diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/Avenir-Regular.woff2 b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/Avenir-Regular.woff2
deleted file mode 100644
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diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/AvenirLTStd-Book.otf b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/AvenirLTStd-Book.otf
deleted file mode 100644
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diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/avenir-base64 b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/avenir-base64
deleted file mode 100644
index 315f277..0000000
--- a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/avenir-base64
+++ /dev/null
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
diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/font.css b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/font.css
deleted file mode 100644
index e69de29..0000000
diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/foo b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/foo
deleted file mode 100644
index 52ab53e..0000000
Binary files a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/foo and /dev/null differ
diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/regular-base64 b/uncloud_django_based/uncloud/static/uncloud_pay/css/font/regular-base64
deleted file mode 100644
index 1e98cef..0000000
--- a/uncloud_django_based/uncloud/static/uncloud_pay/css/font/regular-base64
+++ /dev/null
@@ -1 +0,0 @@
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deleted file mode 100644
index 78852fb..0000000
--- a/uncloud_django_based/uncloud/static/uncloud_pay/css/style.css
+++ /dev/null
@@ -1,115 +0,0 @@
-body {
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-    font-weight: 500;
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-.logo {
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-.d1 {
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-    width: 100%;               
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-    text-align: left;
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-
-  .tr {
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-    -webkit-margin-after: 5px;
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diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/img/call.png b/uncloud_django_based/uncloud/static/uncloud_pay/img/call.png
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diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/img/logo.png b/uncloud_django_based/uncloud/static/uncloud_pay/img/logo.png
deleted file mode 100644
index b82326f..0000000
Binary files a/uncloud_django_based/uncloud/static/uncloud_pay/img/logo.png and /dev/null differ
diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/img/msg.png b/uncloud_django_based/uncloud/static/uncloud_pay/img/msg.png
deleted file mode 100644
index 3b7b0c7..0000000
Binary files a/uncloud_django_based/uncloud/static/uncloud_pay/img/msg.png and /dev/null differ
diff --git a/uncloud_django_based/uncloud/static/uncloud_pay/img/twitter.png b/uncloud_django_based/uncloud/static/uncloud_pay/img/twitter.png
deleted file mode 100644
index 4db6da0..0000000
Binary files a/uncloud_django_based/uncloud/static/uncloud_pay/img/twitter.png and /dev/null differ
diff --git a/uncloud_django_based/uncloud/uncloud_pay/templates/bill.html b/uncloud_django_based/uncloud/uncloud_pay/templates/bill.html
index ab29158..8f6c217 100644
--- a/uncloud_django_based/uncloud/uncloud_pay/templates/bill.html
+++ b/uncloud_django_based/uncloud/uncloud_pay/templates/bill.html
@@ -1,815 +1,1128 @@
-{% load static %}
-
-<!DOCTYPE>
-<html>
-
-<head>
-    <meta http-equiv="content-type" content="text/html; charset=utf-8" />
-    <title>Bill name</title>
-
-    <style>
-      body {
-          font-family: Avenir;
-          background: white;
-          padding: 20px;
-          font-weight: 500;
-          line-height: 1.1;
-          font-size: 14px;
-          width: 600px;
-          margin: auto;
-          padding-top: 40px;
-          padding-bottom: 15px;
-
-      }
-      p {
-          display: block;
-          -webkit-margin-before: 14px;
-          -webkit-margin-after: 14px;
-          -webkit-margin-start: 0px;
-          -webkit-margin-end: 0px;
-      }
-      .bold {
-          font-weight: bold;
-      }
-      .logo {
-          width: 220px;
-          height: 120px;
-      }
-      .d1 {
-          width: 60%;
-          float: left;
-
-      }
-      .d2 {
-          padding-top: 15px;
-          width: 40%;
-          float: left;
-      }
-      .d4 {
-          width: 40%;
-          float: left;
-      }
-      .b1 {
-          width: 50%;
-          float: left;
-      }
-      .b2 {
-          width: 50%;
-          float: left;
-          text-align: right;
-          left: 0;
-      }
-      .d5 {
-          margin-top: 50px;
-          width: 100%;
-      }
-      .d6 {
-          width: 60%;
-          float: left;
-          font-size: 13px;
-      }
-      .d7 {
-          width: 40%;
-          float: left;
-      }
-      .wf {
-          width: 100%;
-      }
-      hr {
-          border: 0;
-          clear:both;
-          display: inline-block;
-          width: 100%;
-          background-color:gray;
-          height: 1px;
-      }
-      .tl {
-          text-align: left;
-      }
-
-      .tr {
-          text-align: right;
-          float: right;
-      }
-      .pc p {
-          display: block;
-          -webkit-margin-before: 3px;
-          -webkit-margin-after: 5px;
-          -webkit-margin-start: 0px;
-          -webkit-margin-end: 0px;
-      }
-      .th {
-          border-top: 1px solid gray;
-          border-bottom: 1px solid gray;
-      }
-      .ts {
-          font-size: 14px;
-      }
-      .icon {
-          width: 16px;
-          height: 14px;
-          vertical-align: middle;
-          margin-right: 2px;
-      }
-      .footer {
-          margin-top: 70px;
-          font-size: 14px;
-      }
-
-      .footer p {
-          display: block;
-          -webkit-margin-before: 5px;
-          -webkit-margin-after: 5px;
-          -webkit-margin-start: 0px;
-          -webkit-margin-end: 0px;
-      }
-
-      @font-face {
-	      font-family: 'Avenir';
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-46xVAAAAAElFTkSuQmCC" width="140%" height="80%">
-
-        </div>
-    </div>
-    <div class="d2">
-        <strong> ungleich glarus ag</strong>
-        <br> Bahnhofstrasse 1
-        <br> 8783 Linthal
-        <br> Switzerland
-        <br>
-    </div>
-    <div class="d1">
-        <b>Faeh+Faeh GmbH </b>
-        <br> Pascal Faeh
-        <span><</span>pascal@faehundfaeh.ch>
-            <br> Via Nova
-            <br> 7017 Flims
-            <br>
-    </div>
-    <div class="d4">
-        <div class="b1">
-            Rechnungsdatum:
-            <br> Rechnungsnummer
-            <br> Zahlbar bis
-
-        </div>
-        <div class="b2">
-            2018-04-21<br>
-            20180421FAEH1<br>
-            2018-05-20
-        </div>
-    </div>
-    <div style="clear: both;"></div>
-    <div class="d5">
-        <h1>RECHNUNG</h1>
-    </div>
-    <div class="wf th">
-        <p class="bold">
-            <span class="tl">Beschreibung</span>
-            <span class="tr">Netto CHF</span>
-        </p>
-    </div>
-    <div class="wf">
-        <p class="ts">
-            <span class="tl">NAS Synology DS1817+</span>
-            <span class="tr">1234.56</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s card Synology E10G17-F2</span>
-            <span class="tr">345.67</span>
-        </p>
-
-
-        <p class="ts">
-            <span class="tl">1OGbit/s switch HP</span>
-            <span class="tr">567.89</span>
-        </p>
-        <p class="ts">
-            <span class="tl">Festplatten 10 TB NAS RED Pro</span>
-            <span class="tr">3456.78</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Synology</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">NAS Synology DS1817+</span>
-            <span class="tr">1234.56</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s card Synology E10G17-F2</span>
-            <span class="tr">345.67</span>
-        </p>
-
-
-        <p class="ts">
-            <span class="tl">1OGbit/s switch HP</span>
-            <span class="tr">567.89</span>
-        </p>
-        <p class="ts">
-            <span class="tl">Festplatten 10 TB NAS RED Pro</span>
-            <span class="tr">3456.78</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Synology</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-        <p class="ts">
-            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
-            <span class="tr">123.45</span>
-        </p>
-
-    </div>
-    <div class="wf th">
-        <p class="ts">
-            <span class="tl">Total</span>
-            <span class="tr">12345.67</span>
-        </p>
-        <p class="ts">
-            <span class="tl">7.70% Mehrwertsteuer</span>
-            <span class="tr">891.00</span>
-        </p>
-    </div>
-    <div class="wf pc">
-        <p class="bold">
-            <span class="tl">Gesamtbetrag</span>
-            <span class="tr">23456.78</span>
-        </p>
-    </div>
-    <div class="wf footer">
-        <div class="d6">
-            <p>
-              <img class="icon"
-                   src="{% static 'uncloud_pay/img/call.png' %}">+41
-                   (0) 55 534-66-22</p>
-
-            <p>
-              <img class="icon"
-                   src="{% static 'uncloud_pay/img/msg.png' %}">buchhaltung-ag@ungleich.ch</p>
-
-            <p>
-              <img class="icon"
-                   src="{% static 'uncloud_pay/img/home.png' %}">https://ungleich.ch</p>
-            <p>
-              <img class="icon"
-                   src="{% static 'uncloud_pay/img/twitter.png' %}">@ungleich</p>
-        </div>
-        <div class="d7">
-            <p>Glarner Kantonalbank</p>
-            <p>
-                <span class="bold">IBAN: CH 4300 7730 0055 5931 177</span>
-            </p>
-            <p>
-                <span class="bold">BIC: GLKBCH22</span>
-            </p>
-            <p style="font-size: 13px">Mwst-Nummer: CHE-156.970.649 MWST</p>
-        </div>
-    </div>
-</body>
-
-</html>
+{% load static %}
+
+<!--
+
+  BIG WARNING TO EVERYONE EDITING THIS AFTER Nico:
+
+  Icons, fonts, etc. are INLINED. This is rather ugly, but as the PDF
+  generation is based on a local snapshot of the HTML file, URLs are
+  screwed if they are not absolute.
+
+  As this document is used ONLY for bills and ONLY for downloading, I
+  decided that this is an acceptable uglyness.
+
+  If you want to update anything:
+
+  base64 < filename > filename.base64
+
+  Use the output of filename.base64 and paste it inside this document.
+
+  Nico Schottelius, 2020-04-03
+
+ -->
+
+<!DOCTYPE>
+<html>
+
+<head>
+    <meta http-equiv="content-type" content="text/html; charset=utf-8" />
+    <title>Bill name</title>
+
+    <style>
+      body {
+          font-family: Avenir;
+          background: white;
+          padding: 20px;
+          font-weight: 500;
+          line-height: 1.1;
+          font-size: 14px;
+          width: 600px;
+          margin: auto;
+          padding-top: 40px;
+          padding-bottom: 15px;
+
+      }
+      p {
+          display: block;
+          -webkit-margin-before: 14px;
+          -webkit-margin-after: 14px;
+          -webkit-margin-start: 0px;
+          -webkit-margin-end: 0px;
+      }
+      .bold {
+          font-weight: bold;
+      }
+      .logo {
+          width: 220px;
+          height: 120px;
+      }
+      .d1 {
+          width: 60%;
+          float: left;
+
+      }
+      .d2 {
+          padding-top: 15px;
+          width: 40%;
+          float: left;
+      }
+      .d4 {
+          width: 40%;
+          float: left;
+      }
+      .b1 {
+          width: 50%;
+          float: left;
+      }
+      .b2 {
+          width: 50%;
+          float: left;
+          text-align: right;
+          left: 0;
+      }
+      .d5 {
+          margin-top: 50px;
+          width: 100%;
+      }
+      .d6 {
+          width: 60%;
+          float: left;
+          font-size: 13px;
+      }
+      .d7 {
+          width: 40%;
+          float: left;
+      }
+      .wf {
+          width: 100%;
+      }
+      hr {
+          border: 0;
+          clear:both;
+          display: inline-block;
+          width: 100%;
+          background-color:gray;
+          height: 1px;
+      }
+      .tl {
+          text-align: left;
+      }
+
+      .tr {
+          text-align: right;
+          float: right;
+      }
+      .pc p {
+          display: block;
+          -webkit-margin-before: 3px;
+          -webkit-margin-after: 5px;
+          -webkit-margin-start: 0px;
+          -webkit-margin-end: 0px;
+      }
+      .th {
+          border-top: 1px solid gray;
+          border-bottom: 1px solid gray;
+      }
+      .ts {
+          font-size: 14px;
+      }
+      .icon {
+          width: 16px;
+          height: 14px;
+          vertical-align: middle;
+          margin-right: 2px;
+      }
+      .footer {
+          margin-top: 70px;
+          font-size: 14px;
+      }
+
+      .footer p {
+          display: block;
+          -webkit-margin-before: 5px;
+          -webkit-margin-after: 5px;
+          -webkit-margin-start: 0px;
+          -webkit-margin-end: 0px;
+      }
+
+      @font-face {
+	      font-family: 'Avenir';
+          src: 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+      }
+
+    </style>
+</head>
+
+<body>
+
+    <div class="d1">
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+46xVAAAAAElFTkSuQmCC" width="140%" height="80%">
+
+        </div>
+    </div>
+    <div class="d2">
+        <strong> ungleich glarus ag</strong>
+        <br> Bahnhofstrasse 1
+        <br> 8783 Linthal
+        <br> Switzerland
+        <br>
+    </div>
+    <div class="d1">
+        <b>Faeh+Faeh GmbH </b>
+        <br> Pascal Faeh
+        <span><</span>pascal@faehundfaeh.ch>
+            <br> Via Nova
+            <br> 7017 Flims
+            <br>
+    </div>
+    <div class="d4">
+        <div class="b1">
+            Rechnungsdatum:
+            <br> Rechnungsnummer
+            <br> Zahlbar bis
+
+        </div>
+        <div class="b2">
+            2018-04-21<br>
+            20180421FAEH1<br>
+            2018-05-20
+        </div>
+    </div>
+    <div style="clear: both;"></div>
+    <div class="d5">
+        <h1>RECHNUNG</h1>
+    </div>
+    <div class="wf th">
+        <p class="bold">
+            <span class="tl">Beschreibung</span>
+            <span class="tr">Netto CHF</span>
+        </p>
+    </div>
+    <div class="wf">
+        <p class="ts">
+            <span class="tl">NAS Synology DS1817+</span>
+            <span class="tr">1234.56</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s card Synology E10G17-F2</span>
+            <span class="tr">345.67</span>
+        </p>
+
+
+        <p class="ts">
+            <span class="tl">1OGbit/s switch HP</span>
+            <span class="tr">567.89</span>
+        </p>
+        <p class="ts">
+            <span class="tl">Festplatten 10 TB NAS RED Pro</span>
+            <span class="tr">3456.78</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Synology</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">NAS Synology DS1817+</span>
+            <span class="tr">1234.56</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s card Synology E10G17-F2</span>
+            <span class="tr">345.67</span>
+        </p>
+
+
+        <p class="ts">
+            <span class="tl">1OGbit/s switch HP</span>
+            <span class="tr">567.89</span>
+        </p>
+        <p class="ts">
+            <span class="tl">Festplatten 10 TB NAS RED Pro</span>
+            <span class="tr">3456.78</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Synology</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+        <p class="ts">
+            <span class="tl">10Gbit/s Transceiver Switch kompatibel</span>
+            <span class="tr">123.45</span>
+        </p>
+
+    </div>
+    <div class="wf th">
+        <p class="ts">
+            <span class="tl">Total</span>
+            <span class="tr">12345.67</span>
+        </p>
+        <p class="ts">
+            <span class="tl">7.70% Mehrwertsteuer</span>
+            <span class="tr">891.00</span>
+        </p>
+    </div>
+    <div class="wf pc">
+        <p class="bold">
+            <span class="tl">Gesamtbetrag</span>
+            <span class="tr">23456.78</span>
+        </p>
+    </div>
+    <div class="wf footer">
+        <div class="d6">
+            <p>
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+            <p>
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+">@ungleich</p>
+        </div>
+        <div class="d7">
+            <p>Glarner Kantonalbank</p>
+            <p>
+                <span class="bold">IBAN: CH 4300 7730 0055 5931 177</span>
+            </p>
+            <p>
+                <span class="bold">BIC: GLKBCH22</span>
+            </p>
+            <p style="font-size: 13px">Mwst-Nummer: CHE-156.970.649 MWST</p>
+        </div>
+    </div>
+</body>
+
+</html>