From 8c7c206269cccb76837ce5d1f4492c02c4a65eb1 Mon Sep 17 00:00:00 2001
From: Stefan Riesenberger <stefan.riesenberger@gmail.com>
Date: Tue, 1 Feb 2022 16:26:57 +0100
Subject: [PATCH] Second batch of to fix #1

---
 svg/frogSunglasses.svg | 120 ++++++++++++++++++++++++-
 svg/frogThumbsDown.svg | 194 +++++++++++++++++++++++++++++++++++++++-
 svg/frogThumbsUp.svg   | 175 +++++++++++++++++++++++++++++++++++-
 svg/frogWaving.svg     | 135 +++++++++++++++++++++++++++-
 svg/froguwu.svg        | 146 ++++++++++++++++--------------
 svg/frogwhip.svg       | 161 ++++++++++++++++++++++++++++++++-
 svg/hipsterfrog.svg    |  59 ++++++------
 svg/metalFrog.svg      | 154 +++++++++++++++++++++++++++++++-
 svg/metalFrogHand.svg  |  63 ++++++++++++-
 svg/okfrog.svg         | 159 ++++++++++++++++++++++++++++++++-
 svg/plagfrog.svg       |  93 +++++++++----------
 svg/pointyfrog.svg     | 198 ++++++++++++++++++++++++++++++++++++++++-
 svg/pomelo.svg         | 186 +++++++++++++++++++++++++++++++++++++-
 svg/sadfrog.svg        |  70 ++++++++-------
 svg/thumbsdownfrog.svg | 103 ++++++++++++++++++++-
 svg/thumbsupfrog.svg   |  93 ++++++++++++++++++-
 svg/tkgfrog.svg        |  73 +++++++--------
 17 files changed, 1958 insertions(+), 224 deletions(-)

diff --git a/svg/frogSunglasses.svg b/svg/frogSunglasses.svg
index ddf1ba6..05473db 100644
--- a/svg/frogSunglasses.svg
+++ b/svg/frogSunglasses.svg
@@ -1 +1,119 @@
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diff --git a/svg/frogThumbsDown.svg b/svg/frogThumbsDown.svg
index 410dc4b..8df5551 100644
--- a/svg/frogThumbsDown.svg
+++ b/svg/frogThumbsDown.svg
@@ -1 +1,193 @@
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diff --git a/svg/frogThumbsUp.svg b/svg/frogThumbsUp.svg
index 2e96517..7d425fb 100644
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diff --git a/svg/frogWaving.svg b/svg/frogWaving.svg
index 06d7415..5f940ee 100644
--- a/svg/frogWaving.svg
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diff --git a/svg/froguwu.svg b/svg/froguwu.svg
index e791ae4..44923a0 100644
--- a/svg/froguwu.svg
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diff --git a/svg/frogwhip.svg b/svg/frogwhip.svg
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+</svg>
diff --git a/svg/hipsterfrog.svg b/svg/hipsterfrog.svg
index 215cee5..cd23449 100644
--- a/svg/hipsterfrog.svg
+++ b/svg/hipsterfrog.svg
@@ -1,22 +1,22 @@
 <?xml version="1.0" encoding="UTF-8" standalone="no"?>
 <svg
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-   xmlns:cc="http://creativecommons.org/ns#"
-   xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
-   xmlns:svg="http://www.w3.org/2000/svg"
-   xmlns="http://www.w3.org/2000/svg"
-   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
-   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
-   viewBox="0 0 45.15004 44.422977"
+   viewBox="0 0 45 45"
    xml:space="preserve"
    version="1.1"
    id="svg2"
    sodipodi:docname="hipsterfrog.svg"
-   inkscape:version="0.92.4 5da689c313, 2019-01-14"
+   inkscape:version="1.1.1 (3bf5ae0d25, 2021-09-20, custom)"
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    inkscape:export-ydpi="170.66667"
-   width="45.15004"
-   height="44.422977"><sodipodi:namedview
+   width="45"
+   height="45"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg"
+   xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
+   xmlns:cc="http://creativecommons.org/ns#"
+   xmlns:dc="http://purl.org/dc/elements/1.1/"><sodipodi:namedview
      pagecolor="#ffffff"
      bordercolor="#666666"
      borderopacity="1"
@@ -26,23 +26,24 @@
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      inkscape:pageshadow="2"
      inkscape:window-width="1920"
-     inkscape:window-height="1027"
+     inkscape:window-height="1026"
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      showgrid="false"
-     inkscape:zoom="10.488889"
-     inkscape:cx="-8.6641316"
-     inkscape:cy="7.1860339"
-     inkscape:window-x="1600"
-     inkscape:window-y="53"
+     inkscape:zoom="7.4167645"
+     inkscape:cx="30.134434"
+     inkscape:cy="21.235675"
+     inkscape:window-x="0"
+     inkscape:window-y="54"
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      inkscape:current-layer="svg2"
      fit-margin-top="1.3"
      fit-margin-left="0"
      fit-margin-right="0"
-     fit-margin-bottom="2.1" /><metadata
+     fit-margin-bottom="2.1"
+     inkscape:pagecheckerboard="1" /><metadata
      id="metadata8"><rdf:RDF><cc:Work
          rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
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+           rdf:resource="http://purl.org/dc/dcmitype/StillImage" /></cc:Work></rdf:RDF></metadata><defs
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        id="clipPath16"
        clipPathUnits="userSpaceOnUse"><path
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      id="g20"
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        id="path22" /></g><g
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-     transform="matrix(1.25,0,0,-1.25,39.765511,15.667729)"><path
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-     transform="matrix(1.25,0,0,-1.25,13.821886,9.197979)"><path
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diff --git a/svg/metalFrog.svg b/svg/metalFrog.svg
index f1322b6..2a81847 100644
--- a/svg/metalFrog.svg
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diff --git a/svg/metalFrogHand.svg b/svg/metalFrogHand.svg
index 04cff0d..d275cc1 100644
--- a/svg/metalFrogHand.svg
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diff --git a/svg/okfrog.svg b/svg/okfrog.svg
index a459086..1b14dd7 100644
--- a/svg/okfrog.svg
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diff --git a/svg/plagfrog.svg b/svg/plagfrog.svg
index 66bca28..4d01e15 100644
--- a/svg/plagfrog.svg
+++ b/svg/plagfrog.svg
@@ -1,21 +1,21 @@
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-   height="59.625019mm"
-   width="68mm">
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+   width="68mm"
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+   xmlns:svg="http://www.w3.org/2000/svg"
+   xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
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+   xmlns:dc="http://purl.org/dc/elements/1.1/">
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-       start_point="4.9999999e-06,0"
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+       effect="mirror_symmetry"
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@@ -76,7 +80,6 @@
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index 07ab2e7..370e0a8 100644
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diff --git a/svg/pomelo.svg b/svg/pomelo.svg
index 7d511e4..03eddcf 100644
--- a/svg/pomelo.svg
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index 135b9a9..12ba487 100644
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index e7d0ac8..41ef5c7 100644
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diff --git a/svg/thumbsupfrog.svg b/svg/thumbsupfrog.svg
index a78d1bf..ed65311 100644
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+++ b/svg/thumbsupfrog.svg
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diff --git a/svg/tkgfrog.svg b/svg/tkgfrog.svg
index aa648cb..1cc36b5 100644
--- a/svg/tkgfrog.svg
+++ b/svg/tkgfrog.svg
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-   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
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+   viewBox="0 0 45 45"
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    sodipodi:docname="tkgfrog.svg"
-   width="46.314449"
-   height="40.000252"
-   inkscape:version="0.92.4 5da689c313, 2019-01-14"
+   width="45"
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+   inkscape:version="1.1.1 (3bf5ae0d25, 2021-09-20, custom)"
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