From b3faa590392372952405d155141ddec475d6f3a8 Mon Sep 17 00:00:00 2001
From: nihilist <nihilist@nowhere.jez>
Date: Fri, 23 May 2025 13:39:56 +0200
Subject: [PATCH] fix stuff

---
 docs/graphs/MAIN GRAPHS/.$lantern.drawio.bkp  | 660 ++++++++++++++++++
 docs/graphs/{ => MAIN GRAPHS}/OPSEC.drawio    |   0
 .../{ => MAIN GRAPHS}/PRODUCTIVITY.drawio     |   0
 .../{ => MAIN GRAPHS}/blog_roadmap.drawio     |   0
 .../{ => MAIN GRAPHS}/blogv2_mkdocs.drawio    |   0
 docs/graphs/{ => MAIN GRAPHS}/lantern.drawio  |  64 +-
 6 files changed, 662 insertions(+), 62 deletions(-)
 create mode 100644 docs/graphs/MAIN GRAPHS/.$lantern.drawio.bkp
 rename docs/graphs/{ => MAIN GRAPHS}/OPSEC.drawio (100%)
 rename docs/graphs/{ => MAIN GRAPHS}/PRODUCTIVITY.drawio (100%)
 rename docs/graphs/{ => MAIN GRAPHS}/blog_roadmap.drawio (100%)
 rename docs/graphs/{ => MAIN GRAPHS}/blogv2_mkdocs.drawio (100%)
 rename docs/graphs/{ => MAIN GRAPHS}/lantern.drawio (73%)

diff --git a/docs/graphs/MAIN GRAPHS/.$lantern.drawio.bkp b/docs/graphs/MAIN GRAPHS/.$lantern.drawio.bkp
new file mode 100644
index 0000000..9cbeb1b
--- /dev/null
+++ b/docs/graphs/MAIN GRAPHS/.$lantern.drawio.bkp	
@@ -0,0 +1,660 @@
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+        <mxCell id="W1qvKDymAgoVQLZv2bCV-44" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=-0.004;entryY=0.479;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-39" target="W1qvKDymAgoVQLZv2bCV-43" edge="1">
+          <mxGeometry relative="1" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-45" value="4) iterate over every&lt;br&gt;&amp;nbsp;new message" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="-413.5" y="1849.5" width="141" height="41" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-46" value="new link" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#f0a30a;fontColor=#000000;strokeColor=#BD7000;" parent="1" vertex="1">
+          <mxGeometry x="-172.5" y="1902.5" width="86" height="32" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-47" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.477;entryY=0.063;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-43" target="W1qvKDymAgoVQLZv2bCV-46" edge="1">
+          <mxGeometry relative="1" as="geometry">
+            <Array as="points">
+              <mxPoint x="-131.5" y="1878.5" />
+            </Array>
+          </mxGeometry>
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-48" value="5) iterate over every new VALID &lt;br&gt;(.onion / simplex chatroom / server link)&amp;nbsp;&lt;br&gt;in EACH message" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="-155.5" y="1839.5" width="247" height="55" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-50" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=1.004;entryY=0.539;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-46" target="W1qvKDymAgoVQLZv2bCV-27" edge="1">
+          <mxGeometry relative="1" as="geometry">
+            <Array as="points">
+              <mxPoint x="111.5" y="1918.5" />
+              <mxPoint x="111.5" y="1550.5" />
+            </Array>
+          </mxGeometry>
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-51" value="6) check if the link is already listed in either&lt;br&gt;verified.csv or unverified.csv.&lt;br&gt;If not listed in either, then &lt;br&gt;add it into unverified.csv" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="-83.5" y="1929" width="266" height="70" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-54" value="crawler.py" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#fa6800;fontColor=#000000;strokeColor=#C73500;" parent="1" vertex="1">
+          <mxGeometry x="342" y="1628.75" width="72" height="53" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-57" value="verified.csv" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#008a00;fontColor=#ffffff;strokeColor=#005700;" parent="1" vertex="1">
+          <mxGeometry x="462.5" y="1612.5" width="136" height="23" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-59" value="unverified.csv" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#a20025;fontColor=#ffffff;strokeColor=#6F0000;" parent="1" vertex="1">
+          <mxGeometry x="617.5" y="1612.5" width="136" height="23" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-76" value="Feature: Onion Website Crawling" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#008a00;fontColor=#ffffff;strokeColor=#005700;" parent="1" vertex="1">
+          <mxGeometry x="278.5" y="1551.5" width="237" height="33" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-78" value="" 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parent="1" vertex="1">
+          <mxGeometry x="198" y="1519" width="62.72" height="98" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-81" value="2) Downloads the webpage&lt;br&gt;(HTML / PHP / TXT)" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#e51400;fontColor=#ffffff;strokeColor=#B20000;" parent="1" vertex="1">
+          <mxGeometry x="444" y="1715.5" width="173" height="31" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-82" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.501;entryY=-0.023;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-57" target="W1qvKDymAgoVQLZv2bCV-81" edge="1">
+          <mxGeometry relative="1" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-83" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.497;entryY=-0.018;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-54" target="W1qvKDymAgoVQLZv2bCV-81" edge="1">
+          <mxGeometry relative="1" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-84" value="1) crawler crawls ONLY the .onion websites&lt;br&gt;that are in verified.csv only if&amp;nbsp;&lt;br&gt;in onion_websites.csv the crawled value&lt;br&gt;is less than the crawling limit (default 10)" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="538" y="1641" width="260" height="70" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-85" value="3) gets the webpage body&lt;br&gt;(HTML/PHP/TXT)" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#fa6800;fontColor=#000000;strokeColor=#C73500;" parent="1" vertex="1">
+          <mxGeometry x="396" y="1802.5" width="171" height="31" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-88" value="5) looks for a hrefs&lt;br&gt;&amp;nbsp;to get to&amp;nbsp;the other &lt;br&gt;webpages (html / txt / php)&lt;br&gt;&amp;nbsp;(with a defined limit of&lt;br&gt;&amp;nbsp;10 pages to crawl)" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="638" y="1740.5" width="172" height="84" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-90" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.473;entryY=-0.009;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-81" target="W1qvKDymAgoVQLZv2bCV-85" edge="1">
+          <mxGeometry relative="1" as="geometry">
+            <Array as="points">
+              <mxPoint x="477" y="1774.5" />
+              <mxPoint x="477" y="1774.5" />
+            </Array>
+          </mxGeometry>
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-91" value="4) finds each new &lt;br&gt;.onion /&lt;br&gt;simplex chatroom /&lt;br&gt;simplex server link" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#f0a30a;fontColor=#000000;strokeColor=#BD7000;" parent="1" vertex="1">
+          <mxGeometry x="420" y="1871.5" width="124" height="63" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-92" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.501;entryY=-0.03;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-85" target="W1qvKDymAgoVQLZv2bCV-91" edge="1">
+          <mxGeometry relative="1" as="geometry" />
+        </mxCell>
+        <mxCell id="W1qvKDymAgoVQLZv2bCV-93" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=1.007;entryY=0.486;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-91" target="W1qvKDymAgoVQLZv2bCV-59" edge="1">
+          <mxGeometry relative="1" as="geometry">
+            <Array as="points">
+              <mxPoint x="814" y="1902.75" />
+              <mxPoint x="814" y="1623.75" />
+            </Array>
+          </mxGeometry>
+        </mxCell>
+        <mxCell id="WCQMX46ekTz_Suyh-VA5-1" value="6) check if the link is already listed in either&lt;br&gt;verified.csv or unverified.csv.&lt;br&gt;If not listed in either, then &lt;br&gt;add it into unverified.csv" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;" parent="1" vertex="1">
+          <mxGeometry x="560" y="1902.5" width="266" height="70" as="geometry" />
+        </mxCell>
+        <mxCell id="WCQMX46ekTz_Suyh-VA5-2" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;entryX=0.998;entryY=0.524;entryDx=0;entryDy=0;entryPerimeter=0;" parent="1" source="W1qvKDymAgoVQLZv2bCV-91" target="W1qvKDymAgoVQLZv2bCV-81" edge="1">
+          <mxGeometry relative="1" as="geometry">
+            <Array as="points">
+              <mxPoint x="634" y="1903" />
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+        <mxCell id="WCQMX46ekTz_Suyh-VA5-5" value="onion_websites.csv (onion link, crawled (0-10),&lt;br&gt;date_last_crawled)" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;fillColor=#008a00;fontColor=#ffffff;strokeColor=#005700;" parent="1" vertex="1">
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+        <mxCell id="WCQMX46ekTz_Suyh-VA5-7" value="2.5) increment the&amp;nbsp;&lt;div&gt;&quot;crawled&quot; value&lt;br&gt;with every page crawled&lt;/div&gt;" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;" parent="1" vertex="1">
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+        <mxCell id="WCQMX46ekTz_Suyh-VA5-9" value="Crawler Features" style="verticalLabelPosition=middle;verticalAlign=middle;html=1;shape=mxgraph.basic.rect;fillColor2=none;strokeWidth=1;size=20;indent=5;labelPosition=center;align=center;" parent="1" vertex="1">
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diff --git a/docs/graphs/OPSEC.drawio b/docs/graphs/MAIN GRAPHS/OPSEC.drawio
similarity index 100%
rename from docs/graphs/OPSEC.drawio
rename to docs/graphs/MAIN GRAPHS/OPSEC.drawio
diff --git a/docs/graphs/PRODUCTIVITY.drawio b/docs/graphs/MAIN GRAPHS/PRODUCTIVITY.drawio
similarity index 100%
rename from docs/graphs/PRODUCTIVITY.drawio
rename to docs/graphs/MAIN GRAPHS/PRODUCTIVITY.drawio
diff --git a/docs/graphs/blog_roadmap.drawio b/docs/graphs/MAIN GRAPHS/blog_roadmap.drawio
similarity index 100%
rename from docs/graphs/blog_roadmap.drawio
rename to docs/graphs/MAIN GRAPHS/blog_roadmap.drawio
diff --git a/docs/graphs/blogv2_mkdocs.drawio b/docs/graphs/MAIN GRAPHS/blogv2_mkdocs.drawio
similarity index 100%
rename from docs/graphs/blogv2_mkdocs.drawio
rename to docs/graphs/MAIN GRAPHS/blogv2_mkdocs.drawio
diff --git a/docs/graphs/lantern.drawio b/docs/graphs/MAIN GRAPHS/lantern.drawio
similarity index 73%
rename from docs/graphs/lantern.drawio
rename to docs/graphs/MAIN GRAPHS/lantern.drawio
index 6df463b..9cbeb1b 100644
--- a/docs/graphs/lantern.drawio
+++ b/docs/graphs/MAIN GRAPHS/lantern.drawio	
@@ -1,6 +1,6 @@
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   <diagram name="Page-1" id="AROqC8fMQaNWye3_sZ_R">
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         </mxCell>
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@@ -705,15 +654,6 @@
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