UbxGK/lIvlPOFxub4xQjIJHjNHNiaC63rDRrx4hmCyKPIqDhqUn7zbnoQrwnSXMOFWFVyEdbZy8jCQt/1I6OZADIpa/TitPWZmgEIgImLNC3RccKLeeaHw8bg+KRy/gljAWoOUOjhNWXBACdcy30nsU9ZM+JiEJLxYN3kBnvlwAgQgehOwqMPCG9hzME0JXcNnpAFAC0zLlZAEiS2i9Jtxl5HMyM0U3VKQDo2d6Uk4XvsZi/d7s+JxI+NQCUDxER/i4/Rs71sTRPAFSODe8krxwLcaRrA4AA7D9wx4sBMJKkt9OSYemSAaD3a42PXk+84Hl8zJJwsXdJlU8JALl1NibsyUVi3+N1HEn/4olYx8pSNw0AZY9c+za9ZPZUYAfn8OboRHcDis3mUfo5ra5DT+L1dLCim+WAUxlj9Mee0zrJeYx4jNed9nqhem9iSpJzRsRMc/a+egABX/ICsMd18xgAyOBkVJrFS2jHrADhHvLUWMxYo5Rs6VdHcmknZkSaRa8tzJSeqIi4zxIAZGOAsMb6e08d41IreZb+UFSFbazl7MlxlsAK1sJ40gJwBegRgZEtNNambHPuZLHnTfRViZdr/wLeuBH28dGGEWUhAA+1dQY4yyjzyOvq7dq9eP102uvtNgKAZkLp+vNyIuO9ANQOlk9XPVZoOdf8YH0CpMY45NmNzLy3CbGoR7okAEi7zrUWPm3PigrK7Gl2QCox//lEIu9nBG4jj3kExPAyazPQdCv/mHvko2t9VwDQ8qs9CwC5Q863sTc3ACPRk1YkFrWuf1ErjCqnogKAnnllZQ+62ROm5DsUfpMVrC2l177+emEQARMOaFgidbMsYB5+8sREGHkEWKNzn68NANL12dON5Nd42kpMGfDx7X+ASqZLBoAetcbGfG/kcd4dMx66cgkyLGYdbM0A+Gqt/r9ODNoyxmVAdE/uO6fn/tbwvJHX5LGy1E0DQOaaduNdp9mkwOQu64k2dtpjzHENQC+emrsnXcjgdaivJjmQT8DjxQWQmQnhyu81+csaHYHPrWZYC8jvnehhObfs1j1u/Pf7CgBh7NNWokLAnTMn71wagGMBoJGV62Paw2Jy6LXBz5PbpqAvWcGgvJj4MUxIKAOgJR9HGZ9n0XzSSsyZ0X9f866SV+Edwo0or6ysM653hGsW2ujNs3ZqGY8v3hF9DntJhU+NQBqgkP70ujbBh60suZXrP4tWdH8l9APPZkA6XhqAk6ggLuUBGYF0M0p+7j+2j8C9B+37LFyOBM44/vHzCADi4QAQ2xpXfbaBRs+Jm8iXsNT2pe+PFVrOOT8IiS8JHaEYAAi3vBWtJ6PjqbcAIIISa3Ykp2ctrRfXshZ+YevD24RObSmFqlovKCb6KHFmFCL9vpTceXT6yswJjNa+L2sle7sWALT8hu8BgLI3pLvy7PSObZE1jCVXOF+nrVP5KGcx/EJ4y5rnZAFAz07xdNx79KCb8YqleHvHySz5XbUHMfAtkfx+9oROH9g+RMV3dF32rPBMss6akmA9ARy+ZbjhUmjBOQEgc1vYfCReiDmcvP9ujEZgttB6Rq8t41XeM9x3KTfNJQNADhWRZzLSzAlPAAVyFaAyz9W1QzbUNy8iaQNvhyXyXpiT8X0CXNsL17xYyAD2/eipNpJLj5Wl9gJAjPfZ0+xp+y4fQhP5kT2hzV06QfYIzTz8xPaFaztR6iWRNmazlHPPnSs1xmz77mo9upeIiHgIEsOc/XstAsb4WsdiSpg9ujl+ks9zHtmbSvNy1PjdZwAoe16w3hAmZ+hYpccz8kkVvntpK9DppfAkceMs1zww4thpj8VqRDkHjDqSJgNyRi8C5cOixXXSZkPJj6eUrQFABF7u2y8KDXnaPr9TK16qJbKJGI8ohAFgILY5Jtw93J8niZeq0xaqb3yFfXQiiAPiljaO7LrpOkqjJHLZChP7BQCTgCyCbgR7PFiinD9JPf35qFZGY2Tzxq/4DN5ShI8RaW9UXn9u+19+qBnKABDBUDI0Cxzl6R8v3MTYABujBwrvIwuse9wmHSu0aPu55kfOV+bZBDgJbClKmXjgfVgrlCYE8InAxxYAZA3KpyNRYpfWpGtZC4Hr1r1Io1Nn+u+E7U9txUmCBEbrofkciRWXF14mlh/vRQwHoBQJ9bAWjIhngHfSe8Mj1FraqQCgBaa1r/cAQIBbAFsMgTWvearm46fjE80F+0dMGk15cnJoDleK19nz4t5JUaOwLVEBQM84w1Lq3erEasuokg0Z/XeGBrwDoNrXKarRmOf9tWcteWvx8KMQdhp5EucxM/aU/+jxTGG2L+SwGddSxHk72nsjSXdgTc50TgCIPMWoEwkABggb0QgA6nLBH28XyLGyxGt7EXknGsfwMXtY9udeMgBEHmdgjYC9vjDqLe2X5ofwN0AGGQ6fot7htMIYuhL5j+/uG+ccj/m+1y8M18sMQZTYSIy11r2RIcl79JmtxHVSPfJ4BgWPlaX2AkAvaW3IgP1WTknj5J0ke3aiVzgQ59NayTI28Eton/06ErnqhSUmL3xvPYp6yqyn4M7HVPUBB6xD2ZOTDmfe0y8z2XMAdNGD1Lz3PnBmmKVsAKR/CTu8OLrPAFC2Bsolw4Nkhk6h9FASLPbZ8mJiAmAo9BZb1hmTx6Yg9CSj3yxKhIglC73JTKHISa5ZxbwcElKb5OrxIJFXpnu+yN/iJfJ9pzUASJ1HrWRPKh43Fm3FgkjYsAFa/LXdoh69RAhsvJSehOfGjxk8Y8EjaK+FWOi/EIDodrwF+umH/kQCGFHULCQsK5QzGwYhlIJAMIwk1w3rI0FhibSJIhGtLeoSeFmZIdk2fjGpNrssLAFWzI+MOvfnZc+sPacYZADohXZT7w6PLX2nOFGCAYWO6TVXjSmwLQKB2jIbdrPCqpP8dKzQ0htxrvnBShyPRfZ8c48g+aQV6wSQRqgEAYN3FhK7bj2hEHW6RADoHGuh+WqOxjlJiefhQ9iVNJ7LN+uNdwzQ2/O0AcQA6ZSc6B1lXcVvf4EL8f171P4feZRSNilA2kKQlw/L+8IrwBoIKKIksFZ1sq65/21TXguW8lXgYz6ye+no22P30j0AEP559ylpeW2yF8t5Zy/pYZcEd8DAO7cSc/a5z4xXSgFALz9jc7gno5Xxz2Tvz6CId++3tGLfBQhRuu2579gKo4t3ybvDk8QebRwjyQNEgQOaU/5iDrocSu46a67QaVZ/+y7gELgRKecC8pt3VY44HkI9eSzZhGwQDTbqrskf1wYA9Xw4dAoeEhQpHtqUH+saQxAjmHcp6h2U7zdrJXvSdD5fMgCkjQAYMnEkxklhP+YMuY1cZ28mT3ev+qftM1ATICisKBLDH2AC4KNeBOfoKeZ9J3I/GYw3i3cAyPFJrURPePxnNPJuRPIukC/Jnj4DSY0FeTwmKXfNz2sFYJXpWFnqHACQNpPLvZP2pkj2fYYdYdpkKMq+/TgClOrb+wB7M2Hc/f7GPQNmS5EAA9bWVyfgQDaquCV9VGoUoCDdl6HOPv966XnWJqH89o495P2jR3eif0Xj0Z573Wjd+wwAZTctC6mN3oKwRccKrf3+QBegSN8Utp6bf7dwsWLnEyRyPQKV5+xRIj6i1eeFkk+/2QKAPBsCSjnNm8hM/whnkPeoAMXr3qr9A/Tq5GXGP5vtFhEWbXiRlixw6thQbc7xZd56Rvydkof3S14ysa7Fh3AbXRZnnmXjprCuubPmOHCAkvk/Q1npc5oOII1wvGc+EWgo1WuhhzPtOUWdY4WW3oZzzQ9zQgjinrnhvRV3zPPl0gEg/DzHWmj+Pd45gVgCzXnkWvcY0SjRLHBJ6NceApy6V1RQvTMRIN9zv1PWvQsAEH4A5PE4h/TN8goQkZW+0bUFAL08V2YBIFeNwPW18aGYkRuAueRahqYHCxdk4HKUIDxfuuRhbC4wbOwlRj5y0lI4wrUBQABeQNyH7GTEe7X6ZMUlunQAaMl4scYGoBijKjkKMCYB9pIuBriwjnTKeXlGzwHiWKsjAbzJ1NGYOzNU5GsGv6UIg2NlqXMBQPpK1gcIxHC4GR6QvXiH7M339qhdE41AjHYMPpcgA8/0+y7UAfgZ8+hROtMvxgTOD9bpvcRw/yBcRP/6PXtvco769xkAwl9IfbeW+x+ws7TQxfE4FQ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&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp;Non&quot; style=&quot;text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;1480&quot; y=&quot;180&quot; width=&quot;240&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-20&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-7&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-13&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-21&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-7&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-11&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-7&quot; value=&quot;while(getline(&amp;amp;amp;read_line,&amp;amp;amp;n,fd) != -1)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;157.5&quot; y=&quot;300&quot; width=&quot;225&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-8&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; 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as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-32&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-10&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-14&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;-1000&quot; y=&quot;450&quot; /&gt;&#10;              &lt;mxPoint x=&quot;-1000&quot; y=&quot;1320&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-10&quot; value=&quot;if(read_line == NULL)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10; 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style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-12&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-14&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;1350&quot; y=&quot;450&quot; /&gt;&#10;              &lt;mxPoint x=&quot;1350&quot; y=&quot;1320&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-99&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-12&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-14&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot;&gt;&#10;            &lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;1140&quot; y=&quot;450&quot; /&gt;&#10;              &lt;mxPoint x=&quot;1140&quot; y=&quot;1320&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-12&quot; value=&quot;if(read_line != NULL)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;1182.5&quot; y=&quot;410&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-13&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp;Non&quot; style=&quot;text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;1130&quot; y=&quot;410&quot; width=&quot;240&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-14&quot; value=&quot;Sortie&quot; style=&quot;rounded=0;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;1540&quot; y=&quot;1290&quot; width=&quot;120&quot; height=&quot;60&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-31&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-24&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-30&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-39&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-24&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-36&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-24&quot; 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&lt;Array as=&quot;points&quot;&gt;&#10;              &lt;mxPoint x=&quot;-810&quot; y=&quot;690&quot; /&gt;&#10;              &lt;mxPoint x=&quot;-810&quot; y=&quot;1320&quot; /&gt;&#10;            &lt;/Array&gt;&#10;          &lt;/mxGeometry&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-29&quot; value=&quot;if(read_line != NULL)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;-967.5&quot; y=&quot;650&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-30&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; 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style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-35&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-44&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-35&quot; value=&quot;if(ping &amp;amp;lt; 0.1)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;-522.5&quot; y=&quot;640&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-36&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; 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parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;-762.5&quot; y=&quot;740&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-38&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp;Non&quot; style=&quot;text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;-815&quot; y=&quot;740&quot; width=&quot;240&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-50&quot; 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style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-85&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-88&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-106&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-85&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-90&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-85&quot; value=&quot;if(ping &amp;amp;lt; min)&quot; 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id=&quot;OhMMykFjxFAaSm7Xuj8_-102&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-87&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-92&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-105&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-87&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-94&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-87&quot; value=&quot;if(ping &amp;amp;lt; min)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;402.5&quot; y=&quot;960&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-88&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp;Non&quot; style=&quot;text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;350&quot; y=&quot;960&quot; width=&quot;240&quot; height=&quot;30&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-107&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-89&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-96&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-108&quot; style=&quot;edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;&quot; edge=&quot;1&quot; parent=&quot;1&quot; source=&quot;OhMMykFjxFAaSm7Xuj8_-89&quot; target=&quot;OhMMykFjxFAaSm7Xuj8_-98&quot;&gt;&#10;          &lt;mxGeometry relative=&quot;1&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-89&quot; value=&quot;if(ping &amp;amp;lt; min)&quot; style=&quot;rhombus;whiteSpace=wrap;html=1;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;802.5&quot; y=&quot;960&quot; width=&quot;135&quot; height=&quot;80&quot; as=&quot;geometry&quot; /&gt;&#10;        &lt;/mxCell&gt;&#10;        &lt;mxCell id=&quot;OhMMykFjxFAaSm7Xuj8_-90&quot; value=&quot;Oui&amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp; &amp;amp;nbsp;Non&quot; style=&quot;text;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;&quot; vertex=&quot;1&quot; parent=&quot;1&quot;&gt;&#10;          &lt;mxGeometry x=&quot;750&quot; y=&quot;960&quot; width=&quot;240&quot; height=&quot;30&quot; 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