16 files changed, 164 insertions, 0 deletions
diff --git a/diagrams/Makefile.am b/diagrams/Makefile.am
new file mode 100644
index 0000000..475ca89
--- /dev/null
+++ b/diagrams/Makefile.am
@@ -0,0 +1,24 @@
+# SPDX-License-Identifier: GPL-3.0-or-later
+
+MAINTAINERCLEANFILES= $(srcdir)/Makefile.in
+
+dist_noinst_DATA = \
+    config.puml \
+    registry.puml \
+    netdata-for-ephemeral-nodes.xml \
+    netdata-proxies-example.xml \
+    netdata-overview.xml \
+    data_structures/netdata_config.svg \
+    data_structures/README.md \
+    data_structures/registry.svg \
+    data_structures/rrd.svg \
+    data_structures/web.svg \
+    data_structures/src/netdata_config.xml \
+    data_structures/src/registry.xml \
+    data_structures/src/rrd.xml \
+    data_structures/src/web.xml \
+    $(NULL)
+
+dist_noinst_SCRIPTS = \
+    build.sh \
+    $(NULL)
diff --git a/diagrams/build.sh b/diagrams/build.sh
new file mode 100755
index 0000000..9b3963e
--- /dev/null
+++ b/diagrams/build.sh
@@ -0,0 +1,21 @@
+#!/usr/bin/env bash
+# SPDX-License-Identifier: GPL-3.0-or-later
+
+path=$(dirname "$0")
+cd "${path}" || exit 1
+
+if [ ! -f "plantuml.jar" ]
+then
+	echo >&2 "Please download 'plantuml.jar' from http://plantuml.com/ and put it the same folder with me."
+	exit 1
+fi
+
+for x in *.puml
+do
+	[ "${x}" = "config.puml" ] && continue
+
+	echo >&2 "Working on ${x}..."
+	java -jar plantuml.jar -tpng "${x}"
+	java -jar plantuml.jar -tsvg "${x}"
+	# java -jar plantuml.jar -ttxt "${x}"
+done
diff --git a/diagrams/config.puml b/diagrams/config.puml
new file mode 100644
index 0000000..0ce0932
--- /dev/null
+++ b/diagrams/config.puml
@@ -0,0 +1,46 @@
+
+skinparam handwritten true
+skinparam monochrome true
+skinparam roundcorner 15
+
+skinparam sequence {
+    ArrowThickness 3
+
+    DividerFontColor Black
+    DividerFontName Comic Sans MS
+    DividerFontSize 15
+    DividerFontStyle Italic
+
+    DelayFontColor Black
+    DelayFontName Comic Sans MS
+    DelayFontSize 15
+    DelayFontStyle Italic
+
+    TitleFontColor Black
+    TitleFontName Comic Sans MS
+    TitleFontStyle Italic
+    TitleFontSize 25
+
+    ArrowColor DeepSkyBlue
+    ArrowFontColor Black
+    ArrowFontName Comic Sans MS
+    ArrowFontStyle Regular
+    ArrowFontSize 19
+
+    ActorBorderColor DeepSkyBlue
+
+    LifeLineBorderColor blue
+    LifeLineBackgroundColor #A9DCDF
+
+    ParticipantBorderColor DeepSkyBlue
+    ParticipantBackgroundColor LightBlue
+    ParticipantFontName Comic Sans MS
+    ParticipantFontSize 20
+    ParticipantFontColor Black
+
+    ActorBackgroundColor aqua
+    ActorFontColor Black
+    ActorFontSize 20
+    ActorFontName Comic Sans MS
+}
+
diff --git a/diagrams/data_structures/README.md b/diagrams/data_structures/README.md
new file mode 100644
index 0000000..27705c5
--- /dev/null
+++ b/diagrams/data_structures/README.md
@@ -0,0 +1,18 @@
+<!--
+title: "Data structures"
+custom_edit_url: https://github.com/netdata/netdata/edit/master/diagrams/data_structures/README.md
+-->
+
+# Data structures
+
+These are the main internal data structures of `netdata`. Created with `draw.io`.
+
+![Config](https://raw.githubusercontent.com/netdata/netdata/master/diagrams/data_structures/netdata_config.svg?sanitize=true)
+
+![Registry](https://raw.githubusercontent.com/netdata/netdata/master/diagrams/data_structures/registry.svg?sanitize=true)
+
+![RRD](https://raw.githubusercontent.com/netdata/netdata/master/diagrams/data_structures/rrd.svg?sanitize=true)
+
+![Web](https://raw.githubusercontent.com/netdata/netdata/master/diagrams/data_structures/web.svg?sanitize=true)
+
+[![analytics](https://www.google-analytics.com/collect?v=1&aip=1&t=pageview&_s=1&ds=github&dr=https%3A%2F%2Fgithub.com%2Fnetdata%2Fnetdata&dl=https%3A%2F%2Fmy-netdata.io%2Fgithub%2Fdiagrams%2Fdata_structures%2FREADME&_u=MAC~&cid=5792dfd7-8dc4-476b-af31-da2fdb9f93d2&tid=UA-64295674-3)](<>)
diff --git a/diagrams/data_structures/netdata_config.svg b/diagrams/data_structures/netdata_config.svg
new file mode 100644
index 0000000..5b2ed8d
--- /dev/null
+++ b/diagrams/data_structures/netdata_config.svg
@@ -0,0 +1,2 @@
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="905px" height="511px" viewBox="-0.5 -0.5 905 511" style="background-color: rgb(255, 255, 255);"><defs><clipPath id="mx-clip-7-34-132-26-0"><rect x="7" y="34" width="132" height="26"/></clipPath><clipPath id="mx-clip-7-60-132-26-0"><rect x="7" y="60" width="132" height="26"/></clipPath><clipPath id="mx-clip-7-86-132-26-0"><rect x="7" y="86" width="132" height="26"/></clipPath><clipPath id="mx-clip-167-154-202-26-0"><rect x="167" y="154" width="202" height="26"/></clipPath><clipPath id="mx-clip-167-180-202-26-0"><rect x="167" y="180" width="202" height="26"/></clipPath><clipPath id="mx-clip-167-206-202-26-0"><rect x="167" y="206" width="202" height="26"/></clipPath><clipPath id="mx-clip-167-232-202-26-0"><rect x="167" y="232" width="202" height="26"/></clipPath><clipPath id="mx-clip-167-258-202-26-0"><rect x="167" y="258" width="202" height="26"/></clipPath><clipPath 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id="mx-clip-427-405-142-26-0"><rect x="427" y="405" width="142" height="26"/></clipPath><clipPath id="mx-clip-427-431-142-26-0"><rect x="427" y="431" width="142" height="26"/></clipPath><clipPath id="mx-clip-427-457-142-26-0"><rect x="427" y="457" width="142" height="26"/></clipPath><clipPath id="mx-clip-427-483-142-26-0"><rect x="427" y="483" width="142" height="26"/></clipPath></defs><path d="M 3 29 L 3 3 L 143 3 L 143 29" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 29 L 3 107 L 143 107 L 143 29" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 29 L 143 29" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="72.5" y="20.5">struct config</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-34-132-26-0)" font-size="12px"><text x="8.5" y="46.5">struct section *sections</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-60-132-26-0)" font-size="12px"><text x="8.5" y="72.5">netdata_mutex_t mutex</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-86-132-26-0)" font-size="12px"><text x="8.5" y="98.5">avl_tree_lock index</text></g><path d="M 163 149 L 163 123 L 373 123 L 373 149" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 163 149 L 163 331 L 373 331 L 373 149" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 163 149 L 373 149" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="267.5" y="140.5">struct section</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-154-202-26-0)" font-size="12px"><text x="168.5" y="166.5">avl avl</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-180-202-26-0)" font-size="12px"><text x="168.5" y="192.5">uint32_t hash</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-206-202-26-0)" font-size="12px"><text x="168.5" y="218.5">char *name</text></g><path d="M 373 240 L 393 240 L 393 103 L 268 103 L 268 116.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 268 121.88 L 264.5 114.88 L 268 116.63 L 271.5 114.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-232-202-26-0)" font-size="12px"><text x="168.5" y="244.5">struct section *next</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-258-202-26-0)" font-size="12px"><text x="168.5" y="270.5">struct config_option *values</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-284-202-26-0)" font-size="12px"><text x="168.5" y="296.5">avl_tree_lock values_index</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-167-310-202-26-0)" font-size="12px"><text x="168.5" y="322.5">netdata_mutex_t mutex</text></g><path d="M 513 63 L 513 37 L 653 37 L 653 63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 513 63 L 513 115 L 653 115 L 653 63" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 513 63 L 653 63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="582.5" y="54.5">struct avl_tree_lock</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-517-68-132-26-0)" font-size="12px"><text x="518.5" y="80.5">avl_tree avl_tree</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-517-94-132-26-0)" font-size="12px"><text x="518.5" y="106.5">netdata_mutex_t 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of</div></div></foreignObject><text x="29" y="11" fill="#000000" text-anchor="middle" font-size="11px" font-family="Helvetica">linked list of</text></switch></g></svg>
+\ No newline at end of file
diff --git a/diagrams/data_structures/registry.svg b/diagrams/data_structures/registry.svg
new file mode 100644
index 0000000..2363e66
--- /dev/null
+++ b/diagrams/data_structures/registry.svg
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text-anchor="middle" font-size="12px"><text x="107.5" y="25">struct registry</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-39-202-26-0)" font-size="12px"><text x="8.5" y="51">int enabled</text></g><path d="M 3 85.5 L 3 59.5 L 213 59.5 L 213 85.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 85.5 L 3 267.5 L 213 267.5 L 213 85.5" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 85.5 L 213 85.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="107.5" y="77">entries counters</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-91-202-26-0)" font-size="12px"><text x="8.5" y="103">unsigned long long persons_count</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-117-202-26-0)" font-size="12px"><text x="8.5" 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max_name_length</text></g><path d="M 3 683.5 L 3 657.5 L 213 657.5 L 213 683.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 683.5 L 3 787.5 L 213 787.5 L 213 683.5" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 683.5 L 213 683.5" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="107.5" y="675">path names</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-689-202-26-0)" font-size="12px"><text x="8.5" y="701">char *pathname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-715-202-26-0)" font-size="12px"><text x="8.5" y="727">char *db_filename</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-741-202-26-0)" font-size="12px"><text x="8.5" y="753">char *log_filename</text></g><g fill="#000000" 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pointer-events="none"/><path d="M 3 173 L 3 667 L 253 667 L 253 173" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 173 L 253 173" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="164.5">RRDHOST</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-178-242-26-0)" font-size="12px"><text x="8.5" y="190.5">avl avl</text></g><path d="M 3 225 L 3 199 L 253 199 L 253 225" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 225 L 253 225" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="215.5">... host information</text></g><path d="M 3 251 L 3 225 L 253 225 L 253 251" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 251 L 253 251" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="241.5">... streaming</text></g><path d="M 3 277 L 3 251 L 253 251 L 253 277" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 277 L 253 277" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="267.5">... health monitoring options</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-282-242-26-0)" font-size="12px"><text x="8.5" y="294.5">RRDCALC *alarms</text></g><path d="M 3 329 L 3 303 L 253 303 L 253 329" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 329 L 3 433 L 253 433 L 253 329" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 329 L 253 329" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="320.5">... health monitoring options</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-334-242-26-0)" font-size="12px"><text x="8.5" y="346.5">ALARM_LOG health_log</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-360-242-26-0)" font-size="12px"><text x="8.5" y="372.5">uint32_t health_last_processed_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-386-242-26-0)" font-size="12px"><text x="8.5" y="398.5">uint32_t health_max_unique_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-412-242-26-0)" font-size="12px"><text x="8.5" y="424.5">uint32_t health_max_alarm_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-438-242-26-0)" font-size="12px"><text x="8.5" y="450.5">RRDCALCTEMPLATE *templates</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-464-242-26-0)" font-size="12px"><text x="8.5" y="476.5">RRDSET *rrdset_root</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-490-242-26-0)" font-size="12px"><text x="8.5" y="502.5">netdata_rwlock_t rrdhost_rwlock</text></g><path d="M 3 537 L 3 511 L 253 511 L 253 537" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 537 L 3 667 L 253 667 L 253 537" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 3 537 L 253 537" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="127.5" y="528.5">... indexes</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-542-242-26-0)" 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font-family="Helvetica" clip-path="url(#mx-clip-1617-529-162-26-0)" font-size="12px"><text x="1618.5" y="541.5">uint32_t hash</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1617-555-162-26-0)" font-size="12px"><text x="1618.5" y="567.5">RRDVAR_TYPE type</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1617-581-162-26-0)" font-size="12px"><text x="1618.5" y="593.5">RRDVAR_OPTIONS options</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1617-607-162-26-0)" font-size="12px"><text x="1618.5" y="619.5">void *value</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1617-633-162-26-0)" font-size="12px"><text x="1618.5" y="645.5">time_t last_updated</text></g><path d="M 1313 550 L 1313 524 L 1533 524 L 1533 550" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1313 550 L 1313 914 L 1533 914 L 1533 550" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1313 550 L 1533 550" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="1422.5" y="541.5">RRDSETVAR</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-555-212-26-0)" font-size="12px"><text x="1318.5" y="567.5">char *variable</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-581-212-26-0)" font-size="12px"><text x="1318.5" y="593.5">uint32_t hash</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-607-212-26-0)" font-size="12px"><text x="1318.5" y="619.5">char *key_fullid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-633-212-26-0)" font-size="12px"><text x="1318.5" y="645.5">char *key_fullname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-659-212-26-0)" font-size="12px"><text x="1318.5" y="671.5">RRDVAR_TYPE type</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-685-212-26-0)" font-size="12px"><text x="1318.5" y="697.5">void *value</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-711-212-26-0)" font-size="12px"><text x="1318.5" y="723.5">RRDVAR_OPTIONS options</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-737-212-26-0)" font-size="12px"><text x="1318.5" y="749.5">RRDVAR *var_local</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-763-212-26-0)" font-size="12px"><text x="1318.5" y="775.5">RRDVAR *var_family</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-789-212-26-0)" font-size="12px"><text x="1318.5" y="801.5">RRDVAR *var_host</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-815-212-26-0)" font-size="12px"><text x="1318.5" y="827.5">RRDVAR *var_family_name</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-841-212-26-0)" font-size="12px"><text x="1318.5" y="853.5">RRDVAR *var_host_name</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-867-212-26-0)" font-size="12px"><text x="1318.5" y="879.5">struct rrdset *rrdset</text></g><path d="M 1533 901 L 1553 901 L 1553 504 L 1423 504 L 1423 517.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1423 522.88 L 1419.5 515.88 L 1423 517.63 L 1426.5 515.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1317-893-212-26-0)" font-size="12px"><text x="1318.5" y="905.5">struct rrdsetvar *next</text></g><path d="M 963 725 L 963 699 L 1243 699 L 1243 725" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 963 725 L 963 1375 L 1243 1375 L 1243 725" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 963 725 L 1243 725" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="1102.5" y="716.5">RRDDIMVAR</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-730-272-26-0)" font-size="12px"><text x="968.5" y="742.5">char *prefix</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-756-272-26-0)" font-size="12px"><text x="968.5" y="768.5">char *suffix</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-782-272-26-0)" font-size="12px"><text x="968.5" y="794.5">char *key_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-808-272-26-0)" font-size="12px"><text x="968.5" y="820.5">char *key_name</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-834-272-26-0)" font-size="12px"><text x="968.5" y="846.5">char *key_contextid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-860-272-26-0)" font-size="12px"><text x="968.5" y="872.5">char *key_contexname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-886-272-26-0)" font-size="12px"><text x="968.5" y="898.5">char *key_fullidid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-912-272-26-0)" font-size="12px"><text x="968.5" y="924.5">char *key_fullidname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-938-272-26-0)" font-size="12px"><text x="968.5" y="950.5">char *key_fullnameid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-964-272-26-0)" font-size="12px"><text x="968.5" y="976.5">char *key_fullnamename</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-990-272-26-0)" font-size="12px"><text x="968.5" y="1002.5">RRDVAR_TYPE type</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1016-272-26-0)" font-size="12px"><text x="968.5" y="1028.5">void *value</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1042-272-26-0)" font-size="12px"><text x="968.5" y="1054.5">RRDVAR_OPTIONS options</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1068-272-26-0)" font-size="12px"><text x="968.5" y="1080.5">RRDVAR *var_local_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1094-272-26-0)" font-size="12px"><text x="968.5" y="1106.5">RRDVAR *var_local_name</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1120-272-26-0)" font-size="12px"><text x="968.5" y="1132.5">RRDVAR *var_family_id</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1146-272-26-0)" font-size="12px"><text x="968.5" y="1158.5">RRDVAR *var_family_name</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1172-272-26-0)" font-size="12px"><text x="968.5" y="1184.5">RRDVAR *var_family_contextid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1198-272-26-0)" font-size="12px"><text x="968.5" y="1210.5">RRDVAR *var_family_contextname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1224-272-26-0)" font-size="12px"><text x="968.5" y="1236.5">RRDVAR *var_host_chartidid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1250-272-26-0)" font-size="12px"><text x="968.5" y="1262.5">RRDVAR *var_host_chartidname</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1276-272-26-0)" font-size="12px"><text x="968.5" y="1288.5">RRDVAR *var_host_chartnameid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1302-272-26-0)" font-size="12px"><text x="968.5" y="1314.5">RRDVAR *var_host_chartnamename</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1328-272-26-0)" font-size="12px"><text x="968.5" y="1340.5">struct rrddim *rrddim</text></g><path d="M 1243 1362 L 1263 1362 L 1263 679 L 1103 679 L 1103 692.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1103 697.88 L 1099.5 690.88 L 1103 692.63 L 1106.5 690.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-967-1354-272-26-0)" font-size="12px"><text x="968.5" y="1366.5">struct rrddimvar *next</text></g><path d="M 843 881 L 903 881 L 903 679 L 1103 679 L 1103 692.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1103 697.88 L 1099.5 690.88 L 1103 692.63 L 1106.5 690.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g 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clip-path="url(#mx-clip-347-1068-132-26-0)" font-size="12px"><text x="348.5" y="1080.5">...</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-347-1094-132-26-0)" font-size="12px"><text x="348.5" y="1106.5">struct alarm_entry *next</text></g><path d="M 253 342 L 270 342 C 270 338.1 276 338.1 276 342 L 276 342 L 305 342 C 305 338.1 311 338.1 311 342 L 311 342 L 333 342 L 333 599 C 336.9 599 336.9 605 333 605 L 333 605 L 333 625 C 336.9 625 336.9 631 333 631 L 333 631 L 333 710 L 173 710 L 173 777.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 173 782.88 L 169.5 775.88 L 173 777.63 L 176.5 775.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 33 1086 L 33 1060 L 253 1060 L 253 1086" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 33 1086 L 33 1424 L 253 1424 L 253 1086" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 33 1086 L 253 1086" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="142.5" y="1077.5">RRDCALC</text></g><path d="M 33 1112 L 33 1086 L 253 1086 L 253 1112" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 33 1112 L 253 1112" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="142.5" y="1102.5">...</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-37-1117-212-26-0)" font-size="12px"><text x="38.5" y="1129.5">EVAL_EXPRESSION *calculation</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-37-1143-212-26-0)" font-size="12px"><text x="38.5" y="1155.5">EVAL_EXPRESSION *warning</text></g><g fill="#000000" font-family="Helvetica" 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stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 253 1385 L 273 1385 L 273 1040 L 143 1040 L 143 1053.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 143 1058.88 L 139.5 1051.88 L 143 1053.63 L 146.5 1051.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 253 1411 L 273 1411 L 273 1040 L 143 1040 L 143 1053.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 143 1058.88 L 139.5 1051.88 L 143 1053.63 L 146.5 1051.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 583 1060 L 583 1034 L 833 1034 L 833 1060" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 583 1060 L 583 1190 L 833 1190 L 833 1060" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 583 1060 L 833 1060" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="707.5" y="1051.5">RRDCALCTEMPLATE *</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-587-1065-242-26-0)" font-size="12px"><text x="588.5" y="1077.5">...</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-587-1091-242-26-0)" font-size="12px"><text x="588.5" y="1103.5">EVAL_EXPRESSION *calculation</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-587-1117-242-26-0)" font-size="12px"><text x="588.5" y="1129.5">EVAL_EXPRESSION *warning</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-587-1143-242-26-0)" font-size="12px"><text x="588.5" y="1155.5">EVAL_EXPRESSION *critical</text></g><path d="M 833 1177 L 853 1177 L 853 1014 L 708 1014 L 708 1027.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 708 1032.88 L 704.5 1025.88 L 708 1027.63 L 711.5 1025.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-587-1169-242-26-0)" font-size="12px"><text x="588.5" y="1181.5">struct rrdcalctemplate *next</text></g><path d="M 253 290 L 270 290 C 270 286.1 276 286.1 276 290 L 276 290 L 293 290 L 293 339 C 296.9 339 296.9 345 293 345 L 293 345 L 293 547 C 296.9 547 296.9 553 293 553 L 293 553 L 293 573 C 296.9 573 296.9 579 293 579 L 293 579 L 293 599 C 296.9 599 296.9 605 293 605 L 293 605 L 293 625 C 296.9 625 296.9 631 293 631 L 293 631 L 293 682 L 143 682 L 143 1053.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 143 1058.88 L 139.5 1051.88 L 143 1053.63 L 146.5 1051.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(216.5,676.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="57" height="11" 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diff --git a/diagrams/data_structures/src/netdata_config.xml b/diagrams/data_structures/src/netdata_config.xml
new file mode 100644
index 0000000..dbc3e48
--- /dev/null
+++ b/diagrams/data_structures/src/netdata_config.xml
@@ -0,0 +1 @@
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diff --git a/diagrams/data_structures/src/registry.xml b/diagrams/data_structures/src/registry.xml
new file mode 100644
index 0000000..5274ba8
--- /dev/null
+++ b/diagrams/data_structures/src/registry.xml
@@ -0,0 +1 @@
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diff --git a/diagrams/data_structures/src/rrd.xml b/diagrams/data_structures/src/rrd.xml
new file mode 100644
index 0000000..87abaeb
--- /dev/null
+++ b/diagrams/data_structures/src/rrd.xml
@@ -0,0 +1 @@
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+\ No newline at end of file
diff --git a/diagrams/data_structures/src/web.xml b/diagrams/data_structures/src/web.xml
new file mode 100644
index 0000000..dfcaa2f
--- /dev/null
+++ b/diagrams/data_structures/src/web.xml
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timeval tv_in, tv_ready</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-425-322-26-0)" font-size="12px"><text x="8.5" y="437.5">char cookie1[NETDATA_WEB_REQUEST_COOKIE_SIZE+1]</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-451-322-26-0)" font-size="12px"><text x="8.5" y="463.5">char cookie2[NETDATA_WEB_REQUEST_COOKIE_SIZE+1]</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-477-322-26-0)" font-size="12px"><text x="8.5" y="489.5">char origin[NETDATA_WEB_REQUEST_ORIGIN_HEADER_SIZE+1]</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-503-322-26-0)" font-size="12px"><text x="8.5" y="515.5">char *user_agent</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-529-322-26-0)" font-size="12px"><text x="8.5" y="541.5">struct response response</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-7-555-322-26-0)" 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stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 603 132.88 L 599.5 125.88 L 603 127.63 L 606.5 125.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 473 572 L 473 546 L 733 546 L 733 572" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 473 572 L 473 754 L 733 754 L 733 572" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 473 572 L 733 572" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="602.5" y="563.5">clients_cache</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-577-252-26-0)" font-size="12px"><text x="478.5" y="589.5">pid_t pid</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-603-252-26-0)" font-size="12px"><text x="478.5" y="615.5">struct web_client *used</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-629-252-26-0)" font-size="12px"><text x="478.5" y="641.5">size_t used_count</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-655-252-26-0)" font-size="12px"><text x="478.5" y="667.5">struct web_client *avail</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-681-252-26-0)" font-size="12px"><text x="478.5" y="693.5">size_t avail_count</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-707-252-26-0)" font-size="12px"><text x="478.5" y="719.5">size_t reused</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-477-733-252-26-0)" font-size="12px"><text x="478.5" y="745.5">size_t allocated</text></g><path d="M 733 611 L 753 611 L 753 10 L 168 10 L 168 23.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 168 28.88 L 164.5 21.88 L 168 23.63 L 171.5 21.88 Z" 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Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g transform="translate(724.5,38.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="57" height="11" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 11px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; white-space: nowrap; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;background-color:#ffffff;">linked list of</div></div></foreignObject><text x="29" y="11" fill="#000000" text-anchor="middle" font-size="11px" font-family="Helvetica">linked list of</text></switch></g><path d="M 833 108 L 833 82 L 1073 82 L 1073 108" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 833 108 L 833 394 L 1073 394 L 1073 108" fill="#ffffff" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 833 108 L 1073 108" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="952.5" y="99.5">listen_sockets</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-837-113-232-26-0)" font-size="12px"><text x="838.5" y="125.5">struct config *config</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-837-139-232-26-0)" font-size="12px"><text x="838.5" y="151.5">const char *config_section</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-837-165-232-26-0)" font-size="12px"><text x="838.5" y="177.5">const char *default_bind_to</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-837-191-232-26-0)" font-size="12px"><text x="838.5" y="203.5">uint16_t default_port</text></g><g fill="#000000" font-family="Helvetica" 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font-size="12px"><text x="838.5" y="385.5">int fds_families[MAX_LISTEN_FDS]</text></g><path d="M 1173 56 L 1173 30 L 1403 30 L 1403 56" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1173 56 L 1173 498 L 1403 498 L 1403 56" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1173 56 L 1403 56" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="1287.5" y="47.5">POLLINFO</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1177-61-222-26-0)" font-size="12px"><text x="1178.5" y="73.5">POLLJOB *p</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1177-87-222-26-0)" font-size="12px"><text x="1178.5" y="99.5">size_t slot</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1177-113-222-26-0)" font-size="12px"><text x="1178.5" y="125.5">int 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clip-path="url(#mx-clip-1177-451-222-26-0)" font-size="12px"><text x="1178.5" y="463.5">void *data</text></g><path d="M 1403 485 L 1423 485 L 1423 10 L 1279 10 L 1279 22.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1279 27.88 L 1275.5 20.88 L 1279 22.63 L 1282.5 20.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1177-477-222-26-0)" font-size="12px"><text x="1178.5" y="489.5">struct pollinfo *next</text></g><path d="M 1523 121 L 1523 95 L 1773 95 L 1773 121" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1523 121 L 1523 615 L 1773 615 L 1773 121" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1523 121 L 1773 121" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><g fill="#000000" font-family="Helvetica" text-anchor="middle" font-size="12px"><text x="1647.5" y="112.5">POLLJOB</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-126-242-26-0)" font-size="12px"><text x="1528.5" y="138.5">size_t slots</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-152-242-26-0)" font-size="12px"><text x="1528.5" y="164.5">size_t used</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-178-242-26-0)" font-size="12px"><text x="1528.5" y="190.5">size_t min</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-204-242-26-0)" font-size="12px"><text x="1528.5" y="216.5">size_t max</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-230-242-26-0)" font-size="12px"><text x="1528.5" y="242.5">size_t limit</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-256-242-26-0)" font-size="12px"><text x="1528.5" y="268.5">time_t complete_request_timeout</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-282-242-26-0)" font-size="12px"><text x="1528.5" y="294.5">time_t idle_timeout</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-308-242-26-0)" font-size="12px"><text x="1528.5" y="320.5">time_t check_every</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-334-242-26-0)" font-size="12px"><text x="1528.5" y="346.5">time_t timer_milliseconds</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-360-242-26-0)" font-size="12px"><text x="1528.5" y="372.5">void *timer_data</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-386-242-26-0)" font-size="12px"><text x="1528.5" y="398.5">struct pollfd *fds</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-412-242-26-0)" font-size="12px"><text x="1528.5" y="424.5">struct pollinfo *inf</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-438-242-26-0)" font-size="12px"><text x="1528.5" y="450.5">struct pollinfo *first_free</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-464-242-26-0)" font-size="12px"><text x="1528.5" y="476.5">SIMPLE_PATTERN *access_list</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-490-242-26-0)" font-size="12px"><text x="1528.5" y="502.5">void *(*add_callback)</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-516-242-26-0)" font-size="12px"><text x="1528.5" y="528.5">void (*dell_callback)</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-542-242-26-0)" font-size="12px"><text x="1528.5" y="554.5">int (*rcv_callback)</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-568-242-26-0)" font-size="12px"><text x="1528.5" y="580.5">int (*snd_callback)</text></g><g fill="#000000" font-family="Helvetica" clip-path="url(#mx-clip-1527-594-242-26-0)" font-size="12px"><text x="1528.5" y="606.5">void (*tmr_callback)</text></g><path d="M 1403 69 L 1648 69 L 1648 88.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1648 93.88 L 1644.5 86.88 L 1648 88.63 L 1651.5 86.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1773 420 L 1793 420 L 1793 10 L 1279 10 L 1279 22.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1279 27.88 L 1275.5 20.88 L 1279 22.63 L 1282.5 20.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1773 446 L 1793 446 L 1793 10 L 1278 10 L 1278 22.63" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/><path d="M 1278 27.88 L 1274.5 20.88 L 1278 22.63 L 1281.5 20.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="none"/></svg>
+\ No newline at end of file
diff --git a/diagrams/netdata-for-ephemeral-nodes.xml b/diagrams/netdata-for-ephemeral-nodes.xml
new file mode 100644
index 0000000..8606170
--- /dev/null
+++ b/diagrams/netdata-for-ephemeral-nodes.xml
@@ -0,0 +1 @@
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</diagram></mxfile>
+\ No newline at end of file
diff --git a/diagrams/netdata-overview.xml b/diagrams/netdata-overview.xml
new file mode 100644
index 0000000..4d9c3ba
--- /dev/null
+++ b/diagrams/netdata-overview.xml
@@ -0,0 +1 @@
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</diagram></mxfile>
+\ No newline at end of file
diff --git a/diagrams/netdata-proxies-example.xml b/diagrams/netdata-proxies-example.xml
new file mode 100644
index 0000000..956bdaf
--- /dev/null
+++ b/diagrams/netdata-proxies-example.xml
@@ -0,0 +1 @@
+<mxfile userAgent="Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/56.0.2924.87 Safari/537.36" version="6.2.4" editor="www.draw.io" type="github"><diagram name="Page-1">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</diagram></mxfile>
+\ No newline at end of file
diff --git a/diagrams/registry.puml b/diagrams/registry.puml
new file mode 100644
index 0000000..51a337f
--- /dev/null
+++ b/diagrams/registry.puml
@@ -0,0 +1,40 @@
+@startuml
+!include config.puml
+
+title netdata registry operation
+actor "web browser" as user
+participant "netdata 1" as n1
+participant "registry 1" as r1
+autonumber "<b>0."
+
+== standard dashboard communication ==
+
+user ->n1 : \
+    hi, give me the dashboard
+
+n1 --> user : \
+    welcome, here it is...
+
+... a few seconds later ...
+
+== registry related communication ==
+
+user -> n1 : \
+    now give me registry information
+
+n1 --> user: \
+    here it is, talk to <b>registry 1</b>
+
+note left of r1 #eee: \
+    only your web browser \n\
+    talks to the registry
+
+user -> r1 : \
+    Hey <b>registry 1</b>, \
+I am accessing <b>netdata 1</b>...
+
+r1 --> user : \
+    nice!, here are other netdata servers \
+you have accessed in the past
+
+@enduml