diff --git a/documentations/general-web-infrastructure.drawio b/documentations/general-web-infrastructure.drawio
new file mode 100644
index 00000000..ff5866f0
--- /dev/null
+++ b/documentations/general-web-infrastructure.drawio
@@ -0,0 +1,67 @@
+<mxfile host="Electron" agent="Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/24.7.8 Chrome/128.0.6613.36 Electron/32.0.1 Safari/537.36" version="24.7.8">
+  <diagram name="Page-1" id="OVU2q_D4kDi7Hg7RGOOr">
+    <mxGraphModel dx="1420" dy="840" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="1169" pageHeight="827" math="0" shadow="0">
+      <root>
+        <mxCell id="0" />
+        <mxCell id="1" parent="0" />
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-1" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#8C4FFF;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.cloudfront;" vertex="1" parent="1">
+          <mxGeometry x="120" y="290" width="60" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-2" value="" style="ellipse;shape=cloud;whiteSpace=wrap;html=1;aspect=fixed;" vertex="1" parent="1">
+          <mxGeometry x="20" y="300" width="60" height="40" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-3" value="" style="outlineConnect=0;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;shape=mxgraph.aws3.application_load_balancer;fillColor=#F58534;gradientColor=none;aspect=fixed;" vertex="1" parent="1">
+          <mxGeometry x="250" y="290" width="57.5" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-5" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="400" y="220" width="60" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-6" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="400" y="360" width="60" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-7" value="" style="outlineConnect=0;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;shape=mxgraph.aws3.application_load_balancer;fillColor=#F58534;gradientColor=none;aspect=fixed;" vertex="1" parent="1">
+          <mxGeometry x="620" y="290" width="57.5" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-11" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="815" y="180" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-12" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="815" y="240" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-13" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="815" y="430" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-14" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="815" y="490" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-15" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="815" y="640" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-16" value="" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="810" y="700" width="30" height="30" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-18" value="Prime" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="990" y="180" width="60" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-19" value="replica" style="sketch=0;points=[[0,0,0],[0.25,0,0],[0.5,0,0],[0.75,0,0],[1,0,0],[0,1,0],[0.25,1,0],[0.5,1,0],[0.75,1,0],[1,1,0],[0,0.25,0],[0,0.5,0],[0,0.75,0],[1,0.25,0],[1,0.5,0],[1,0.75,0]];outlineConnect=0;fontColor=#232F3E;fillColor=#ED7100;strokeColor=#ffffff;dashed=0;verticalLabelPosition=bottom;verticalAlign=top;align=center;html=1;fontSize=12;fontStyle=0;aspect=fixed;shape=mxgraph.aws4.resourceIcon;resIcon=mxgraph.aws4.ec2;" vertex="1" parent="1">
+          <mxGeometry x="990" y="320" width="60" height="60" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-20" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" vertex="1" parent="1">
+          <mxGeometry x="970" y="66" width="91.9" height="84" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-21" value="Auto Scaling group" style="points=[[0,0],[0.25,0],[0.5,0],[0.75,0],[1,0],[1,0.25],[1,0.5],[1,0.75],[1,1],[0.75,1],[0.5,1],[0.25,1],[0,1],[0,0.75],[0,0.5],[0,0.25]];outlineConnect=0;gradientColor=none;html=1;whiteSpace=wrap;fontSize=12;fontStyle=0;container=1;pointerEvents=0;collapsible=0;recursiveResize=0;shape=mxgraph.aws4.groupCenter;grIcon=mxgraph.aws4.group_auto_scaling_group;grStroke=1;strokeColor=#D86613;fillColor=none;verticalAlign=top;align=center;fontColor=#D86613;dashed=1;spacingTop=25;" vertex="1" parent="1">
+          <mxGeometry x="350" y="140" width="150" height="410" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-23" value="frontend" style="points=[[0,0],[0.25,0],[0.5,0],[0.75,0],[1,0],[1,0.25],[1,0.5],[1,0.75],[1,1],[0.75,1],[0.5,1],[0.25,1],[0,1],[0,0.75],[0,0.5],[0,0.25]];outlineConnect=0;gradientColor=none;html=1;whiteSpace=wrap;fontSize=12;fontStyle=0;container=1;pointerEvents=0;collapsible=0;recursiveResize=0;shape=mxgraph.aws4.groupCenter;grIcon=mxgraph.aws4.group_auto_scaling_group;grStroke=1;strokeColor=#D86613;fillColor=none;verticalAlign=top;align=center;fontColor=#D86613;dashed=1;spacingTop=25;" vertex="1" parent="1">
+          <mxGeometry x="765" y="120" width="135" height="220" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-24" value="frontend - enricjed" style="points=[[0,0],[0.25,0],[0.5,0],[0.75,0],[1,0],[1,0.25],[1,0.5],[1,0.75],[1,1],[0.75,1],[0.5,1],[0.25,1],[0,1],[0,0.75],[0,0.5],[0,0.25]];outlineConnect=0;gradientColor=none;html=1;whiteSpace=wrap;fontSize=12;fontStyle=0;container=1;pointerEvents=0;collapsible=0;recursiveResize=0;shape=mxgraph.aws4.groupCenter;grIcon=mxgraph.aws4.group_auto_scaling_group;grStroke=1;strokeColor=#D86613;fillColor=none;verticalAlign=top;align=center;fontColor=#D86613;dashed=1;spacingTop=25;" vertex="1" parent="1">
+          <mxGeometry x="765" y="370" width="135" height="220" as="geometry" />
+        </mxCell>
+        <mxCell id="JKmpqKQH6fOoGrNg_5yF-25" value="Django/Wagtail&lt;div&gt;&lt;br&gt;&lt;/div&gt;" style="points=[[0,0],[0.25,0],[0.5,0],[0.75,0],[1,0],[1,0.25],[1,0.5],[1,0.75],[1,1],[0.75,1],[0.5,1],[0.25,1],[0,1],[0,0.75],[0,0.5],[0,0.25]];outlineConnect=0;gradientColor=none;html=1;whiteSpace=wrap;fontSize=12;fontStyle=0;container=1;pointerEvents=0;collapsible=0;recursiveResize=0;shape=mxgraph.aws4.groupCenter;grIcon=mxgraph.aws4.group_auto_scaling_group;grStroke=1;strokeColor=#D86613;fillColor=none;verticalAlign=top;align=center;fontColor=#D86613;dashed=1;spacingTop=25;" vertex="1" parent="1">
+          <mxGeometry x="762.5" y="605" width="135" height="220" as="geometry" />
+        </mxCell>
+      </root>
+    </mxGraphModel>
+  </diagram>
+</mxfile>