/usr/bin/diffoscope --max-report-size 12345678 --max-diff-block-lines 128 --html unsigned/org.jwz.xscreensaver_60600.apk.diffoscope.html --text unsigned/org.jwz.xscreensaver_60600.apk.diffoscope.txt /home/fdroid/fdroiddata/tmp/org.jwz.xscreensaver_60600.apk /home/fdroid/fdroiddata/tmp/sigcp_org.jwz.xscreensaver

⊟

3.93 KB

/usr/lib/android-sdk/build-tools/debian/apksigner verify --verbose --print-certs {} ¶

error from `/usr/lib/android-sdk/build-tools/debian/apksigner verify --verbose --print-certs {}` (b): DOES NOT VERIFY ERROR: APK Signature Scheme v3 signer #1: APK integrity check failed. CHUNKED_SHA256 digest mismatch. Expected: <6c5d11b3d5ffb332b2c4bca83e3c44d38a5688d44c92bd4a76f7c06d7a02dd8a>, actual: <a9dcf4d6ec6ccef1f5c3420c8ffd79b05c409470b3b561d8ab8b31fa6c24f5aa> ERROR: APK Signature Scheme v3 signer #1: APK integrity check failed. VERITY_CHUNKED_SHA256 digest mismatch. Expected: <756d68c7851034dc964822a2ed82c7f7dbdb2fba999a8b71bcd355d575a3f07bf28f750300000000>, actual: <687e69ef888a5e6e04402182711e2073e11e4790295c93d154444a7c91548989f28f750300000000>

⊟

76.7 KB

zipinfo {} ¶

⊟

124 KB

res/drawable/klein.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

23.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/wormhole.png ¶

⊟

98.9 KB

sng ¶

⊟

18.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

115 KB

res/drawable/antinspect.png ¶

⊟

91.1 KB

sng ¶

⊟

24.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

126 KB

res/drawable/stairs.png ¶

⊟

99.8 KB

sng ¶

Max HTML report size reached

⊟

26.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/bumps.png ¶

⊟

99.2 KB

sng ¶

⊟

14.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

149 KB

res/drawable/slip.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

47.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

116 KB

res/drawable/bouboule.png ¶

⊟

99.3 KB

sng ¶

⊟

16.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/cubenetic.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

18.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

116 KB

res/drawable/endgame.png ¶

⊟

98.1 KB

sng ¶

⊟

18.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

108 KB

res/drawable/triangle.png ¶

⊟

92.7 KB

sng ¶

⊟

15.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

108 KB

res/drawable/scooter.png ¶

⊟

96.0 KB

sng ¶

⊟

11.7 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

124 KB

res/drawable/starwars.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

24.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

117 KB

res/drawable/pulsar.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

16.2 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

119 KB

res/drawable/nakagin.png ¶

⊟

98.2 KB

sng ¶

⊟

20.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

131 KB

res/drawable/blitspin.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

30.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

161 KB

res/drawable/xmatrix.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

60.7 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

126 KB

res/drawable/boing.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

26.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

155 KB

res/drawable/interaggregate.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

54.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/pacman.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

13.2 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

146 KB

res/drawable/swirl.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

45.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

127 KB

res/drawable/splitflap.png ¶

⊟

97.8 KB

sng ¶

⊟

29.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

135 KB

res/drawable/halftone.png ¶

⊟

98.1 KB

sng ¶

⊟

36.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/romanboy.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

13.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

117 KB

res/drawable/dnalogo.png ¶

⊟

99.7 KB

sng ¶

Max HTML report size reached

⊟

17.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

120 KB

res/drawable/gflux.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

19.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

120 KB

res/drawable/xrayswarm.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

19.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

115 KB

res/drawable/grav.png ¶

⊟

99.2 KB

sng ¶

⊟

16.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

102 KB

res/drawable/fadeplot.png ¶

⊟

96.9 KB

sng ¶

⊟

5.25 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

124 KB

res/drawable/flipscreen3d.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

22.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

141 KB

res/drawable/zoom.png ¶

⊟

99.2 KB

sng ¶

⊟

42.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

135 KB

res/drawable/slidescreen.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

34.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

144 KB

res/drawable/fireworkx.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

42.8 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/bouncingcow.png ¶

⊟

99.3 KB

sng ¶

⊟

18.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

116 KB

res/drawable/unicrud.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

15.7 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

120 KB

res/drawable/xflame.png ¶

⊟

98.5 KB

sng ¶

⊟

21.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/rubik.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

14.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

128 KB

res/drawable/gibson.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

27.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

129 KB

res/drawable/braid.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

28.2 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

119 KB

res/drawable/splodesic.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

18.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

122 KB

res/drawable/energystream.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

21.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

119 KB

res/drawable/crumbler.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

18.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

125 KB

res/drawable/engine.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

24.2 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

133 KB

res/drawable/jigsaw.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

32.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

54.7 KB

res/drawable/popsquares.png ¶

⊟

48.1 KB

sng ¶

⊟

6.56 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

128 KB

res/drawable/sproingies.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

27.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

131 KB

res/drawable/hextrail.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

30.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

124 KB

res/drawable/squiral.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

23.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

149 KB

res/drawable/boxfit.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

48.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

133 KB

res/drawable/cubestorm.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

32.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

117 KB

res/drawable/polyhedra.png ¶

⊟

99.9 KB

sng ¶

Max HTML report size reached

⊟

17.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

121 KB

res/drawable/deluxe.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

20.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

121 KB

res/drawable/surfaces.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

21.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

117 KB

res/drawable/tronbit.png ¶

⊟

99.8 KB

sng ¶

Max HTML report size reached

⊟

16.8 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/gltext.png ¶

⊟

98.5 KB

sng ¶

⊟

15.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

87.6 KB

res/drawable/fuzzyflakes.png ¶

⊟

75.1 KB

sng ¶

⊟

12.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

125 KB

res/drawable/glknots.png ¶

⊟

99.3 KB

sng ¶

⊟

25.7 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

97.5 KB

res/drawable/topblock.png ¶

⊟

84.8 KB

sng ¶

⊟

12.7 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

127 KB

res/drawable/xlyap.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

26.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

139 KB

res/drawable/blocktube.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

38.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

121 KB

res/drawable/cubestack.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

21.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

116 KB

res/drawable/glslideshow.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

16.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

149 KB

res/drawable/substrate.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

48.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

110 KB

res/drawable/metaballs.png ¶

⊟

98.1 KB

sng ¶

⊟

11.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/deepstars.png ¶

⊟

97.9 KB

sng ¶

⊟

20.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

134 KB

res/drawable/coral.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

33.8 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

158 KB

res/drawable/drift.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

57.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

154 KB

res/drawable/discrete.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

53.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

136 KB

res/drawable/cubicgrid.png ¶

⊟

99.7 KB

sng ¶

Max HTML report size reached

⊟

35.8 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

122 KB

res/drawable/flipflop.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

21.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/nerverot.png ¶

⊟

99.5 KB

sng ¶

Max HTML report size reached

⊟

18.8 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

150 KB

res/drawable/hypnowheel.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

48.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

116 KB

res/drawable/kaleidocycle.png ¶

⊟

99.2 KB

sng ¶

⊟

16.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

160 KB

res/drawable/moire2.png ¶

⊟

98.8 KB

sng ¶

⊟

61.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

136 KB

res/drawable/cloudlife.png ¶

⊟

98.4 KB

sng ¶

⊟

37.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

120 KB

res/drawable/chompytower.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

19.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

132 KB

res/drawable/geodesicgears.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

31.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

135 KB

res/drawable/sballs.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

33.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

139 KB

res/drawable/demon.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

38.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

124 KB

res/drawable/gravitywell.png ¶

⊟

99.9 KB

sng ¶

Max HTML report size reached

⊟

24.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

130 KB

res/drawable/headroom.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

30.2 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

109 KB

res/drawable/bubble3d.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

9.06 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

90.1 KB

res/drawable/piecewise.png ¶

⊟

75.0 KB

sng ¶

⊟

15.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

151 KB

res/drawable/flame.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

50.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

94.8 KB

res/drawable/pyro.png ¶

⊟

87.7 KB

sng ¶

⊟

7.11 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

119 KB

res/drawable/gears.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

18.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

146 KB

res/drawable/euler2d.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

45.3 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

109 KB

res/drawable/sierpinski.png ¶

⊟

99.5 KB

sng ¶

Max HTML report size reached

⊟

9.36 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

122 KB

res/drawable/crackberg.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

22.0 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

115 KB

res/drawable/loop.png ¶

⊟

99.7 KB

sng ¶

Max HTML report size reached

⊟

14.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

115 KB

res/drawable/polytopes.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

14.6 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

119 KB

res/drawable/munch.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

18.5 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

71.5 KB

res/drawable/attraction.png ¶

⊟

66.6 KB

sng ¶

⊟

4.89 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

123 KB

res/drawable/maze.png ¶

⊟

101 KB

sng ¶

Max HTML report size reached

⊟

22.9 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

114 KB

res/drawable/cube21.png ¶

⊟

99.1 KB

sng ¶

⊟

14.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

118 KB

res/drawable/polyominoes.png ¶

⊟

98.1 KB

sng ¶

⊟

19.4 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

⊟

140 KB

res/drawable/maze3d.png ¶

⊟

100 KB

sng ¶

Max HTML report size reached

⊟

39.1 KB

Image content ¶

⊟

Pixel difference ¶

⊟

Flicker difference ¶

+Verifies
+Verified·using·v1·scheme·(JAR·signing):·true
+Verified·using·v2·scheme·(APK·Signature·Scheme·v2):·true
+Verified·using·v3·scheme·(APK·Signature·Scheme·v3):·true
+Verified·using·v4·scheme·(APK·Signature·Scheme·v4):·false
+Verified·for·SourceStamp:·false
+Number·of·signers:·1
+Signer·#1·certificate·DN:·CN=FDroid,·OU=FDroid,·O=fdroid.org,·L=ORG,·ST=ORG,·C=UK
+Signer·#1·certificate·SHA-256·digest:·7d5be056f938229a7fd535fc3b41af6d65851786a844ecd0bb1ad1edcd41cd54
+Signer·#1·certificate·SHA-1·digest:·a56b9609f47a720d6a1f9f48edcb790c6c805db1
+Signer·#1·certificate·MD5·digest:·bb4ff28c0b39266689e1d842420b3f0a
+Signer·#1·key·algorithm:·RSA
+Signer·#1·key·size·(bits):·2048
+Signer·#1·public·key·SHA-256·digest:·9c6cd48b9599fee23a97fcb05c85bf515bcc0e20d6df1a668c039b5fdb21ede6
+Signer·#1·public·key·SHA-1·digest:·12477da507fa20f5821924623957db472b57097f
+Signer·#1·public·key·MD5·digest:·6e71c3942f3df25a013dd0f99ff78111
+WARNING:·META-INF/com/android/build/gradle/app-metadata.properties·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/android.arch.core_runtime.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/android.arch.lifecycle_livedata-core.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/android.arch.lifecycle_runtime.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/android.arch.lifecycle_viewmodel.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-compat.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-core-ui.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-core-utils.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-fragment.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-media-compat.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.
+WARNING:·META-INF/com.android.support_support-v4.version·not·protected·by·signature.·Unauthorized·modifications·to·this·JAR·entry·will·not·be·detected.·Delete·or·move·the·entry·outside·of·META-INF/.


Offset 1, 286 lines modified		Offset 1, 256 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··1,··0,··1)·····#·rgb·=·(0x01,0x00,0x01)
9	····(··6,··6,··7)·····#·rgb·=·(0x06,0x06,0x07)
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··1)·····#·rgb·=·(0x00,0x00,0x01)
12	····(··5,··5,··5)·····#·rgb·=·(0x05,0x05,0x05)·grey2
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··2,··2,··2)·····#·rgb·=·(0x02,0x02,0x02)	10	····(··2,··1,··2)·····#·rgb·=·(0x02,0x01,0x02)
15	····(·21,·21,·21)·····#·rgb·=·(0x15,0x15,0x15)	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··1,··1,··2)·····#·rgb·=·(0x01,0x01,0x02)	12	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		13	····(101,·52,·96)·····#·rgb·=·(0x65,0x34,0x60)
17	····(··7,··7,··6)·····#·rgb·=·(0x07,0x07,0x06)	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(·10,·10,·11)·····#·rgb·=·(0x0a,0x0a,0x0b)	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		19	····(·63,·33,·61)·····#·rgb·=·(0x3f,0x21,0x3d)
		20	····(120,·67,116)·····#·rgb·=·(0x78,0x43,0x74)
		21	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		22	····(·20,·11,·18)·····#·rgb·=·(0x14,0x0b,0x12)
		23	····(156,·86,153)·····#·rgb·=·(0x9c,0x56,0x99)
		24	····(162,·90,156)·····#·rgb·=·(0xa2,0x5a,0x9c)
19	····(·18,·18,·20)·····#·rgb·=·(0x12,0x12,0x14)	25	····(·32,·17,·30)·····#·rgb·=·(0x20,0x11,0x1e)
		26	····(·98,·53,·94)·····#·rgb·=·(0x62,0x35,0x5e)
		27	····(109,·59,105)·····#·rgb·=·(0x6d,0x3b,0x69)
		28	····(·93,·51,·90)·····#·rgb·=·(0x5d,0x33,0x5a)
20	····(171,170,172)·····#·rgb·=·(0xab,0xaa,0xac)	29	····(178,100,173)·····#·rgb·=·(0xb2,0x64,0xad)
		30	····(·85,·45,·82)·····#·rgb·=·(0x55,0x2d,0x52)
		31	····(·40,·22,·38)·····#·rgb·=·(0x28,0x16,0x26)
		32	····(154,·88,150)·····#·rgb·=·(0x9a,0x58,0x96)
		33	····(101,·54,·97)·····#·rgb·=·(0x65,0x36,0x61)
21	····(120,118,123)·····#·rgb·=·(0x78,0x76,0x7b)	34	····(186,103,181)·····#·rgb·=·(0xba,0x67,0xb5)
		35	····(138,·75,132)·····#·rgb·=·(0x8a,0x4b,0x84)
22	····(··8,··8,··6)·····#·rgb·=·(0x08,0x08,0x06)	36	····(··8,··4,··6)·····#·rgb·=·(0x08,0x04,0x06)
23	····(·90,·90,~~·92~~)·····#·rgb·=·(0x5a,0x5a,0x5c)	37	····(140,·76,136)·····#·rgb·=·(0x8c,0x4c,0x88)
24	····(~~·58~~,·58,~~·60~~)·····#·rgb·=·(0x3a,0x3a,0x3c)	38	····(106,·57,101)·····#·rgb·=·(0x6a,0x39,0x65)
		39	····(125,·68,121)·····#·rgb·=·(0x7d,0x44,0x79)
		40	····(121,·66,117)·····#·rgb·=·(0x79,0x42,0x75)
		41	····(·51,·28,·49)·····#·rgb·=·(0x33,0x1c,0x31)
25	····(·50,·50,·52)·····#·rgb·=·(0x32,0x32,0x34)	42	····(·49,·25,·45)·····#·rgb·=·(0x31,0x19,0x2d)
		43	····(··6,··4,··8)·····#·rgb·=·(0x06,0x04,0x08)
		44	····(·13,··8,·13)·····#·rgb·=·(0x0d,0x08,0x0d)
		45	····(·27,·14,·25)·····#·rgb·=·(0x1b,0x0e,0x19)
26	····(··4,··3,··9)·····#·rgb·=·(0x04,0x03,0x09)	46	····(·10,··6,·10)·····#·rgb·=·(0x0a,0x06,0x0a)
		47	····(·57,·32,·54)·····#·rgb·=·(0x39,0x20,0x36)
		48	····(·91,·46,·85)·····#·rgb·=·(0x5b,0x2e,0x55)
		49	····(171,·92,164)·····#·rgb·=·(0xab,0x5c,0xa4)
		50	····(168,·92,163)·····#·rgb·=·(0xa8,0x5c,0xa3)
		51	····(150,·82,145)·····#·rgb·=·(0x96,0x52,0x91)
		52	····(·73,·40,·70)·····#·rgb·=·(0x49,0x28,0x46)
		53	····(203,115,198)·····#·rgb·=·(0xcb,0x73,0xc6)
		54	····(198,103,187)·····#·rgb·=·(0xc6,0x67,0xbb)
		55	····(·60,·33,·58)·····#·rgb·=·(0x3c,0x21,0x3a)
		56	····(·45,·24,·43)·····#·rgb·=·(0x2d,0x18,0x2b)
27	····(·24,·22,·28)·····#·rgb·=·(0x18,0x16,0x1c)	57	····(·43,·22,·41)·····#·rgb·=·(0x2b,0x16,0x29)
28	····(·93,·91,·99)·····#·rgb·=·(0x5d,0x5b,0x63)
29	····(·37,·35,·42)·····#·rgb·=·(0x25,0x23,0x2a)
30	····(·74,·74,·76)·····#·rgb·=·(0x4a,0x4a,0x4c)
31	····(198,197,199)·····#·rgb·=·(0xc6,0xc5,0xc7)
32	····(·26,·26,·28)·····#·rgb·=·(0x1a,0x1a,0x1c)	58	····(·29,·16,·28)·····#·rgb·=·(0x1d,0x10,0x1c)
33	····(183,183,185)·····#·rgb·=·(0xb7,0xb7,0xb9)
34	····(139,138,140)·····#·rgb·=·(0x8b,0x8a,0x8c)
35	····(130,130,132)·····#·rgb·=·(0x82,0x82,0x84)
36	····(·20,·19,·25)·····#·rgb·=·(0x14,0x13,0x19)
37	····(·98,·98,100)·····#·rgb·=·(0x62,0x62,0x64)
38	····(·56,·54,·60)·····#·rgb·=·(0x38,0x36,0x3c)
39	····(235,234,239)·····#·rgb·=·(0xeb,0xea,0xef)
40	····(100,·99,106)·····#·rgb·=·(0x64,0x63,0x6a)
41	····(·27,·27,·22)·····#·rgb·=·(0x1b,0x1b,0x16)
42	····(·13,·12,·17)·····#·rgb·=·(0x0d,0x0c,0x11)
43	····(114,114,116)·····#·rgb·=·(0x72,0x72,0x74)
44	····(··8,··6,·11)·····#·rgb·=·(0x08,0x06,0x0b)
45	····(·60,·59,·66)·····#·rgb·=·(0x3c,0x3b,0x42)
46	····(207,204,215)·····#·rgb·=·(0xcf,0xcc,0xd7)
47	····(155,154,156)·····#·rgb·=·(0x9b,0x9a,0x9c)
48	····(122,122,124)·····#·rgb·=·(0x7a,0x7a,0x7c)
49	····(104,102,107)·····#·rgb·=·(0x68,0x66,0x6b)
50	····(~~187~~,186,194)·····#·rgb·=·(0xbb,0xba,0xc2)	59	····(203,107,193)·····#·rgb·=·(0xcb,0x6b,0xc1)
51	····(·82,·82,·84)·····#·rgb·=·(0x52,0x52,0x54)
52	····(·34,·34,·36)·····#·rgb·=·(0x22,0x22,0x24)
53	····(133,~~132~~,138)·····#·rgb·=·(0x85,0x84,0x8a)	60	····(133,·74,129)·····#·rgb·=·(0x85,0x4a,0x81)
54	····(·44,·43,·50)·····#·rgb·=·(0x2c,0x2b,0x32)
55	····(149,148,153)·····#·rgb·=·(0x95,0x94,0x99)
56	····(·66,·66,·68)·····#·rgb·=·(0x42,0x42,0x44)
57	····(·88,·86,·92)·····#·rgb·=·(0x58,0x56,0x5c)
58	····(116,115,121)·····#·rgb·=·(0x74,0x73,0x79)
59	····(106,106,108)·····#·rgb·=·(0x6a,0x6a,0x6c)
60	····(·52,·51,·58)·····#·rgb·=·(0x34,0x33,0x3a)
61	····(164,163,167)·····#·rgb·=·(0xa4,0xa3,0xa7)
62	····(141,140,145)·····#·rgb·=·(0x8d,0x8c,0x91)
63	····(177,174,184)·····#·rgb·=·(0xb1,0xae,0xb8)
64	····(·69,·67,·74)·····#·rgb·=·(0x45,0x43,0x4a)	61	····(·77,·42,·74)·····#·rgb·=·(0x4d,0x2a,0x4a)
		62	····(·36,·20,·34)·····#·rgb·=·(0x24,0x14,0x22)
		63	····(145,·81,141)·····#·rgb·=·(0x91,0x51,0x8d)
65	····(172,169,178)·····#·rgb·=·(0xac,0xa9,0xb2)	64	····(157,·89,154)·····#·rgb·=·(0x9d,0x59,0x9a)
66	····(144,142,150)·····#·rgb·=·(0x90,0x8e,0x96)
67	····(·84,·83,·89)·····#·rgb·=·(0x54,0x53,0x59)	65	····(·84,·48,·83)·····#·rgb·=·(0x54,0x30,0x53)
68	····(124,123,130)·····#·rgb·=·(0x7c,0x7b,0x82)
69	····(·28,·27,·34)·····#·rgb·=·(0x1c,0x1b,0x22)
70	····(·42,·42,·44)·····#·rgb·=·(0x2a,0x2a,0x2c)
71	····(·40,·38,·44)·····#·rgb·=·(0x28,0x26,0x2c)
72	····(109,107,113)·····#·rgb·=·(0x6d,0x6b,0x71)
73	····(148,147,150)·····#·rgb·=·(0x94,0x93,0x96)
74	····(·96,·94,102)·····#·rgb·=·(0x60,0x5e,0x66)
75	····(·16,·14,·19)·····#·rgb·=·(0x10,0x0e,0x13)	66	····(·24,·12,·22)·····#·rgb·=·(0x18,0x0c,0x16)
		67	····(101,·56,·98)·····#·rgb·=·(0x65,0x38,0x62)
		68	····(·89,·49,·86)·····#·rgb·=·(0x59,0x31,0x56)
		69	····(117,·65,113)·····#·rgb·=·(0x75,0x41,0x71)
		70	····(141,·81,139)·····#·rgb·=·(0x8d,0x51,0x8b)
76	····(~~·64~~,·62,~~·71~~)·····#·rgb·=·(0x40,0x3e,0x47)	71	····(120,·62,115)·····#·rgb·=·(0x78,0x3e,0x73)
		72	····(·57,·29,·53)·····#·rgb·=·(0x39,0x1d,0x35)
77	····(128,126,127)·····#·rgb·=·(0x80,0x7e,0x7f)
78	····(·77,·75,·82)·····#·rgb·=·(0x4d,0x4b,0x52)
79	····(·16,·16,·14)·····#·rgb·=·(0x10,0x10,0x0e)	73	····(·16,··8,·14)·····#·rgb·=·(0x10,0x08,0x0e)
80	····(·32,·29,·38)·····#·rgb·=·(0x20,0x1d,0x26)
81	····(195,190,201)·····#·rgb·=·(0xc3,0xbe,0xc9)
82	····(155,153,163)·····#·rgb·=·(0x9b,0x99,0xa3)
83	····(·39,·40,·40)·····#·rgb·=·(0x27,0x28,0x28)
84	····(·72,·70,·76)·····#·rgb·=·(0x48,0x46,0x4c)
85	····(·48,·46,·55)·····#·rgb·=·(0x30,0x2e,0x37)
86	····(160,158,159)·····#·rgb·=·(0xa0,0x9e,0x9f)
Max diff block lines reached; 90719/101234 bytes (89.61%) of diff not shown.


Offset 5, 278 lines modified		Offset 5, 278 lines modified
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		12	····(··8,··9,··9)·····#·rgb·=·(0x08,0x09,0x09)
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··2,··3,··9)·····#·rgb·=·(0x02,0x03,0x09)
17	····(··3,··9,··3)·····#·rgb·=·(0x03,0x09,0x03)
18	····(·10,··0,··1)·····#·rgb·=·(0x0a,0x00,0x01)
19	····(·11,·12,·11)·····#·rgb·=·(0x0b,0x0c,0x0b)	16	····(·19,·12,·11)·····#·rgb·=·(0x13,0x0c,0x0b)
		17	····(·44,·16,·11)·····#·rgb·=·(0x2c,0x10,0x0b)
		18	····(·12,·12,·12)·····#·rgb·=·(0x0c,0x0c,0x0c)
		19	····(··9,··8,··6)·····#·rgb·=·(0x09,0x08,0x06)
		20	····(·57,·24,·24)·····#·rgb·=·(0x39,0x18,0x18)
		21	····(119,·28,·28)·····#·rgb·=·(0x77,0x1c,0x1c)
		22	····(·19,·17,·13)·····#·rgb·=·(0x13,0x11,0x0d)
		23	····(·50,·27,·27)·····#·rgb·=·(0x32,0x1b,0x1b)
		24	····(·80,·12,·12)·····#·rgb·=·(0x50,0x0c,0x0c)
20	····(·37,·23,·10)·····#·rgb·=·(0x25,0x17,0x0a)	25	····(·37,·23,·21)·····#·rgb·=·(0x25,0x17,0x15)
21	····(·24,·22,·10)·····#·rgb·=·(0x18,0x16,0x0a)
22	····(·39,·38,·24)·····#·rgb·=·(0x27,0x26,0x18)
23	····(·48,·46,·17)·····#·rgb·=·(0x30,0x2e,0x11)
24	····(140,113,·19)·····#·rgb·=·(0x8c,0x71,0x13)
25	····(173,141,·22)·····#·rgb·=·(0xad,0x8d,0x16)
26	····(201,150,·21)·····#·rgb·=·(0xc9,0x96,0x15)
27	····(108,·84,·19)·····#·rgb·=·(0x6c,0x54,0x13)
28	····(212,167,·28)·····#·rgb·=·(0xd4,0xa7,0x1c)
29	····(150,103,·25)·····#·rgb·=·(0x96,0x67,0x19)
30	····(177,165,·28)·····#·rgb·=·(0xb1,0xa5,0x1c)
31	····(·75,·47,·22)·····#·rgb·=·(0x4b,0x2f,0x16)
32	····(·21,·12,·20)·····#·rgb·=·(0x15,0x0c,0x14)
33	····(··9,·10,·19)·····#·rgb·=·(0x09,0x0a,0x13)
34	····(·44,·11,·12)·····#·rgb·=·(0x2c,0x0b,0x0c)
35	····(167,120,·42)·····#·rgb·=·(0xa7,0x78,0x2a)
36	····(142,113,·42)·····#·rgb·=·(0x8e,0x71,0x2a)
37	····(103,·88,·38)·····#·rgb·=·(0x67,0x58,0x26)
38	····(·84,·74,·20)·····#·rgb·=·(0x54,0x4a,0x14)
39	····(·76,·53,·47)·····#·rgb·=·(0x4c,0x35,0x2f)
40	····(·23,·35,·22)·····#·rgb·=·(0x17,0x23,0x16)
41	····(··7,··9,··8)·····#·rgb·=·(0x07,0x09,0x08)
42	····(173,141,·39)·····#·rgb·=·(0xad,0x8d,0x27)
43	····(·20,·26,·20)·····#·rgb·=·(0x14,0x1a,0x14)
44	····(·10,·23,·22)·····#·rgb·=·(0x0a,0x17,0x16)
45	····(·36,·41,·37)·····#·rgb·=·(0x24,0x29,0x25)
46	····(·37,·24,·23)·····#·rgb·=·(0x25,0x18,0x17)
47	····(114,105,·44)·····#·rgb·=·(0x72,0x69,0x2c)
48	····(·22,·24,·38)·····#·rgb·=·(0x16,0x18,0x26)
49	····(147,137,·39)·····#·rgb·=·(0x93,0x89,0x27)
50	····(·35,·27,·35)·····#·rgb·=·(0x23,0x1b,0x23)
51	····(·26,·38,·39)·····#·rgb·=·(0x1a,0x26,0x27)
52	····(·10,·35,·22)·····#·rgb·=·(0x0a,0x23,0x16)
53	····(·25,·26,·21)·····#·rgb·=·(0x19,0x1a,0x15)
54	····(·28,·33,·28)·····#·rgb·=·(0x1c,0x21,0x1c)
55	····(118,106,·21)·····#·rgb·=·(0x76,0x6a,0x15)
56	····(·42,·40,·36)·····#·rgb·=·(0x2a,0x28,0x24)
57	····(·28,·34,·35)·····#·rgb·=·(0x1c,0x22,0x23)
58	····(·53,·39,·25)·····#·rgb·=·(0x35,0x27,0x19)
59	····(·20,·37,·11)·····#·rgb·=·(0x14,0x25,0x0b)
60	····(·34,·35,·28)·····#·rgb·=·(0x22,0x23,0x1c)	26	····(·34,·28,·26)·····#·rgb·=·(0x22,0x1c,0x1a)
		27	····(·43,·27,·27)·····#·rgb·=·(0x2b,0x1b,0x1b)
		28	····(·71,·37,·36)·····#·rgb·=·(0x47,0x25,0x24)
61	····(·20,·26,·26)·····#·rgb·=·(0x14,0x1a,0x1a)	29	····(·71,·26,·26)·····#·rgb·=·(0x47,0x1a,0x1a)
62	····(·80,·74,·45)·····#·rgb·=·(0x50,0x4a,0x2d)	30	····(·85,·26,·26)·····#·rgb·=·(0x55,0x1a,0x1a)
		31	····(104,·25,·25)·····#·rgb·=·(0x68,0x19,0x19)
		32	····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)
		33	····(·26,·21,·20)·····#·rgb·=·(0x1a,0x15,0x14)
		34	····(·21,·25,·25)·····#·rgb·=·(0x15,0x19,0x19)
		35	····(·23,·23,·23)·····#·rgb·=·(0x17,0x17,0x17)·grey9
63	····(·26,·27,·27)·····#·rgb·=·(0x1a,0x1b,0x1b)	36	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
64	····(·42,·43,·43)·····#·rgb·=·(0x2a,0x2b,0x2b)
65	····(~~·16~~,·17,·42)·····#·rgb·=·(0x10,0x11,0x2a)	37	····(133,·28,·28)·····#·rgb·=·(0x85,0x1c,0x1c)
66	····(145,135,·21)·····#·rgb·=·(0x91,0x87,0x15)
67	····(·21,·10,··9)·····#·rgb·=·(0x15,0x0a,0x09)
68	····(110,·82,·42)·····#·rgb·=·(0x6e,0x52,0x2a)
69	····(·27,·29,·34)·····#·rgb·=·(0x1b,0x1d,0x22)
70	····(·34,·35,·35)·····#·rgb·=·(0x22,0x23,0x23)	38	····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)
		39	····(·42,·36,·35)·····#·rgb·=·(0x2a,0x24,0x23)
		40	····(·54,·39,·38)·····#·rgb·=·(0x36,0x27,0x26)
71	····(·88,·99,·27)·····#·rgb·=·(0x58,0x63,0x1b)	41	····(·51,·44,·27)·····#·rgb·=·(0x33,0x2c,0x1b)
72	····(·57,·58,·53)·····#·rgb·=·(0x39,0x3a,0x35)	42	····(·85,·36,·36)·····#·rgb·=·(0x55,0x24,0x24)
		43	····(·35,·33,·28)·····#·rgb·=·(0x23,0x21,0x1c)
73	····(180,146,·64)·····#·rgb·=·(0xb4,0x92,0x40)
74	····(·27,·20,·22)·····#·rgb·=·(0x1b,0x14,0x16)
75	····(·13,·18,·18)·····#·rgb·=·(0x0d,0x12,0x12)	44	····(·13,·17,·18)·····#·rgb·=·(0x0d,0x11,0x12)
		45	····(··9,·20,·22)·····#·rgb·=·(0x09,0x14,0x16)
76	····(·49,·27,·41)·····#·rgb·=·(0x31,0x1b,0x29)	46	····(·26,·25,·21)·····#·rgb·=·(0x1a,0x19,0x15)
77	····(·40,·48,·79)·····#·rgb·=·(0x28,0x30,0x4f)
78	····(·49,·50,·45)·····#·rgb·=·(0x31,0x32,0x2d)
79	····(·42,·45,·50)·····#·rgb·=·(0x2a,0x2d,0x32)	47	····(·42,·30,·32)·····#·rgb·=·(0x2a,0x1e,0x20)
80	····(·54,·43,·54)·····#·rgb·=·(0x36,0x2b,0x36)
81	····(~~·34~~,·36,·42)·····#·rgb·=·(0x22,0x24,0x2a)	48	····(118,·36,·36)·····#·rgb·=·(0x76,0x24,0x24)
82	····(·44,·50,·51)·····#·rgb·=·(0x2c,0x32,0x33)
83	····(·53,·57,·52)·····#·rgb·=·(0x35,0x39,0x34)
84	····(·38,·41,·54)·····#·rgb·=·(0x26,0x29,0x36)
85	····(·50,·51,·50)·····#·rgb·=·(0x32,0x33,0x32)
86	····(·37,·41,·43)·····#·rgb·=·(0x25,0x29,0x2b)	49	····(·13,·14,·18)·····#·rgb·=·(0x0d,0x0e,0x12)
87	····(·22,·42,·45)·····#·rgb·=·(0x16,0x2a,0x2d)
88	····(·54,·54,·40)·····#·rgb·=·(0x36,0x36,0x28)
89	····(·52,·55,·58)·····#·rgb·=·(0x34,0x37,0x3a)
90	····(·58,·59,·59)·····#·rgb·=·(0x3a,0x3b,0x3b)	50	····(·83,·53,·53)·····#·rgb·=·(0x53,0x35,0x35)
91	····(~~·44~~,·52,·68)·····#·rgb·=·(0x2c,0x34,0x44)	51	····(107,·54,·54)·····#·rgb·=·(0x6b,0x36,0x36)
		52	····(108,·86,·42)·····#·rgb·=·(0x6c,0x56,0x2a)
		53	····(·30,·32,·35)·····#·rgb·=·(0x1e,0x20,0x23)
		54	····(·42,·37,·27)·····#·rgb·=·(0x2a,0x25,0x1b)
92	····(·19,·21,·26)·····#·rgb·=·(0x13,0x15,0x1a)	55	····(·20,·22,·25)·····#·rgb·=·(0x14,0x16,0x19)
		56	····(·41,·39,·39)·····#·rgb·=·(0x29,0x27,0x27)
93	····(·54,·67,·42)·····#·rgb·=·(0x36,0x43,0x2a)	57	····(·54,·50,·42)·····#·rgb·=·(0x36,0x32,0x2a)
		58	····(155,·91,·91)·····#·rgb·=·(0x9b,0x5b,0x5b)
94	····(·42,·50,·43)·····#·rgb·=·(0x2a,0x32,0x2b)	59	····(·42,·42,·43)·····#·rgb·=·(0x2a,0x2a,0x2b)
95	····(209,171,·38)·····#·rgb·=·(0xd1,0xab,0x26)
96	····(·43,·52,·57)·····#·rgb·=·(0x2b,0x34,0x39)
97	····(·19,·20,·19)·····#·rgb·=·(0x13,0x14,0x13)	60	····(·30,·31,·30)·····#·rgb·=·(0x1e,0x1f,0x1e)
98	····(·55,·41,·39)·····#·rgb·=·(0x37,0x29,0x27)	61	····(·43,·41,·36)·····#·rgb·=·(0x2b,0x29,0x24)
		62	····(·51,·51,·51)·····#·rgb·=·(0x33,0x33,0x33)·grey20
		63	····(·33,·49,·48)·····#·rgb·=·(0x21,0x31,0x30)
99	····(·74,·12,·16)·····#·rgb·=·(0x4a,0x0c,0x10)	64	····(·46,·48,·47)·····#·rgb·=·(0x2e,0x30,0x2f)
100	····(106,·22,·24)·····#·rgb·=·(0x6a,0x16,0x18)
101	····(·86,·23,·26)·····#·rgb·=·(0x56,0x17,0x1a)	65	····(·86,·77,·52)·····#·rgb·=·(0x56,0x4d,0x34)
102	····(·54,·23,·23)·····#·rgb·=·(0x36,0x17,0x17)
103	····(·71,·24,·25)·····#·rgb·=·(0x47,0x18,0x19)	66	····(·80,·79,·85)·····#·rgb·=·(0x50,0x4f,0x55)
104	····(140,·32,·39)·····#·rgb·=·(0x8c,0x20,0x27)
Max diff block lines reached; 85227/93300 bytes (91.35%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··8,·31,·30)·····#·rgb·=·(0x08,0x1f,0x1e)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··4,·15,·15)·····#·rgb·=·(0x04,0x0f,0x0f)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·47,162,159)·····#·rgb·=·(0x2f,0xa2,0x9f)
+····(·41,148,144)·····#·rgb·=·(0x29,0x94,0x90)
+····(·28,108,105)·····#·rgb·=·(0x1c,0x6c,0x69)
+····(·31,111,109)·····#·rgb·=·(0x1f,0x6f,0x6d)
+····(·27,·98,·94)·····#·rgb·=·(0x1b,0x62,0x5e)
+····(·24,·87,·85)·····#·rgb·=·(0x18,0x57,0x55)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··7,··7,··3)·····#·rgb·=·(0x07,0x07,0x03)
+····(·11,·10,··4)·····#·rgb·=·(0x0b,0x0a,0x04)
+····(·12,·12,··9)·····#·rgb·=·(0x0c,0x0c,0x09)
+····(·19,·19,·10)·····#·rgb·=·(0x13,0x13,0x0a)
+····(··3,·11,·11)·····#·rgb·=·(0x03,0x0b,0x0b)
+····(·19,·18,··4)·····#·rgb·=·(0x13,0x12,0x04)
+····(·24,·22,·11)·····#·rgb·=·(0x18,0x16,0x0b)
+····(·23,·22,·18)·····#·rgb·=·(0x17,0x16,0x12)
+····(·27,·26,·12)·····#·rgb·=·(0x1b,0x1a,0x0c)
+····(·28,·27,·17)·····#·rgb·=·(0x1c,0x1b,0x11)
+····(·40,·38,·18)·····#·rgb·=·(0x28,0x26,0x12)
+····(··2,··6,··7)·····#·rgb·=·(0x02,0x06,0x07)
+····(··2,··8,··7)·····#·rgb·=·(0x02,0x08,0x07)
+····(··6,·23,·23)·····#·rgb·=·(0x06,0x17,0x17)
+····(··5,·19,·19)·····#·rgb·=·(0x05,0x13,0x13)
+····(·31,·32,·16)·····#·rgb·=·(0x1f,0x20,0x10)
+····(·14,·51,·50)·····#·rgb·=·(0x0e,0x33,0x32)
+····(·35,·34,·13)·····#·rgb·=·(0x23,0x22,0x0d)
+····(·52,·50,·26)·····#·rgb·=·(0x34,0x32,0x1a)
+····(·60,·58,·26)·····#·rgb·=·(0x3c,0x3a,0x1a)
+····(··9,·35,·34)·····#·rgb·=·(0x09,0x23,0x22)
+····(·57,·54,·25)·····#·rgb·=·(0x39,0x36,0x19)
+····(·44,·42,·18)·····#·rgb·=·(0x2c,0x2a,0x12)
+····(·17,·13,··1)·····#·rgb·=·(0x11,0x0d,0x01)
+····(·32,·30,·12)·····#·rgb·=·(0x20,0x1e,0x0c)
+····(·43,·42,·13)·····#·rgb·=·(0x2b,0x2a,0x0d)
+····(·52,·50,·19)·····#·rgb·=·(0x34,0x32,0x13)
+····(·73,·70,·35)·····#·rgb·=·(0x49,0x46,0x23)
+····(·81,·77,·35)·····#·rgb·=·(0x51,0x4d,0x23)
+····(·48,·46,·19)·····#·rgb·=·(0x30,0x2e,0x13)
+····(·40,·37,··7)·····#·rgb·=·(0x28,0x25,0x07)
+····(·56,·53,·20)·····#·rgb·=·(0x38,0x35,0x14)
+····(·26,·24,··3)·····#·rgb·=·(0x1a,0x18,0x03)
+····(·33,·30,··3)·····#·rgb·=·(0x21,0x1e,0x03)
+····(·49,·45,··9)·····#·rgb·=·(0x31,0x2d,0x09)
+····(·60,·57,·20)·····#·rgb·=·(0x3c,0x39,0x14)
+····(·65,·61,·26)·····#·rgb·=·(0x41,0x3d,0x1a)
+····(·64,·61,·20)·····#·rgb·=·(0x40,0x3d,0x14)
+····(·68,·66,·20)·····#·rgb·=·(0x44,0x42,0x14)
+····(·69,·66,·26)·····#·rgb·=·(0x45,0x42,0x1a)
+····(·76,·74,·27)·····#·rgb·=·(0x4c,0x4a,0x1b)
+····(·81,·77,·28)·····#·rgb·=·(0x51,0x4d,0x1c)
+····(·73,·69,·27)·····#·rgb·=·(0x49,0x45,0x1b)
+····(·55,·52,··9)·····#·rgb·=·(0x37,0x34,0x09)
+····(·64,·61,·38)·····#·rgb·=·(0x40,0x3d,0x26)
+····(·74,·72,·20)·····#·rgb·=·(0x4a,0x48,0x14)
+····(·97,·92,·52)·····#·rgb·=·(0x61,0x5c,0x34)
+····(·90,·86,·42)·····#·rgb·=·(0x5a,0x56,0x2a)
+····(·89,·85,·35)·····#·rgb·=·(0x59,0x55,0x23)
+····(·41,·39,·26)·····#·rgb·=·(0x29,0x27,0x1a)
+····(·85,·81,·34)·····#·rgb·=·(0x55,0x51,0x22)
+····(··8,·28,·28)·····#·rgb·=·(0x08,0x1c,0x1c)
+····(·93,·90,·35)·····#·rgb·=·(0x5d,0x5a,0x23)
+····(·97,·93,·43)·····#·rgb·=·(0x61,0x5d,0x2b)
+····(104,101,·52)·····#·rgb·=·(0x68,0x65,0x34)
+····(·66,·61,··7)·····#·rgb·=·(0x42,0x3d,0x07)
+····(101,·97,·42)·····#·rgb·=·(0x65,0x61,0x2a)
+····(114,108,·52)·····#·rgb·=·(0x72,0x6c,0x34)
+····(122,118,·51)·····#·rgb·=·(0x7a,0x76,0x33)
+····(·89,·85,·25)·····#·rgb·=·(0x59,0x55,0x19)
+····(·97,·93,·35)·····#·rgb·=·(0x61,0x5d,0x23)
+····(105,100,·42)·····#·rgb·=·(0x69,0x64,0x2a)
+····(·98,·92,·27)·····#·rgb·=·(0x62,0x5c,0x1b)
+····(101,·97,·35)·····#·rgb·=·(0x65,0x61,0x23)
+····(113,108,·43)·····#·rgb·=·(0x71,0x6c,0x2b)
+····(109,105,·40)·····#·rgb·=·(0x6d,0x69,0x28)
+····(·82,·77,·20)·····#·rgb·=·(0x52,0x4d,0x14)
+····(·74,·69,··8)·····#·rgb·=·(0x4a,0x45,0x08)
+····(105,100,·36)·····#·rgb·=·(0x69,0x64,0x24)
+····(130,125,·58)·····#·rgb·=·(0x82,0x7d,0x3a)
+····(137,132,·54)·····#·rgb·=·(0x89,0x84,0x36)
+····(113,108,·37)·····#·rgb·=·(0x71,0x6c,0x25)
+····(146,140,·68)·····#·rgb·=·(0x92,0x8c,0x44)
+····(130,124,·51)·····#·rgb·=·(0x82,0x7c,0x33)
+····(117,113,·43)·····#·rgb·=·(0x75,0x71,0x2b)
+····(154,149,·69)·····#·rgb·=·(0x9a,0x95,0x45)
+····(122,117,·39)·····#·rgb·=·(0x7a,0x75,0x27)
+····(122,116,·43)·····#·rgb·=·(0x7a,0x74,0x2b)
+····(161,156,·84)·····#·rgb·=·(0xa1,0x9c,0x54)
+····(141,136,·71)·····#·rgb·=·(0x8d,0x88,0x47)
+····(105,101,·27)·····#·rgb·=·(0x69,0x65,0x1b)
+····(113,110,·71)·····#·rgb·=·(0x71,0x6e,0x47)
+····(·87,·85,·53)·····#·rgb·=·(0x57,0x55,0x35)
+····(146,140,·55)·····#·rgb·=·(0x92,0x8c,0x37)
+····(137,132,·44)·····#·rgb·=·(0x89,0x84,0x2c)
+····(·82,·77,·10)·····#·rgb·=·(0x52,0x4d,0x0a)
+····(130,124,·43)·····#·rgb·=·(0x82,0x7c,0x2b)
+····(151,147,101)·····#·rgb·=·(0x97,0x93,0x65)
+····(115,110,·28)·····#·rgb·=·(0x73,0x6e,0x1c)
+····(162,156,·70)·····#·rgb·=·(0xa2,0x9c,0x46)
+····(153,148,·58)·····#·rgb·=·(0x99,0x94,0x3a)
+····(169,164,·70)·····#·rgb·=·(0xa9,0xa4,0x46)
+····(160,155,·60)·····#·rgb·=·(0xa0,0x9b,0x3c)
+····(·16,·64,·62)·····#·rgb·=·(0x10,0x40,0x3e)
+····(··6,·26,·25)·····#·rgb·=·(0x06,0x1a,0x19)
+····(·11,·40,·38)·····#·rgb·=·(0x0b,0x28,0x26)
+····(193,188,101)·····#·rgb·=·(0xc1,0xbc,0x65)
+····(184,180,101)·····#·rgb·=·(0xb8,0xb4,0x65)
+····(175,171,·83)·····#·rgb·=·(0xaf,0xab,0x53)
+····(199,197,104)·····#·rgb·=·(0xc7,0xc5,0x68)
+····(213,211,122)·····#·rgb·=·(0xd5,0xd3,0x7a)
+····(233,231,151)·····#·rgb·=·(0xe9,0xe7,0x97)
+····(244,242,172)·····#·rgb·=·(0xf4,0xf2,0xac)
+····(217,215,133)·····#·rgb·=·(0xd9,0xd7,0x85)
+····(203,201,115)·····#·rgb·=·(0xcb,0xc9,0x73)


Offset 2, 289 lines modified		Offset 2, 264 lines modified
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		9	····(··0,··0,··2)·····#·rgb·=·(0x00,0x00,0x02)
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		11	····(··0,··1,255)·····#·rgb·=·(0x00,0x01,0xff)
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··1,··0,··1)·····#·rgb·=·(0x01,0x00,0x01)	16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		19	····(179,··2,241)·····#·rgb·=·(0xb3,0x02,0xf1)
		20	····(164,··3,205)·····#·rgb·=·(0xa4,0x03,0xcd)
		21	····(246,··1,240)·····#·rgb·=·(0xf6,0x01,0xf0)
		22	····(252,··1,185)·····#·rgb·=·(0xfc,0x01,0xb9)
		23	····(253,··1,··1)·····#·rgb·=·(0xfd,0x01,0x01)
		24	····(231,··2,··2)·····#·rgb·=·(0xe7,0x02,0x02)
15	····(·10,··0,··2)·····#·rgb·=·(0x0a,0x00,0x02)	25	····(·20,··2,··2)·····#·rgb·=·(0x14,0x02,0x02)
		26	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··2,··1,·10)·····#·rgb·=·(0x02,0x01,0x0a)	27	····(··2,··2,·54)·····#·rgb·=·(0x02,0x02,0x36)
17	····(··6,··9,~~··6~~)·····#·rgb·=·(0x06,0x09,0x06)	28	····(··1,··1,254)·····#·rgb·=·(0x01,0x01,0xfe)
18	····(·10,··1,·10)·····#·rgb·=·(0x0a,0x01,0x0a)	29	····(·17,··1,250)·····#·rgb·=·(0x11,0x01,0xfa)
		30	····(230,··2,252)·····#·rgb·=·(0xe6,0x02,0xfc)
		31	····(253,··1,253)·····#·rgb·=·(0xfd,0x01,0xfd)
		32	····(252,··1,·20)·····#·rgb·=·(0xfc,0x01,0x14)
		33	····(·57,··2,··3)·····#·rgb·=·(0x39,0x02,0x03)
		34	····(··1,··2,·26)·····#·rgb·=·(0x01,0x02,0x1a)
		35	····(··1,··1,231)·····#·rgb·=·(0x01,0x01,0xe7)
		36	····(206,··1,252)·····#·rgb·=·(0xce,0x01,0xfc)
		37	····(252,··1,198)·····#·rgb·=·(0xfc,0x01,0xc6)
19	····(~~·19~~,··0,··1)·····#·rgb·=·(0x13,0x00,0x01)	38	····(243,··1,··1)·····#·rgb·=·(0xf3,0x01,0x01)
20	····(··3,··0,·19)·····#·rgb·=·(0x03,0x00,0x13)
21	····(·27,··0,··1)·····#·rgb·=·(0x1b,0x00,0x01)	39	····(·27,··2,··3)·····#·rgb·=·(0x1b,0x02,0x03)
22	····(··3,··0,·27)·····#·rgb·=·(0x03,0x00,0x1b)
23	····(·10,··0,·27)·····#·rgb·=·(0x0a,0x00,0x1b)
24	····(·37,··4,·10)·····#·rgb·=·(0x25,0x04,0x0a)
25	····(·10,··0,·55)·····#·rgb·=·(0x0a,0x00,0x37)
26	····(··7,··0,·38)·····#·rgb·=·(0x07,0x00,0x26)
27	····(·35,··0,··0)·····#·rgb·=·(0x23,0x00,0x00)
28	····(·43,··0,··0)·····#·rgb·=·(0x2b,0x00,0x00)
29	····(·59,··0,··0)·····#·rgb·=·(0x3b,0x00,0x00)
30	····(·67,··0,··0)·····#·rgb·=·(0x43,0x00,0x00)
31	····(·74,··0,··0)·····#·rgb·=·(0x4a,0x00,0x00)
32	····(·44,·33,·60)·····#·rgb·=·(0x2c,0x21,0x3c)
33	····(·44,·35,·73)·····#·rgb·=·(0x2c,0x23,0x49)
34	····(·80,·46,·47)·····#·rgb·=·(0x50,0x2e,0x2f)
35	····(·43,··7,112)·····#·rgb·=·(0x2b,0x07,0x70)
36	····(·22,··0,·87)·····#·rgb·=·(0x16,0x00,0x57)
37	····(·19,··0,·57)·····#·rgb·=·(0x13,0x00,0x39)	40	····(··1,··2,·73)·····#·rgb·=·(0x01,0x02,0x49)
		41	····(·80,··2,245)·····#·rgb·=·(0x50,0x02,0xf5)
		42	····(238,··1,229)·····#·rgb·=·(0xee,0x01,0xe5)
		43	····(254,··2,·73)·····#·rgb·=·(0xfe,0x02,0x49)
		44	····(101,··3,··2)·····#·rgb·=·(0x65,0x03,0x02)
		45	····(··1,··2,·19)·····#·rgb·=·(0x01,0x02,0x13)
		46	····(·20,··1,·21)·····#·rgb·=·(0x14,0x01,0x15)
		47	····(··1,··1,·11)·····#·rgb·=·(0x01,0x01,0x0b)
		48	····(··2,··2,116)·····#·rgb·=·(0x02,0x02,0x74)
		49	····(··0,··2,147)·····#·rgb·=·(0x00,0x02,0x93)
		50	····(·48,··2,·48)·····#·rgb·=·(0x30,0x02,0x30)
38	····(~~·51~~,··0,··0)·····#·rgb·=·(0x33,0x00,0x00)	51	····(147,··3,··2)·····#·rgb·=·(0x93,0x03,0x02)
		52	····(··2,··2,·43)·····#·rgb·=·(0x02,0x02,0x2b)
39	····(·91,··1,··2)·····#·rgb·=·(0x5b,0x01,0x02)	53	····(·43,··1,··2)·····#·rgb·=·(0x2b,0x01,0x02)
40	····(119,··5,··6)·····#·rgb·=·(0x77,0x05,0x06)	54	····(119,··3,··3)·····#·rgb·=·(0x77,0x03,0x03)
41	····(152,·23,·24)·····#·rgb·=·(0x98,0x17,0x18)	55	····(··2,··2,·86)·····#·rgb·=·(0x02,0x02,0x56)
42	····(176,·26,·42)·····#·rgb·=·(0xb0,0x1a,0x2a)
43	····(167,·26,·25)·····#·rgb·=·(0xa7,0x1a,0x19)
44	····(·69,·20,184)·····#·rgb·=·(0x45,0x14,0xb8)
45	····(·57,·20,151)·····#·rgb·=·(0x39,0x14,0x97)
46	····(·25,··1,~~105~~)·····#·rgb·=·(0x19,0x01,0x69)	56	····(··1,··1,221)·····#·rgb·=·(0x01,0x01,0xdd)
		57	····(·51,··1,250)·····#·rgb·=·(0x33,0x01,0xfa)
		58	····(251,··2,150)·····#·rgb·=·(0xfb,0x02,0x96)
47	····(103,··2,··3)·····#·rgb·=·(0x67,0x02,0x03)	59	····(183,··2,··3)·····#·rgb·=·(0xb7,0x02,0x03)
		60	····(··0,··2,198)·····#·rgb·=·(0x00,0x02,0xc6)
48	····(184,·24,·24)·····#·rgb·=·(0xb8,0x18,0x18)
49	····(199,·22,·23)·····#·rgb·=·(0xc7,0x16,0x17)
50	····(215,·12,·20)·····#·rgb·=·(0xd7,0x0c,0x14)	61	····(245,··1,·50)·····#·rgb·=·(0xf5,0x01,0x32)
51	····(204,·14,·13)·····#·rgb·=·(0xcc,0x0e,0x0d)
52	····(213,·20,·22)·····#·rgb·=·(0xd5,0x14,0x16)
53	····(·71,··8,216)·····#·rgb·=·(0x47,0x08,0xd8)	62	····(··1,··2,·36)·····#·rgb·=·(0x01,0x02,0x24)
54	····(·68,·22,167)·····#·rgb·=·(0x44,0x16,0xa7)
55	····(167,·36,·37)·····#·rgb·=·(0xa7,0x24,0x25)
56	····(231,··8,··8)·····#·rgb·=·(0xe7,0x08,0x08)
57	····(174,·33,·28)·····#·rgb·=·(0xae,0x21,0x1c)
58	····(·75,··2,244)·····#·rgb·=·(0x4b,0x02,0xf4)	63	····(··1,··2,242)·····#·rgb·=·(0x01,0x02,0xf2)
59	····(·71,·19,199)·····#·rgb·=·(0x47,0x13,0xc7)	64	····(·12,··2,249)·····#·rgb·=·(0x0c,0x02,0xf9)
		65	····(244,··2,105)·····#·rgb·=·(0xf4,0x02,0x69)
		66	····(167,··3,··4)·····#·rgb·=·(0xa7,0x03,0x04)
		67	····(··2,··1,110)·····#·rgb·=·(0x02,0x01,0x6e)
60	····(150,·38,~~·39~~)·····#·rgb·=·(0x96,0x26,0x27)	68	····(195,··2,195)·····#·rgb·=·(0xc3,0x02,0xc3)
		69	····(·68,··2,··2)·····#·rgb·=·(0x44,0x02,0x02)
		70	····(··1,··1,·98)·····#·rgb·=·(0x01,0x01,0x62)
		71	····(·12,··2,··2)·····#·rgb·=·(0x0c,0x02,0x02)
		72	····(·30,··3,·69)·····#·rgb·=·(0x1e,0x03,0x45)
61	····(~~244~~,··2,··2)·····#·rgb·=·(0xf4,0x02,0x02)	73	····(·52,··2,··2)·····#·rgb·=·(0x34,0x02,0x02)
62	····(250,··2,··3)·····#·rgb·=·(0xfa,0x02,0x03)	74	····(251,··2,·88)·····#·rgb·=·(0xfb,0x02,0x58)
		75	····(··2,··2,182)·····#·rgb·=·(0x02,0x02,0xb6)
		76	····(·27,··4,230)·····#·rgb·=·(0x1b,0x04,0xe6)
63	····(217,··9,··9)·····#·rgb·=·(0xd9,0x09,0x09)	77	····(220,··3,··2)·····#·rgb·=·(0xdc,0x03,0x02)
64	····(·85,··3,233)·····#·rgb·=·(0x55,0x03,0xe9)
65	····(·70,·10,200)·····#·rgb·=·(0x46,0x0a,0xc8)
66	····(116,·15,·19)·····#·rgb·=·(0x74,0x0f,0x13)
67	····(179,·36,·41)·····#·rgb·=·(0xb3,0x24,0x29)
68	····(243,··3,·10)·····#·rgb·=·(0xf3,0x03,0x0a)
69	····(236,··3,··3)·····#·rgb·=·(0xec,0x03,0x03)	78	····(136,··3,··3)·····#·rgb·=·(0x88,0x03,0x03)
70	····(·76,··2,251)·····#·rgb·=·(0x4c,0x02,0xfb)
71	····(·55,·20,136)·····#·rgb·=·(0x37,0x14,0x88)
72	····(·20,··0,·71)·····#·rgb·=·(0x14,0x00,0x47)
73	····(148,·34,·27)·····#·rgb·=·(0x94,0x22,0x1b)
74	····(230,··9,·21)·····#·rgb·=·(0xe6,0x09,0x15)
75	····(·22,··2,··9)·····#·rgb·=·(0x16,0x02,0x09)
76	····(·85,··3,245)·····#·rgb·=·(0x55,0x03,0xf5)
77	····(·80,·17,232)·····#·rgb·=·(0x50,0x11,0xe8)
78	····(·73,··5,231)·····#·rgb·=·(0x49,0x05,0xe7)
79	····(·58,·15,171)·····#·rgb·=·(0x3a,0x0f,0xab)
80	····(·34,··9,134)·····#·rgb·=·(0x22,0x09,0x86)
81	····(232,·18,·19)·····#·rgb·=·(0xe8,0x12,0x13)
82	····(178,·12,·11)·····#·rgb·=·(0xb2,0x0c,0x0b)
83	····(·10,··1,·19)·····#·rgb·=·(0x0a,0x01,0x13)
84	····(·60,·10,201)·····#·rgb·=·(0x3c,0x0a,0xc9)
85	····(·48,··9,140)·····#·rgb·=·(0x30,0x09,0x8c)
86	····(·70,··0,·11)·····#·rgb·=·(0x46,0x00,0x0b)
Max diff block lines reached; 90708/101637 bytes (89.25%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(·30,·30,·30)·····#·rgb·=·(0x1e,0x1e,0x1e)
+····(·32,·32,·32)·····#·rgb·=·(0x20,0x20,0x20)
+····(·41,·41,·41)·····#·rgb·=·(0x29,0x29,0x29)·grey16
+····(·22,·22,·22)·····#·rgb·=·(0x16,0x16,0x16)
+····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7
+····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·41,·41,·41)·····#·rgb·=·(0x29,0x29,0x29)·grey16
+····(·15,·15,·15)·····#·rgb·=·(0x0f,0x0f,0x0f)·grey6
+····(·20,·20,·20)·····#·rgb·=·(0x14,0x14,0x14)·grey8
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·17,·17,·17)·····#·rgb·=·(0x11,0x11,0x11)
+····(·41,·41,·41)·····#·rgb·=·(0x29,0x29,0x29)·grey16
+····(··5,··5,··5)·····#·rgb·=·(0x05,0x05,0x05)·grey2
+····(··5,··5,··5)·····#·rgb·=·(0x05,0x05,0x05)·grey2
+····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7
+····(·17,·17,·17)·····#·rgb·=·(0x11,0x11,0x11)
+····(·17,·17,·17)·····#·rgb·=·(0x11,0x11,0x11)
+····(·96,·96,·96)·····#·rgb·=·(0x60,0x60,0x60)
+····(·68,·68,·68)·····#·rgb·=·(0x44,0x44,0x44)
+····(·76,·76,·76)·····#·rgb·=·(0x4c,0x4c,0x4c)
+····(·31,·31,·31)·····#·rgb·=·(0x1f,0x1f,0x1f)·grey12
+····(·34,·34,·34)·····#·rgb·=·(0x22,0x22,0x22)
+····(·11,·11,·11)·····#·rgb·=·(0x0b,0x0b,0x0b)
+····(·25,·25,·25)·····#·rgb·=·(0x19,0x19,0x19)
+····(·33,·33,·33)·····#·rgb·=·(0x21,0x21,0x21)·grey13
+····(·38,·38,·38)·····#·rgb·=·(0x26,0x26,0x26)·grey15
+····(·16,·16,·16)·····#·rgb·=·(0x10,0x10,0x10)
+····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
+····(·23,·23,·23)·····#·rgb·=·(0x17,0x17,0x17)·grey9
+····(·47,·47,·47)·····#·rgb·=·(0x2f,0x2f,0x2f)
+····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)
+····(·70,·70,·70)·····#·rgb·=·(0x46,0x46,0x46)
+····(·78,·78,·78)·····#·rgb·=·(0x4e,0x4e,0x4e)
+····(·89,·89,·89)·····#·rgb·=·(0x59,0x59,0x59)·grey35
+····(·85,·85,·85)·····#·rgb·=·(0x55,0x55,0x55)
+····(·81,·81,·81)·····#·rgb·=·(0x51,0x51,0x51)
+····(·14,·14,·14)·····#·rgb·=·(0x0e,0x0e,0x0e)
+····(·54,·54,·54)·····#·rgb·=·(0x36,0x36,0x36)·grey21
+····(·64,·64,·64)·····#·rgb·=·(0x40,0x40,0x40)·grey25
+····(·56,·56,·56)·····#·rgb·=·(0x38,0x38,0x38)·grey22
+····(·73,·73,·73)·····#·rgb·=·(0x49,0x49,0x49)
+····(·26,·26,·26)·····#·rgb·=·(0x1a,0x1a,0x1a)·grey10
+····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7
+····(·43,·43,·43)·····#·rgb·=·(0x2b,0x2b,0x2b)·grey17
+····(·62,·62,·62)·····#·rgb·=·(0x3e,0x3e,0x3e)
+····(·15,·15,·15)·····#·rgb·=·(0x0f,0x0f,0x0f)·grey6
+····(·30,·30,·30)·····#·rgb·=·(0x1e,0x1e,0x1e)
+····(·37,·37,·37)·····#·rgb·=·(0x25,0x25,0x25)
+····(·29,·29,·29)·····#·rgb·=·(0x1d,0x1d,0x1d)
+····(·22,·22,·22)·····#·rgb·=·(0x16,0x16,0x16)
+····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)
+····(·42,·42,·42)·····#·rgb·=·(0x2a,0x2a,0x2a)
+····(·45,·45,·45)·····#·rgb·=·(0x2d,0x2d,0x2d)
+····(·10,·10,·10)·····#·rgb·=·(0x0a,0x0a,0x0a)·grey4
+····(·41,·41,·41)·····#·rgb·=·(0x29,0x29,0x29)·grey16
+····(·50,·50,·50)·····#·rgb·=·(0x32,0x32,0x32)
+····(··5,··5,··5)·····#·rgb·=·(0x05,0x05,0x05)·grey2
+····(·52,·52,·52)·····#·rgb·=·(0x34,0x34,0x34)
+····(··8,··8,··8)·····#·rgb·=·(0x08,0x08,0x08)·grey3
+····(·32,·32,·32)·····#·rgb·=·(0x20,0x20,0x20)
+····(··2,··2,··2)·····#·rgb·=·(0x02,0x02,0x02)
+····(·48,·48,·48)·····#·rgb·=·(0x30,0x30,0x30)·grey19
+····(·13,·13,·13)·····#·rgb·=·(0x0d,0x0d,0x0d)·grey5
+····(·60,·60,·60)·····#·rgb·=·(0x3c,0x3c,0x3c)
+····(·93,·93,·93)·····#·rgb·=·(0x5d,0x5d,0x5d)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··2,··4,··9)·····#·rgb·=·(0x02,0x04,0x09)
+····(··8,··8,··4)·····#·rgb·=·(0x08,0x08,0x04)
+····(·18,·21,·27)·····#·rgb·=·(0x12,0x15,0x1b)
+····(·10,·13,·18)·····#·rgb·=·(0x0a,0x0d,0x12)
+····(·43,·49,·59)·····#·rgb·=·(0x2b,0x31,0x3b)
+····(·34,·42,·52)·····#·rgb·=·(0x22,0x2a,0x34)
+····(·12,·12,·12)·····#·rgb·=·(0x0c,0x0c,0x0c)
+····(·40,·46,·58)·····#·rgb·=·(0x28,0x2e,0x3a)
+····(·34,·43,·58)·····#·rgb·=·(0x22,0x2b,0x3a)
+····(·29,·37,·50)·····#·rgb·=·(0x1d,0x25,0x32)
+····(·28,·37,·55)·····#·rgb·=·(0x1c,0x25,0x37)
+····(·10,·11,·11)·····#·rgb·=·(0x0a,0x0b,0x0b)
+····(·34,·37,·42)·····#·rgb·=·(0x22,0x25,0x2a)
+····(·68,·74,·89)·····#·rgb·=·(0x44,0x4a,0x59)
+····(·19,·23,·35)·····#·rgb·=·(0x13,0x17,0x23)
+····(·13,·18,·20)·····#·rgb·=·(0x0d,0x12,0x14)
+····(·57,·67,·84)·····#·rgb·=·(0x39,0x43,0x54)
+····(·25,·29,·36)·····#·rgb·=·(0x19,0x1d,0x24)
+····(·49,·58,·68)·····#·rgb·=·(0x31,0x3a,0x44)
+····(·57,·69,·91)·····#·rgb·=·(0x39,0x45,0x5b)
+····(·25,·29,·41)·····#·rgb·=·(0x19,0x1d,0x29)
+····(·27,·34,·44)·····#·rgb·=·(0x1b,0x22,0x2c)
+····(·42,·51,·67)·····#·rgb·=·(0x2a,0x33,0x43)
+····(·22,·29,·41)·····#·rgb·=·(0x16,0x1d,0x29)
+····(·30,·40,·52)·····#·rgb·=·(0x1e,0x28,0x34)
+····(·57,·58,·58)·····#·rgb·=·(0x39,0x3a,0x3a)
+····(·53,·65,·84)·····#·rgb·=·(0x35,0x41,0x54)
+····(·89,104,132)·····#·rgb·=·(0x59,0x68,0x84)
+····(·71,·83,104)·····#·rgb·=·(0x47,0x53,0x68)
+····(·36,·36,·36)·····#·rgb·=·(0x24,0x24,0x24)·grey14
+····(·20,·20,·20)·····#·rgb·=·(0x14,0x14,0x14)·grey8
+····(·28,·28,·28)·····#·rgb·=·(0x1c,0x1c,0x1c)·grey11
+····(·50,·51,·50)·····#·rgb·=·(0x32,0x33,0x32)
+····(·43,·44,·43)·····#·rgb·=·(0x2b,0x2c,0x2b)
+····(·37,·48,·65)·····#·rgb·=·(0x25,0x30,0x41)
+····(·50,·61,·82)·····#·rgb·=·(0x32,0x3d,0x52)
+····(·50,·59,·75)·····#·rgb·=·(0x32,0x3b,0x4b)
+····(·83,·91,112)·····#·rgb·=·(0x53,0x5b,0x70)
+····(101,116,143)·····#·rgb·=·(0x65,0x74,0x8f)
+····(102,109,122)·····#·rgb·=·(0x66,0x6d,0x7a)
+····(·12,·19,·26)·····#·rgb·=·(0x0c,0x13,0x1a)
+····(·66,·66,·66)·····#·rgb·=·(0x42,0x42,0x42)·grey26
+····(·20,·25,·28)·····#·rgb·=·(0x14,0x19,0x1c)
+····(·43,·54,·73)·····#·rgb·=·(0x2b,0x36,0x49)
+····(·56,·70,·91)·····#·rgb·=·(0x38,0x46,0x5b)
+····(··5,·11,·20)·····#·rgb·=·(0x05,0x0b,0x14)

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··7,··0,··2)·····#·rgb·=·(0x07,0x00,0x02)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·22,·11,·39)·····#·rgb·=·(0x16,0x0b,0x27)
+····(·40,·38,·88)·····#·rgb·=·(0x28,0x26,0x58)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·43,·59,114)·····#·rgb·=·(0x2b,0x3b,0x72)
+····(·43,·52,107)·····#·rgb·=·(0x2b,0x34,0x6b)
+····(·28,·41,·85)·····#·rgb·=·(0x1c,0x29,0x55)
+····(·43,·42,·99)·····#·rgb·=·(0x2b,0x2a,0x63)
+····(·54,·54,105)·····#·rgb·=·(0x36,0x36,0x69)
+····(·44,·35,·92)·····#·rgb·=·(0x2c,0x23,0x5c)
+····(·55,·57,117)·····#·rgb·=·(0x37,0x39,0x75)
+····(·39,·55,106)·····#·rgb·=·(0x27,0x37,0x6a)
+····(·42,·16,·46)·····#·rgb·=·(0x2a,0x10,0x2e)
+····(·22,··4,·24)·····#·rgb·=·(0x16,0x04,0x18)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·43,·37,·97)·····#·rgb·=·(0x2b,0x25,0x61)
+····(·59,·28,·76)·····#·rgb·=·(0x3b,0x1c,0x4c)
+····(·71,·24,·68)·····#·rgb·=·(0x47,0x18,0x44)
+····(·67,·26,·76)·····#·rgb·=·(0x43,0x1a,0x4c)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·42,·40,114)·····#·rgb·=·(0x2a,0x28,0x72)
+····(·67,·27,·89)·····#·rgb·=·(0x43,0x1b,0x59)
+····(·88,·22,·68)·····#·rgb·=·(0x58,0x16,0x44)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·82,·20,·82)·····#·rgb·=·(0x52,0x14,0x52)
+····(·68,·27,·82)·····#·rgb·=·(0x44,0x1b,0x52)
+····(·74,·20,·77)·····#·rgb·=·(0x4a,0x14,0x4d)
+····(··7,·13,·12)·····#·rgb·=·(0x07,0x0d,0x0c)
+····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
+····(·13,·19,·21)·····#·rgb·=·(0x0d,0x13,0x15)
+····(136,235,219)·····#·rgb·=·(0x88,0xeb,0xdb)
+····(132,232,213)·····#·rgb·=·(0x84,0xe8,0xd5)
+····(137,254,241)·····#·rgb·=·(0x89,0xfe,0xf1)
+····(137,253,236)·····#·rgb·=·(0x89,0xfd,0xec)
+····(146,254,244)·····#·rgb·=·(0x92,0xfe,0xf4)
+····(132,253,234)·····#·rgb·=·(0x84,0xfd,0xea)
+····(103,214,218)·····#·rgb·=·(0x67,0xd6,0xda)
+····(135,253,243)·····#·rgb·=·(0x87,0xfd,0xf3)
+····(108,218,226)·····#·rgb·=·(0x6c,0xda,0xe2)
+····(·82,179,199)·····#·rgb·=·(0x52,0xb3,0xc7)
+····(135,248,229)·····#·rgb·=·(0x87,0xf8,0xe5)
+····(·82,167,181)·····#·rgb·=·(0x52,0xa7,0xb5)
+····(114,230,214)·····#·rgb·=·(0x72,0xe6,0xd6)
+····(124,245,232)·····#·rgb·=·(0x7c,0xf5,0xe8)
+····(138,239,207)·····#·rgb·=·(0x8a,0xef,0xcf)
+····(118,235,228)·····#·rgb·=·(0x76,0xeb,0xe4)
+····(131,242,217)·····#·rgb·=·(0x83,0xf2,0xd9)
+····(116,226,172)·····#·rgb·=·(0x74,0xe2,0xac)
+····(116,227,182)·····#·rgb·=·(0x74,0xe3,0xb6)
+····(110,224,171)·····#·rgb·=·(0x6e,0xe0,0xab)
+····(114,211,182)·····#·rgb·=·(0x72,0xd3,0xb6)
+····(·58,136,137)·····#·rgb·=·(0x3a,0x88,0x89)
+····(·17,·73,·59)·····#·rgb·=·(0x11,0x49,0x3b)
+····(106,206,209)·····#·rgb·=·(0x6a,0xce,0xd1)
+····(·27,·96,·83)·····#·rgb·=·(0x1b,0x60,0x53)
+····(·17,·49,·49)·····#·rgb·=·(0x11,0x31,0x31)
+····(·19,·72,·39)·····#·rgb·=·(0x13,0x48,0x27)
+····(150,254,250)·····#·rgb·=·(0x96,0xfe,0xfa)
+····(107,231,227)·····#·rgb·=·(0x6b,0xe7,0xe3)
+····(·13,·69,·56)·····#·rgb·=·(0x0d,0x45,0x38)
+····(107,227,225)·····#·rgb·=·(0x6b,0xe3,0xe1)
+····(·87,194,204)·····#·rgb·=·(0x57,0xc2,0xcc)
+····(·11,·64,·69)·····#·rgb·=·(0x0b,0x40,0x45)
+····(·19,·48,107)·····#·rgb·=·(0x13,0x30,0x6b)
+····(··2,·14,·81)·····#·rgb·=·(0x02,0x0e,0x51)
+····(··4,·11,·68)·····#·rgb·=·(0x04,0x0b,0x44)
+····(·77,141,140)·····#·rgb·=·(0x4d,0x8d,0x8c)
+····(·55,134,111)·····#·rgb·=·(0x37,0x86,0x6f)
+····(102,179,204)·····#·rgb·=·(0x66,0xb3,0xcc)
+····(·11,·28,·92)·····#·rgb·=·(0x0b,0x1c,0x5c)
+····(·57,·35,·88)·····#·rgb·=·(0x39,0x23,0x58)
+····(·42,·69,116)·····#·rgb·=·(0x2a,0x45,0x74)
+····(·47,·69,108)·····#·rgb·=·(0x2f,0x45,0x6c)
+····(·53,·84,122)·····#·rgb·=·(0x35,0x54,0x7a)
+····(·67,·33,·83)·····#·rgb·=·(0x43,0x21,0x53)
+····(·82,·20,·76)·····#·rgb·=·(0x52,0x14,0x4c)
+····(·68,·21,·76)·····#·rgb·=·(0x44,0x15,0x4c)
+····(··9,·21,·85)·····#·rgb·=·(0x09,0x15,0x55)
+····(·53,·87,134)·····#·rgb·=·(0x35,0x57,0x86)
+····(·50,107,140)·····#·rgb·=·(0x32,0x6b,0x8c)
+····(·70,·52,104)·····#·rgb·=·(0x46,0x34,0x68)
+····(·57,·25,·72)·····#·rgb·=·(0x39,0x19,0x48)
+····(·75,·27,·90)·····#·rgb·=·(0x4b,0x1b,0x5a)
+····(·53,·39,100)·····#·rgb·=·(0x35,0x27,0x64)
+····(·53,·70,119)·····#·rgb·=·(0x35,0x46,0x77)
+····(·71,·74,116)·····#·rgb·=·(0x47,0x4a,0x74)
+····(·52,105,122)·····#·rgb·=·(0x34,0x69,0x7a)
+····(112,·16,·83)·····#·rgb·=·(0x70,0x10,0x53)
+····(·59,·27,·83)·····#·rgb·=·(0x3b,0x1b,0x53)
+····(·18,·41,103)·····#·rgb·=·(0x12,0x29,0x67)
+····(·56,102,134)·····#·rgb·=·(0x38,0x66,0x86)
+····(·87,·24,102)·····#·rgb·=·(0x57,0x18,0x66)
+····(·71,·38,101)·····#·rgb·=·(0x47,0x26,0x65)
+····(104,·23,102)·····#·rgb·=·(0x68,0x17,0x66)
+····(·69,·21,·82)·····#·rgb·=·(0x45,0x15,0x52)
+····(·29,·47,101)·····#·rgb·=·(0x1d,0x2f,0x65)
+····(·87,·36,103)·····#·rgb·=·(0x57,0x24,0x67)
+····(·83,·36,·88)·····#·rgb·=·(0x53,0x24,0x58)
+····(·82,·25,·83)·····#·rgb·=·(0x52,0x19,0x53)
+····(··7,·22,·84)·····#·rgb·=·(0x07,0x16,0x54)
+····(·20,·75,·82)·····#·rgb·=·(0x14,0x4b,0x52)
+····(132,216,205)·····#·rgb·=·(0x84,0xd8,0xcd)
+····(·21,·41,·92)·····#·rgb·=·(0x15,0x29,0x5c)
+····(·26,·69,119)·····#·rgb·=·(0x1a,0x45,0x77)
+····(·86,168,145)·····#·rgb·=·(0x56,0xa8,0x91)
+····(·73,149,178)·····#·rgb·=·(0x49,0x95,0xb2)
+····(·89,200,213)·····#·rgb·=·(0x59,0xc8,0xd5)
+····(·46,109,144)·····#·rgb·=·(0x2e,0x6d,0x90)
+····(·88,197,211)·····#·rgb·=·(0x58,0xc5,0xd3)
+····(··5,·20,·72)·····#·rgb·=·(0x05,0x14,0x48)
+····(·74,·25,·76)·····#·rgb·=·(0x4a,0x19,0x4c)

+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··1,··0,··0)·····#·rgb·=·(0x01,0x00,0x00)
+····(··0,··0,··1)·····#·rgb·=·(0x00,0x00,0x01)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··7,··9,··7)·····#·rgb·=·(0x07,0x09,0x07)
+····(··3,··2,·10)·····#·rgb·=·(0x03,0x02,0x0a)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··9,··6,··4)·····#·rgb·=·(0x09,0x06,0x04)
+····(·11,··1,··2)·····#·rgb·=·(0x0b,0x01,0x02)
+····(·55,·55,·55)·····#·rgb·=·(0x37,0x37,0x37)
+····(·71,·71,·71)·····#·rgb·=·(0x47,0x47,0x47)·grey28
+····(·18,··1,··2)·····#·rgb·=·(0x12,0x01,0x02)
+····(·70,··5,··7)·····#·rgb·=·(0x46,0x05,0x07)
+····(107,·18,·26)·····#·rgb·=·(0x6b,0x12,0x1a)
+····(·25,··1,··2)·····#·rgb·=·(0x19,0x01,0x02)
+····(139,·25,·34)·····#·rgb·=·(0x8b,0x19,0x22)
+····(155,·32,·40)·····#·rgb·=·(0x9b,0x20,0x28)
+····(154,·28,·36)·····#·rgb·=·(0x9a,0x1c,0x24)
+····(144,·28,·36)·····#·rgb·=·(0x90,0x1c,0x24)
+····(122,·21,·27)·····#·rgb·=·(0x7a,0x15,0x1b)
+····(·33,··3,··1)·····#·rgb·=·(0x21,0x03,0x01)
+····(·11,··2,·10)·····#·rgb·=·(0x0b,0x02,0x0a)
+····(119,·21,·25)·····#·rgb·=·(0x77,0x15,0x19)
+····(·40,·40,·40)·····#·rgb·=·(0x28,0x28,0x28)
+····(·22,··8,··9)·····#·rgb·=·(0x16,0x08,0x09)
+····(102,102,102)·····#·rgb·=·(0x66,0x66,0x66)·grey40
+····(117,118,117)·····#·rgb·=·(0x75,0x76,0x75)
+····(·79,·85,·84)·····#·rgb·=·(0x4f,0x55,0x54)
+····(·86,·87,·87)·····#·rgb·=·(0x56,0x57,0x57)
+····(·55,··3,··6)·····#·rgb·=·(0x37,0x03,0x06)
+····(·77,··8,·16)·····#·rgb·=·(0x4d,0x08,0x10)
+····(·76,··6,·11)·····#·rgb·=·(0x4c,0x06,0x0b)
+····(·92,·20,·15)·····#·rgb·=·(0x5c,0x14,0x0f)
+····(182,·35,·42)·····#·rgb·=·(0xb6,0x23,0x2a)
+····(162,·26,·36)·····#·rgb·=·(0xa2,0x1a,0x24)
+····(154,·24,·36)·····#·rgb·=·(0x9a,0x18,0x24)
+····(161,·30,·40)·····#·rgb·=·(0xa1,0x1e,0x28)
+····(166,·22,·35)·····#·rgb·=·(0xa6,0x16,0x23)
+····(137,··5,·38)·····#·rgb·=·(0x89,0x05,0x26)
+····(·38,··2,··8)·····#·rgb·=·(0x26,0x02,0x08)
+····(··9,··9,·11)·····#·rgb·=·(0x09,0x09,0x0b)
+····(135,·19,·25)·····#·rgb·=·(0x87,0x13,0x19)
+····(·86,··5,··9)·····#·rgb·=·(0x56,0x05,0x09)
+····(148,·18,·24)·····#·rgb·=·(0x94,0x12,0x18)
+····(154,·20,·28)·····#·rgb·=·(0x9a,0x14,0x1c)
+····(··5,··4,·10)·····#·rgb·=·(0x05,0x04,0x0a)
+····(103,··7,··9)·····#·rgb·=·(0x67,0x07,0x09)
+····(·84,··7,·22)·····#·rgb·=·(0x54,0x07,0x16)
+····(104,··7,·20)·····#·rgb·=·(0x68,0x07,0x14)
+····(136,··8,·22)·····#·rgb·=·(0x88,0x08,0x16)
+····(166,·18,·25)·····#·rgb·=·(0xa6,0x12,0x19)
+····(198,·14,·42)·····#·rgb·=·(0xc6,0x0e,0x2a)
+····(138,·16,·15)·····#·rgb·=·(0x8a,0x10,0x0f)
+····(··7,··6,·13)·····#·rgb·=·(0x07,0x06,0x0d)
+····(175,·15,·22)·····#·rgb·=·(0xaf,0x0f,0x16)
+····(·10,··9,·19)·····#·rgb·=·(0x0a,0x09,0x13)
+····(152,··6,·12)·····#·rgb·=·(0x98,0x06,0x0c)
+····(166,·10,·23)·····#·rgb·=·(0xa6,0x0a,0x17)
+····(182,··9,·24)·····#·rgb·=·(0xb6,0x09,0x18)
+····(·13,·12,·26)·····#·rgb·=·(0x0d,0x0c,0x1a)
+····(·17,·16,·30)·····#·rgb·=·(0x11,0x10,0x1e)
+····(·19,·18,·35)·····#·rgb·=·(0x13,0x12,0x23)
+····(·21,·20,·42)·····#·rgb·=·(0x15,0x14,0x2a)
+····(·25,·24,·46)·····#·rgb·=·(0x19,0x18,0x2e)
+····(·27,·26,·51)·····#·rgb·=·(0x1b,0x1a,0x33)
+····(·29,·28,·58)·····#·rgb·=·(0x1d,0x1c,0x3a)
+····(·32,·30,·59)·····#·rgb·=·(0x20,0x1e,0x3b)
+····(·34,·32,·62)·····#·rgb·=·(0x22,0x20,0x3e)
+····(·36,·34,·67)·····#·rgb·=·(0x24,0x22,0x43)
+····(·40,·38,·74)·····#·rgb·=·(0x28,0x26,0x4a)
+····(·42,·40,·77)·····#·rgb·=·(0x2a,0x28,0x4d)
+····(·45,·43,·84)·····#·rgb·=·(0x2d,0x2b,0x54)
+····(·47,·45,·86)·····#·rgb·=·(0x2f,0x2d,0x56)
+····(·24,·22,·44)·····#·rgb·=·(0x18,0x16,0x2c)
+····(·53,·49,·92)·····#·rgb·=·(0x35,0x31,0x5c)
+····(·27,·21,·34)·····#·rgb·=·(0x1b,0x15,0x22)
+····(·16,·14,·29)·····#·rgb·=·(0x10,0x0e,0x1d)
+····(·49,·46,·89)·····#·rgb·=·(0x31,0x2e,0x59)
+····(·53,·50,·99)·····#·rgb·=·(0x35,0x32,0x63)
+····(·56,·52,101)·····#·rgb·=·(0x38,0x34,0x65)
+····(·56,·52,104)·····#·rgb·=·(0x38,0x34,0x68)
+····(·19,·18,·19)·····#·rgb·=·(0x13,0x12,0x13)
+····(·28,·25,·27)·····#·rgb·=·(0x1c,0x19,0x1b)
+····(·40,·38,·82)·····#·rgb·=·(0x28,0x26,0x52)
+····(·51,·47,·48)·····#·rgb·=·(0x33,0x2f,0x30)
+····(·36,·25,·35)·····#·rgb·=·(0x24,0x19,0x23)
+····(·80,·51,·42)·····#·rgb·=·(0x50,0x33,0x2a)
+····(·38,·25,·15)·····#·rgb·=·(0x26,0x19,0x0f)
+····(145,·95,101)·····#·rgb·=·(0x91,0x5f,0x65)
+····(181,114,100)·····#·rgb·=·(0xb5,0x72,0x64)
+····(148,·99,·80)·····#·rgb·=·(0x94,0x63,0x50)
+····(·97,·62,·39)·····#·rgb·=·(0x61,0x3e,0x27)
+····(144,·91,·80)·····#·rgb·=·(0x90,0x5b,0x50)
+····(207,130,·74)·····#·rgb·=·(0xcf,0x82,0x4a)
+····(174,108,·79)·····#·rgb·=·(0xae,0x6c,0x4f)
+····(·77,·51,·22)·····#·rgb·=·(0x4d,0x33,0x16)
+····(·24,·18,··9)·····#·rgb·=·(0x18,0x12,0x09)
+····(110,·81,·83)·····#·rgb·=·(0x6e,0x51,0x53)
+····(196,118,·74)·····#·rgb·=·(0xc4,0x76,0x4a)
+····(145,·87,·42)·····#·rgb·=·(0x91,0x57,0x2a)
+····(111,·79,103)·····#·rgb·=·(0x6f,0x4f,0x67)
+····(·19,·13,··7)·····#·rgb·=·(0x13,0x0d,0x07)
+····(·53,·32,·15)·····#·rgb·=·(0x35,0x20,0x0f)
+····(·88,·58,·70)·····#·rgb·=·(0x58,0x3a,0x46)
+····(114,·79,·39)·····#·rgb·=·(0x72,0x4f,0x27)
+····(227,138,·69)·····#·rgb·=·(0xe3,0x8a,0x45)
+····(201,118,·48)·····#·rgb·=·(0xc9,0x76,0x30)
+····(151,·93,·37)·····#·rgb·=·(0x97,0x5d,0x25)
+····(·88,·67,112)·····#·rgb·=·(0x58,0x43,0x70)
+····(·21,·27,101)·····#·rgb·=·(0x15,0x1b,0x65)
+····(·72,·57,108)·····#·rgb·=·(0x48,0x39,0x6c)
+····(173,116,·48)·····#·rgb·=·(0xad,0x74,0x30)
+····(··4,··5,·19)·····#·rgb·=·(0x04,0x05,0x13)
+····(·51,·48,114)·····#·rgb·=·(0x33,0x30,0x72)
+····(·28,·34,114)·····#·rgb·=·(0x1c,0x22,0x72)
+····(210,132,·54)·····#·rgb·=·(0xd2,0x84,0x36)


Offset 7, 283 lines modified		Offset 7, 266 lines modified
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(·20,·14,·10)·····#·rgb·=·(0x14,0x0e,0x0a)	14	····(·15,·12,·12)·····#·rgb·=·(0x0f,0x0c,0x0c)
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(·11,··3,··2)·····#·rgb·=·(0x0b,0x03,0x02)	16	····(·11,··4,··3)·····#·rgb·=·(0x0b,0x04,0x03)
		17	····(·36,·16,·10)·····#·rgb·=·(0x24,0x10,0x0a)
17	····(·26,·11,··5)·····#·rgb·=·(0x1a,0x0b,0x05)	18	····(··6,··7,··8)·····#·rgb·=·(0x06,0x07,0x08)
18	····(·20,··8,··4)·····#·rgb·=·(0x14,0x08,0x04)
19	····(·52,·21,·11)·····#·rgb·=·(0x34,0x15,0x0b)
20	····(·52,·25,·13)·····#·rgb·=·(0x34,0x19,0x0d)
21	····(·27,·12,··9)·····#·rgb·=·(0x1b,0x0c,0x09)
22	····(·58,·28,·17)·····#·rgb·=·(0x3a,0x1c,0x11)
23	····(·72,·34,·19)·····#·rgb·=·(0x48,0x22,0x13)
24	····(·40,·19,·11)·····#·rgb·=·(0x28,0x13,0x0b)	19	····(·43,·19,·11)·····#·rgb·=·(0x2b,0x13,0x0b)
25	····(··8,··8,··7)·····#·rgb·=·(0x08,0x08,0x07)	20	····(·82,·37,·22)·····#·rgb·=·(0x52,0x25,0x16)
26	····(··3,··4,··9)·····#·rgb·=·(0x03,0x04,0x09)
27	····(·58,·26,·13)·····#·rgb·=·(0x3a,0x1a,0x0d)
28	····(·21,·21,·24)·····#·rgb·=·(0x15,0x15,0x18)	21	····(·91,·41,·24)·····#·rgb·=·(0x5b,0x29,0x18)
29	····(·34,·13,··8)·····#·rgb·=·(0x22,0x0d,0x08)	22	····(·28,·13,··8)·····#·rgb·=·(0x1c,0x0d,0x08)
30	····(·81,·37,·16)·····#·rgb·=·(0x51,0x25,0x10)
31	····(·67,·28,·15)·····#·rgb·=·(0x43,0x1c,0x0f)
32	····(·10,·10,·12)·····#·rgb·=·(0x0a,0x0a,0x0c)
33	····(·50,·45,·52)·····#·rgb·=·(0x32,0x2d,0x34)
34	····(·66,·66,·75)·····#·rgb·=·(0x42,0x42,0x4b)
35	····(·72,·71,·83)·····#·rgb·=·(0x48,0x47,0x53)
36	····(·83,·81,·93)·····#·rgb·=·(0x53,0x51,0x5d)
37	····(·36,·36,·43)·····#·rgb·=·(0x24,0x24,0x2b)
38	····(·52,·25,·18)·····#·rgb·=·(0x34,0x19,0x12)
39	····(101,·44,·25)·····#·rgb·=·(0x65,0x2c,0x19)	23	····(106,·46,·25)·····#·rgb·=·(0x6a,0x2e,0x19)
40	····(·51,·51,·58)·····#·rgb·=·(0x33,0x33,0x3a)
41	····(·59,·59,·67)·····#·rgb·=·(0x3b,0x3b,0x43)
42	····(·90,·89,~~101~~)·····#·rgb·=·(0x5a,0x59,0x65)	24	····(·21,··9,··7)·····#·rgb·=·(0x15,0x09,0x07)
43	····(·92,·91,106)·····#·rgb·=·(0x5c,0x5b,0x6a)
44	····(·96,·94,108)·····#·rgb·=·(0x60,0x5e,0x6c)
45	····(105,·53,·36)·····#·rgb·=·(0x69,0x35,0x24)
46	····(118,·54,·29)·····#·rgb·=·(0x76,0x36,0x1d)
47	····(·43,·44,·50)·····#·rgb·=·(0x2b,0x2c,0x32)
48	····(·68,·66,·72)·····#·rgb·=·(0x44,0x42,0x48)
49	····(·97,·97,109)·····#·rgb·=·(0x61,0x61,0x6d)
50	····(·99,·99,114)·····#·rgb·=·(0x63,0x63,0x72)
51	····(123,·57,·34)·····#·rgb·=·(0x7b,0x39,0x22)
52	····(120,·55,·35)·····#·rgb·=·(0x78,0x37,0x23)
53	····(·81,·77,·89)·····#·rgb·=·(0x51,0x4d,0x59)
54	····(·87,·87,102)·····#·rgb·=·(0x57,0x57,0x66)
55	····(·84,·84,·98)·····#·rgb·=·(0x54,0x54,0x62)
56	····(·98,·97,103)·····#·rgb·=·(0x62,0x61,0x67)
57	····(·41,·23,·19)·····#·rgb·=·(0x29,0x17,0x13)	25	····(·66,·30,·18)·····#·rgb·=·(0x42,0x1e,0x12)
58	····(121,·53,·28)·····#·rgb·=·(0x79,0x35,0x1c)
59	····(122,·56,·29)·····#·rgb·=·(0x7a,0x38,0x1d)
60	····(·76,·77,·90)·····#·rgb·=·(0x4c,0x4d,0x5a)
61	····(·41,·41,·45)·····#·rgb·=·(0x29,0x29,0x2d)
62	····(·87,·40,·23)·····#·rgb·=·(0x57,0x28,0x17)	26	····(·87,·39,·23)·····#·rgb·=·(0x57,0x27,0x17)
63	····(129,·59,·35)·····#·rgb·=·(0x81,0x3b,0x23)
64	····(118,·54,·26)·····#·rgb·=·(0x76,0x36,0x1a)	27	····(116,·52,·29)·····#·rgb·=·(0x74,0x34,0x1d)
65	····(·58,·58,·70)·····#·rgb·=·(0x3a,0x3a,0x46)	28	····(·75,·34,·20)·····#·rgb·=·(0x4b,0x22,0x14)
		29	····(·69,·32,·19)·····#·rgb·=·(0x45,0x20,0x13)
		30	····(·99,·45,·26)·····#·rgb·=·(0x63,0x2d,0x1a)
		31	····(137,·62,·36)·····#·rgb·=·(0x89,0x3e,0x24)
		32	····(·51,·23,·13)·····#·rgb·=·(0x33,0x17,0x0d)
66	····(116,·53,·33)·····#·rgb·=·(0x74,0x35,0x21)	33	····(118,·55,·33)·····#·rgb·=·(0x76,0x37,0x21)
67	····(129,·55,·25)·····#·rgb·=·(0x81,0x37,0x19)	34	····(140,·64,·36)·····#·rgb·=·(0x8c,0x40,0x24)
68	····(·51,·51,·56)·····#·rgb·=·(0x33,0x33,0x38)
69	····(105,·50,·27)·····#·rgb·=·(0x69,0x32,0x1b)
70	····(·11,·11,·19)·····#·rgb·=·(0x0b,0x0b,0x13)
71	····(·27,·27,·35)·····#·rgb·=·(0x1b,0x1b,0x23)	35	····(·60,·27,·16)·····#·rgb·=·(0x3c,0x1b,0x10)
		36	····(·33,·14,··8)·····#·rgb·=·(0x21,0x0e,0x08)
72	····(·65,·61,·73)·····#·rgb·=·(0x41,0x3d,0x49)	37	····(·26,·11,··6)·····#·rgb·=·(0x1a,0x0b,0x06)
		38	····(·21,··9,··5)·····#·rgb·=·(0x15,0x09,0x05)
73	····(117,·57,·34)·····#·rgb·=·(0x75,0x39,0x22)	39	····(131,·59,·34)·····#·rgb·=·(0x83,0x3b,0x22)
74	····(~~·35~~,·30,·38)·····#·rgb·=·(0x23,0x1e,0x26)	40	····(124,·57,·33)·····#·rgb·=·(0x7c,0x39,0x21)
75	····(·37,·37,·40)·····#·rgb·=·(0x25,0x25,0x28)
76	····(~~117~~,·44,·16)·····#·rgb·=·(0x75,0x2c,0x10)	41	····(·52,·24,·16)·····#·rgb·=·(0x34,0x18,0x10)
77	····(·93,·97,112)·····#·rgb·=·(0x5d,0x61,0x70)
78	····(·54,·42,·42)·····#·rgb·=·(0x36,0x2a,0x2a)
79	····(115,·67,·52)·····#·rgb·=·(0x73,0x43,0x34)	42	····(·19,··4,··0)·····#·rgb·=·(0x13,0x04,0x00)
80	····(118,118,136)·····#·rgb·=·(0x76,0x76,0x88)
81	····(105,~~105~~,121)·····#·rgb·=·(0x69,0x69,0x79)	43	····(108,·49,·28)·····#·rgb·=·(0x6c,0x31,0x1c)
		44	····(102,·47,·27)·····#·rgb·=·(0x66,0x2f,0x1b)
		45	····(104,·56,·40)·····#·rgb·=·(0x68,0x38,0x28)
		46	····(·21,·22,·25)·····#·rgb·=·(0x15,0x16,0x19)
82	····(163,~~163~~,187)·····#·rgb·=·(0xa3,0xa3,0xbb)	47	····(131,·55,·27)·····#·rgb·=·(0x83,0x37,0x1b)
		48	····(141,·98,·92)·····#·rgb·=·(0x8d,0x62,0x5c)
83	····(196,196,225)·····#·rgb·=·(0xc4,0xc4,0xe1)
84	····(176,175,200)·····#·rgb·=·(0xb0,0xaf,0xc8)
85	····(117,116,137)·····#·rgb·=·(0x75,0x74,0x89)	49	····(142,147,170)·····#·rgb·=·(0x8e,0x93,0xaa)
		50	····(·82,·81,·92)·····#·rgb·=·(0x52,0x51,0x5c)
86	····(155,155,179)·····#·rgb·=·(0x9b,0x9b,0xb3)	51	····(148,152,177)·····#·rgb·=·(0x94,0x98,0xb1)
87	····(194,193,221)·····#·rgb·=·(0xc2,0xc1,0xdd)
88	····(189,189,218)·····#·rgb·=·(0xbd,0xbd,0xda)
89	····(204,203,234)·····#·rgb·=·(0xcc,0xcb,0xea)
90	····(193,189,219)·····#·rgb·=·(0xc1,0xbd,0xdb)
91	····(·44,·48,·54)·····#·rgb·=·(0x2c,0x30,0x36)
92	····(187,186,212)·····#·rgb·=·(0xbb,0xba,0xd4)
93	····(200,198,228)·····#·rgb·=·(0xc8,0xc6,0xe4)
94	····(201,201,229)·····#·rgb·=·(0xc9,0xc9,0xe5)
95	····(198,200,230)·····#·rgb·=·(0xc6,0xc8,0xe6)
96	····(·51,·53,·70)·····#·rgb·=·(0x33,0x35,0x46)
97	····(149,149,169)·····#·rgb·=·(0x95,0x95,0xa9)	52	····(152,151,173)·····#·rgb·=·(0x98,0x97,0xad)
98	····(182,182,210)·····#·rgb·=·(0xb6,0xb6,0xd2)
99	····(·40,·35,·36)·····#·rgb·=·(0x28,0x23,0x24)
100	····(208,205,236)·····#·rgb·=·(0xd0,0xcd,0xec)
101	····(166,165,186)·····#·rgb·=·(0xa6,0xa5,0xba)
102	····(179,178,204)·····#·rgb·=·(0xb3,0xb2,0xcc)
103	····(135,134,154)·····#·rgb·=·(0x87,0x86,0x9a)
104	····(198,198,220)·····#·rgb·=·(0xc6,0xc6,0xdc)
105	····(213,212,243)·····#·rgb·=·(0xd5,0xd4,0xf3)
106	····(142,143,165)·····#·rgb·=·(0x8e,0x8f,0xa5)	53	····(142,143,165)·····#·rgb·=·(0x8e,0x8f,0xa5)
107	····(109,·57,·47)·····#·rgb·=·(0x6d,0x39,0x2f)
108	····(105,·78,·80)·····#·rgb·=·(0x69,0x4e,0x50)
109	····(·87,·90,109)·····#·rgb·=·(0x57,0x5a,0x6d)
110	····(100,·89,101)·····#·rgb·=·(0x64,0x59,0x65)
111	····(114,113,124)·····#·rgb·=·(0x72,0x71,0x7c)	54	····(118,118,135)·····#·rgb·=·(0x76,0x76,0x87)
112	····(·78,·48,·45)·····#·rgb·=·(0x4e,0x30,0x2d)	55	····(·73,·73,·84)·····#·rgb·=·(0x49,0x49,0x54)
		56	····(141,141,162)·····#·rgb·=·(0x8d,0x8d,0xa2)
113	····(~~·61~~,~~·66~~,·74)·····#·rgb·=·(0x3d,0x42,0x4a)	57	····(147,148,170)·····#·rgb·=·(0x93,0x94,0xaa)
		58	····(154,155,178)·····#·rgb·=·(0x9a,0x9b,0xb2)
		59	····(144,144,166)·····#·rgb·=·(0x90,0x90,0xa6)
		60	····(104,103,119)·····#·rgb·=·(0x68,0x67,0x77)
114	····(·40,·43,·54)·····#·rgb·=·(0x28,0x2b,0x36)	61	····(·37,·23,·21)·····#·rgb·=·(0x25,0x17,0x15)
		62	····(137,137,158)·····#·rgb·=·(0x89,0x89,0x9e)
115	····(171,171,196)·····#·rgb·=·(0xab,0xab,0xc4)	63	····(170,171,196)·····#·rgb·=·(0xaa,0xab,0xc4)
		64	····(·44,·33,·34)·····#·rgb·=·(0x2c,0x21,0x22)
Max diff block lines reached; 89486/100501 bytes (89.04%) of diff not shown.


Offset 1, 290 lines modified		Offset 1, 280 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		8	····(··4,··4,··4)·····#·rgb·=·(0x04,0x04,0x04)
8	····(··6,··6,··6)·····#·rgb·=·(0x06,0x06,0x06)	9	····(··6,··6,··6)·····#·rgb·=·(0x06,0x06,0x06)
9	····(··5,··5,··5)·····#·rgb·=·(0x05,0x05,0x05)·grey2
10	····(··8,··8,··8)·····#·rgb·=·(0x08,0x08,0x08)·grey3
11	····(··9,··9,··9)·····#·rgb·=·(0x09,0x09,0x09)	10	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		11	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		12	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
12	····(··3,··3,··3)·····#·rgb·=·(0x03,0x03,0x03)·grey1	13	····(··3,··3,··3)·····#·rgb·=·(0x03,0x03,0x03)·grey1
13	····(··9,··9,··9)·····#·rgb·=·(0x09,0x09,0x09)
14	····(·57,·57,·57)·····#·rgb·=·(0x39,0x39,0x39)
15	····(··2,··2,··2)·····#·rgb·=·(0x02,0x02,0x02)
16	····(··8,··6,·10)·····#·rgb·=·(0x08,0x06,0x0a)
17	····(·12,·12,·12)·····#·rgb·=·(0x0c,0x0c,0x0c)	14	····(·10,·11,·13)·····#·rgb·=·(0x0a,0x0b,0x0d)
18	····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
19	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)	16	····(·11,·11,·11)·····#·rgb·=·(0x0b,0x0b,0x0b)
		17	····(·40,·40,·39)·····#·rgb·=·(0x28,0x28,0x27)
		18	····(·49,·49,·50)·····#·rgb·=·(0x31,0x31,0x32)
		19	····(·44,·44,·44)·····#·rgb·=·(0x2c,0x2c,0x2c)
20	····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)	20	····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)
21	····(·38,·38,·39)·····#·rgb·=·(0x26,0x26,0x27)	21	····(··8,··7,··8)·····#·rgb·=·(0x08,0x07,0x08)
22	····(·43,·43,·43)·····#·rgb·=·(0x2b,0x2b,0x2b)~~·grey17~~	22	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
		23	····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)
		24	····(·24,·22,·23)·····#·rgb·=·(0x18,0x16,0x17)
		25	····(·67,·67,·67)·····#·rgb·=·(0x43,0x43,0x43)
23	····(·51,·51,·51)·····#·rgb·=·(0x33,0x33,0x33)·grey20	26	····(·59,·59,·59)·····#·rgb·=·(0x3b,0x3b,0x3b)·grey23
24	····(·23,·23,·23)·····#·rgb·=·(0x17,0x17,0x17)·grey9
25	····(·56,·56,·53)·····#·rgb·=·(0x38,0x38,0x35)	27	····(·85,·85,·89)·····#·rgb·=·(0x55,0x55,0x59)
		28	····(·83,·82,·82)·····#·rgb·=·(0x53,0x52,0x52)
		29	····(105,105,106)·····#·rgb·=·(0x69,0x69,0x6a)
		30	····(·91,·91,·91)·····#·rgb·=·(0x5b,0x5b,0x5b)
26	····(·58,·58,·58)·····#·rgb·=·(0x3a,0x3a,0x3a)	31	····(·54,·53,·56)·····#·rgb·=·(0x36,0x35,0x38)
		32	····(·75,·75,·75)·····#·rgb·=·(0x4b,0x4b,0x4b)
27	····(··3,··2,··9)·····#·rgb·=·(0x03,0x02,0x09)	33	····(··3,··2,·10)·····#·rgb·=·(0x03,0x02,0x0a)
28	····(~~·13~~,~~·12~~,·18)·····#·rgb·=·(0x0d,0x0c,0x12)	34	····(109,108,112)·····#·rgb·=·(0x6d,0x6c,0x70)
29	····(·45,·50,·50)·····#·rgb·=·(0x2d,0x32,0x32)
30	····(·10,··4,··0)·····#·rgb·=·(0x0a,0x04,0x00)
31	····(··4,··9,··0)·····#·rgb·=·(0x04,0x09,0x00)
32	····(·42,·43,·36)·····#·rgb·=·(0x2a,0x2b,0x24)
33	····(·49,·44,·42)·····#·rgb·=·(0x31,0x2c,0x2a)
34	····(·52,·52,·57)·····#·rgb·=·(0x34,0x34,0x39)
35	····(·43,·42,·51)·····#·rgb·=·(0x2b,0x2a,0x33)
36	····(·49,·45,·52)·····#·rgb·=·(0x31,0x2d,0x34)
37	····(·50,·51,·44)·····#·rgb·=·(0x32,0x33,0x2c)
38	····(·73,·73,·73)·····#·rgb·=·(0x49,0x49,0x49)	35	····(·70,·70,·73)·····#·rgb·=·(0x46,0x46,0x49)
39	····(·34,·34,·28)·····#·rgb·=·(0x22,0x22,0x1c)	36	····(·47,·47,·48)·····#·rgb·=·(0x2f,0x2f,0x30)
40	····(·34,·29,·26)·····#·rgb·=·(0x22,0x1d,0x1a)	37	····(·36,·36,·42)·····#·rgb·=·(0x24,0x24,0x2a)
41	····(·58,·57,·67)·····#·rgb·=·(0x3a,0x39,0x43)	38	····(··7,··7,·19)·····#·rgb·=·(0x07,0x07,0x13)
42	····(·33,·29,·37)·····#·rgb·=·(0x21,0x1d,0x25)
43	····(·27,·26,·35)·····#·rgb·=·(0x1b,0x1a,0x23)	39	····(·25,·23,·11)·····#·rgb·=·(0x19,0x17,0x0b)
		40	····(·57,·53,·25)·····#·rgb·=·(0x39,0x35,0x19)
		41	····(·88,·83,·28)·····#·rgb·=·(0x58,0x53,0x1c)
		42	····(237,230,·80)·····#·rgb·=·(0xed,0xe6,0x50)
		43	····(254,253,·85)·····#·rgb·=·(0xfe,0xfd,0x55)
		44	····(217,211,·74)·····#·rgb·=·(0xd9,0xd3,0x4a)
		45	····(·99,·99,·99)·····#·rgb·=·(0x63,0x63,0x63)·grey39
		46	····(·49,·46,·22)·····#·rgb·=·(0x31,0x2e,0x16)
		47	····(252,247,·85)·····#·rgb·=·(0xfc,0xf7,0x55)
		48	····(131,124,·51)·····#·rgb·=·(0x83,0x7c,0x33)
		49	····(154,149,·55)·····#·rgb·=·(0x9a,0x95,0x37)
44	····(·18,·18,·13)·····#·rgb·=·(0x12,0x12,0x0d)	50	····(·19,·18,·13)·····#·rgb·=·(0x13,0x12,0x0d)
45	····(·87,·87,·87)·····#·rgb·=·(0x57,0x57,0x57)~~·grey34~~	51	····(·33,·33,·29)·····#·rgb·=·(0x21,0x21,0x1d)
		52	····(137,131,·45)·····#·rgb·=·(0x89,0x83,0x2d)
		53	····(203,196,·69)·····#·rgb·=·(0xcb,0xc4,0x45)
		54	····(·27,·25,·19)·····#·rgb·=·(0x1b,0x19,0x13)
		55	····(·32,·30,·22)·····#·rgb·=·(0x20,0x1e,0x16)
46	····(·14,·18,·18)·····#·rgb·=·(0x0e,0x12,0x12)	56	····(·12,·12,·18)·····#·rgb·=·(0x0c,0x0c,0x12)
		57	····(114,108,·41)·····#·rgb·=·(0x72,0x6c,0x29)
47	····(·29,·34,·25)·····#·rgb·=·(0x1d,0x22,0x19)
48	····(·66,·60,·54)·····#·rgb·=·(0x42,0x3c,0x36)
49	····(·11,·10,··1)·····#·rgb·=·(0x0b,0x0a,0x01)
50	····(·28,·34,··4)·····#·rgb·=·(0x1c,0x22,0x04)
51	····(·94,·96,·27)·····#·rgb·=·(0x5e,0x60,0x1b)
52	····(140,~~140~~,·79)·····#·rgb·=·(0x8c,0x8c,0x4f)	58	····(210,203,·71)·····#·rgb·=·(0xd2,0xcb,0x47)
		59	····(195,188,·67)·····#·rgb·=·(0xc3,0xbc,0x43)
		60	····(137,132,·52)·····#·rgb·=·(0x89,0x84,0x34)
		61	····(187,181,·67)·····#·rgb·=·(0xbb,0xb5,0x43)
		62	····(·73,·70,·36)·····#·rgb·=·(0x49,0x46,0x24)
		63	····(·36,·33,·20)·····#·rgb·=·(0x24,0x21,0x14)
		64	····(122,117,·50)·····#·rgb·=·(0x7a,0x75,0x32)
53	····(·88,·88,·40)·····#·rgb·=·(0x58,0x58,0x28)	65	····(·89,·85,·38)·····#·rgb·=·(0x59,0x55,0x26)
54	····(~~102~~,~~102~~,~~102~~)·····#·rgb·=·(0x66,0x66,0x~~66)·gre~~y40	66	····(·81,·77,·36)·····#·rgb·=·(0x51,0x4d,0x24)
55	····(118,118,119)·····#·rgb·=·(0x76,0x76,0x77)	67	····(178,172,·59)·····#·rgb·=·(0xb2,0xac,0x3b)
		68	····(·73,·69,·27)·····#·rgb·=·(0x49,0x45,0x1b)
56	····(·20,·20,·25)·····#·rgb·=·(0x14,0x14,0x19)	69	····(·20,·20,·26)·····#·rgb·=·(0x14,0x14,0x1a)
57	····(·39,·39,·24)·····#·rgb·=·(0x27,0x27,0x18)
58	····(·44,·50,·42)·····#·rgb·=·(0x2c,0x32,0x2a)
59	····(·35,·28,·50)·····#·rgb·=·(0x23,0x1c,0x32)
60	····(111,112,·47)·····#·rgb·=·(0x6f,0x70,0x2f)
61	····(177,178,·47)·····#·rgb·=·(0xb1,0xb2,0x2f)
62	····(158,160,·30)·····#·rgb·=·(0x9e,0xa0,0x1e)
63	····(·66,·61,·10)·····#·rgb·=·(0x42,0x3d,0x0a)	70	····(·66,·61,·26)·····#·rgb·=·(0x42,0x3d,0x1a)
		71	····(·24,·24,·37)·····#·rgb·=·(0x18,0x18,0x25)
		72	····(118,118,118)·····#·rgb·=·(0x76,0x76,0x76)
		73	····(121,116,·43)·····#·rgb·=·(0x79,0x74,0x2b)
64	····(218,226,·79)·····#·rgb·=·(0xda,0xe2,0x4f)	74	····(234,227,·76)·····#·rgb·=·(0xea,0xe3,0x4c)
65	····(~~236~~,~~238~~,·79)·····#·rgb·=·(0xec,0xee,0x4f)	75	····(·44,·44,·50)·····#·rgb·=·(0x2c,0x2c,0x32)
		76	····(·43,·40,·22)·····#·rgb·=·(0x2b,0x28,0x16)
		77	····(243,236,·82)·····#·rgb·=·(0xf3,0xec,0x52)
		78	····(147,140,·54)·····#·rgb·=·(0x93,0x8c,0x36)
		79	····(170,165,·66)·····#·rgb·=·(0xaa,0xa5,0x42)
		80	····(105,101,·40)·····#·rgb·=·(0x69,0x65,0x28)
		81	····(178,172,·65)·····#·rgb·=·(0xb2,0xac,0x41)
66	····(167,168,·57)·····#·rgb·=·(0xa7,0xa8,0x39)	82	····(162,156,·57)·····#·rgb·=·(0xa2,0x9c,0x39)
67	····(~~·54~~,~~·55~~,·40)·····#·rgb·=·(0x36,0x37,0x28)	83	····(130,124,·44)·····#·rgb·=·(0x82,0x7c,0x2c)
		84	····(170,164,·58)·····#·rgb·=·(0xaa,0xa4,0x3a)
		85	····(·32,·29,·10)·····#·rgb·=·(0x20,0x1d,0x0a)
		86	····(113,108,·50)·····#·rgb·=·(0x71,0x6c,0x32)
		87	····(185,178,·60)·····#·rgb·=·(0xb9,0xb2,0x3c)
68	····(·17,·14,·21)·····#·rgb·=·(0x11,0x0e,0x15)	88	····(·17,·14,·11)·····#·rgb·=·(0x11,0x0e,0x0b)
69	····(·50,·49,·15)·····#·rgb·=·(0x32,0x31,0x0f)	89	····(·53,·52,·41)·····#·rgb·=·(0x35,0x34,0x29)
70	····(200,200,·72)·····#·rgb·=·(0xc8,0xc8,0x48)
71	····(205,206,·50)·····#·rgb·=·(0xcd,0xce,0x32)
72	····(·18,·19,··1)·····#·rgb·=·(0x12,0x13,0x01)
73	····(142,~~143~~,·13)·····#·rgb·=·(0x8e,0x8f,0x0d)	90	····(·42,·38,·13)·····#·rgb·=·(0x2a,0x26,0x0d)
74	····(236,238,·54)·····#·rgb·=·(0xec,0xee,0x36)
75	····(·80,·80,·76)·····#·rgb·=·(0x50,0x50,0x4c)
76	····(·66,·66,·67)·····#·rgb·=·(0x42,0x42,0x43)
77	····(·94,·92,·95)·····#·rgb·=·(0x5e,0x5c,0x5f)
78	····(··8,··6,·20)·····#·rgb·=·(0x08,0x06,0x14)
79	····(·26,·26,·20)·····#·rgb·=·(0x1a,0x1a,0x14)
Max diff block lines reached; 88278/100107 bytes (88.18%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(108,·60,·54)·····#·rgb·=·(0x6c,0x3c,0x36)
+····(·88,·21,·87)·····#·rgb·=·(0x58,0x15,0x57)
+····(·91,·26,·81)·····#·rgb·=·(0x5b,0x1a,0x51)
+····(101,·48,·62)·····#·rgb·=·(0x65,0x30,0x3e)
+····(·92,·29,·80)·····#·rgb·=·(0x5c,0x1d,0x50)
+····(117,·75,·39)·····#·rgb·=·(0x75,0x4b,0x27)
+····(119,·82,·37)·····#·rgb·=·(0x77,0x52,0x25)
+····(119,·82,·37)·····#·rgb·=·(0x77,0x52,0x25)
+····(118,·82,·36)·····#·rgb·=·(0x76,0x52,0x24)
+····(·98,·43,·69)·····#·rgb·=·(0x62,0x2b,0x45)
+····(·97,·39,·70)·····#·rgb·=·(0x61,0x27,0x46)
+····(118,·82,·36)·····#·rgb·=·(0x76,0x52,0x24)
+····(124,·94,·25)·····#·rgb·=·(0x7c,0x5e,0x19)
+····(178,126,173)·····#·rgb·=·(0xb2,0x7e,0xad)
+····(168,·35,200)·····#·rgb·=·(0xa8,0x23,0xc8)
+····(162,·25,225)·····#·rgb·=·(0xa2,0x19,0xe1)
+····(176,·71,197)·····#·rgb·=·(0xb0,0x47,0xc5)
+····(178,·40,213)·····#·rgb·=·(0xb2,0x28,0xd5)
+····(119,·82,·37)·····#·rgb·=·(0x77,0x52,0x25)
+····(179,146,162)·····#·rgb·=·(0xb3,0x92,0xa2)
+····(179,·99,179)·····#·rgb·=·(0xb3,0x63,0xb3)
+····(182,116,181)·····#·rgb·=·(0xb6,0x74,0xb5)
+····(178,147,148)·····#·rgb·=·(0xb2,0x93,0x94)
+····(179,132,163)·····#·rgb·=·(0xb3,0x84,0xa3)
+····(170,104,171)·····#·rgb·=·(0xaa,0x68,0xab)
+····(194,137,166)·····#·rgb·=·(0xc2,0x89,0xa6)
+····(179,139,170)·····#·rgb·=·(0xb3,0x8b,0xaa)
+····(181,105,170)·····#·rgb·=·(0xb5,0x69,0xaa)
+····(171,123,171)·····#·rgb·=·(0xab,0x7b,0xab)
+····(186,131,171)·····#·rgb·=·(0xba,0x83,0xab)
+····(184,151,149)·····#·rgb·=·(0xb8,0x97,0x95)
+····(179,123,171)·····#·rgb·=·(0xb3,0x7b,0xab)
+····(182,151,166)·····#·rgb·=·(0xb6,0x97,0xa6)
+····(179,123,164)·····#·rgb·=·(0xb3,0x7b,0xa4)
+····(185,140,163)·····#·rgb·=·(0xb9,0x8c,0xa3)
+····(179,132,156)·····#·rgb·=·(0xb3,0x84,0x9c)
+····(180,·88,184)·····#·rgb·=·(0xb4,0x58,0xb8)
+····(179,146,155)·····#·rgb·=·(0xb3,0x92,0x9b)
+····(186,139,156)·····#·rgb·=·(0xba,0x8b,0x9c)
+····(180,·55,201)·····#·rgb·=·(0xb4,0x37,0xc9)
+····(179,139,156)·····#·rgb·=·(0xb3,0x8b,0x9c)
+····(170,·85,196)·····#·rgb·=·(0xaa,0x55,0xc4)
+····(171,118,180)·····#·rgb·=·(0xab,0x76,0xb4)
+····(176,·70,210)·····#·rgb·=·(0xb0,0x46,0xd2)
+····(173,139,163)·····#·rgb·=·(0xad,0x8b,0xa3)
+····(178,·42,204)·····#·rgb·=·(0xb2,0x2a,0xcc)
+····(179,154,155)·····#·rgb·=·(0xb3,0x9a,0x9b)
+····(170,·70,198)·····#·rgb·=·(0xaa,0x46,0xc6)
+····(171,·53,212)·····#·rgb·=·(0xab,0x35,0xd4)
+····(180,·24,228)·····#·rgb·=·(0xb4,0x18,0xe4)
+····(·96,·36,·74)·····#·rgb·=·(0x60,0x24,0x4a)
+····(170,·26,216)·····#·rgb·=·(0xaa,0x1a,0xd8)
+····(119,·81,·37)·····#·rgb·=·(0x77,0x51,0x25)
+····(106,·58,·57)·····#·rgb·=·(0x6a,0x3a,0x39)
+····(119,·82,·36)·····#·rgb·=·(0x77,0x52,0x24)
+····(105,·56,·58)·····#·rgb·=·(0x69,0x38,0x3a)
+····(·86,·17,·89)·····#·rgb·=·(0x56,0x11,0x59)
+····(·96,·36,·73)·····#·rgb·=·(0x60,0x24,0x49)
+····(·85,·13,·93)·····#·rgb·=·(0x55,0x0d,0x5d)
+····(·86,·17,·90)·····#·rgb·=·(0x56,0x11,0x5a)
+····(·97,·38,·70)·····#·rgb·=·(0x61,0x26,0x46)
+····(120,·84,·34)·····#·rgb·=·(0x78,0x54,0x22)
+····(·99,·43,·68)·····#·rgb·=·(0x63,0x2b,0x44)
+····(·98,·40,·72)·····#·rgb·=·(0x62,0x28,0x48)
+····(179,·42,218)·····#·rgb·=·(0xb3,0x2a,0xda)
+····(164,·39,214)·····#·rgb·=·(0xa4,0x27,0xd6)
+····(182,·40,199)·····#·rgb·=·(0xb6,0x28,0xc7)
+····(172,·36,211)·····#·rgb·=·(0xac,0x24,0xd3)
+····(172,146,155)·····#·rgb·=·(0xac,0x92,0x9b)
+····(173,132,157)·····#·rgb·=·(0xad,0x84,0x9d)
+····(172,140,148)·····#·rgb·=·(0xac,0x8c,0x94)
+····(168,151,164)·····#·rgb·=·(0xa8,0x97,0xa4)
+····(165,136,167)·····#·rgb·=·(0xa5,0x88,0xa7)
+····(166,136,152)·····#·rgb·=·(0xa6,0x88,0x98)
+····(179,140,148)·····#·rgb·=·(0xb3,0x8c,0x94)
+····(172,139,170)·····#·rgb·=·(0xac,0x8b,0xaa)
+····(186,146,163)·····#·rgb·=·(0xba,0x92,0xa3)
+····(179,139,163)·····#·rgb·=·(0xb3,0x8b,0xa3)
+····(172,147,148)·····#·rgb·=·(0xac,0x93,0x94)
+····(172,132,163)·····#·rgb·=·(0xac,0x84,0xa3)
+····(172,146,162)·····#·rgb·=·(0xac,0x92,0xa2)
+····(169,152,152)·····#·rgb·=·(0xa9,0x98,0x98)
+····(176,144,140)·····#·rgb·=·(0xb0,0x90,0x8c)
+····(186,139,170)·····#·rgb·=·(0xba,0x8b,0xaa)
+····(179,146,170)·····#·rgb·=·(0xb3,0x92,0xaa)
+····(186,146,155)·····#·rgb·=·(0xba,0x92,0x9b)
+····(179,147,178)·····#·rgb·=·(0xb3,0x93,0xb2)
+····(171,102,182)·····#·rgb·=·(0xab,0x66,0xb6)
+····(176,·87,171)·····#·rgb·=·(0xb0,0x57,0xab)
+····(171,·36,204)·····#·rgb·=·(0xab,0x24,0xcc)
+····(172,·42,219)·····#·rgb·=·(0xac,0x2a,0xdb)
+····(181,·37,226)·····#·rgb·=·(0xb5,0x25,0xe2)
+····(181,122,155)·····#·rgb·=·(0xb5,0x7a,0x9b)
+····(182,102,184)·····#·rgb·=·(0xb6,0x66,0xb8)
+····(186,132,163)·····#·rgb·=·(0xba,0x84,0xa3)
+····(181,135,179)·····#·rgb·=·(0xb5,0x87,0xb3)
+····(179,132,170)·····#·rgb·=·(0xb3,0x84,0xaa)
+····(172,145,170)·····#·rgb·=·(0xac,0x91,0xaa)
+····(172,140,156)·····#·rgb·=·(0xac,0x8c,0x9c)
+····(179,123,179)·····#·rgb·=·(0xb3,0x7b,0xb3)
+····(172,131,171)·····#·rgb·=·(0xac,0x83,0xab)
+····(185,119,167)·····#·rgb·=·(0xb9,0x77,0xa7)
+····(172,·35,219)·····#·rgb·=·(0xac,0x23,0xdb)
+····(106,·57,·57)·····#·rgb·=·(0x6a,0x39,0x39)
+····(108,·61,·53)·····#·rgb·=·(0x6c,0x3d,0x35)
+····(172,·42,204)·····#·rgb·=·(0xac,0x2a,0xcc)
+····(·94,·33,·76)·····#·rgb·=·(0x5e,0x21,0x4c)
+····(179,107,179)·····#·rgb·=·(0xb3,0x6b,0xb3)
+····(110,·65,·50)·····#·rgb·=·(0x6e,0x41,0x32)
+····(170,119,167)·····#·rgb·=·(0xaa,0x77,0xa7)
+····(170,·88,184)·····#·rgb·=·(0xaa,0x58,0xb8)
+····(179,115,171)·····#·rgb·=·(0xb3,0x73,0xab)
+····(172,120,155)·····#·rgb·=·(0xac,0x78,0x9b)
+····(118,·81,·36)·····#·rgb·=·(0x76,0x51,0x24)
+····(115,·75,·42)·····#·rgb·=·(0x73,0x4b,0x2a)
+····(185,135,151)·····#·rgb·=·(0xb9,0x87,0x97)
+····(168,·41,199)·····#·rgb·=·(0xa8,0x29,0xc7)
+····(104,·53,·60)·····#·rgb·=·(0x68,0x35,0x3c)
+····(117,·80,·39)·····#·rgb·=·(0x75,0x50,0x27)
+····(102,·50,·61)·····#·rgb·=·(0x66,0x32,0x3d)


Offset 2, 284 lines modified		Offset 2, 269 lines modified
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··1,··0,··2)·····#·rgb·=·(0x01,0x00,0x02)
10	····(··3,··0,··6)·····#·rgb·=·(0x03,0x00,0x06)
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··1,··2,··2)·····#·rgb·=·(0x01,0x02,0x02)
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(181,109,245)·····#·rgb·=·(0xb5,0x6d,0xf5)
17	····(·49,··0,·93)·····#·rgb·=·(0x31,0x00,0x5d)
18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
19	····(·10,··1,··2)·····#·rgb·=·(0x0a,0x01,0x02)	18	····(··5,··6,··7)·····#·rgb·=·(0x05,0x06,0x07)
20	····(·18,··1,··4)·····#·rgb·=·(0x12,0x01,0x04)
21	····(·11,·10,·11)·····#·rgb·=·(0x0b,0x0a,0x0b)
22	····(··2,·10,··2)·····#·rgb·=·(0x02,0x0a,0x02)	19	····(·20,·10,·12)·····#·rgb·=·(0x14,0x0a,0x0c)
		20	····(·70,·44,·39)·····#·rgb·=·(0x46,0x2c,0x27)
		21	····(··9,··5,··6)·····#·rgb·=·(0x09,0x05,0x06)
		22	····(·40,·22,·24)·····#·rgb·=·(0x28,0x16,0x18)
23	····(··2,··1,·10)·····#·rgb·=·(0x02,0x01,0x0a)	23	····(·12,··4,·10)·····#·rgb·=·(0x0c,0x04,0x0a)
		24	····(·13,·34,··9)·····#·rgb·=·(0x0d,0x22,0x09)
		25	····(··8,·19,··6)·····#·rgb·=·(0x08,0x13,0x06)
		26	····(·59,·37,·33)·····#·rgb·=·(0x3b,0x25,0x21)
		27	····(··5,·10,··5)·····#·rgb·=·(0x05,0x0a,0x05)
		28	····(··8,·21,··8)·····#·rgb·=·(0x08,0x15,0x08)
		29	····(··9,·26,··5)·····#·rgb·=·(0x09,0x1a,0x05)
24	····(··9,·10,··5)·····#·rgb·=·(0x09,0x0a,0x05)	30	····(··9,·10,··5)·····#·rgb·=·(0x09,0x0a,0x05)
25	····(·10,··2,·10)·····#·rgb·=·(0x0a,0x02,0x0a)	31	····(·10,·11,·10)·····#·rgb·=·(0x0a,0x0b,0x0a)
26	····(·19,·12,·18)·····#·rgb·=·(0x13,0x0c,0x12)
27	····(·18,·19,·13)·····#·rgb·=·(0x12,0x13,0x0d)
28	····(·17,··9,··5)·····#·rgb·=·(0x11,0x09,0x05)
29	····(·11,·18,·11)·····#·rgb·=·(0x0b,0x12,0x0b)
30	····(··2,·18,··2)·····#·rgb·=·(0x02,0x12,0x02)
31	····(·11,·26,·11)·····#·rgb·=·(0x0b,0x1a,0x0b)
32	····(252,252,253)·····#·rgb·=·(0xfc,0xfc,0xfd)
33	····(·27,·10,·13)·····#·rgb·=·(0x1b,0x0a,0x0d)
34	····(·27,··2,·11)·····#·rgb·=·(0x1b,0x02,0x0b)
35	····(·26,··1,··5)·····#·rgb·=·(0x1a,0x01,0x05)
36	····(·36,·20,·24)·····#·rgb·=·(0x24,0x14,0x18)	32	····(·22,·20,·20)·····#·rgb·=·(0x16,0x14,0x14)
37	····(·19,·18,·18)·····#·rgb·=·(0x13,0x12,0x12)
38	····(231,198,215)·····#·rgb·=·(0xe7,0xc6,0xd7)
39	····(·23,·21,·22)·····#·rgb·=·(0x17,0x15,0x16)
40	····(··3,·10,·10)·····#·rgb·=·(0x03,0x0a,0x0a)	33	····(··6,·10,·10)·····#·rgb·=·(0x06,0x0a,0x0a)
41	····(··8,·22,··6)·····#·rgb·=·(0x08,0x16,0x06)
42	····(242,254,243)·····#·rgb·=·(0xf2,0xfe,0xf3)
43	····(··4,·18,··9)·····#·rgb·=·(0x04,0x12,0x09)	34	····(·50,·21,·29)·····#·rgb·=·(0x32,0x15,0x1d)
		35	····(·34,·13,·20)·····#·rgb·=·(0x22,0x0d,0x14)
44	····(·35,··1,·19)·····#·rgb·=·(0x23,0x01,0x13)	36	····(·23,··6,·20)·····#·rgb·=·(0x17,0x06,0x14)
		37	····(100,·61,·55)·····#·rgb·=·(0x64,0x3d,0x37)
45	····(·34,··2,·12)·····#·rgb·=·(0x22,0x02,0x0c)	38	····(·20,··8,·12)·····#·rgb·=·(0x14,0x08,0x0c)
		39	····(·23,·69,·12)·····#·rgb·=·(0x17,0x45,0x0c)
		40	····(·58,·20,·34)·····#·rgb·=·(0x3a,0x14,0x22)
		41	····(·19,·55,·12)·····#·rgb·=·(0x13,0x37,0x0c)
46	····(·11,·11,·18)·····#·rgb·=·(0x0b,0x0b,0x12)	42	····(·11,·14,·16)·····#·rgb·=·(0x0b,0x0e,0x10)
47	····(·19,··2,·10)·····#·rgb·=·(0x13,0x02,0x0a)
48	····(·11,··2,·19)·····#·rgb·=·(0x0b,0x02,0x13)
49	····(·18,·10,·11)·····#·rgb·=·(0x12,0x0a,0x0b)
50	····(··2,··1,·18)·····#·rgb·=·(0x02,0x01,0x12)
51	····(·32,·35,·41)·····#·rgb·=·(0x20,0x23,0x29)
52	····(·39,··4,··7)·····#·rgb·=·(0x27,0x04,0x07)
53	····(·38,··5,·23)·····#·rgb·=·(0x26,0x05,0x17)
54	····(·11,·11,·26)·····#·rgb·=·(0x0b,0x0b,0x1a)
55	····(·50,··2,··9)·····#·rgb·=·(0x32,0x02,0x09)
56	····(·25,··8,·24)·····#·rgb·=·(0x19,0x08,0x18)
57	····(247,206,212)·····#·rgb·=·(0xf7,0xce,0xd4)
58	····(248,209,236)·····#·rgb·=·(0xf8,0xd1,0xec)
59	····(··4,·26,··3)·····#·rgb·=·(0x04,0x1a,0x03)
60	····(··8,·35,·10)·····#·rgb·=·(0x08,0x23,0x0a)
61	····(·43,··3,·26)·····#·rgb·=·(0x2b,0x03,0x1a)
62	····(·56,··5,·36)·····#·rgb·=·(0x38,0x05,0x24)
63	····(·27,··2,·18)·····#·rgb·=·(0x1b,0x02,0x12)
64	····(·10,·43,·20)·····#·rgb·=·(0x0a,0x2b,0x14)
65	····(··0,·75,·38)·····#·rgb·=·(0x00,0x4b,0x26)
66	····(·53,··3,·25)·····#·rgb·=·(0x35,0x03,0x19)
67	····(235,183,208)·····#·rgb·=·(0xeb,0xb7,0xd0)
68	····(·11,·19,·20)·····#·rgb·=·(0x0b,0x13,0x14)	43	····(·12,·19,·19)·····#·rgb·=·(0x0c,0x13,0x13)
69	····(212,219,218)·····#·rgb·=·(0xd4,0xdb,0xda)
70	····(·76,226,173)·····#·rgb·=·(0x4c,0xe2,0xad)
71	····(·43,234,170)·····#·rgb·=·(0x2b,0xea,0xaa)
72	····(·67,··5,·36)·····#·rgb·=·(0x43,0x05,0x24)
73	····(253,216,246)·····#·rgb·=·(0xfd,0xd8,0xf6)
74	····(·19,··1,·18)·····#·rgb·=·(0x13,0x01,0x12)
75	····(·38,··4,·38)·····#·rgb·=·(0x26,0x04,0x26)
76	····(253,233,244)·····#·rgb·=·(0xfd,0xe9,0xf4)
77	····(252,232,233)·····#·rgb·=·(0xfc,0xe8,0xe9)
78	····(249,246,248)·····#·rgb·=·(0xf9,0xf6,0xf8)
79	····(·20,·19,·32)·····#·rgb·=·(0x14,0x13,0x20)
80	····(·11,··1,·27)·····#·rgb·=·(0x0b,0x01,0x1b)
81	····(·18,··1,·35)·····#·rgb·=·(0x12,0x01,0x23)
82	····(··3,·10,·21)·····#·rgb·=·(0x03,0x0a,0x15)
83	····(234,233,246)·····#·rgb·=·(0xea,0xe9,0xf6)
84	····(·23,··3,·39)·····#·rgb·=·(0x17,0x03,0x27)
85	····(177,154,210)·····#·rgb·=·(0xb1,0x9a,0xd2)
86	····(·38,··1,·55)·····#·rgb·=·(0x26,0x01,0x37)	44	····(·37,·45,·53)·····#·rgb·=·(0x25,0x2d,0x35)
87	····(·18,··1,·27)·····#·rgb·=·(0x12,0x01,0x1b)	45	····(·18,·27,·27)·····#·rgb·=·(0x12,0x1b,0x1b)
88	····(218,~~217~~,233)·····#·rgb·=·(0xda,0xd9,0xe9)	46	····(·21,·29,·33)·····#·rgb·=·(0x15,0x1d,0x21)
		47	····(·74,142,116)·····#·rgb·=·(0x4a,0x8e,0x74)
		48	····(·23,·39,·39)·····#·rgb·=·(0x17,0x27,0x27)
		49	····(·42,·67,·70)·····#·rgb·=·(0x2a,0x43,0x46)
		50	····(107,207,168)·····#·rgb·=·(0x6b,0xcf,0xa8)
		51	····(100,194,158)·····#·rgb·=·(0x64,0xc2,0x9e)
		52	····(·89,170,139)·····#·rgb·=·(0x59,0xaa,0x8b)
		53	····(·96,185,151)·····#·rgb·=·(0x60,0xb9,0x97)
		54	····(·11,·17,·11)·····#·rgb·=·(0x0b,0x11,0x0b)
		55	····(·32,·38,·45)·····#·rgb·=·(0x20,0x26,0x2d)
		56	····(·85,·53,·49)·····#·rgb·=·(0x55,0x35,0x31)
		57	····(·14,·25,·25)·····#·rgb·=·(0x0e,0x19,0x19)
		58	····(·38,·68,·57)·····#·rgb·=·(0x26,0x44,0x39)
		59	····(·26,·52,·40)·····#·rgb·=·(0x1a,0x34,0x28)
		60	····(·38,·53,·55)·····#·rgb·=·(0x26,0x35,0x37)
		61	····(·25,·28,·18)·····#·rgb·=·(0x19,0x1c,0x12)
		62	····(156,162,·75)·····#·rgb·=·(0x9c,0xa2,0x4b)
		63	····(174,180,·83)·····#·rgb·=·(0xae,0xb4,0x53)
		64	····(103,107,·52)·····#·rgb·=·(0x67,0x6b,0x34)
		65	····(·20,·26,·18)·····#·rgb·=·(0x14,0x1a,0x12)
		66	····(238,245,110)·····#·rgb·=·(0xee,0xf5,0x6e)
		67	····(228,234,106)·····#·rgb·=·(0xe4,0xea,0x6a)
		68	····(·19,·34,·28)·····#·rgb·=·(0x13,0x22,0x1c)
Max diff block lines reached; 90712/101593 bytes (89.29%) of diff not shown.


Offset 1, 271 lines modified		Offset 1, 235 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		8	····(··2,··0,··2)·····#·rgb·=·(0x02,0x00,0x02)
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		13	····(··3,··1,··2)·····#·rgb·=·(0x03,0x01,0x02)
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(·31,··9,·24)·····#·rgb·=·(0x1f,0x09,0x18)
16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	19	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
19	····(·10,··2,·10)·····#·rgb·=·(0x0a,0x02,0x0a)
20	····(··3,··1,··9)·····#·rgb·=·(0x03,0x01,0x09)
21	····(··9,··1,··3)·····#·rgb·=·(0x09,0x01,0x03)
22	····(··0,·10,··1)·····#·rgb·=·(0x00,0x0a,0x01)
23	····(·10,·12,·11)·····#·rgb·=·(0x0a,0x0c,0x0b)
24	····(·10,·21,··7)·····#·rgb·=·(0x0a,0x15,0x07)
25	····(··1,·19,··1)·····#·rgb·=·(0x01,0x13,0x01)
26	····(·10,·69,··5)·····#·rgb·=·(0x0a,0x45,0x05)
27	····(·36,102,·27)·····#·rgb·=·(0x24,0x66,0x1b)
28	····(·34,·90,·35)·····#·rgb·=·(0x22,0x5a,0x23)
29	····(·54,·91,·51)·····#·rgb·=·(0x36,0x5b,0x33)
30	····(·52,166,·41)·····#·rgb·=·(0x34,0xa6,0x29)
31	····(·11,·98,··8)·····#·rgb·=·(0x0b,0x62,0x08)
32	····(·35,·91,·25)·····#·rgb·=·(0x23,0x5b,0x19)
33	····(·41,103,·39)·····#·rgb·=·(0x29,0x67,0x27)
34	····(·33,·51,·27)·····#·rgb·=·(0x21,0x33,0x1b)
35	····(·18,104,·12)·····#·rgb·=·(0x12,0x68,0x0c)
36	····(··8,·10,··7)·····#·rgb·=·(0x08,0x0a,0x07)
37	····(·67,201,·55)·····#·rgb·=·(0x43,0xc9,0x37)
38	····(·21,·57,·18)·····#·rgb·=·(0x15,0x39,0x12)	20	····(·21,··7,·16)·····#·rgb·=·(0x15,0x07,0x10)
		21	····(·30,··9,·24)·····#·rgb·=·(0x1e,0x09,0x18)
		22	····(·25,··6,·19)·····#·rgb·=·(0x19,0x06,0x13)
39	····(·67,213,·56)·····#·rgb·=·(0x43,0xd5,0x38)	23	····(·88,·23,·67)·····#·rgb·=·(0x58,0x17,0x43)
		24	····(·27,··8,·20)·····#·rgb·=·(0x1b,0x08,0x14)
		25	····(·21,··6,·16)·····#·rgb·=·(0x15,0x06,0x10)
		26	····(·35,·10,·27)·····#·rgb·=·(0x23,0x0a,0x1b)
40	····(·18,··5,·11)·····#·rgb·=·(0x12,0x05,0x0b)	27	····(·17,··5,·13)·····#·rgb·=·(0x11,0x05,0x0d)
41	····(·51,154,·43)·····#·rgb·=·(0x33,0x9a,0x2b)	28	····(·57,·15,·43)·····#·rgb·=·(0x39,0x0f,0x2b)
42	····(·57,200,·53)·····#·rgb·=·(0x39,0xc8,0x35)
43	····(·16,·57,·11)·····#·rgb·=·(0x10,0x39,0x0b)
44	····(·61,182,·66)·····#·rgb·=·(0x3d,0xb6,0x42)	29	····(·44,·12,·33)·····#·rgb·=·(0x2c,0x0c,0x21)
45	····(·55,170,·52)·····#·rgb·=·(0x37,0xaa,0x34)
46	····(·71,227,·59)·····#·rgb·=·(0x47,0xe3,0x3b)	30	····(·72,·20,·54)·····#·rgb·=·(0x48,0x14,0x36)
47	····(·26,106,·28)·····#·rgb·=·(0x1a,0x6a,0x1c)
48	····(·55,~~153~~,·54)·····#·rgb·=·(0x37,0x99,0x36)	31	····(·67,·19,·51)·····#·rgb·=·(0x43,0x13,0x33)
49	····(·73,202,·70)·····#·rgb·=·(0x49,0xca,0x46)
50	····(·60,212,·53)·····#·rgb·=·(0x3c,0xd4,0x35)	32	····(·76,·21,·58)·····#·rgb·=·(0x4c,0x15,0x3a)
51	····(·43,133,·36)·····#·rgb·=·(0x2b,0x85,0x24)
52	····(··9,·56,··6)·····#·rgb·=·(0x09,0x38,0x06)
53	····(·73,213,·66)·····#·rgb·=·(0x49,0xd5,0x42)
54	····(·48,106,·45)·····#·rgb·=·(0x30,0x6a,0x2d)
55	····(·42,169,·28)·····#·rgb·=·(0x2a,0xa9,0x1c)
56	····(·21,·43,·18)·····#·rgb·=·(0x15,0x2b,0x12)
57	····(·50,139,·43)·····#·rgb·=·(0x32,0x8b,0x2b)
58	····(·39,148,·38)·····#·rgb·=·(0x27,0x94,0x26)
59	····(·43,157,·36)·····#·rgb·=·(0x2b,0x9d,0x24)
60	····(·55,204,·42)·····#·rgb·=·(0x37,0xcc,0x2a)
61	····(·14,·43,·17)·····#·rgb·=·(0x0e,0x2b,0x11)
62	····(·12,·66,·17)·····#·rgb·=·(0x0c,0x42,0x11)
63	····(·58,~~182~~,·54)·····#·rgb·=·(0x3a,0xb6,0x36)	33	····(·58,·16,·44)·····#·rgb·=·(0x3a,0x10,0x2c)
64	····(·82,196,·74)·····#·rgb·=·(0x52,0xc4,0x4a)
65	····(·71,156,·69)·····#·rgb·=·(0x47,0x9c,0x45)
66	····(·40,~~151~~,·27)·····#·rgb·=·(0x28,0x97,0x1b)	34	····(·40,·12,·30)·····#·rgb·=·(0x28,0x0c,0x1e)
67	····(··8,·37,··6)·····#·rgb·=·(0x08,0x25,0x06)	35	····(··8,··3,··6)·····#·rgb·=·(0x08,0x03,0x06)
68	····(·51,~~151~~,·40)·····#·rgb·=·(0x33,0x97,0x28)	36	····(·12,··4,··9)·····#·rgb·=·(0x0c,0x04,0x09)
		37	····(·90,·24,·68)·····#·rgb·=·(0x5a,0x18,0x44)
69	····(·53,~~181~~,·38)·····#·rgb·=·(0x35,0xb5,0x26)	38	····(·49,·14,·38)·····#·rgb·=·(0x31,0x0e,0x26)
70	····(·41,153,·42)·····#·rgb·=·(0x29,0x99,0x2a)
71	····(·17,··0,·21)·····#·rgb·=·(0x11,0x00,0x15)
72	····(··2,··1,·17)·····#·rgb·=·(0x02,0x01,0x11)
73	····(·35,139,·27)·····#·rgb·=·(0x23,0x8b,0x1b)
74	····(·68,238,·69)·····#·rgb·=·(0x44,0xee,0x45)
75	····(··1,·27,··0)·····#·rgb·=·(0x01,0x1b,0x00)
76	····(·41,175,·44)·····#·rgb·=·(0x29,0xaf,0x2c)
77	····(·65,183,·55)·····#·rgb·=·(0x41,0xb7,0x37)
78	····(·28,120,·34)·····#·rgb·=·(0x1c,0x78,0x22)
79	····(·54,137,·50)·····#·rgb·=·(0x36,0x89,0x32)
80	····(·66,150,·58)·····#·rgb·=·(0x42,0x96,0x3a)
81	····(·15,·23,·20)·····#·rgb·=·(0x0f,0x17,0x14)
82	····(·27,121,·26)·····#·rgb·=·(0x1b,0x79,0x1a)
83	····(·20,123,·10)·····#·rgb·=·(0x14,0x7b,0x0a)
84	····(·28,101,·33)·····#·rgb·=·(0x1c,0x65,0x21)
85	····(·52,~~136~~,·40)·····#·rgb·=·(0x34,0x88,0x28)	39	····(·52,·14,·40)·····#·rgb·=·(0x34,0x0e,0x28)
		40	····(104,·27,·78)·····#·rgb·=·(0x68,0x1b,0x4e)
		41	····(·53,·15,·41)·····#·rgb·=·(0x35,0x0f,0x29)
		42	····(·81,·22,·61)·····#·rgb·=·(0x51,0x16,0x3d)
		43	····(·62,·17,·48)·····#·rgb·=·(0x3e,0x11,0x30)
		44	····(·93,·25,·72)·····#·rgb·=·(0x5d,0x19,0x48)
		45	····(116,·31,·89)·····#·rgb·=·(0x74,0x1f,0x59)
		46	····(107,·29,·82)·····#·rgb·=·(0x6b,0x1d,0x52)
86	····(·12,··1,·16)·····#·rgb·=·(0x0c,0x01,0x10)	47	····(·19,··7,·14)·····#·rgb·=·(0x13,0x07,0x0e)
87	····(·36,121,·29)·····#·rgb·=·(0x24,0x79,0x1d)
88	····(·37,132,·26)·····#·rgb·=·(0x25,0x84,0x1a)
89	····(·44,134,·53)·····#·rgb·=·(0x2c,0x86,0x35)
90	····(·51,124,·43)·····#·rgb·=·(0x33,0x7c,0x2b)
91	····(·44,151,·50)·····#·rgb·=·(0x2c,0x97,0x32)
92	····(·27,136,·24)·····#·rgb·=·(0x1b,0x88,0x18)
93	····(·65,141,·50)·····#·rgb·=·(0x41,0x8d,0x32)
94	····(·25,·71,·24)·····#·rgb·=·(0x19,0x47,0x18)
95	····(·22,101,·19)·····#·rgb·=·(0x16,0x65,0x13)
96	····(·23,·90,·13)·····#·rgb·=·(0x17,0x5a,0x0d)
97	····(·42,136,·38)·····#·rgb·=·(0x2a,0x88,0x26)
98	····(·39,120,·37)·····#·rgb·=·(0x27,0x78,0x25)
99	····(·28,·91,·27)·····#·rgb·=·(0x1c,0x5b,0x1b)
100	····(·40,·71,·23)·····#·rgb·=·(0x28,0x47,0x17)
101	····(·53,103,·53)·····#·rgb·=·(0x35,0x67,0x35)	48	····(·86,·23,·65)·····#·rgb·=·(0x56,0x17,0x41)
		49	····(113,·30,·85)·····#·rgb·=·(0x71,0x1e,0x55)
102	····(·11,·57,·20)·····#·rgb·=·(0x0b,0x39,0x14)
103	····(··0,·33,··0)·····#·rgb·=·(0x00,0x21,0x00)
104	····(·24,·88,·22)·····#·rgb·=·(0x18,0x58,0x16)
105	····(·46,110,·50)·····#·rgb·=·(0x2e,0x6e,0x32)
106	····(·28,·99,·27)·····#·rgb·=·(0x1c,0x63,0x1b)	50	····(·99,·26,·75)·····#·rgb·=·(0x63,0x1a,0x4b)
107	····(·40,·90,·37)·····#·rgb·=·(0x28,0x5a,0x25)
108	····(·26,·84,·33)·····#·rgb·=·(0x1a,0x54,0x21)
109	····(·74,181,·70)·····#·rgb·=·(0x4a,0xb5,0x46)
110	····(~~·25~~,155,~~·19~~)·····#·rgb·=·(0x19,0x9b,0x13)	51	····(137,·35,105)·····#·rgb·=·(0x89,0x23,0x69)
Max diff block lines reached; 90718/99229 bytes (91.42%) of diff not shown.


Offset 1, 284 lines modified		Offset 1, 274 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(119,111,100)·····#·rgb·=·(0x77,0x6f,0x64)	8	····(124,124,121)·····#·rgb·=·(0x7c,0x7c,0x79)
9	····(·95,·88,·77)·····#·rgb·=·(0x5f,0x58,0x4d)
10	····(117,109,·98)·····#·rgb·=·(0x75,0x6d,0x62)
11	····(·93,·91,·93)·····#·rgb·=·(0x5d,0x5b,0x5d)
12	····(232,232,232)·····#·rgb·=·(0xe8,0xe8,0xe8)·grey91
13	····(102,·94,·84)·····#·rgb·=·(0x66,0x5e,0x54)
14	····(·48,·35,·18)·····#·rgb·=·(0x30,0x23,0x12)	9	····(·98,·98,·95)·····#·rgb·=·(0x62,0x62,0x5f)
		10	····(209,209,207)·····#·rgb·=·(0xd1,0xd1,0xcf)
15	····(·16,·16,··8)·····#·rgb·=·(0x10,0x10,0x08)	11	····(161,161,158)·····#·rgb·=·(0xa1,0xa1,0x9e)
16	····(·42,·22,··9)·····#·rgb·=·(0x2a,0x16,0x09)
17	····(152,152,149)·····#·rgb·=·(0x98,0x98,0x95)	12	····(129,129,126)·····#·rgb·=·(0x81,0x81,0x7e)
		13	····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)
18	····(243,243,243)·····#·rgb·=·(0xf3,0xf3,0xf3)	14	····(206,204,205)·····#·rgb·=·(0xce,0xcc,0xcd)
		15	····(195,194,190)·····#·rgb·=·(0xc3,0xc2,0xbe)
		16	····(172,169,164)·····#·rgb·=·(0xac,0xa9,0xa4)
		17	····(211,211,211)·····#·rgb·=·(0xd3,0xd3,0xd3)·LightGray
19	····(232,232,230)·····#·rgb·=·(0xe8,0xe8,0xe6)	18	····(231,228,230)·····#·rgb·=·(0xe7,0xe4,0xe6)
20	····(235,235,235)·····#·rgb·=·(0xeb,0xeb,0xeb)·grey92	19	····(235,235,235)·····#·rgb·=·(0xeb,0xeb,0xeb)·grey92
		20	····(243,243,243)·····#·rgb·=·(0xf3,0xf3,0xf3)
21	····(219,219,219)·····#·rgb·=·(0xdb,0xdb,0xdb)·grey86
22	····(·43,·43,·43)·····#·rgb·=·(0x2b,0x2b,0x2b)·grey17
23	····(227,227,227)·····#·rgb·=·(0xe3,0xe3,0xe3)·grey89
24	····(251,251,251)·····#·rgb·=·(0xfb,0xfb,0xfb)	21	····(251,251,251)·····#·rgb·=·(0xfb,0xfb,0xfb)
25	····(187,187,187)·····#·rgb·=·(0xbb,0xbb,0xbb)
26	····(·83,·83,·83)·····#·rgb·=·(0x53,0x53,0x53)
27	····(131,131,131)·····#·rgb·=·(0x83,0x83,0x83)
28	····(136,136,133)·····#·rgb·=·(0x88,0x88,0x85)
29	····(·75,·75,·75)·····#·rgb·=·(0x4b,0x4b,0x4b)
30	····(·51,·51,·51)·····#·rgb·=·(0x33,0x33,0x33)·grey20
31	····(183,183,182)·····#·rgb·=·(0xb7,0xb7,0xb6)
32	····(·90,·87,·86)·····#·rgb·=·(0x5a,0x57,0x56)
33	····(123,123,123)·····#·rgb·=·(0x7b,0x7b,0x7b)
34	····(147,147,147)·····#·rgb·=·(0x93,0x93,0x93)
35	····(·67,·67,·67)·····#·rgb·=·(0x43,0x43,0x43)
36	····(195,195,195)·····#·rgb·=·(0xc3,0xc3,0xc3)	22	····(195,195,195)·····#·rgb·=·(0xc3,0xc3,0xc3)
37	····(216,214,216)·····#·rgb·=·(0xd8,0xd6,0xd8)
38	····(171,171,171)·····#·rgb·=·(0xab,0xab,0xab)·grey67	23	····(115,115,115)·····#·rgb·=·(0x73,0x73,0x73)·grey45
39	····(·91,·91,·91)·····#·rgb·=·(0x5b,0x5b,0x5b)
40	····(107,107,107)·····#·rgb·=·(0x6b,0x6b,0x6b)·grey42
41	····(155,155,155)·····#·rgb·=·(0x9b,0x9b,0x9b)	24	····(155,155,155)·····#·rgb·=·(0x9b,0x9b,0x9b)
		25	····(216,214,215)·····#·rgb·=·(0xd8,0xd6,0xd7)
		26	····(·91,·91,·91)·····#·rgb·=·(0x5b,0x5b,0x5b)
		27	····(171,171,171)·····#·rgb·=·(0xab,0xab,0xab)·grey67
		28	····(227,227,227)·····#·rgb·=·(0xe3,0xe3,0xe3)·grey89
		29	····(·88,·86,·87)·····#·rgb·=·(0x58,0x56,0x57)
		30	····(147,147,147)·····#·rgb·=·(0x93,0x93,0x93)
		31	····(123,123,123)·····#·rgb·=·(0x7b,0x7b,0x7b)
		32	····(137,135,134)·····#·rgb·=·(0x89,0x87,0x86)
		33	····(187,187,187)·····#·rgb·=·(0xbb,0xbb,0xbb)
		34	····(153,153,150)·····#·rgb·=·(0x99,0x99,0x96)
		35	····(·83,·83,·83)·····#·rgb·=·(0x53,0x53,0x53)
		36	····(219,219,219)·····#·rgb·=·(0xdb,0xdb,0xdb)·grey86
		37	····(120,119,118)·····#·rgb·=·(0x78,0x77,0x76)
42	····(203,203,203)·····#·rgb·=·(0xcb,0xcb,0xcb)	38	····(203,203,203)·····#·rgb·=·(0xcb,0xcb,0xcb)
43	····(169,169,165)·····#·rgb·=·(0xa9,0xa9,0xa5)	39	····(168,166,165)·····#·rgb·=·(0xa8,0xa6,0xa5)
44	····(·99,·99,·99)·····#·rgb·=·(0x63,0x63,0x63)·grey39	40	····(·99,·99,·99)·····#·rgb·=·(0x63,0x63,0x63)·grey39
45	····(~~·59~~,~~·59~~,~~·58~~)·····#·rgb·=·(0x3b,0x3b,0x3a)	41	····(131,131,131)·····#·rgb·=·(0x83,0x83,0x83)
		42	····(107,107,107)·····#·rgb·=·(0x6b,0x6b,0x6b)·grey42
46	····(163,163,163)·····#·rgb·=·(0xa3,0xa3,0xa3)·grey64	43	····(163,163,163)·····#·rgb·=·(0xa3,0xa3,0xa3)·grey64
		44	····(199,198,197)·····#·rgb·=·(0xc7,0xc6,0xc5)
		45	····(105,103,103)·····#·rgb·=·(0x69,0x67,0x67)
47	····(179,179,179)·····#·rgb·=·(0xb3,0xb3,0xb3)·grey70	46	····(179,179,179)·····#·rgb·=·(0xb3,0xb3,0xb3)·grey70
48	····(139,139,139)·····#·rgb·=·(0x8b,0x8b,0x8b)	47	····(139,139,139)·····#·rgb·=·(0x8b,0x8b,0x8b)
49	····(·73,·72,·68)·····#·rgb·=·(0x49,0x48,0x44)	48	····(·75,·75,·75)·····#·rgb·=·(0x4b,0x4b,0x4b)
		49	····(·67,·67,·67)·····#·rgb·=·(0x43,0x43,0x43)
50	····(~~115~~,~~115~~,~~115~~)·····#·rgb·=·(0x73,0x73,0x73)·grey45	50	····(·59,·59,·59)·····#·rgb·=·(0x3b,0x3b,0x3b)·grey23
51	····(200,199,198)·····#·rgb·=·(0xc8,0xc7,0xc6)
52	····(·57,·57,·52)·····#·rgb·=·(0x39,0x39,0x34)	51	····(·57,·56,·54)·····#·rgb·=·(0x39,0x38,0x36)
53	····(104,102,100)·····#·rgb·=·(0x68,0x66,0x64)	52	····(183,182,182)·····#·rgb·=·(0xb7,0xb6,0xb6)
		53	····(·73,·71,·70)·····#·rgb·=·(0x49,0x47,0x46)
54	····(211,211,211)·····#·rgb·=·(0xd3,0xd3,0xd3)·LightGray
55	····(121,119,118)·····#·rgb·=·(0x79,0x77,0x76)
56	····(·40,·39,·37)·····#·rgb·=·(0x28,0x27,0x25)	54	····(·43,·43,·43)·····#·rgb·=·(0x2b,0x2b,0x2b)·grey17
57	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
58	····(·27,·23,·19)·····#·rgb·=·(0x1b,0x17,0x13)	55	····(·52,·51,·51)·····#·rgb·=·(0x34,0x33,0x33)
59	····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)	56	····(·35,·35,·35)·····#·rgb·=·(0x23,0x23,0x23)
		57	····(·41,·40,·37)·····#·rgb·=·(0x29,0x28,0x25)
		58	····(·25,·23,·24)·····#·rgb·=·(0x19,0x17,0x18)
		59	····(185,185,181)·····#·rgb·=·(0xb9,0xb9,0xb5)
60	····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)	60	····(·19,·19,·19)·····#·rgb·=·(0x13,0x13,0x13)
		61	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
		62	····(201,198,201)·····#·rgb·=·(0xc9,0xc6,0xc9)
61	····(·11,·11,·11)·····#·rgb·=·(0x0b,0x0b,0x0b)	63	····(·11,·11,·11)·····#·rgb·=·(0x0b,0x0b,0x0b)
62	····(··2,··1,··1)·····#·rgb·=·(0x02,0x01,0x01)	64	····(··3,··3,··3)·····#·rgb·=·(0x03,0x03,0x03)·grey1
63	····(111,110,107)·····#·rgb·=·(0x6f,0x6e,0x6b)
64	····(176,175,175)·····#·rgb·=·(0xb0,0xaf,0xaf)	65	····(170,169,164)·····#·rgb·=·(0xaa,0xa9,0xa4)
65	····(·11,··6,··2)·····#·rgb·=·(0x0b,0x06,0x02)
66	····(126,129,127)·····#·rgb·=·(0x7e,0x81,0x7f)	66	····(126,128,126)·····#·rgb·=·(0x7e,0x80,0x7e)
67	····(130,124,122)·····#·rgb·=·(0x82,0x7c,0x7a)	67	····(128,125,126)·····#·rgb·=·(0x80,0x7d,0x7e)
68	····(143,142,143)·····#·rgb·=·(0x8f,0x8e,0x8f)	68	····(129,126,129)·····#·rgb·=·(0x81,0x7e,0x81)
69	····(·66,·60,·52)·····#·rgb·=·(0x42,0x3c,0x34)
70	····(132,132,124)·····#·rgb·=·(0x84,0x84,0x7c)
71	····(·49,·46,·44)·····#·rgb·=·(0x31,0x2e,0x2c)
72	····(·32,·30,·31)·····#·rgb·=·(0x20,0x1e,0x1f)
73	····(·81,·80,·77)·····#·rgb·=·(0x51,0x50,0x4d)
74	····(113,113,107)·····#·rgb·=·(0x71,0x71,0x6b)
75	····(·96,·93,·92)·····#·rgb·=·(0x60,0x5d,0x5c)	69	····(·97,·94,·97)·····#·rgb·=·(0x61,0x5e,0x61)
76	····(208,206,207)·····#·rgb·=·(0xd0,0xce,0xcf)	70	····(209,205,209)·····#·rgb·=·(0xd1,0xcd,0xd1)
77	····(159,157,157)·····#·rgb·=·(0x9f,0x9d,0x9d)	71	····(176,173,171)·····#·rgb·=·(0xb0,0xad,0xab)
		72	····(145,143,142)·····#·rgb·=·(0x91,0x8f,0x8e)
78	····(225,223,222)·····#·rgb·=·(0xe1,0xdf,0xde)	73	····(224,223,223)·····#·rgb·=·(0xe0,0xdf,0xdf)
79	····(190,189,192)·····#·rgb·=·(0xbe,0xbd,0xc0)
80	····(194,194,188)·····#·rgb·=·(0xc2,0xc2,0xbc)
81	····(193,190,193)·····#·rgb·=·(0xc1,0xbe,0xc1)	74	····(193,190,193)·····#·rgb·=·(0xc1,0xbe,0xc1)
82	····(193,189,186)·····#·rgb·=·(0xc1,0xbd,0xba)	75	····(113,109,112)·····#·rgb·=·(0x71,0x6d,0x70)
		76	····(·49,·47,·46)·····#·rgb·=·(0x31,0x2f,0x2e)
83	····(179,179,172)·····#·rgb·=·(0xb3,0xb3,0xac)	77	····(161,157,156)·····#·rgb·=·(0xa1,0x9d,0x9c)
		78	····(·80,·79,·79)·····#·rgb·=·(0x50,0x4f,0x4f)
84	····(100,101,·92)·····#·rgb·=·(0x64,0x65,0x5c)	79	····(110,109,112)·····#·rgb·=·(0x6e,0x6d,0x70)
85	····(·62,·64,·59)·····#·rgb·=·(0x3e,0x40,0x3b)	80	····(·66,·62,·65)·····#·rgb·=·(0x42,0x3e,0x41)
86	····(·40,·34,·22)·····#·rgb·=·(0x28,0x22,0x16)	81	····(·64,·61,·61)·····#·rgb·=·(0x40,0x3d,0x3d)
		82	····(114,114,110)·····#·rgb·=·(0x72,0x72,0x6e)
87	····(·66,·66,·60)·····#·rgb·=·(0x42,0x42,0x3c)	83	····(·65,·66,·61)·····#·rgb·=·(0x41,0x42,0x3d)
		84	····(191,189,192)·····#·rgb·=·(0xbf,0xbd,0xc0)
		85	····(201,201,197)·····#·rgb·=·(0xc9,0xc9,0xc5)
88	····(146,146,140)·····#·rgb·=·(0x92,0x92,0x8c)	86	····(163,162,156)·····#·rgb·=·(0xa3,0xa2,0x9c)
		87	····(193,194,189)·····#·rgb·=·(0xc1,0xc2,0xbd)
		88	····(209,209,205)·····#·rgb·=·(0xd1,0xd1,0xcd)
89	····(190,192,186)·····#·rgb·=·(0xbe,0xc0,0xba)	89	····(190,192,188)·····#·rgb·=·(0xbe,0xc0,0xbc)
90	····(186,186,180)·····#·rgb·=·(0xba,0xba,0xb4)	90	····(193,189,189)·····#·rgb·=·(0xc1,0xbd,0xbd)
Max diff block lines reached; 90711/101565 bytes (89.31%) of diff not shown.


Offset 17, 144 lines modified		Offset 17, 144 lines modified
17	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-compat.version	17	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-compat.version
18	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-core-ui.version	18	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-core-ui.version
19	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-core-utils.version	19	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-core-utils.version
20	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-fragment.version	20	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-fragment.version
21	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-media-compat.version	21	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-media-compat.version
22	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-v4.version	22	-rw----·····2.4·fat········7·b-·stor·81-Jan-01·01:01·META-INF/com.android.support_support-v4.version
23	-rw----·····0.0·fat···327424·b-·defN·81-Jan-01·01:01·AndroidManifest.xml	23	-rw----·····0.0·fat···327424·b-·defN·81-Jan-01·01:01·AndroidManifest.xml
24	-rw----·····0.0·fat····~~·8821~~·b-·stor·81-Jan-01·01:01·res/-4.png	24	-rw----·····0.0·fat····13069·b-·stor·81-Jan-01·01:01·res/-4.png
25	-rw----·····0.0·fat·····2824·b-·defN·81-Jan-01·01:01·res/-4.xml	25	-rw----·····0.0·fat·····2824·b-·defN·81-Jan-01·01:01·res/-4.xml
26	-rw----·····0.0·fat·····~~5497~~·b-·stor·81-Jan-01·01:01·res/-A.png	26	-rw----·····0.0·fat·····2924·b-·stor·81-Jan-01·01:01·res/-A.png
27	-rw----·····0.0·fat·····5196·b-·defN·81-Jan-01·01:01·res/-I.xml	27	-rw----·····0.0·fat·····5196·b-·defN·81-Jan-01·01:01·res/-I.xml
28	-rw----·····0.0·fat·····2296·b-·defN·81-Jan-01·01:01·res/-M.xml	28	-rw----·····0.0·fat·····2296·b-·defN·81-Jan-01·01:01·res/-M.xml
29	-rw----·····0.0·fat······328·b-·defN·81-Jan-01·01:01·res/-N.xml	29	-rw----·····0.0·fat······328·b-·defN·81-Jan-01·01:01·res/-N.xml
30	-rw----·····0.0·fat····~~1231~~5·b-·stor·81-Jan-01·01:01·res/-O.png	30	-rw----·····0.0·fat·····6855·b-·stor·81-Jan-01·01:01·res/-O.png
31	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/-P.xml	31	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/-P.xml
32	-rw----·····0.0·fat·····~~474~~3·b-·stor·81-Jan-01·01:01·res/-V.png	32	-rw----·····0.0·fat·····3993·b-·stor·81-Jan-01·01:01·res/-V.png
33	-rw----·····0.0·fat·····~~7563~~·b-·stor·81-Jan-01·01:01·res/-V1.png	33	-rw----·····0.0·fat·····5954·b-·stor·81-Jan-01·01:01·res/-V1.png
34	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/-g.xml	34	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/-g.xml
35	-rw----·····0.0·fat····~~10784~~·b-·stor·81-Jan-01·01:01·res/-n.png	35	-rw----·····0.0·fat·····2539·b-·stor·81-Jan-01·01:01·res/-n.png
36	-rw----·····0.0·fat·····~~8414~~·b-·stor·81-Jan-01·01:01·res/-o.png	36	-rw----·····0.0·fat·····5971·b-·stor·81-Jan-01·01:01·res/-o.png
37	-rw----·····0.0·fat·····1996·b-·defN·81-Jan-01·01:01·res/-w.xml	37	-rw----·····0.0·fat·····1996·b-·defN·81-Jan-01·01:01·res/-w.xml
38	-rw----·····0.0·fat····1~~948~~0·b-·stor·81-Jan-01·01:01·res/-x.png	38	-rw----·····0.0·fat····14200·b-·stor·81-Jan-01·01:01·res/-x.png
39	-rw----·····0.0·fat·····1740·b-·defN·81-Jan-01·01:01·res/-z.xml	39	-rw----·····0.0·fat·····1740·b-·defN·81-Jan-01·01:01·res/-z.xml
40	-rw----·····0.0·fat······212·b-·stor·81-Jan-01·01:01·res/09.9.png	40	-rw----·····0.0·fat······212·b-·stor·81-Jan-01·01:01·res/09.9.png
41	-rw----·····0.0·fat·····~~6538~~·b-·stor·81-Jan-01·01:01·res/09.png	41	-rw----·····0.0·fat·····8672·b-·stor·81-Jan-01·01:01·res/09.png
42	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/0B.xml	42	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/0B.xml
43	-rw----·····0.0·fat······324·b-·defN·81-Jan-01·01:01·res/0C.xml	43	-rw----·····0.0·fat······324·b-·defN·81-Jan-01·01:01·res/0C.xml
44	-rw----·····0.0·fat·····3140·b-·defN·81-Jan-01·01:01·res/0F.xml	44	-rw----·····0.0·fat·····3140·b-·defN·81-Jan-01·01:01·res/0F.xml
45	-rw----·····0.0·fat·····1796·b-·defN·81-Jan-01·01:01·res/0M.xml	45	-rw----·····0.0·fat·····1796·b-·defN·81-Jan-01·01:01·res/0M.xml
46	-rw----·····0.0·fat·····1768·b-·defN·81-Jan-01·01:01·res/0O.xml	46	-rw----·····0.0·fat·····1768·b-·defN·81-Jan-01·01:01·res/0O.xml
47	-rw----·····0.0·fat·····3300·b-·defN·81-Jan-01·01:01·res/0T.xml	47	-rw----·····0.0·fat·····3300·b-·defN·81-Jan-01·01:01·res/0T.xml
48	-rw----·····0.0·fat····1~~2317~~·b-·stor·81-Jan-01·01:01·res/0U.png	48	-rw----·····0.0·fat····11072·b-·stor·81-Jan-01·01:01·res/0U.png
49	-rw----·····0.0·fat·····2444·b-·defN·81-Jan-01·01:01·res/0Y.xml	49	-rw----·····0.0·fat·····2444·b-·defN·81-Jan-01·01:01·res/0Y.xml
50	-rw----·····0.0·fat·····2260·b-·defN·81-Jan-01·01:01·res/0Y1.xml	50	-rw----·····0.0·fat·····2260·b-·defN·81-Jan-01·01:01·res/0Y1.xml
51	-rw----·····0.0·fat·····7020·b-·stor·81-Jan-01·01:01·res/0_.png	51	-rw----·····0.0·fat·····4721·b-·stor·81-Jan-01·01:01·res/0_.png
52	-rw----·····0.0·fat·····1972·b-·defN·81-Jan-01·01:01·res/0d.xml	52	-rw----·····0.0·fat·····1972·b-·defN·81-Jan-01·01:01·res/0d.xml
53	-rw----·····0.0·fat······372·b-·defN·81-Jan-01·01:01·res/0i.xml	53	-rw----·····0.0·fat······372·b-·defN·81-Jan-01·01:01·res/0i.xml
54	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/0j.xml	54	-rw----·····0.0·fat······368·b-·defN·81-Jan-01·01:01·res/0j.xml


Offset 7, 282 lines modified		Offset 7, 266 lines modified
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(·14,·10,··9)·····#·rgb·=·(0x0e,0x0a,0x09)
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(··9,··6,··6)·····#·rgb·=·(0x09,0x06,0x06)
		19	····(·12,·10,·10)·····#·rgb·=·(0x0c,0x0a,0x0a)
		20	····(·35,·34,·34)·····#·rgb·=·(0x23,0x22,0x22)
		21	····(·42,·41,·41)·····#·rgb·=·(0x2a,0x29,0x29)
		22	····(·26,·26,·26)·····#·rgb·=·(0x1a,0x1a,0x1a)·grey10
		23	····(·20,·20,·20)·····#·rgb·=·(0x14,0x14,0x14)·grey8
16	····(·10,··1,··1)·····#·rgb·=·(0x0a,0x01,0x01)	24	····(·10,··8,··7)·····#·rgb·=·(0x0a,0x08,0x07)
17	····(··8,··8,··8)·····#·rgb·=·(0x08,0x08,0x08)·grey3	25	····(·54,·54,·54)·····#·rgb·=·(0x36,0x36,0x36)·grey21
18	····(·22,·21,·20)·····#·rgb·=·(0x16,0x15,0x14)	26	····(·24,·24,·24)·····#·rgb·=·(0x18,0x18,0x18)
19	····(·38,·38,·38)·····#·rgb·=·(0x26,0x26,0x~~26)·gre~~y15	27	····(·28,·19,·17)·····#·rgb·=·(0x1c,0x13,0x11)
		28	····(·36,·25,·21)·····#·rgb·=·(0x24,0x19,0x15)
		29	····(·18,·12,·11)·····#·rgb·=·(0x12,0x0c,0x0b)
		30	····(·25,·17,·14)·····#·rgb·=·(0x19,0x11,0x0e)
		31	····(·22,·15,·12)·····#·rgb·=·(0x16,0x0f,0x0c)
20	····(·46,·48,·45)·····#·rgb·=·(0x2e,0x30,0x2d)	32	····(·52,·48,·45)·····#·rgb·=·(0x34,0x30,0x2d)
21	····(·18,··2,··0)·····#·rgb·=·(0x12,0x02,0x00)
22	····(151,123,117)·····#·rgb·=·(0x97,0x7b,0x75)
23	····(106,·82,·73)·····#·rgb·=·(0x6a,0x52,0x49)
24	····(106,·88,·83)·····#·rgb·=·(0x6a,0x58,0x53)
25	····(·27,·27,·27)·····#·rgb·=·(0x1b,0x1b,0x1b)
26	····(122,104,100)·····#·rgb·=·(0x7a,0x68,0x64)
27	····(138,115,110)·····#·rgb·=·(0x8a,0x73,0x6e)
28	····(136,107,101)·····#·rgb·=·(0x88,0x6b,0x65)
29	····(·72,·56,·52)·····#·rgb·=·(0x48,0x38,0x34)
30	····(177,143,137)·····#·rgb·=·(0xb1,0x8f,0x89)
31	····(·90,·72,·67)·····#·rgb·=·(0x5a,0x48,0x43)	33	····(·70,·70,·70)·····#·rgb·=·(0x46,0x46,0x46)


Offset 1, 255 lines modified		Offset 1, 276 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(·68,··0,··0)·····#·rgb·=·(0x44,0x00,0x00)
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
17	····(~~149~~,··1,··1)·····#·rgb·=·(0x95,0x01,0x01)	8	····(·94,·12,··2)·····#·rgb·=·(0x5e,0x0c,0x02)
18	····(212,··0,··0)·····#·rgb·=·(0xd4,0x00,0x00)
19	····(145,··1,··1)·····#·rgb·=·(0x91,0x01,0x01)
20	····(186,··0,··0)·····#·rgb·=·(0xba,0x00,0x00)
21	····(165,··0,··0)·····#·rgb·=·(0xa5,0x00,0x00)
22	····(151,··0,··0)·····#·rgb·=·(0x97,0x00,0x00)
23	····(218,··1,··0)·····#·rgb·=·(0xda,0x01,0x00)
24	····(188,··1,··1)·····#·rgb·=·(0xbc,0x01,0x01)
25	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
26	····(·11,··0,··0)·····#·rgb·=·(0x0b,0x00,0x00)
27	····(·19,··0,··0)·····#·rgb·=·(0x13,0x00,0x00)
28	····(·27,··0,··0)·····#·rgb·=·(0x1b,0x00,0x00)
29	····(·35,··0,··0)·····#·rgb·=·(0x23,0x00,0x00)	9	····(·37,··0,··0)·····#·rgb·=·(0x25,0x00,0x00)
		10	····(·32,··0,··1)·····#·rgb·=·(0x20,0x00,0x01)
		11	····(·14,··0,··1)·····#·rgb·=·(0x0e,0x00,0x01)
		12	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		13	····(·73,··0,··1)·····#·rgb·=·(0x49,0x00,0x01)
		14	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		15	····(214,·17,··3)·····#·rgb·=·(0xd6,0x11,0x03)
		16	····(·63,··0,··2)·····#·rgb·=·(0x3f,0x00,0x02)
		17	····(·95,··1,··0)·····#·rgb·=·(0x5f,0x01,0x00)
		18	····(146,··3,··0)·····#·rgb·=·(0x92,0x03,0x00)


Offset 5, 270 lines modified		Offset 5, 265 lines modified
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		12	····(··1,··1,··2)·····#·rgb·=·(0x01,0x01,0x02)
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
19	····(··9,··2,··3)·····#·rgb·=·(0x09,0x02,0x03)	17	····(··6,··7,·11)·····#·rgb·=·(0x06,0x07,0x0b)
20	····(··1,··8,··4)·····#·rgb·=·(0x01,0x08,0x04)	18	····(·84,·88,·93)·····#·rgb·=·(0x54,0x58,0x5d)
		19	····(125,133,145)·····#·rgb·=·(0x7d,0x85,0x91)
		20	····(141,149,160)·····#·rgb·=·(0x8d,0x95,0xa0)
		21	····(154,162,172)·····#·rgb·=·(0x9a,0xa2,0xac)
		22	····(151,160,169)·····#·rgb·=·(0x97,0xa0,0xa9)
		23	····(115,122,131)·····#·rgb·=·(0x73,0x7a,0x83)
		24	····(122,128,136)·····#·rgb·=·(0x7a,0x80,0x88)
		25	····(170,177,189)·····#·rgb·=·(0xaa,0xb1,0xbd)
		26	····(173,180,194)·····#·rgb·=·(0xad,0xb4,0xc2)
		27	····(174,184,197)·····#·rgb·=·(0xae,0xb8,0xc5)
		28	····(165,172,185)·····#·rgb·=·(0xa5,0xac,0xb9)
		29	····(157,165,177)·····#·rgb·=·(0x9d,0xa5,0xb1)
		30	····(128,134,145)·····#·rgb·=·(0x80,0x86,0x91)
		31	····(121,125,133)·····#·rgb·=·(0x79,0x7d,0x85)
		32	····(105,109,116)·····#·rgb·=·(0x69,0x6d,0x74)
		33	····(·77,·82,·90)·····#·rgb·=·(0x4d,0x52,0x5a)
		34	····(·73,·76,·83)·····#·rgb·=·(0x49,0x4c,0x53)
		35	····(·34,·36,·42)·····#·rgb·=·(0x22,0x24,0x2a)
21	····(··1,·10,·10)·····#·rgb·=·(0x01,0x0a,0x0a)	36	····(··9,·10,·13)·····#·rgb·=·(0x09,0x0a,0x0d)
22	····(·12,·38,~~·37~~)·····#·rgb·=·(0x0c,0x26,0x25)	37	····(·91,·97,103)·····#·rgb·=·(0x5b,0x61,0x67)
		38	····(131,138,148)·····#·rgb·=·(0x83,0x8a,0x94)
		39	····(144,150,161)·····#·rgb·=·(0x90,0x96,0xa1)

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,203)·····#·rgb·=·(0x00,0x00,0xcb)
+····(··0,··0,196)·····#·rgb·=·(0x00,0x00,0xc4)
+····(··1,··0,202)·····#·rgb·=·(0x01,0x00,0xca)
+····(··1,··0,202)·····#·rgb·=·(0x01,0x00,0xca)
+····(··0,··1,190)·····#·rgb·=·(0x00,0x01,0xbe)
+····(··0,··0,218)·····#·rgb·=·(0x00,0x00,0xda)
+····(··0,··0,168)·····#·rgb·=·(0x00,0x00,0xa8)
+····(··0,··0,220)·····#·rgb·=·(0x00,0x00,0xdc)
+····(··0,··1,164)·····#·rgb·=·(0x00,0x01,0xa4)
+····(··0,··0,221)·····#·rgb·=·(0x00,0x00,0xdd)
+····(··0,··0,193)·····#·rgb·=·(0x00,0x00,0xc1)
+····(··1,··0,202)·····#·rgb·=·(0x01,0x00,0xca)
+····(··0,··1,189)·····#·rgb·=·(0x00,0x01,0xbd)
+····(··0,··0,218)·····#·rgb·=·(0x00,0x00,0xda)
+····(··0,··0,209)·····#·rgb·=·(0x00,0x00,0xd1)
+····(··1,··0,226)·····#·rgb·=·(0x01,0x00,0xe2)
+····(··0,··1,190)·····#·rgb·=·(0x00,0x01,0xbe)
+····(··0,··1,190)·····#·rgb·=·(0x00,0x01,0xbe)
+····(··0,··1,190)·····#·rgb·=·(0x00,0x01,0xbe)
+····(··1,··0,226)·····#·rgb·=·(0x01,0x00,0xe2)
+····(··0,··1,190)·····#·rgb·=·(0x00,0x01,0xbe)
+····(··0,··0,198)·····#·rgb·=·(0x00,0x00,0xc6)
+····(··0,··0,201)·····#·rgb·=·(0x00,0x00,0xc9)
+····(··0,··0,213)·····#·rgb·=·(0x00,0x00,0xd5)
+····(··0,··1,179)·····#·rgb·=·(0x00,0x01,0xb3)
+····(··0,··0,161)·····#·rgb·=·(0x00,0x00,0xa1)
+····(··0,··0,168)·····#·rgb·=·(0x00,0x00,0xa8)
+····(··0,··0,226)·····#·rgb·=·(0x00,0x00,0xe2)
+····(··0,··0,152)·····#·rgb·=·(0x00,0x00,0x98)
+····(··0,··0,217)·····#·rgb·=·(0x00,0x00,0xd9)
+····(··0,··1,189)·····#·rgb·=·(0x00,0x01,0xbd)
+····(··0,··0,152)·····#·rgb·=·(0x00,0x00,0x98)
+····(··0,··1,216)·····#·rgb·=·(0x00,0x01,0xd8)
+····(··0,··1,216)·····#·rgb·=·(0x00,0x01,0xd8)
+····(··0,··1,216)·····#·rgb·=·(0x00,0x01,0xd8)
+····(··1,··0,140)·····#·rgb·=·(0x01,0x00,0x8c)
+····(··0,··0,144)·····#·rgb·=·(0x00,0x00,0x90)
+····(··1,··0,140)·····#·rgb·=·(0x01,0x00,0x8c)
+····(··0,··0,141)·····#·rgb·=·(0x00,0x00,0x8d)
+····(··2,··0,139)·····#·rgb·=·(0x02,0x00,0x8b)
+····(··0,··0,146)·····#·rgb·=·(0x00,0x00,0x92)
+····(··0,··0,177)·····#·rgb·=·(0x00,0x00,0xb1)
+····(··0,··0,170)·····#·rgb·=·(0x00,0x00,0xaa)
+····(··0,··0,163)·····#·rgb·=·(0x00,0x00,0xa3)
+····(··0,··0,219)·····#·rgb·=·(0x00,0x00,0xdb)
+····(··0,··0,240)·····#·rgb·=·(0x00,0x00,0xf0)
+····(··0,··0,248)·····#·rgb·=·(0x00,0x00,0xf8)
+····(··0,··0,237)·····#·rgb·=·(0x00,0x00,0xed)
+····(··0,··0,204)·····#·rgb·=·(0x00,0x00,0xcc)
+····(··0,··0,188)·····#·rgb·=·(0x00,0x00,0xbc)
+····(··0,··0,210)·····#·rgb·=·(0x00,0x00,0xd2)
+····(··0,··0,135)·····#·rgb·=·(0x00,0x00,0x87)
+····(··0,··0,227)·····#·rgb·=·(0x00,0x00,0xe3)
+····(··0,··0,251)·····#·rgb·=·(0x00,0x00,0xfb)
+····(··0,··0,156)·····#·rgb·=·(0x00,0x00,0x9c)
+····(··0,··0,140)·····#·rgb·=·(0x00,0x00,0x8c)
+····(··0,··0,146)·····#·rgb·=·(0x00,0x00,0x92)
+····(··0,··1,131)·····#·rgb·=·(0x00,0x01,0x83)
+tRNS·{
+·0·9·50·125·190·237·236·190·57·30·149·136·136·36·236·190·125·149·149·235}
+IMAGE·{
+····pixels·base64
+000000000012345NNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO643710000000000
+0000000089OOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVA800000000
+0000001BOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVC1000000
+DOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQVD00000
+OOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQ20000
+DOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQD000
+POOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQV100
+BOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQC00
+OOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQ80
+OOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQA0
+OOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQ1
+OOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQ7
+OOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQE
+OOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQF
+OOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQG
+POOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQV
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOPPUNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRSSRSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONONQVQVQQQQQQQQ
+OOOOOOOOOOOOOOOWPPOPPOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPVSXSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRRVOONOONNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNOUXVQVVQQQQQQQ
+PPPPPPPPPPPPPPPTOPNOONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOQRSRRSRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRSSTOONONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOUXVQVVQQQQQQQ
+PPPPPPPPPPPPPPPWPPNOOOOPPPPPPPPPPPPPPPPPPPPPPPPOOOOOOOOOVRRRRSRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRXSWPPOONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPNQTVVVVVVVVVV
+PPPPPPPPPPPPPPPTOPNOONOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPVSSSSXSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSYYVONUNUOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONNUXQXXXVVVVVVV
+OOOOOOOOOOOOOOOWPZPPZPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPOVSSRSXSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSSRTPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONOUQVQVQQQQQQQQ
+PPPPPPPPPPPPPPPTOPNOPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOONXRSRRSRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRXSTOONOOPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPNOUQTVVVQQQQQQQ
+QQQQQQQQQQQQQQQXWUTUUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWNQXQQQQXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXRQWTVWWTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTRXXXXQQQQQQQ
+RRRRRRRRRRRRRRRTOPOPZPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPWVWWWTVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWVWNWTWUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUWUWXTVTVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+RRRRRRRRRRRRRRRXPOPOPPOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOPTTTTWVTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWTVWUWWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV
+SSSSSSSSSSSSSSSQOPPZOPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPTTTTWTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTWUWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWWUWTVVVVVVVVVVVV


Offset 1, 286 lines modified		Offset 1, 218 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(239,194,163)·····#·rgb·=·(0xef,0xc2,0xa3)	8	····(240,190,164)·····#·rgb·=·(0xf0,0xbe,0xa4)
9	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)	9	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)
10	····(239,235,154)·····#·rgb·=·(0xef,0xeb,0x9a)
11	····(239,195,166)·····#·rgb·=·(0xef,0xc3,0xa6)	10	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)
12	····(233,186,163)·····#·rgb·=·(0xe9,0xba,0xa3)	11	····(233,185,164)·····#·rgb·=·(0xe9,0xb9,0xa4)
		12	····(201,156,165)·····#·rgb·=·(0xc9,0x9c,0xa5)
		13	····(221,175,165)·····#·rgb·=·(0xdd,0xaf,0xa5)
		14	····(234,185,165)·····#·rgb·=·(0xea,0xb9,0xa5)
		15	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)
13	····(239,196,165)·····#·rgb·=·(0xef,0xc4,0xa5)	16	····(239,190,165)·····#·rgb·=·(0xef,0xbe,0xa5)
14	····(224,186,153)·····#·rgb·=·(0xe0,0xba,0x99)	17	····(213,182,165)·····#·rgb·=·(0xd5,0xb6,0xa5)
15	····(239,194,164)·····#·rgb·=·(0xef,0xc2,0xa4)	18	····(239,189,164)·····#·rgb·=·(0xef,0xbd,0xa4)
16	····(200,156,145)·····#·rgb·=·(0xc8,0x9c,0x91)
17	····(235,181,163)·····#·rgb·=·(0xeb,0xb5,0xa3)
18	····(240,189,164)·····#·rgb·=·(0xf0,0xbd,0xa4)
19	····(237,188,163)·····#·rgb·=·(0xed,0xbc,0xa3)
20	····(201,168,140)·····#·rgb·=·(0xc9,0xa8,0x8c)
21	····(235,187,156)·····#·rgb·=·(0xeb,0xbb,0x9c)
22	····(235,187,148)·····#·rgb·=·(0xeb,0xbb,0x94)
23	····(230,182,178)·····#·rgb·=·(0xe6,0xb6,0xb2)
24	····(236,187,178)·····#·rgb·=·(0xec,0xbb,0xb2)
25	····(241,189,170)·····#·rgb·=·(0xf1,0xbd,0xaa)
26	····(243,194,177)·····#·rgb·=·(0xf3,0xc2,0xb1)
27	····(200,156,166)·····#·rgb·=·(0xc8,0x9c,0xa6)
28	····(203,163,163)·····#·rgb·=·(0xcb,0xa3,0xa3)	19	····(202,160,163)·····#·rgb·=·(0xca,0xa0,0xa3)
29	····(237,193,164)·····#·rgb·=·(0xed,0xc1,0xa4)	20	····(233,190,164)·····#·rgb·=·(0xe9,0xbe,0xa4)
30	····(241,188,157)·····#·rgb·=·(0xf1,0xbc,0x9d)
31	····(227,199,166)·····#·rgb·=·(0xe3,0xc7,0xa6)
32	····(211,180,163)·····#·rgb·=·(0xd3,0xb4,0xa3)
33	····(196,156,155)·····#·rgb·=·(0xc4,0x9c,0x9b)
34	····(228,186,170)·····#·rgb·=·(0xe4,0xba,0xaa)
35	····(248,196,164)·····#·rgb·=·(0xf8,0xc4,0xa4)
36	····(242,236,163)·····#·rgb·=·(0xf2,0xec,0xa3)
37	····(245,230,169)·····#·rgb·=·(0xf5,0xe6,0xa9)
38	····(203,180,165)·····#·rgb·=·(0xcb,0xb4,0xa5)	21	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)
39	····(228,186,156)·····#·rgb·=·(0xe4,0xba,0x9c)
40	····(249,195,172)·····#·rgb·=·(0xf9,0xc3,0xac)
41	····(236,188,170)·····#·rgb·=·(0xec,0xbc,0xaa)
42	····(232,230,167)·····#·rgb·=·(0xe8,0xe6,0xa7)
43	····(248,247,166)·····#·rgb·=·(0xf8,0xf7,0xa6)
44	····(203,163,156)·····#·rgb·=·(0xcb,0xa3,0x9c)	22	····(204,161,165)·····#·rgb·=·(0xcc,0xa1,0xa5)
45	····(242,~~242~~,164)·····#·rgb·=·(0xf2,0xf2,0xa4)	23	····(226,178,165)·····#·rgb·=·(0xe2,0xb2,0xa5)
46	····(229,235,155)·····#·rgb·=·(0xe5,0xeb,0x9b)
47	····(236,236,163)·····#·rgb·=·(0xec,0xec,0xa3)	24	····(237,237,163)·····#·rgb·=·(0xed,0xed,0xa3)
48	····(200,156,153)·····#·rgb·=·(0xc8,0x9c,0x99)
49	····(236,241,163)·····#·rgb·=·(0xec,0xf1,0xa3)
50	····(242,243,170)·····#·rgb·=·(0xf2,0xf3,0xaa)	25	····(223,204,165)·····#·rgb·=·(0xdf,0xcc,0xa5)
51	····(211,178,155)·····#·rgb·=·(0xd3,0xb2,0x9b)
52	····(211,164,163)·····#·rgb·=·(0xd3,0xa4,0xa3)
53	····(227,180,156)·····#·rgb·=·(0xe3,0xb4,0x9c)
54	····(242,193,170)·····#·rgb·=·(0xf2,0xc1,0xaa)
55	····(242,193,164)·····#·rgb·=·(0xf2,0xc1,0xa4)
56	····(250,244,179)·····#·rgb·=·(0xfa,0xf4,0xb3)
57	····(233,217,180)·····#·rgb·=·(0xe9,0xd9,0xb4)
58	····(203,171,155)·····#·rgb·=·(0xcb,0xab,0x9b)
59	····(198,163,151)·····#·rgb·=·(0xc6,0xa3,0x97)
60	····(249,195,179)·····#·rgb·=·(0xf9,0xc3,0xb3)
61	····(230,215,155)·····#·rgb·=·(0xe6,0xd7,0x9b)
62	····(215,169,179)·····#·rgb·=·(0xd7,0xa9,0xb3)
63	····(245,184,168)·····#·rgb·=·(0xf5,0xb8,0xa8)
64	····(228,186,163)·····#·rgb·=·(0xe4,0xba,0xa3)
65	····(236,227,163)·····#·rgb·=·(0xec,0xe3,0xa3)
66	····(204,181,151)·····#·rgb·=·(0xcc,0xb5,0x97)
67	····(211,167,152)·····#·rgb·=·(0xd3,0xa7,0x98)
68	····(235,182,170)·····#·rgb·=·(0xeb,0xb6,0xaa)
69	····(244,242,178)·····#·rgb·=·(0xf4,0xf2,0xb2)
70	····(219,195,164)·····#·rgb·=·(0xdb,0xc3,0xa4)
71	····(219,172,170)·····#·rgb·=·(0xdb,0xac,0xaa)
72	····(233,181,156)·····#·rgb·=·(0xe9,0xb5,0x9c)	26	····(233,181,164)·····#·rgb·=·(0xe9,0xb5,0xa4)
73	····(236,235,170)·····#·rgb·=·(0xec,0xeb,0xaa)
74	····(236,241,156)·····#·rgb·=·(0xec,0xf1,0x9c)
75	····(235,231,178)·····#·rgb·=·(0xeb,0xe7,0xb2)
76	····(244,233,180)·····#·rgb·=·(0xf4,0xe9,0xb4)
77	····(211,187,163)·····#·rgb·=·(0xd3,0xbb,0xa3)	27	····(237,187,164)·····#·rgb·=·(0xed,0xbb,0xa4)
78	····(205,156,170)·····#·rgb·=·(0xcd,0x9c,0xaa)
79	····(243,236,171)·····#·rgb·=·(0xf3,0xec,0xab)
80	····(242,242,155)·····#·rgb·=·(0xf2,0xf2,0x9b)
81	····(227,180,163)·····#·rgb·=·(0xe3,0xb4,0xa3)
82	····(241,219,170)·····#·rgb·=·(0xf1,0xdb,0xaa)
83	····(211,171,155)·····#·rgb·=·(0xd3,0xab,0x9b)
84	····(242,188,177)·····#·rgb·=·(0xf2,0xbc,0xb1)
85	····(236,193,156)·····#·rgb·=·(0xec,0xc1,0x9c)
86	····(201,166,166)·····#·rgb·=·(0xc9,0xa6,0xa6)
87	····(246,186,184)·····#·rgb·=·(0xf6,0xba,0xb8)
88	····(203,171,148)·····#·rgb·=·(0xcb,0xab,0x94)
89	····(227,211,163)·····#·rgb·=·(0xe3,0xd3,0xa3)
90	····(243,218,184)·····#·rgb·=·(0xf3,0xda,0xb8)
91	····(218,172,156)·····#·rgb·=·(0xda,0xac,0x9c)
92	····(218,183,179)·····#·rgb·=·(0xda,0xb7,0xb3)
93	····(220,179,164)·····#·rgb·=·(0xdc,0xb3,0xa4)	28	····(220,179,164)·····#·rgb·=·(0xdc,0xb3,0xa4)
94	····(214,184,153)·····#·rgb·=·(0xd6,0xb8,0x99)
95	····(227,172,166)·····#·rgb·=·(0xe3,0xac,0xa6)
96	····(214,170,166)·····#·rgb·=·(0xd6,0xaa,0xa6)
97	····(234,247,165)·····#·rgb·=·(0xea,0xf7,0xa5)
98	····(232,216,167)·····#·rgb·=·(0xe8,0xd8,0xa7)
99	····(237,193,169)·····#·rgb·=·(0xed,0xc1,0xa9)
100	····(242,193,156)·····#·rgb·=·(0xf2,0xc1,0x9c)
101	····(227,179,170)·····#·rgb·=·(0xe3,0xb3,0xaa)	29	····(227,179,164)·····#·rgb·=·(0xe3,0xb3,0xa4)
		30	····(240,190,165)·····#·rgb·=·(0xf0,0xbe,0xa5)
		31	····(219,172,164)·····#·rgb·=·(0xdb,0xac,0xa4)
		32	····(221,202,163)·····#·rgb·=·(0xdd,0xca,0xa3)
102	····(249,243,170)·····#·rgb·=·(0xf9,0xf3,0xaa)	33	····(240,243,162)·····#·rgb·=·(0xf0,0xf3,0xa2)
103	····(235,236,156)·····#·rgb·=·(0xeb,0xec,0x9c)	34	····(237,237,162)·····#·rgb·=·(0xed,0xed,0xa2)
104	····(232,232,151)·····#·rgb·=·(0xe8,0xe8,0x97)	35	····(232,222,163)·····#·rgb·=·(0xe8,0xde,0xa3)
		36	····(233,227,162)·····#·rgb·=·(0xe9,0xe3,0xa2)
		37	····(227,186,164)·····#·rgb·=·(0xe3,0xba,0xa4)
		38	····(225,204,163)·····#·rgb·=·(0xe1,0xcc,0xa3)
		39	····(229,219,163)·····#·rgb·=·(0xe5,0xdb,0xa3)
		40	····(218,188,163)·····#·rgb·=·(0xda,0xbc,0xa3)
		41	····(205,163,164)·····#·rgb·=·(0xcd,0xa3,0xa4)
		42	····(242,192,164)·····#·rgb·=·(0xf2,0xc0,0xa4)
		43	····(226,211,163)·····#·rgb·=·(0xe2,0xd3,0xa3)
		44	····(238,241,162)·····#·rgb·=·(0xee,0xf1,0xa2)
105	····(219,199,167)·····#·rgb·=·(0xdb,0xc7,0xa7)	45	····(219,195,163)·····#·rgb·=·(0xdb,0xc3,0xa3)
106	····(234,197,179)·····#·rgb·=·(0xea,0xc5,0xb3)
107	····(245,245,153)·····#·rgb·=·(0xf5,0xf5,0x99)
108	····(220,206,169)·····#·rgb·=·(0xdc,0xce,0xa9)
109	····(241,236,156)·····#·rgb·=·(0xf1,0xec,0x9c)
110	····(237,242,170)·····#·rgb·=·(0xed,0xf2,0xaa)
111	····(223,230,148)·····#·rgb·=·(0xdf,0xe6,0x94)
Max diff block lines reached; 68260/76891 bytes (88.78%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·14,·16,·15)·····#·rgb·=·(0x0e,0x10,0x0f)
+····(·12,·14,·14)·····#·rgb·=·(0x0c,0x0e,0x0e)
+····(·11,·12,·11)·····#·rgb·=·(0x0b,0x0c,0x0b)
+····(·35,·37,·37)·····#·rgb·=·(0x23,0x25,0x25)
+····(·87,·93,·89)·····#·rgb·=·(0x57,0x5d,0x59)
+····(·21,·23,·22)·····#·rgb·=·(0x15,0x17,0x16)
+····(·14,·17,·16)·····#·rgb·=·(0x0e,0x11,0x10)
+····(··2,··3,··3)·····#·rgb·=·(0x02,0x03,0x03)
+····(··9,·10,·10)·····#·rgb·=·(0x09,0x0a,0x0a)
+····(·88,·91,·86)·····#·rgb·=·(0x58,0x5b,0x56)
+····(·90,·93,·89)·····#·rgb·=·(0x5a,0x5d,0x59)
+····(·92,·98,·91)·····#·rgb·=·(0x5c,0x62,0x5b)
+····(·96,100,·94)·····#·rgb·=·(0x60,0x64,0x5e)
+····(100,105,·99)·····#·rgb·=·(0x64,0x69,0x63)
+····(100,110,105)·····#·rgb·=·(0x64,0x6e,0x69)
+····(108,114,107)·····#·rgb·=·(0x6c,0x72,0x6b)
+····(116,122,115)·····#·rgb·=·(0x74,0x7a,0x73)
+····(118,130,122)·····#·rgb·=·(0x76,0x82,0x7a)
+····(122,137,130)·····#·rgb·=·(0x7a,0x89,0x82)
+····(134,146,137)·····#·rgb·=·(0x86,0x92,0x89)
+····(138,154,146)·····#·rgb·=·(0x8a,0x9a,0x92)
+····(149,162,153)·····#·rgb·=·(0x95,0xa2,0x99)
+····(154,170,162)·····#·rgb·=·(0x9a,0xaa,0xa2)
+····(·77,·81,·76)·····#·rgb·=·(0x4d,0x51,0x4c)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(112,119,119)·····#·rgb·=·(0x70,0x77,0x77)
+····(150,159,158)·····#·rgb·=·(0x96,0x9f,0x9e)
+····(·35,·36,·34)·····#·rgb·=·(0x23,0x24,0x22)
+····(·53,·56,·52)·····#·rgb·=·(0x35,0x38,0x34)
+····(·51,·53,·50)·····#·rgb·=·(0x33,0x35,0x32)
+····(·42,·44,·42)·····#·rgb·=·(0x2a,0x2c,0x2a)
+····(·38,·40,·40)·····#·rgb·=·(0x26,0x28,0x28)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(146,156,155)·····#·rgb·=·(0x92,0x9c,0x9b)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·18,·20,·19)·····#·rgb·=·(0x12,0x14,0x13)
+····(·30,·32,·31)·····#·rgb·=·(0x1e,0x20,0x1f)
+····(·27,·29,·28)·····#·rgb·=·(0x1b,0x1d,0x1c)
+····(·29,·32,·29)·····#·rgb·=·(0x1d,0x20,0x1d)
+····(·42,·44,·43)·····#·rgb·=·(0x2a,0x2c,0x2b)
+····(·14,·16,·13)·····#·rgb·=·(0x0e,0x10,0x0d)
+····(·54,·57,·57)·····#·rgb·=·(0x36,0x39,0x39)
+····(·69,·73,·68)·····#·rgb·=·(0x45,0x49,0x44)
+····(·82,·85,·81)·····#·rgb·=·(0x52,0x55,0x51)
+····(106,110,105)·····#·rgb·=·(0x6a,0x6e,0x69)
+····(114,118,112)·····#·rgb·=·(0x72,0x76,0x70)
+····(124,130,123)·····#·rgb·=·(0x7c,0x82,0x7b)
+····(136,141,134)·····#·rgb·=·(0x88,0x8d,0x86)
+····(144,148,142)·····#·rgb·=·(0x90,0x94,0x8e)
+····(148,154,147)·····#·rgb·=·(0x94,0x9a,0x93)
+····(·56,·58,·54)·····#·rgb·=·(0x38,0x3a,0x36)
+····(··6,··8,··6)·····#·rgb·=·(0x06,0x08,0x06)
+····(·48,·50,·46)·····#·rgb·=·(0x30,0x32,0x2e)
+····(130,134,128)·····#·rgb·=·(0x82,0x86,0x80)
+····(132,138,131)·····#·rgb·=·(0x84,0x8a,0x83)
+····(140,146,139)·····#·rgb·=·(0x8c,0x92,0x8b)
+····(150,154,149)·····#·rgb·=·(0x96,0x9a,0x95)
+····(160,166,158)·····#·rgb·=·(0xa0,0xa6,0x9e)
+····(·85,·89,·84)·····#·rgb·=·(0x55,0x59,0x54)
+····(·73,·87,·84)·····#·rgb·=·(0x49,0x57,0x54)
+····(·69,·82,·78)·····#·rgb·=·(0x45,0x52,0x4e)
+····(·74,·77,·73)·····#·rgb·=·(0x4a,0x4d,0x49)
+····(·85,·92,·88)·····#·rgb·=·(0x55,0x5c,0x58)
+····(·83,·97,·91)·····#·rgb·=·(0x53,0x61,0x5b)
+····(·89,105,100)·····#·rgb·=·(0x59,0x69,0x64)
+····(105,120,114)·····#·rgb·=·(0x69,0x78,0x72)
+····(108,130,123)·····#·rgb·=·(0x6c,0x82,0x7b)
+····(138,163,155)·····#·rgb·=·(0x8a,0xa3,0x9b)
+····(156,162,155)·····#·rgb·=·(0x9c,0xa2,0x9b)
+····(·19,·20,·18)·····#·rgb·=·(0x13,0x14,0x12)
+····(·40,·41,·38)·····#·rgb·=·(0x28,0x29,0x26)
+····(·16,·17,·14)·····#·rgb·=·(0x10,0x11,0x0e)
+····(·65,·69,·68)·····#·rgb·=·(0x41,0x45,0x44)
+····(·80,·85,·85)·····#·rgb·=·(0x50,0x55,0x55)
+····(·97,103,103)·····#·rgb·=·(0x61,0x67,0x67)
+····(112,116,110)·····#·rgb·=·(0x70,0x74,0x6e)
+····(112,120,118)·····#·rgb·=·(0x70,0x78,0x76)
+····(123,132,131)·····#·rgb·=·(0x7b,0x84,0x83)
+····(142,152,150)·····#·rgb·=·(0x8e,0x98,0x96)
+····(·73,·77,·76)·····#·rgb·=·(0x49,0x4d,0x4c)
+····(·22,·24,·23)·····#·rgb·=·(0x16,0x18,0x17)
+····(·29,·31,·30)·····#·rgb·=·(0x1d,0x1f,0x1e)
+····(·37,·39,·38)·····#·rgb·=·(0x25,0x27,0x26)
+····(·49,·52,·52)·····#·rgb·=·(0x31,0x34,0x34)
+····(·57,·61,·60)·····#·rgb·=·(0x39,0x3d,0x3c)
+····(·69,·74,·73)·····#·rgb·=·(0x45,0x4a,0x49)
+····(·92,·98,·98)·····#·rgb·=·(0x5c,0x62,0x62)
+····(·61,·65,·60)·····#·rgb·=·(0x3d,0x41,0x3c)
+····(100,106,106)·····#·rgb·=·(0x64,0x6a,0x6a)
+····(107,115,114)·····#·rgb·=·(0x6b,0x73,0x72)
+····(··7,··7,··7)·····#·rgb·=·(0x07,0x07,0x07)
+····(·34,·36,·35)·····#·rgb·=·(0x22,0x24,0x23)
+····(·45,·47,·47)·····#·rgb·=·(0x2d,0x2f,0x2f)
+····(·77,·82,·82)·····#·rgb·=·(0x4d,0x52,0x52)
+····(115,123,123)·····#·rgb·=·(0x73,0x7b,0x7b)
+····(131,140,139)·····#·rgb·=·(0x83,0x8c,0x8b)
+····(·23,·24,·24)·····#·rgb·=·(0x17,0x18,0x18)
+····(·38,·40,·40)·····#·rgb·=·(0x26,0x28,0x28)
+····(·60,·64,·63)·····#·rgb·=·(0x3c,0x40,0x3f)
+····(133,146,145)·····#·rgb·=·(0x85,0x92,0x91)
+····(146,156,155)·····#·rgb·=·(0x92,0x9c,0x9b)
+····(·14,·15,·15)·····#·rgb·=·(0x0e,0x0f,0x0f)
+····(·84,·90,·90)·····#·rgb·=·(0x54,0x5a,0x5a)
+····(149,160,158)·····#·rgb·=·(0x95,0xa0,0x9e)
+····(·52,·56,·55)·····#·rgb·=·(0x34,0x38,0x37)
+····(·61,·66,·65)·····#·rgb·=·(0x3d,0x42,0x41)
+····(·96,102,102)·····#·rgb·=·(0x60,0x66,0x66)
+····(128,136,135)·····#·rgb·=·(0x80,0x88,0x87)
+····(138,148,147)·····#·rgb·=·(0x8a,0x94,0x93)
+····(119,127,126)·····#·rgb·=·(0x77,0x7f,0x7e)
+····(·88,·94,·94)·····#·rgb·=·(0x58,0x5e,0x5e)
+····(110,119,118)·····#·rgb·=·(0x6e,0x77,0x76)
+····(150,161,160)·····#·rgb·=·(0x96,0xa1,0xa0)
+····(126,135,134)·····#·rgb·=·(0x7e,0x87,0x86)
+····(·68,·72,·71)·····#·rgb·=·(0x44,0x48,0x47)
+····(104,110,110)·····#·rgb·=·(0x68,0x6e,0x6e)
+····(134,143,142)·····#·rgb·=·(0x86,0x8f,0x8e)
+····(154,164,163)·····#·rgb·=·(0x9a,0xa4,0xa3)


Offset 1, 143 lines modified		Offset 1, 143 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(·18,·18,·18)·····#·rgb·=·(0x12,0x12,0x12)·grey7
15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
16	····(··2,··1,··9)·····#·rgb·=·(0x02,0x01,0x09)
17	····(··1,·10,··1)·····#·rgb·=·(0x01,0x0a,0x01)	8	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
18	····(·10,··6,··9)·····#·rgb·=·(0x0a,0x06,0x09)
19	····(··9,··1,··2)·····#·rgb·=·(0x09,0x01,0x02)	9	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
20	····(·21,··4,··0)·····#·rgb·=·(0x15,0x04,0x00)	10	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		11	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		12	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		13	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
21	····(·44,·17,··4)·····#·rgb·=·(0x2c,0x11,0x04)	14	····(·12,·13,·15)·····#·rgb·=·(0x0c,0x0d,0x0f)
22	····(·40,·40,·40)·····#·rgb·=·(0x28,0x28,0x28)	15	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)
		16	····(··6,··6,··7)·····#·rgb·=·(0x06,0x06,0x07)
23	····(·80,·47,·14)·····#·rgb·=·(0x50,0x2f,0x0e)	17	····(·80,·43,·14)·····#·rgb·=·(0x50,0x2b,0x0e)
24	····(112,·71,·20)·····#·rgb·=·(0x70,0x47,0x14)
25	····(·93,·76,·43)·····#·rgb·=·(0x5d,0x4c,0x2b)
26	····(143,·84,·24)·····#·rgb·=·(0x8f,0x54,0x18)	18	····(162,·94,·22)·····#·rgb·=·(0xa2,0x5e,0x16)
27	····(105,·55,··4)·····#·rgb·=·(0x69,0x37,0x04)	19	····(166,158,·25)·····#·rgb·=·(0xa6,0x9e,0x19)
28	····(157,·96,·30)·····#·rgb·=·(0x9d,0x60,0x1e)
29	····(··0,··1,·19)·····#·rgb·=·(0x00,0x01,0x13)
30	····(123,·70,··3)·····#·rgb·=·(0x7b,0x46,0x03)
31	····(131,·70,··4)·····#·rgb·=·(0x83,0x46,0x04)
32	····(··1,··4,·26)·····#·rgb·=·(0x01,0x04,0x1a)
33	····(··0,··4,·38)·····#·rgb·=·(0x00,0x04,0x26)
34	····(··1,··7,·54)·····#·rgb·=·(0x01,0x07,0x36)
35	····(··5,·16,·80)·····#·rgb·=·(0x05,0x10,0x50)
36	····(··8,·20,101)·····#·rgb·=·(0x08,0x14,0x65)
37	····(·10,·18,110)·····#·rgb·=·(0x0a,0x12,0x6e)
38	····(·20,·38,146)·····#·rgb·=·(0x14,0x26,0x92)
39	····(··4,·19,121)·····#·rgb·=·(0x04,0x13,0x79)
40	····(··3,·19,133)·····#·rgb·=·(0x03,0x13,0x85)
41	····(·40,·43,162)·····#·rgb·=·(0x28,0x2b,0xa2)
42	····(··7,·21,~~144~~)·····#·rgb·=·(0x07,0x15,0x90)	20	····(·47,·21,·11)·····#·rgb·=·(0x2f,0x15,0x0b)
43	····(~~·17~~,·40,~~174~~)·····#·rgb·=·(0x11,0x28,0xae)	21	····(102,·48,·12)·····#·rgb·=·(0x66,0x30,0x0c)
		22	····(211,165,·28)·····#·rgb·=·(0xd3,0xa5,0x1c)
44	····(·10,·26,173)·····#·rgb·=·(0x0a,0x1a,0xad)
45	····(·70,·71,·70)·····#·rgb·=·(0x46,0x47,0x46)
46	····(·83,·83,·83)·····#·rgb·=·(0x53,0x53,0x53)	23	····(·94,·86,·35)·····#·rgb·=·(0x5e,0x56,0x23)
47	····(·42,·40,·48)·····#·rgb·=·(0x2a,0x28,0x30)
48	····(102,100,·95)·····#·rgb·=·(0x66,0x64,0x5f)
49	····(·28,·43,·32)·····#·rgb·=·(0x1c,0x2b,0x20)	24	····(·44,·42,·43)·····#·rgb·=·(0x2c,0x2a,0x2b)
50	····(116,116,116)·····#·rgb·=·(0x74,0x74,0x74)
51	····(~~·52~~,·53,·52)·····#·rgb·=·(0x34,0x35,0x34)	25	····(115,·57,··3)·····#·rgb·=·(0x73,0x39,0x03)
		26	····(112,·54,··0)·····#·rgb·=·(0x70,0x36,0x00)
		27	····(211,105,·16)·····#·rgb·=·(0xd3,0x69,0x10)
		28	····(243,206,·18)·····#·rgb·=·(0xf3,0xce,0x12)
		29	····(107,·52,··3)·····#·rgb·=·(0x6b,0x34,0x03)
		30	····(243,146,·10)·····#·rgb·=·(0xf3,0x92,0x0a)
		31	····(253,123,··0)·····#·rgb·=·(0xfd,0x7b,0x00)
		32	····(249,122,··5)·····#·rgb·=·(0xf9,0x7a,0x05)
52	····(~~108~~,110,105)·····#·rgb·=·(0x6c,0x6e,0x69)	33	····(252,131,··5)·····#·rgb·=·(0xfc,0x83,0x05)
53	····(122,122,~~122~~)·····#·rgb·=·(0x7a,0x7a,0x~~7a)·g~~rey48	34	····(232,117,·14)·····#·rgb·=·(0xe8,0x75,0x0e)
		35	····(·14,·48,·15)·····#·rgb·=·(0x0e,0x30,0x0f)
54	····(·15,·18,·51)·····#·rgb·=·(0x0f,0x12,0x33)	36	····(·15,·81,·16)·····#·rgb·=·(0x0f,0x51,0x10)
		37	····(·36,·98,·36)·····#·rgb·=·(0x24,0x62,0x24)
		38	····(·20,111,·23)·····#·rgb·=·(0x14,0x6f,0x17)
55	····(~~206~~,210,~~206~~)·····#·rgb·=·(0xce,0xd2,0xce)	39	····(·21,214,·22)·····#·rgb·=·(0x15,0xd6,0x16)
56	····(135,135,135)·····#·rgb·=·(0x87,0x87,0x87)·grey53
57	····(166,166,166)·····#·rgb·=·(0xa6,0xa6,0xa6)·grey65
58	····(145,147,~~146~~)·····#·rgb·=·(0x91,0x93,0x92)	40	····(·40,170,·35)·····#·rgb·=·(0x28,0xaa,0x23)
59	····(~~199~~,~~199~~,~~199~~)·····#·rgb·=·(0xc7,0xc7,0xc7)~~·grey78~~	41	····(·44,207,·45)·····#·rgb·=·(0x2c,0xcf,0x2d)
		42	····(·20,248,·21)·····#·rgb·=·(0x14,0xf8,0x15)
60	····(214,216,215)·····#·rgb·=·(0xd6,0xd8,0xd7)	43	····(·14,207,·15)·····#·rgb·=·(0x0e,0xcf,0x0f)
61	····(175,176,~~174~~)·····#·rgb·=·(0xaf,0xb0,0xae)	44	····(·15,176,·15)·····#·rgb·=·(0x0f,0xb0,0x0f)
		45	····(··4,116,··5)·····#·rgb·=·(0x04,0x74,0x05)
62	····(~~232~~,232,232)·····#·rgb·=·(0xe8,0xe8,0xe8)~~·grey91~~	46	····(·21,232,·22)·····#·rgb·=·(0x15,0xe8,0x16)
63	····(118,120,119)·····#·rgb·=·(0x76,0x78,0x77)	47	····(·14,145,·14)·····#·rgb·=·(0x0e,0x91,0x0e)
		48	····(··1,106,··2)·····#·rgb·=·(0x01,0x6a,0x02)
		49	····(··2,253,··2)·····#·rgb·=·(0x02,0xfd,0x02)
64	····(~~240~~,237,~~239~~)·····#·rgb·=·(0xf0,0xed,0xef)	50	····(·12,237,·13)·····#·rgb·=·(0x0c,0xed,0x0d)
65	····(158,163,156)·····#·rgb·=·(0x9e,0xa3,0x9c)
66	····(~~183~~,~~182~~,~~183~~)·····#·rgb·=·(0xb7,0xb6,0xb7)	51	····(··8,250,··9)·····#·rgb·=·(0x08,0xfa,0x09)
		52	····(··4,··2,·82)·····#·rgb·=·(0x04,0x02,0x52)
		53	····(··2,··2,·46)·····#·rgb·=·(0x02,0x02,0x2e)
		54	····(··1,··1,114)·····#·rgb·=·(0x01,0x01,0x72)
67	····(243,~~243~~,243)·····#·rgb·=·(0xf3,0xf3,0xf3)	55	····(··3,··2,143)·····#·rgb·=·(0x03,0x02,0x8f)
68	····(~~227~~,~~225~~,~~223~~)·····#·rgb·=·(0xe3,0xe1,0xdf)	56	····(··4,··2,101)·····#·rgb·=·(0x04,0x02,0x65)
		57	····(··6,··5,214)·····#·rgb·=·(0x06,0x05,0xd6)
		58	····(··4,··3,200)·····#·rgb·=·(0x04,0x03,0xc8)
		59	····(··4,··2,168)·····#·rgb·=·(0x04,0x02,0xa8)
		60	····(··4,··2,232)·····#·rgb·=·(0x04,0x02,0xe8)
		61	····(··4,··2,184)·····#·rgb·=·(0x04,0x02,0xb8)
		62	····(··0,··0,107)·····#·rgb·=·(0x00,0x00,0x6b)
		63	····(··3,··1,244)·····#·rgb·=·(0x03,0x01,0xf4)
		64	····(··1,··1,252)·····#·rgb·=·(0x01,0x01,0xfc)
		65	····(·79,·77,·76)·····#·rgb·=·(0x4f,0x4d,0x4c)
		66	····(162,154,155)·····#·rgb·=·(0xa2,0x9a,0x9b)
		67	····(176,171,172)·····#·rgb·=·(0xb0,0xab,0xac)
		68	····(137,131,132)·····#·rgb·=·(0x89,0x83,0x84)
69	····(124,120,130)·····#·rgb·=·(0x7c,0x78,0x82)	69	····(124,120,120)·····#·rgb·=·(0x7c,0x78,0x78)
70	····(142,119,114)·····#·rgb·=·(0x8e,0x77,0x72)
71	····(··0,·21,··1)·····#·rgb·=·(0x00,0x15,0x01)
72	····(··0,·39,··0)·····#·rgb·=·(0x00,0x27,0x00)	70	····(·39,·39,·34)·····#·rgb·=·(0x27,0x27,0x22)
		71	····(·98,·97,·91)·····#·rgb·=·(0x62,0x61,0x5b)
		72	····(150,144,145)·····#·rgb·=·(0x96,0x90,0x91)
		73	····(233,230,231)·····#·rgb·=·(0xe9,0xe6,0xe7)
		74	····(160,161,153)·····#·rgb·=·(0xa0,0xa1,0x99)
		75	····(109,106,104)·····#·rgb·=·(0x6d,0x6a,0x68)
		76	····(214,211,209)·····#·rgb·=·(0xd6,0xd3,0xd1)
		77	····(253,253,252)·····#·rgb·=·(0xfd,0xfd,0xfc)
		78	····(243,239,239)·····#·rgb·=·(0xf3,0xef,0xef)
		79	····(130,121,130)·····#·rgb·=·(0x82,0x79,0x82)
		80	····(197,189,194)·····#·rgb·=·(0xc5,0xbd,0xc2)
		81	····(·56,·54,·54)·····#·rgb·=·(0x38,0x36,0x36)
73	····(200,182,182)·····#·rgb·=·(0xc8,0xb6,0xb6)	82	····(200,198,198)·····#·rgb·=·(0xc8,0xc6,0xc6)
74	····(204,205,185)·····#·rgb·=·(0xcc,0xcd,0xb9)
75	····(·19,·95,·38)·····#·rgb·=·(0x13,0x5f,0x26)
76	····(·45,144,·48)·····#·rgb·=·(0x2d,0x90,0x30)
77	····(·43,114,·43)·····#·rgb·=·(0x2b,0x72,0x2b)
78	····(·10,·79,·10)·····#·rgb·=·(0x0a,0x4f,0x0a)
79	····(··8,137,··8)·····#·rgb·=·(0x08,0x89,0x08)
80	····(·46,177,·47)·····#·rgb·=·(0x2e,0xb1,0x2f)
81	····(·29,162,~~·35~~)·····#·rgb·=·(0x1d,0xa2,0x23)	83	····(129,122,123)·····#·rgb·=·(0x81,0x7a,0x7b)
82	····(233,243,234)·····#·rgb·=·(0xe9,0xf3,0xea)
Max diff block lines reached; 74430/86792 bytes (85.76%) of diff not shown.

+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··1,··1)·····#·rgb·=·(0x00,0x01,0x01)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··1,··7,··7)·····#·rgb·=·(0x01,0x07,0x07)
+····(·10,·10,··5)·····#·rgb·=·(0x0a,0x0a,0x05)
+····(·12,·12,··9)·····#·rgb·=·(0x0c,0x0c,0x09)
+····(·18,·18,·12)·····#·rgb·=·(0x12,0x12,0x0c)
+····(·25,·26,·19)·····#·rgb·=·(0x19,0x1a,0x13)
+····(·27,·27,·18)·····#·rgb·=·(0x1b,0x1b,0x12)
+····(·21,·21,·16)·····#·rgb·=·(0x15,0x15,0x10)
+····(·36,·36,·25)·····#·rgb·=·(0x24,0x24,0x19)
+····(·42,·42,·28)·····#·rgb·=·(0x2a,0x2a,0x1c)
+····(·45,·45,·33)·····#·rgb·=·(0x2d,0x2d,0x21)
+····(·47,·48,·33)·····#·rgb·=·(0x2f,0x30,0x21)
+····(·33,·33,·22)·····#·rgb·=·(0x21,0x21,0x16)
+····(·39,·40,·24)·····#·rgb·=·(0x27,0x28,0x18)
+····(·51,·51,·35)·····#·rgb·=·(0x33,0x33,0x23)
+····(·55,·56,·38)·····#·rgb·=·(0x37,0x38,0x26)
+····(·59,·60,·43)·····#·rgb·=·(0x3b,0x3c,0x2b)
+····(·66,·66,·46)·····#·rgb·=·(0x42,0x42,0x2e)
+····(·67,·68,·50)·····#·rgb·=·(0x43,0x44,0x32)
+····(·70,·72,·53)·····#·rgb·=·(0x46,0x48,0x35)
+····(·31,·31,·18)·····#·rgb·=·(0x1f,0x1f,0x12)
+····(·75,·76,·57)·····#·rgb·=·(0x4b,0x4c,0x39)
+····(·82,·82,·61)·····#·rgb·=·(0x52,0x52,0x3d)
+····(·91,·92,·74)·····#·rgb·=·(0x5b,0x5c,0x4a)
+····(100,100,·82)·····#·rgb·=·(0x64,0x64,0x52)
+····(107,108,·90)·····#·rgb·=·(0x6b,0x6c,0x5a)
+····(103,104,·86)·····#·rgb·=·(0x67,0x68,0x56)
+····(·97,·97,·78)·····#·rgb·=·(0x61,0x61,0x4e)
+····(·83,·84,·66)·····#·rgb·=·(0x53,0x54,0x42)
+····(·24,·24,·13)·····#·rgb·=·(0x18,0x18,0x0d)
+····(122,123,106)·····#·rgb·=·(0x7a,0x7b,0x6a)
+····(139,140,124)·····#·rgb·=·(0x8b,0x8c,0x7c)
+····(154,154,140)·····#·rgb·=·(0x9a,0x9a,0x8c)
+····(165,165,154)·····#·rgb·=·(0xa5,0xa5,0x9a)
+····(173,173,162)·····#·rgb·=·(0xad,0xad,0xa2)
+····(168,169,157)·····#·rgb·=·(0xa8,0xa9,0x9d)
+····(162,163,148)·····#·rgb·=·(0xa2,0xa3,0x94)
+····(149,150,136)·····#·rgb·=·(0x95,0x96,0x88)
+····(131,131,115)·····#·rgb·=·(0x83,0x83,0x73)
+····(··1,·11,·10)·····#·rgb·=·(0x01,0x0b,0x0a)
+····(··2,·17,·14)·····#·rgb·=·(0x02,0x11,0x0e)
+····(··3,·20,·17)·····#·rgb·=·(0x03,0x14,0x11)
+····(··4,·29,·24)·····#·rgb·=·(0x04,0x1d,0x18)
+····(··6,·38,·30)·····#·rgb·=·(0x06,0x26,0x1e)
+····(··6,·42,·34)·····#·rgb·=·(0x06,0x2a,0x22)
+····(··8,·44,·36)·····#·rgb·=·(0x08,0x2c,0x24)
+····(··8,·51,·42)·····#·rgb·=·(0x08,0x33,0x2a)
+····(··6,·38,·32)·····#·rgb·=·(0x06,0x26,0x20)
+····(··5,·34,·28)·····#·rgb·=·(0x05,0x22,0x1c)
+····(··4,·25,·21)·····#·rgb·=·(0x04,0x19,0x15)
+····(··9,·54,·44)·····#·rgb·=·(0x09,0x36,0x2c)
+····(·11,·65,·53)·····#·rgb·=·(0x0b,0x41,0x35)
+····(·12,·74,·60)·····#·rgb·=·(0x0c,0x4a,0x3c)
+····(·14,·83,·68)·····#·rgb·=·(0x0e,0x53,0x44)
+····(·14,·89,·73)·····#·rgb·=·(0x0e,0x59,0x49)
+····(·13,·78,·64)·····#·rgb·=·(0x0d,0x4e,0x40)
+····(·12,·69,·57)·····#·rgb·=·(0x0c,0x45,0x39)
+····(·10,·60,·49)·····#·rgb·=·(0x0a,0x3c,0x31)
+····(·16,·91,·75)·····#·rgb·=·(0x10,0x5b,0x4b)
+····(·18,105,·86)·····#·rgb·=·(0x12,0x69,0x56)
+····(·20,113,·93)·····#·rgb·=·(0x14,0x71,0x5d)
+····(·21,122,100)·····#·rgb·=·(0x15,0x7a,0x64)
+····(·23,131,108)·····#·rgb·=·(0x17,0x83,0x6c)
+····(·21,120,·99)·····#·rgb·=·(0x15,0x78,0x63)
+····(·19,108,·89)·····#·rgb·=·(0x13,0x6c,0x59)
+····(·17,100,·82)·····#·rgb·=·(0x11,0x64,0x52)
+····(·25,140,114)·····#·rgb·=·(0x19,0x8c,0x72)
+····(·26,150,123)·····#·rgb·=·(0x1a,0x96,0x7b)
+····(·30,171,140)·····#·rgb·=·(0x1e,0xab,0x8c)
+····(·30,174,143)·····#·rgb·=·(0x1e,0xae,0x8f)
+····(·32,183,151)·····#·rgb·=·(0x20,0xb7,0x97)
+····(·32,179,147)·····#·rgb·=·(0x20,0xb3,0x93)
+····(·29,163,133)·····#·rgb·=·(0x1d,0xa3,0x85)
+····(·26,148,121)·····#·rgb·=·(0x1a,0x94,0x79)
+····(·16,·96,·78)·····#·rgb·=·(0x10,0x60,0x4e)
+····(·33,193,158)·····#·rgb·=·(0x21,0xc1,0x9e)
+····(214,213,209)·····#·rgb·=·(0xd6,0xd5,0xd1)
+····(225,226,219)·····#·rgb·=·(0xe1,0xe2,0xdb)
+····(·36,210,172)·····#·rgb·=·(0x24,0xd2,0xac)
+····(239,239,235)·····#·rgb·=·(0xef,0xef,0xeb)
+····(·37,219,179)·····#·rgb·=·(0x25,0xdb,0xb3)
+····(·40,228,187)·····#·rgb·=·(0x28,0xe4,0xbb)
+····(·43,236,194)·····#·rgb·=·(0x2b,0xec,0xc2)
+····(·38,218,179)·····#·rgb·=·(0x26,0xda,0xb3)
+····(·34,201,165)·····#·rgb·=·(0x22,0xc9,0xa5)
+····(·15,·85,·70)·····#·rgb·=·(0x0f,0x55,0x46)
+····(·45,241,198)·····#·rgb·=·(0x2d,0xf1,0xc6)
+····(119,120,101)·····#·rgb·=·(0x77,0x78,0x65)
+····(200,200,194)·····#·rgb·=·(0xc8,0xc8,0xc2)
+····(228,228,226)·····#·rgb·=·(0xe4,0xe4,0xe2)
+····(·57,246,204)·····#·rgb·=·(0x39,0xf6,0xcc)
+····(·67,248,209)·····#·rgb·=·(0x43,0xf8,0xd1)
+····(·75,249,211)·····#·rgb·=·(0x4b,0xf9,0xd3)
+····(·83,248,212)·····#·rgb·=·(0x53,0xf8,0xd4)
+····(·71,247,208)·····#·rgb·=·(0x47,0xf7,0xd0)
+····(·51,244,202)·····#·rgb·=·(0x33,0xf4,0xca)
+····(·33,187,154)·····#·rgb·=·(0x21,0xbb,0x9a)
+····(·28,157,129)·····#·rgb·=·(0x1c,0x9d,0x81)
+····(·91,248,214)·····#·rgb·=·(0x5b,0xf8,0xd6)
+····(107,248,217)·····#·rgb·=·(0x6b,0xf8,0xd9)
+····(116,249,219)·····#·rgb·=·(0x74,0xf9,0xdb)
+····(·98,248,215)·····#·rgb·=·(0x62,0xf8,0xd7)
+····(123,249,221)·····#·rgb·=·(0x7b,0xf9,0xdd)
+····(139,250,226)·····#·rgb·=·(0x8b,0xfa,0xe2)
+····(147,250,228)·····#·rgb·=·(0x93,0xfa,0xe4)
+····(154,250,230)·····#·rgb·=·(0x9a,0xfa,0xe6)
+····(132,250,224)·····#·rgb·=·(0x84,0xfa,0xe0)
+····(100,248,216)·····#·rgb·=·(0x64,0xf8,0xd8)
+····(·23,135,111)·····#·rgb·=·(0x17,0x87,0x6f)
+····(162,251,231)·····#·rgb·=·(0xa2,0xfb,0xe7)
+····(171,251,234)·····#·rgb·=·(0xab,0xfb,0xea)
+····(179,251,236)·····#·rgb·=·(0xb3,0xfb,0xec)
+····(163,251,232)·····#·rgb·=·(0xa3,0xfb,0xe8)


Offset 1, 290 lines modified		Offset 1, 232 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(·14,·13,·12)·····#·rgb·=·(0x0e,0x0d,0x0c)	8	····(··2,··3,··5)·····#·rgb·=·(0x02,0x03,0x05)
		9	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		10	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		11	····(··3,··3,··5)·····#·rgb·=·(0x03,0x03,0x05)
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		13	····(·12,·10,·11)·····#·rgb·=·(0x0c,0x0a,0x0b)
10	····(··0,··0,··1)·····#·rgb·=·(0x00,0x00,0x01)	14	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		15	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		16	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		17	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		18	····(··2,··2,··4)·····#·rgb·=·(0x02,0x02,0x04)
		19	····(··4,··5,··9)·····#·rgb·=·(0x04,0x05,0x09)
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	20	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··2,··2,··2)·····#·rgb·=·(0x02,0x02,0x02)	21	····(··9,··8,··6)·····#·rgb·=·(0x09,0x08,0x06)
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(·91,·77,·37)·····#·rgb·=·(0x5b,0x4d,0x25)	22	····(·25,·20,·21)·····#·rgb·=·(0x19,0x14,0x15)
		23	····(·33,·27,·29)·····#·rgb·=·(0x21,0x1b,0x1d)
		24	····(·29,·25,·27)·····#·rgb·=·(0x1d,0x19,0x1b)
15	····(··8,·12,·10)·····#·rgb·=·(0x08,0x0c,0x0a)	25	····(··8,··6,··6)·····#·rgb·=·(0x08,0x06,0x06)
16	····(·60,·70,·62)·····#·rgb·=·(0x3c,0x46,0x3e)
17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(··3,··3,··9)·····#·rgb·=·(0x03,0x03,0x09)
19	····(··3,··9,··3)·····#·rgb·=·(0x03,0x09,0x03)
20	····(·10,·10,·10)·····#·rgb·=·(0x0a,0x0a,0x0a)·grey4
21	····(·10,··1,··2)·····#·rgb·=·(0x0a,0x01,0x02)
22	····(·78,·20,·50)·····#·rgb·=·(0x4e,0x14,0x32)
23	····(118,103,103)·····#·rgb·=·(0x76,0x67,0x67)
24	····(137,133,133)·····#·rgb·=·(0x89,0x85,0x85)
25	····(149,121,121)·····#·rgb·=·(0x95,0x79,0x79)
26	····(134,121,120)·····#·rgb·=·(0x86,0x79,0x78)
27	····(·10,··3,·10)·····#·rgb·=·(0x0a,0x03,0x0a)
28	····(120,106,116)·····#·rgb·=·(0x78,0x6a,0x74)
29	····(150,122,136)·····#·rgb·=·(0x96,0x7a,0x88)
30	····(117,·89,104)·····#·rgb·=·(0x75,0x59,0x68)
31	····(·17,·11,·11)·····#·rgb·=·(0x11,0x0b,0x0b)
32	····(102,·87,·88)·····#·rgb·=·(0x66,0x57,0x58)
33	····(152,137,147)·····#·rgb·=·(0x98,0x89,0x93)
34	····(177,150,166)·····#·rgb·=·(0xb1,0x96,0xa6)
35	····(169,166,166)·····#·rgb·=·(0xa9,0xa6,0xa6)
36	····(154,149,149)·····#·rgb·=·(0x9a,0x95,0x95)
37	····(164,139,149)·····#·rgb·=·(0xa4,0x8b,0x95)
38	····(·80,·43,·46)·····#·rgb·=·(0x50,0x2b,0x2e)
39	····(··4,··9,··9)·····#·rgb·=·(0x04,0x09,0x09)	26	····(··4,··5,··8)·····#·rgb·=·(0x04,0x05,0x08)
40	····(137,121,133)·····#·rgb·=·(0x89,0x79,0x85)
41	····(122,117,118)·····#·rgb·=·(0x7a,0x75,0x76)
42	····(106,100,101)·····#·rgb·=·(0x6a,0x64,0x65)
43	····(~~108~~,110,111)·····#·rgb·=·(0x6c,0x6e,0x6f)	27	····(·11,·10,·11)·····#·rgb·=·(0x0b,0x0a,0x0b)
		28	····(·50,·43,·44)·····#·rgb·=·(0x32,0x2b,0x2c)
		29	····(·59,·51,·52)·····#·rgb·=·(0x3b,0x33,0x34)
		30	····(·64,·57,·54)·····#·rgb·=·(0x40,0x39,0x36)
44	····(·87,·80,·78)·····#·rgb·=·(0x57,0x50,0x4e)	31	····(·67,·59,·58)·····#·rgb·=·(0x43,0x3b,0x3a)
		32	····(·41,·35,·36)·····#·rgb·=·(0x29,0x23,0x24)
45	····(·55,··9,·20)·····#·rgb·=·(0x37,0x09,0x14)	33	····(·35,·32,·30)·····#·rgb·=·(0x23,0x20,0x1e)
46	····(·80,·13,·20)·····#·rgb·=·(0x50,0x0d,0x14)	34	····(·28,·24,·22)·····#·rgb·=·(0x1c,0x18,0x16)
		35	····(·20,·17,·19)·····#·rgb·=·(0x14,0x11,0x13)
47	····(·85,·21,·73)·····#·rgb·=·(0x55,0x15,0x49)	36	····(·26,·21,·25)·····#·rgb·=·(0x1a,0x15,0x19)
48	····(~~105~~,·21,·79)·····#·rgb·=·(0x69,0x15,0x4f)	37	····(·32,·25,·23)·····#·rgb·=·(0x20,0x19,0x17)
49	····(~~150~~,~~135~~,136)·····#·rgb·=·(0x96,0x87,0x88)	38	····(·17,·14,·16)·····#·rgb·=·(0x11,0x0e,0x10)
50	····(181,166,169)·····#·rgb·=·(0xb5,0xa6,0xa9)
51	····(183,169,180)·····#·rgb·=·(0xb7,0xa9,0xb4)
52	····(~~165~~,~~151~~,~~152~~)·····#·rgb·=·(0xa5,0x97,0x98)	39	····(··8,··6,··8)·····#·rgb·=·(0x08,0x06,0x08)
		40	····(·16,·13,·14)·····#·rgb·=·(0x10,0x0d,0x0e)
		41	····(·37,·33,·35)·····#·rgb·=·(0x25,0x21,0x23)
53	····(·22,·19,·20)·····#·rgb·=·(0x16,0x13,0x14)	42	····(·22,·19,·24)·····#·rgb·=·(0x16,0x13,0x18)
		43	····(·35,·29,·33)·····#·rgb·=·(0x23,0x1d,0x21)
54	····(·10,··9,··3)·····#·rgb·=·(0x0a,0x09,0x03)	44	····(·15,·12,·15)·····#·rgb·=·(0x0f,0x0c,0x0f)
55	····(·21,··6,··7)·····#·rgb·=·(0x15,0x06,0x07)	45	····(·19,·16,·14)·····#·rgb·=·(0x13,0x10,0x0e)
56	····(·87,·10,··8)·····#·rgb·=·(0x57,0x0a,0x08)	46	····(··7,··7,··8)·····#·rgb·=·(0x07,0x07,0x08)
57	····(~~104~~,·17,·14)·····#·rgb·=·(0x68,0x11,0x0e)	47	····(·61,·56,·54)·····#·rgb·=·(0x3d,0x38,0x36)
58	····(·73,··8,··7)·····#·rgb·=·(0x49,0x08,0x07)	48	····(·55,·48,·46)·····#·rgb·=·(0x37,0x30,0x2e)
		49	····(·43,·39,·39)·····#·rgb·=·(0x2b,0x27,0x27)
		50	····(·45,·41,·43)·····#·rgb·=·(0x2d,0x29,0x2b)
		51	····(·38,·34,·39)·····#·rgb·=·(0x26,0x22,0x27)
		52	····(·48,·38,·42)·····#·rgb·=·(0x30,0x26,0x2a)
59	····(·40,··5,··5)·····#·rgb·=·(0x28,0x05,0x05)	53	····(·40,·30,·36)·····#·rgb·=·(0x28,0x1e,0x24)
		54	····(·43,·36,·41)·····#·rgb·=·(0x2b,0x24,0x29)
		55	····(·59,·56,·58)·····#·rgb·=·(0x3b,0x38,0x3a)
		56	····(·51,·44,·50)·····#·rgb·=·(0x33,0x2c,0x32)
		57	····(·58,·52,·57)·····#·rgb·=·(0x3a,0x34,0x39)
60	····(·54,··7,··7)·····#·rgb·=·(0x36,0x07,0x07)	58	····(·54,·44,·57)·····#·rgb·=·(0x36,0x2c,0x39)
		59	····(·57,·46,·51)·····#·rgb·=·(0x39,0x2e,0x33)
		60	····(·65,·53,·61)·····#·rgb·=·(0x41,0x35,0x3d)
		61	····(·72,·59,·67)·····#·rgb·=·(0x48,0x3b,0x43)
		62	····(·38,·30,·39)·····#·rgb·=·(0x26,0x1e,0x27)
61	····(·21,·18,··8)·····#·rgb·=·(0x15,0x12,0x08)	63	····(·49,·39,·48)·····#·rgb·=·(0x31,0x27,0x30)
62	····(163,136,135)·····#·rgb·=·(0xa3,0x88,0x87)
63	····(147,135,122)·····#·rgb·=·(0x93,0x87,0x7a)
64	····(179,148,148)·····#·rgb·=·(0xb3,0x94,0x94)
65	····(140,142,140)·····#·rgb·=·(0x8c,0x8e,0x8c)
66	····(165,150,136)·····#·rgb·=·(0xa5,0x96,0x88)
67	····(133,119,~~104~~)·····#·rgb·=·(0x85,0x77,0x68)	64	····(·53,·49,·51)·····#·rgb·=·(0x35,0x31,0x33)
68	····(132,104,102)·····#·rgb·=·(0x84,0x68,0x66)
69	····(108,·75,·78)·····#·rgb·=·(0x6c,0x4b,0x4e)
70	····(·79,·72,·24)·····#·rgb·=·(0x4f,0x48,0x18)	65	····(·31,·29,·31)·····#·rgb·=·(0x1f,0x1d,0x1f)
71	····(151,148,137)·····#·rgb·=·(0x97,0x94,0x89)	66	····(·56,·46,·57)·····#·rgb·=·(0x38,0x2e,0x39)
72	····(~~103~~,·86,·73)·····#·rgb·=·(0x67,0x56,0x49)	67	····(·74,·62,·72)·····#·rgb·=·(0x4a,0x3e,0x48)
73	····(142,138,~~111~~)·····#·rgb·=·(0x8e,0x8a,0x6f)	68	····(·48,·37,·38)·····#·rgb·=·(0x30,0x25,0x26)
		69	····(·67,·60,·66)·····#·rgb·=·(0x43,0x3c,0x42)
		70	····(·73,·66,·72)·····#·rgb·=·(0x49,0x42,0x48)
74	····(·82,·75,·45)·····#·rgb·=·(0x52,0x4b,0x2d)	71	····(·53,·47,·45)·····#·rgb·=·(0x35,0x2f,0x2d)
75	····(·18,··1,··1)·····#·rgb·=·(0x12,0x01,0x01)	72	····(·47,·43,·47)·····#·rgb·=·(0x2f,0x2b,0x2f)
76	····(108,·83,·24)·····#·rgb·=·(0x6c,0x53,0x18)
77	····(114,108,·44)·····#·rgb·=·(0x72,0x6c,0x2c)
78	····(134,·88,·83)·····#·rgb·=·(0x86,0x58,0x53)
79	····(135,132,120)·····#·rgb·=·(0x87,0x84,0x78)
80	····(121,118,104)·····#·rgb·=·(0x79,0x76,0x68)
81	····(103,·86,·43)·····#·rgb·=·(0x67,0x56,0x2b)
82	····(117,104,·88)·····#·rgb·=·(0x75,0x68,0x58)
83	····(169,164,153)·····#·rgb·=·(0xa9,0xa4,0x99)
84	····(·55,·22,·24)·····#·rgb·=·(0x37,0x16,0x18)
85	····(118,·89,·88)·····#·rgb·=·(0x76,0x59,0x58)
86	····(·75,·49,·22)·····#·rgb·=·(0x4b,0x31,0x16)
87	····(·21,··7,·19)·····#·rgb·=·(0x15,0x07,0x13)
88	····(114,·80,109)·····#·rgb·=·(0x72,0x50,0x6d)
89	····(134,·85,109)·····#·rgb·=·(0x86,0x55,0x6d)
90	····(106,·45,·80)·····#·rgb·=·(0x6a,0x2d,0x50)
91	····(·71,·22,·22)·····#·rgb·=·(0x47,0x16,0x16)	73	····(·31,·22,·23)·····#·rgb·=·(0x1f,0x16,0x17)
92	····(133,113,·84)·····#·rgb·=·(0x85,0x71,0x54)
93	····(·55,·50,·13)·····#·rgb·=·(0x37,0x32,0x0d)
94	····(111,106,·81)·····#·rgb·=·(0x6f,0x6a,0x51)
Max diff block lines reached; 90720/100245 bytes (90.50%) of diff not shown.


Offset 1, 281 lines modified		Offset 1, 267 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
9	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
10	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
11	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
12	····(··5,··6,··6)·····#·rgb·=·(0x05,0x06,0x06)
13	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
14	····(··6,··8,··9)·····#·rgb·=·(0x06,0x08,0x09)
15	····(·22,·30,·34)·····#·rgb·=·(0x16,0x1e,0x22)
16	····(·21,·42,·46)·····#·rgb·=·(0x15,0x2a,0x2e)
17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(··8,··8,··9)·····#·rgb·=·(0x08,0x08,0x09)	12	····(··8,··9,··6)·····#·rgb·=·(0x08,0x09,0x06)
19	····(·10,·19,·21)·····#·rgb·=·(0x0a,0x13,0x15)	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
20	····(·10,··4,··3)·····#·rgb·=·(0x0a,0x04,0x03)	16	····(··8,··7,··6)·····#·rgb·=·(0x08,0x07,0x06)
		17	····(·43,·36,·33)·····#·rgb·=·(0x2b,0x24,0x21)
		18	····(·58,·42,·43)·····#·rgb·=·(0x3a,0x2a,0x2b)
		19	····(·51,·39,·39)·····#·rgb·=·(0x33,0x27,0x27)
		20	····(122,136,·98)·····#·rgb·=·(0x7a,0x88,0x62)
21	····(~~··4~~,·11,~~·18~~)·····#·rgb·=·(0x04,0x0b,0x12)	21	····(162,181,130)·····#·rgb·=·(0xa2,0xb5,0x82)
22	····(·84,·75,·72)·····#·rgb·=·(0x54,0x4b,0x48)
23	····(115,147,155)·····#·rgb·=·(0x73,0x93,0x9b)	22	····(154,172,124)·····#·rgb·=·(0x9a,0xac,0x7c)
24	····(109,~~140~~,~~149~~)·····#·rgb·=·(0x6d,0x8c,0x95)	23	····(·89,·99,·71)·····#·rgb·=·(0x59,0x63,0x47)
25	····(·23,·21,·21)·····#·rgb·=·(0x17,0x15,0x15)	24	····(·23,·24,·19)·····#·rgb·=·(0x17,0x18,0x13)
26	····(·48,·52,·54)·····#·rgb·=·(0x30,0x34,0x36)
27	····(·63,·90,·97)·····#·rgb·=·(0x3f,0x5a,0x61)
28	····(·85,100,105)·····#·rgb·=·(0x55,0x64,0x69)
29	····(128,·95,·88)·····#·rgb·=·(0x80,0x5f,0x58)
30	····(153,198,209)·····#·rgb·=·(0x99,0xc6,0xd1)
31	····(156,200,212)·····#·rgb·=·(0x9c,0xc8,0xd4)
32	····(·69,·85,·90)·····#·rgb·=·(0x45,0x55,0x5a)
33	····(·48,·61,·66)·····#·rgb·=·(0x30,0x3d,0x42)
34	····(·75,·97,105)·····#·rgb·=·(0x4b,0x61,0x69)
35	····(132,107,101)·····#·rgb·=·(0x84,0x6b,0x65)
36	····(133,106,·98)·····#·rgb·=·(0x85,0x6a,0x62)
37	····(·36,·10,··5)·····#·rgb·=·(0x24,0x0a,0x05)
38	····(·87,112,118)·····#·rgb·=·(0x57,0x70,0x76)
39	····(165,211,225)·····#·rgb·=·(0xa5,0xd3,0xe1)
40	····(131,169,179)·····#·rgb·=·(0x83,0xa9,0xb3)
41	····(·25,·35,·39)·····#·rgb·=·(0x19,0x23,0x27)
42	····(·53,·69,·72)·····#·rgb·=·(0x35,0x45,0x48)	25	····(·33,·36,·27)·····#·rgb·=·(0x21,0x24,0x1b)
43	····(·75,·96,~~101~~)·····#·rgb·=·(0x4b,0x60,0x65)	26	····(·26,·32,·22)·····#·rgb·=·(0x1a,0x20,0x16)
44	····(113,104,103)·····#·rgb·=·(0x71,0x68,0x67)
45	····(139,114,105)·····#·rgb·=·(0x8b,0x72,0x69)
46	····(·75,·59,·54)·····#·rgb·=·(0x4b,0x3b,0x36)	27	····(·71,·55,·54)·····#·rgb·=·(0x47,0x37,0x36)
		28	····(172,123,130)·····#·rgb·=·(0xac,0x7b,0x82)
47	····(~~120~~,154,163)·····#·rgb·=·(0x78,0x9a,0xa3)	29	····(215,153,163)·····#·rgb·=·(0xd7,0x99,0xa3)
48	····(162,209,220)·····#·rgb·=·(0xa2,0xd1,0xdc)
49	····(160,205,218)·····#·rgb·=·(0xa0,0xcd,0xda)
50	····(145,185,198)·····#·rgb·=·(0x91,0xb9,0xc6)	30	····(205,146,156)·····#·rgb·=·(0xcd,0x92,0x9c)
51	····(112,141,151)·····#·rgb·=·(0x70,0x8d,0x97)	31	····(199,141,151)·····#·rgb·=·(0xc7,0x8d,0x97)
		32	····(200,142,152)·····#·rgb·=·(0xc8,0x8e,0x98)
52	····(·57,·72,·76)·····#·rgb·=·(0x39,0x48,0x4c)
53	····(·26,·34,·36)·····#·rgb·=·(0x1a,0x22,0x24)
54	····(·49,·71,·76)·····#·rgb·=·(0x31,0x47,0x4c)
55	····(·71,·93,100)·····#·rgb·=·(0x47,0x5d,0x64)
56	····(·74,·94,101)·····#·rgb·=·(0x4a,0x5e,0x65)
57	····(·53,·44,·41)·····#·rgb·=·(0x35,0x2c,0x29)
58	····(127,165,176)·····#·rgb·=·(0x7f,0xa5,0xb0)
59	····(·56,·70,·75)·····#·rgb·=·(0x38,0x46,0x4b)
60	····(137,108,·99)·····#·rgb·=·(0x89,0x6c,0x63)
61	····(·83,·66,·60)·····#·rgb·=·(0x53,0x42,0x3c)
62	····(160,203,214)·····#·rgb·=·(0xa0,0xcb,0xd6)
63	····(158,204,217)·····#·rgb·=·(0x9e,0xcc,0xd9)
64	····(139,179,189)·····#·rgb·=·(0x8b,0xb3,0xbd)
65	····(106,136,143)·····#·rgb·=·(0x6a,0x88,0x8f)
66	····(·40,·39,·38)·····#·rgb·=·(0x28,0x27,0x26)
67	····(101,·82,·75)·····#·rgb·=·(0x65,0x52,0x4b)	33	····(118,·86,·90)·····#·rgb·=·(0x76,0x56,0x5a)
68	····(·43,·35,·34)·····#·rgb·=·(0x2b,0x23,0x22)	34	····(·75,·53,·57)·····#·rgb·=·(0x4b,0x35,0x39)
69	····(·21,··6,··5)·····#·rgb·=·(0x15,0x06,0x05)
70	····(·93,122,129)·····#·rgb·=·(0x5d,0x7a,0x81)
71	····(·24,·17,·13)·····#·rgb·=·(0x18,0x11,0x0d)
72	····(·38,·27,·24)·····#·rgb·=·(0x26,0x1b,0x18)	35	····(·32,·22,·24)·····#·rgb·=·(0x20,0x16,0x18)
73	····(~~141~~,184,~~195~~)·····#·rgb·=·(0x8d,0xb8,0xc3)	36	····(·86,·86,·68)·····#·rgb·=·(0x56,0x56,0x44)
74	····(131,104,·93)·····#·rgb·=·(0x83,0x68,0x5d)	37	····(119,132,·95)·····#·rgb·=·(0x77,0x84,0x5f)
75	····(·36,·28,·26)·····#·rgb·=·(0x24,0x1c,0x1a)	38	····(·26,·28,·21)·····#·rgb·=·(0x1a,0x1c,0x15)
76	····(·98,123,131)·····#·rgb·=·(0x62,0x7b,0x83)	39	····(196,139,148)·····#·rgb·=·(0xc4,0x8b,0x94)
		40	····(208,148,158)·····#·rgb·=·(0xd0,0x94,0x9e)
		41	····(162,116,123)·····#·rgb·=·(0xa2,0x74,0x7b)
		42	····(104,·76,·79)·····#·rgb·=·(0x68,0x4c,0x4f)
		43	····(·28,·18,·21)·····#·rgb·=·(0x1c,0x12,0x15)
77	····(129,165,174)·····#·rgb·=·(0x81,0xa5,0xae)	44	····(139,153,110)·····#·rgb·=·(0x8b,0x99,0x6e)
		45	····(158,177,128)·····#·rgb·=·(0x9e,0xb1,0x80)
		46	····(141,160,113)·····#·rgb·=·(0x8d,0xa0,0x71)
		47	····(·37,·40,·29)·····#·rgb·=·(0x25,0x28,0x1d)
		48	····(·62,·52,·48)·····#·rgb·=·(0x3e,0x34,0x30)
		49	····(158,113,120)·····#·rgb·=·(0x9e,0x71,0x78)
78	····(·38,·30,·32)·····#·rgb·=·(0x26,0x1e,0x20)	50	····(·43,·30,·33)·····#·rgb·=·(0x2b,0x1e,0x21)
79	····(~~164~~,~~206~~,~~224~~)·····#·rgb·=·(0xa4,0xce,0xe0)	51	····(·17,·13,·13)·····#·rgb·=·(0x11,0x0d,0x0d)
		52	····(·11,·11,··9)·····#·rgb·=·(0x0b,0x0b,0x09)
80	····(122,~~·98~~,·92)·····#·rgb·=·(0x7a,0x62,0x5c)	53	····(106,105,·83)·····#·rgb·=·(0x6a,0x69,0x53)
81	····(~~109~~,·88,·81)·····#·rgb·=·(0x6d,0x58,0x51)	54	····(·52,·54,·41)·····#·rgb·=·(0x34,0x36,0x29)
82	····(·40,·33,·29)·····#·rgb·=·(0x28,0x21,0x1d)	55	····(·30,·33,·24)·····#·rgb·=·(0x1e,0x21,0x18)
83	····(109,140,151)·····#·rgb·=·(0x6d,0x8c,0x97)	56	····(189,135,144)·····#·rgb·=·(0xbd,0x87,0x90)
84	····(125,162,171)·····#·rgb·=·(0x7d,0xa2,0xab)
85	····(·49,·40,·35)·····#·rgb·=·(0x31,0x28,0x23)
86	····(142,182,194)·····#·rgb·=·(0x8e,0xb6,0xc2)
87	····(145,185,196)·····#·rgb·=·(0x91,0xb9,0xc4)
88	····(135,172,184)·····#·rgb·=·(0x87,0xac,0xb8)
89	····(129,165,176)·····#·rgb·=·(0x81,0xa5,0xb0)
90	····(·67,·96,·94)·····#·rgb·=·(0x43,0x60,0x5e)
91	····(128,158,168)·····#·rgb·=·(0x80,0x9e,0xa8)
92	····(·73,·59,·55)·····#·rgb·=·(0x49,0x3b,0x37)
93	····(105,·84,·77)·····#·rgb·=·(0x69,0x54,0x4d)
94	····(131,169,174)·····#·rgb·=·(0x83,0xa9,0xae)
95	····(·49,·38,·35)·····#·rgb·=·(0x31,0x26,0x23)
96	····(·80,·92,·98)·····#·rgb·=·(0x50,0x5c,0x62)
97	····(·48,·36,·30)·····#·rgb·=·(0x30,0x24,0x1e)
98	····(·78,·59,·55)·····#·rgb·=·(0x4e,0x3b,0x37)
99	····(202,161,149)·····#·rgb·=·(0xca,0xa1,0x95)
100	····(216,171,156)·····#·rgb·=·(0xd8,0xab,0x9c)
101	····(211,166,154)·····#·rgb·=·(0xd3,0xa6,0x9a)
102	····(211,168,155)·····#·rgb·=·(0xd3,0xa8,0x9b)
103	····(214,171,161)·····#·rgb·=·(0xd6,0xab,0xa1)
104	····(164,131,121)·····#·rgb·=·(0xa4,0x83,0x79)	57	····(184,131,139)·····#·rgb·=·(0xb8,0x83,0x8b)
105	····(218,173,161)·····#·rgb·=·(0xda,0xad,0xa1)
106	····(185,147,136)·····#·rgb·=·(0xb9,0x93,0x88)
Max diff block lines reached; 90702/101535 bytes (89.33%) of diff not shown.


Offset 1, 288 lines modified		Offset 1, 251 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(·99,120,119)·····#·rgb·=·(0x63,0x78,0x77)
9	····(100,122,121)·····#·rgb·=·(0x64,0x7a,0x79)
10	····(·97,115,114)·····#·rgb·=·(0x61,0x73,0x72)
11	····(·88,100,102)·····#·rgb·=·(0x58,0x64,0x66)
12	····(101,122,120)·····#·rgb·=·(0x65,0x7a,0x78)
13	····(·50,·46,·53)·····#·rgb·=·(0x32,0x2e,0x35)	8	····(·83,·68,·73)·····#·rgb·=·(0x53,0x44,0x49)
14	····(·82,113,109)·····#·rgb·=·(0x52,0x71,0x6d)
15	····(·71,·97,·93)·····#·rgb·=·(0x47,0x61,0x5d)
16	····(·55,·61,·65)·····#·rgb·=·(0x37,0x3d,0x41)
17	····(··2,··4,··9)·····#·rgb·=·(0x02,0x04,0x09)
18	····(139,164,162)·····#·rgb·=·(0x8b,0xa4,0xa2)
19	····(155,194,187)·····#·rgb·=·(0x9b,0xc2,0xbb)
20	····(147,186,179)·····#·rgb·=·(0x93,0xba,0xb3)
21	····(155,180,177)·····#·rgb·=·(0x9b,0xb4,0xb1)
22	····(·24,·29,·33)·····#·rgb·=·(0x18,0x1d,0x21)
23	····(··0,··1,··5)·····#·rgb·=·(0x00,0x01,0x05)
24	····(·59,·75,·75)·····#·rgb·=·(0x3b,0x4b,0x4b)	9	····(·85,·70,·75)·····#·rgb·=·(0x55,0x46,0x4b)
25	····(102,129,125)·····#·rgb·=·(0x66,0x81,0x7d)
26	····(148,181,177)·····#·rgb·=·(0x94,0xb5,0xb1)
27	····(·87,~~113~~,~~110~~)·····#·rgb·=·(0x57,0x71,0x6e)	10	····(·78,·64,·69)·····#·rgb·=·(0x4e,0x40,0x45)
		11	····(·63,·52,·56)·····#·rgb·=·(0x3f,0x34,0x38)
		12	····(·48,·40,·43)·····#·rgb·=·(0x30,0x28,0x2b)
28	····(147,172,170)·····#·rgb·=·(0x93,0xac,0xaa)	13	····(147,123,131)·····#·rgb·=·(0x93,0x7b,0x83)
		14	····(108,·89,·95)·····#·rgb·=·(0x6c,0x59,0x5f)
		15	····(114,·94,100)·····#·rgb·=·(0x72,0x5e,0x64)
		16	····(108,·89,·95)·····#·rgb·=·(0x6c,0x59,0x5f)
		17	····(·76,·62,·66)·····#·rgb·=·(0x4c,0x3e,0x42)
		18	····(·92,·76,·81)·····#·rgb·=·(0x5c,0x4c,0x51)
29	····(·91,107,107)·····#·rgb·=·(0x5b,0x6b,0x6b)	19	····(131,108,115)·····#·rgb·=·(0x83,0x6c,0x73)
		20	····(144,119,127)·····#·rgb·=·(0x90,0x77,0x7f)
		21	····(135,111,119)·····#·rgb·=·(0x87,0x6f,0x77)
		22	····(101,·83,·89)·····#·rgb·=·(0x65,0x53,0x59)
		23	····(·60,·49,·53)·····#·rgb·=·(0x3c,0x31,0x35)
		24	····(·33,·28,·29)·····#·rgb·=·(0x21,0x1c,0x1d)
		25	····(·36,·30,·32)·····#·rgb·=·(0x24,0x1e,0x20)
30	····(·34,·42,·45)·····#·rgb·=·(0x22,0x2a,0x2d)	26	····(·50,·42,·44)·····#·rgb·=·(0x32,0x2a,0x2c)
31	····(·83,·99,100)·····#·rgb·=·(0x53,0x63,0x64)	27	····(·80,·66,·70)·····#·rgb·=·(0x50,0x42,0x46)
		28	····(·97,·80,·86)·····#·rgb·=·(0x61,0x50,0x56)
32	····(131,156,153)·····#·rgb·=·(0x83,0x9c,0x99)
33	····(164,183,182)·····#·rgb·=·(0xa4,0xb7,0xb6)
34	····(123,153,149)·····#·rgb·=·(0x7b,0x99,0x95)
35	····(·84,107,105)·····#·rgb·=·(0x54,0x6b,0x69)
36	····(~~·81~~,·89,·92)·····#·rgb·=·(0x51,0x59,0x5c)	29	····(104,·86,·92)·····#·rgb·=·(0x68,0x56,0x5c)
		30	····(109,·90,·96)·····#·rgb·=·(0x6d,0x5a,0x60)
		31	····(116,·96,102)·····#·rgb·=·(0x74,0x60,0x66)
		32	····(113,·93,100)·····#·rgb·=·(0x71,0x5d,0x64)
		33	····(107,·88,·94)·····#·rgb·=·(0x6b,0x58,0x5e)
		34	····(·83,·69,·73)·····#·rgb·=·(0x53,0x45,0x49)
		35	····(·63,·51,·55)·····#·rgb·=·(0x3f,0x33,0x37)
		36	····(·16,·13,·14)·····#·rgb·=·(0x10,0x0d,0x0e)
		37	····(·21,·17,·18)·····#·rgb·=·(0x15,0x11,0x12)
37	····(148,167,167)·····#·rgb·=·(0x94,0xa7,0xa7)	38	····(148,122,131)·····#·rgb·=·(0x94,0x7a,0x83)
38	····(141,173,169)·····#·rgb·=·(0x8d,0xad,0xa9)	39	····(165,136,146)·····#·rgb·=·(0xa5,0x88,0x92)
		40	····(152,125,134)·····#·rgb·=·(0x98,0x7d,0x86)
		41	····(·88,·73,·78)·····#·rgb·=·(0x58,0x49,0x4e)
		42	····(·78,·64,·69)·····#·rgb·=·(0x4e,0x40,0x45)
		43	····(160,132,142)·····#·rgb·=·(0xa0,0x84,0x8e)
		44	····(178,146,157)·····#·rgb·=·(0xb2,0x92,0x9d)
39	····(118,~~134~~,134)·····#·rgb·=·(0x76,0x86,0x86)	45	····(118,·97,104)·····#·rgb·=·(0x76,0x61,0x68)
		46	····(·63,·52,·55)·····#·rgb·=·(0x3f,0x34,0x37)
		47	····(·29,·25,·26)·····#·rgb·=·(0x1d,0x19,0x1a)
		48	····(··8,··7,··7)·····#·rgb·=·(0x08,0x07,0x07)
		49	····(·42,·35,·37)·····#·rgb·=·(0x2a,0x23,0x25)
		50	····(·46,·38,·40)·····#·rgb·=·(0x2e,0x26,0x28)
		51	····(·54,·45,·48)·····#·rgb·=·(0x36,0x2d,0x30)
		52	····(135,112,119)·····#·rgb·=·(0x87,0x70,0x77)
		53	····(174,144,154)·····#·rgb·=·(0xae,0x90,0x9a)
		54	····(172,142,152)·····#·rgb·=·(0xac,0x8e,0x98)
		55	····(154,126,136)·····#·rgb·=·(0x9a,0x7e,0x88)
		56	····(·71,·60,·63)·····#·rgb·=·(0x47,0x3c,0x3f)
		57	····(·48,·39,·41)·····#·rgb·=·(0x30,0x27,0x29)
		58	····(125,103,111)·····#·rgb·=·(0x7d,0x67,0x6f)
40	····(··1,·10,·12)·····#·rgb·=·(0x01,0x0a,0x0c)	59	····(·12,·10,·10)·····#·rgb·=·(0x0c,0x0a,0x0a)
41	····(168,200,195)·····#·rgb·=·(0xa8,0xc8,0xc3)
42	····(121,144,142)·····#·rgb·=·(0x79,0x90,0x8e)
43	····(·75,·91,·91)·····#·rgb·=·(0x4b,0x5b,0x5b)
44	····(155,186,181)·····#·rgb·=·(0x9b,0xba,0xb5)
45	····(123,162,155)·····#·rgb·=·(0x7b,0xa2,0x9b)
46	····(100,123,121)·····#·rgb·=·(0x64,0x7b,0x79)
47	····(164,174,176)·····#·rgb·=·(0xa4,0xae,0xb0)
48	····(·50,·56,·60)·····#·rgb·=·(0x32,0x38,0x3c)
49	····(··9,··5,·11)·····#·rgb·=·(0x09,0x05,0x0b)
50	····(·75,101,·99)·····#·rgb·=·(0x4b,0x65,0x63)
51	····(·43,·59,·59)·····#·rgb·=·(0x2b,0x3b,0x3b)
52	····(133,167,162)·····#·rgb·=·(0x85,0xa7,0xa2)
53	····(147,178,173)·····#·rgb·=·(0x93,0xb2,0xad)
54	····(139,179,171)·····#·rgb·=·(0x8b,0xb3,0xab)
55	····(163,188,186)·····#·rgb·=·(0xa3,0xbc,0xba)
56	····(149,185,185)·····#·rgb·=·(0x95,0xb9,0xb9)
57	····(157,189,185)·····#·rgb·=·(0x9d,0xbd,0xb9)
58	····(153,177,174)·····#·rgb·=·(0x99,0xb1,0xae)
59	····(122,140,140)·····#·rgb·=·(0x7a,0x8c,0x8c)	60	····(122,100,108)·····#·rgb·=·(0x7a,0x64,0x6c)
60	····(179,209,205)·····#·rgb·=·(0xb3,0xd1,0xcd)
61	····(·90,121,117)·····#·rgb·=·(0x5a,0x79,0x75)
62	····(·84,·93,·97)·····#·rgb·=·(0x54,0x5d,0x61)
63	····(101,110,113)·····#·rgb·=·(0x65,0x6e,0x71)
64	····(·99,115,116)·····#·rgb·=·(0x63,0x73,0x74)
65	····(·71,·87,·88)·····#·rgb·=·(0x47,0x57,0x58)
66	····(133,151,150)·····#·rgb·=·(0x85,0x97,0x96)	61	····(139,114,123)·····#·rgb·=·(0x8b,0x72,0x7b)
67	····(·88,101,103)·····#·rgb·=·(0x58,0x65,0x67)
68	····(·92,115,113)·····#·rgb·=·(0x5c,0x73,0x71)
69	····(108,132,129)·····#·rgb·=·(0x6c,0x84,0x81)
70	····(131,162,157)·····#·rgb·=·(0x83,0xa2,0x9d)
71	····(116,139,137)·····#·rgb·=·(0x74,0x8b,0x89)
72	····(·35,·36,·42)·····#·rgb·=·(0x23,0x24,0x2a)	62	····(·38,·32,·34)·····#·rgb·=·(0x26,0x20,0x22)
73	····(106,137,132)·····#·rgb·=·(0x6a,0x89,0x84)
74	····(154,171,171)·····#·rgb·=·(0x9a,0xab,0xab)
75	····(106,124,124)·····#·rgb·=·(0x6a,0x7c,0x7c)
76	····(·56,·70,·71)·····#·rgb·=·(0x38,0x46,0x47)
77	····(133,143,145)·····#·rgb·=·(0x85,0x8f,0x91)
78	····(·17,·12,·18)·····#·rgb·=·(0x11,0x0c,0x12)
79	····(162,194,189)·····#·rgb·=·(0xa2,0xc2,0xbd)	63	····(169,139,149)·····#·rgb·=·(0xa9,0x8b,0x95)
80	····(146,164,164)·····#·rgb·=·(0x92,0xa4,0xa4)	64	····(156,129,138)·····#·rgb·=·(0x9c,0x81,0x8a)
81	····(·39,·45,·49)·····#·rgb·=·(0x27,0x2d,0x31)	65	····(·56,·46,·49)·····#·rgb·=·(0x38,0x2e,0x31)
82	····(138,156,155)·····#·rgb·=·(0x8a,0x9c,0x9b)
83	····(114,131,132)·····#·rgb·=·(0x72,0x83,0x84)
84	····(·51,·67,·67)·····#·rgb·=·(0x33,0x43,0x43)	66	····(·65,·53,·57)·····#·rgb·=·(0x41,0x35,0x39)
		67	····(163,134,144)·····#·rgb·=·(0xa3,0x86,0x90)
		68	····(·69,·57,·61)·····#·rgb·=·(0x45,0x39,0x3d)
85	····(··8,·12,·17)·····#·rgb·=·(0x08,0x0c,0x11)	69	····(·74,·61,·65)·····#·rgb·=·(0x4a,0x3d,0x41)
Max diff block lines reached; 90706/101125 bytes (89.70%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·16,·18,·19)·····#·rgb·=·(0x10,0x12,0x13)
+····(·17,·20,·21)·····#·rgb·=·(0x11,0x14,0x15)
+····(·17,·21,·21)·····#·rgb·=·(0x11,0x15,0x15)
+····(·15,·18,·18)·····#·rgb·=·(0x0f,0x12,0x12)
+····(··9,··9,·10)·····#·rgb·=·(0x09,0x09,0x0a)
+····(·18,·20,·21)·····#·rgb·=·(0x12,0x14,0x15)
+····(·14,·16,·16)·····#·rgb·=·(0x0e,0x10,0x10)
+····(·11,·13,·13)·····#·rgb·=·(0x0b,0x0d,0x0d)
+····(·23,·30,·32)·····#·rgb·=·(0x17,0x1e,0x20)
+····(·18,·19,·20)·····#·rgb·=·(0x12,0x13,0x14)
+····(·53,·71,·71)·····#·rgb·=·(0x35,0x47,0x47)
+····(·83,102,105)·····#·rgb·=·(0x53,0x66,0x69)
+····(·36,·48,·45)·····#·rgb·=·(0x24,0x30,0x2d)
+····(·35,·42,·43)·····#·rgb·=·(0x23,0x2a,0x2b)
+····(··7,··8,··8)·····#·rgb·=·(0x07,0x08,0x08)
+····(·23,·23,·26)·····#·rgb·=·(0x17,0x17,0x1a)
+····(·41,·42,·45)·····#·rgb·=·(0x29,0x2a,0x2d)
+····(·28,·34,·35)·····#·rgb·=·(0x1c,0x22,0x23)
+····(·33,·35,·37)·····#·rgb·=·(0x21,0x23,0x25)
+····(·58,·66,·68)·····#·rgb·=·(0x3a,0x42,0x44)
+····(·44,·58,·58)·····#·rgb·=·(0x2c,0x3a,0x3a)
+····(·35,·37,·41)·····#·rgb·=·(0x23,0x25,0x29)
+····(·59,·68,·73)·····#·rgb·=·(0x3b,0x44,0x49)
+····(·45,·53,·56)·····#·rgb·=·(0x2d,0x35,0x38)
+····(·22,·32,·32)·····#·rgb·=·(0x16,0x20,0x20)
+····(·52,·66,·67)·····#·rgb·=·(0x34,0x42,0x43)
+····(·60,·77,·80)·····#·rgb·=·(0x3c,0x4d,0x50)
+····(·59,·74,·76)·····#·rgb·=·(0x3b,0x4a,0x4c)
+····(·14,·17,·17)·····#·rgb·=·(0x0e,0x11,0x11)
+····(·15,·15,·17)·····#·rgb·=·(0x0f,0x0f,0x11)
+····(·50,·52,·58)·····#·rgb·=·(0x32,0x34,0x3a)
+····(·21,·22,·24)·····#·rgb·=·(0x15,0x16,0x18)
+····(·10,·11,·11)·····#·rgb·=·(0x0a,0x0b,0x0b)
+····(·21,·26,·26)·····#·rgb·=·(0x15,0x1a,0x1a)
+····(·25,·27,·28)·····#·rgb·=·(0x19,0x1b,0x1c)
+····(·28,·29,·33)·····#·rgb·=·(0x1c,0x1d,0x21)
+····(··2,··2,··2)·····#·rgb·=·(0x02,0x02,0x02)
+····(·49,·50,·53)·····#·rgb·=·(0x31,0x32,0x35)
+····(·12,·10,·12)·····#·rgb·=·(0x0c,0x0a,0x0c)
+····(··7,··7,··8)·····#·rgb·=·(0x07,0x07,0x08)
+····(·40,·38,·43)·····#·rgb·=·(0x28,0x26,0x2b)
+····(·71,·85,·87)·····#·rgb·=·(0x47,0x55,0x57)
+····(102,134,135)·····#·rgb·=·(0x66,0x86,0x87)
+····(·86,119,118)·····#·rgb·=·(0x56,0x77,0x76)
+····(·80,115,110)·····#·rgb·=·(0x50,0x73,0x6e)
+····(··6,··6,··8)·····#·rgb·=·(0x06,0x06,0x08)
+····(·14,·14,·16)·····#·rgb·=·(0x0e,0x0e,0x10)
+····(··8,··8,··7)·····#·rgb·=·(0x08,0x08,0x07)
+····(·42,·45,·49)·····#·rgb·=·(0x2a,0x2d,0x31)
+····(··6,··7,··6)·····#·rgb·=·(0x06,0x07,0x06)
+····(·19,·24,·22)·····#·rgb·=·(0x13,0x18,0x16)
+····(·74,102,101)·····#·rgb·=·(0x4a,0x66,0x65)
+····(·66,·76,·81)·····#·rgb·=·(0x42,0x4c,0x51)
+····(·38,·45,·48)·····#·rgb·=·(0x26,0x2d,0x30)
+····(·50,·59,·60)·····#·rgb·=·(0x32,0x3b,0x3c)
+····(·42,·50,·52)·····#·rgb·=·(0x2a,0x32,0x34)
+····(·45,·64,·61)·····#·rgb·=·(0x2d,0x40,0x3d)
+····(·53,·75,·74)·····#·rgb·=·(0x35,0x4b,0x4a)
+····(·37,·50,·49)·····#·rgb·=·(0x25,0x32,0x31)
+····(·13,·16,·14)·····#·rgb·=·(0x0d,0x10,0x0e)
+····(·58,·61,·67)·····#·rgb·=·(0x3a,0x3d,0x43)
+····(··8,··6,··6)·····#·rgb·=·(0x08,0x06,0x06)
+····(·24,·22,·23)·····#·rgb·=·(0x18,0x16,0x17)
+····(·25,·32,·30)·····#·rgb·=·(0x19,0x20,0x1e)
+····(·38,·56,·52)·····#·rgb·=·(0x26,0x38,0x34)
+····(·46,·66,·65)·····#·rgb·=·(0x2e,0x42,0x41)
+····(·75,·91,·92)·····#·rgb·=·(0x4b,0x5b,0x5c)
+····(·66,·74,·76)·····#·rgb·=·(0x42,0x4a,0x4c)
+····(·42,·57,·54)·····#·rgb·=·(0x2a,0x39,0x36)
+····(·30,·37,·40)·····#·rgb·=·(0x1e,0x25,0x28)
+····(·58,·59,·68)·····#·rgb·=·(0x3a,0x3b,0x44)
+····(·43,·44,·53)·····#·rgb·=·(0x2b,0x2c,0x35)
+····(·31,·31,·34)·····#·rgb·=·(0x1f,0x1f,0x22)
+····(·82,·83,·92)·····#·rgb·=·(0x52,0x53,0x5c)
+····(·29,·40,·37)·····#·rgb·=·(0x1d,0x28,0x25)
+····(·52,·61,·65)·····#·rgb·=·(0x34,0x3d,0x41)
+····(·33,·40,·38)·····#·rgb·=·(0x21,0x28,0x26)
+····(·57,·58,·61)·····#·rgb·=·(0x39,0x3a,0x3d)
+····(·30,·41,·40)·····#·rgb·=·(0x1e,0x29,0x28)
+····(112,146,149)·····#·rgb·=·(0x70,0x92,0x95)
+····(·67,·82,·84)·····#·rgb·=·(0x43,0x52,0x54)
+····(·67,·90,·90)·····#·rgb·=·(0x43,0x5a,0x5a)
+····(·61,·89,·86)·····#·rgb·=·(0x3d,0x59,0x56)
+····(·54,·81,·76)·····#·rgb·=·(0x36,0x51,0x4c)
+····(103,141,141)·····#·rgb·=·(0x67,0x8d,0x8d)
+····(·50,·65,·62)·····#·rgb·=·(0x32,0x41,0x3e)
+····(·66,·68,·75)·····#·rgb·=·(0x42,0x44,0x4b)
+····(·46,·72,·62)·····#·rgb·=·(0x2e,0x48,0x3e)
+····(·40,·50,·46)·····#·rgb·=·(0x28,0x32,0x2e)
+····(·74,·76,·84)·····#·rgb·=·(0x4a,0x4c,0x54)
+····(·86,108,113)·····#·rgb·=·(0x56,0x6c,0x71)
+····(·46,·62,·64)·····#·rgb·=·(0x2e,0x3e,0x40)
+····(·60,·83,·82)·····#·rgb·=·(0x3c,0x53,0x52)
+····(·15,·15,·14)·····#·rgb·=·(0x0f,0x0f,0x0e)
+····(·37,·31,·35)·····#·rgb·=·(0x25,0x1f,0x23)
+····(·21,·17,·21)·····#·rgb·=·(0x15,0x11,0x15)
+····(·45,·39,·45)·····#·rgb·=·(0x2d,0x27,0x2d)
+····(·37,·32,·38)·····#·rgb·=·(0x25,0x20,0x26)
+····(··2,··1,··2)·····#·rgb·=·(0x02,0x01,0x02)
+····(··6,··5,··8)·····#·rgb·=·(0x06,0x05,0x08)
+····(··8,··4,··6)·····#·rgb·=·(0x08,0x04,0x06)
+····(·10,··6,··9)·····#·rgb·=·(0x0a,0x06,0x09)
+····(·12,·10,·11)·····#·rgb·=·(0x0c,0x0a,0x0b)
+····(·68,·68,·71)·····#·rgb·=·(0x44,0x44,0x47)
+····(·28,·25,·28)·····#·rgb·=·(0x1c,0x19,0x1c)
+····(·45,·41,·44)·····#·rgb·=·(0x2d,0x29,0x2c)
+····(·26,·21,·25)·····#·rgb·=·(0x1a,0x15,0x19)
+····(·61,·56,·61)·····#·rgb·=·(0x3d,0x38,0x3d)
+····(·30,·27,·32)·····#·rgb·=·(0x1e,0x1b,0x20)
+····(·38,·35,·40)·····#·rgb·=·(0x26,0x23,0x28)
+····(·46,·43,·48)·····#·rgb·=·(0x2e,0x2b,0x30)
+····(·20,·17,·19)·····#·rgb·=·(0x14,0x11,0x13)
+····(·37,·33,·36)·····#·rgb·=·(0x25,0x21,0x24)
+····(·24,·19,·22)·····#·rgb·=·(0x18,0x13,0x16)
+····(·32,·27,·30)·····#·rgb·=·(0x20,0x1b,0x1e)
+····(·34,·28,·33)·····#·rgb·=·(0x22,0x1c,0x21)
+····(·14,·12,·16)·····#·rgb·=·(0x0e,0x0c,0x10)
+····(·22,·32,·29)·····#·rgb·=·(0x16,0x20,0x1d)
+····(··7,··9,··8)·····#·rgb·=·(0x07,0x09,0x08)
+····(·18,·13,·17)·····#·rgb·=·(0x12,0x0d,0x11)


Offset 1, 284 lines modified		Offset 1, 214 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(·24,··3,··5)·····#·rgb·=·(0x18,0x03,0x05)
9	····(··6,··1,··3)·····#·rgb·=·(0x06,0x01,0x03)
10	····(··3,··0,··3)·····#·rgb·=·(0x03,0x00,0x03)	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··5,··1,··2)·····#·rgb·=·(0x05,0x01,0x02)	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··3,··1,··2)·····#·rgb·=·(0x03,0x01,0x02)	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(·11,··1,··1)·····#·rgb·=·(0x0b,0x01,0x01)	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··2,··1,··1)·····#·rgb·=·(0x02,0x01,0x01)	19	····(··2,·10,··5)·····#·rgb·=·(0x02,0x0a,0x05)
15	····(··2,··1,··1)·····#·rgb·=·(0x02,0x01,0x01)
16	····(··3,··2,··3)·····#·rgb·=·(0x03,0x02,0x03)	20	····(··3,·27,·12)·····#·rgb·=·(0x03,0x1b,0x0c)
17	····(·14,·13,··9)·····#·rgb·=·(0x0e,0x0d,0x09)
18	····(·36,··0,··0)·····#·rgb·=·(0x24,0x00,0x00)
19	····(·66,··0,··0)·····#·rgb·=·(0x42,0x00,0x00)
20	····(·79,··0,··0)·····#·rgb·=·(0x4f,0x00,0x00)
21	····(·27,··0,··0)·····#·rgb·=·(0x1b,0x00,0x00)
22	····(·43,··0,··0)·····#·rgb·=·(0x2b,0x00,0x00)
23	····(·35,··0,··0)·····#·rgb·=·(0x23,0x00,0x00)
24	····(·59,··0,··0)·····#·rgb·=·(0x3b,0x00,0x00)
25	····(·75,··0,··0)·····#·rgb·=·(0x4b,0x00,0x00)
26	····(·91,··0,··0)·····#·rgb·=·(0x5b,0x00,0x00)
27	····(·99,··0,··1)·····#·rgb·=·(0x63,0x00,0x01)
28	····(107,··1,··1)·····#·rgb·=·(0x6b,0x01,0x01)
29	····(·83,··0,··0)·····#·rgb·=·(0x53,0x00,0x00)
30	····(·67,··0,··0)·····#·rgb·=·(0x43,0x00,0x00)
31	····(·51,··0,··0)·····#·rgb·=·(0x33,0x00,0x00)
32	····(·19,··0,··0)·····#·rgb·=·(0x13,0x00,0x00)
33	····(·10,··1,··9)·····#·rgb·=·(0x0a,0x01,0x09)
34	····(·11,··1,·17)·····#·rgb·=·(0x0b,0x01,0x11)
35	····(·18,··1,·10)·····#·rgb·=·(0x12,0x01,0x0a)	21	····(··2,·33,·14)·····#·rgb·=·(0x02,0x21,0x0e)
36	····(·10,··0,··2)·····#·rgb·=·(0x0a,0x00,0x02)
37	····(··1,··9,··2)·····#·rgb·=·(0x01,0x09,0x02)	22	····(··3,·43,·19)·····#·rgb·=·(0x03,0x2b,0x13)
38	····(··1,··1,··1)·····#·rgb·=·(0x01,0x01,0x01)	23	····(··1,·16,··7)·····#·rgb·=·(0x01,0x10,0x07)
39	····(123,··1,··2)·····#·rgb·=·(0x7b,0x01,0x02)
40	····(182,·52,·43)·····#·rgb·=·(0xb6,0x34,0x2b)
41	····(··3,··1,··9)·····#·rgb·=·(0x03,0x01,0x09)	24	····(··3,·19,··9)·····#·rgb·=·(0x03,0x13,0x09)
42	····(107,··4,·10)·····#·rgb·=·(0x6b,0x04,0x0a)
43	····(181,·22,·25)·····#·rgb·=·(0xb5,0x16,0x19)
44	····(~~210~~,·13,·16)·····#·rgb·=·(0xd2,0x0d,0x10)	25	····(··4,·13,··8)·····#·rgb·=·(0x04,0x0d,0x08)
45	····(183,··6,··8)·····#·rgb·=·(0xb7,0x06,0x08)
46	····(147,··2,··2)·····#·rgb·=·(0x93,0x02,0x02)
47	····(·10,··9,··4)·····#·rgb·=·(0x0a,0x09,0x04)	26	····(··7,··4,··4)·····#·rgb·=·(0x07,0x04,0x04)
48	····(·26,··1,··9)·····#·rgb·=·(0x1a,0x01,0x09)
49	····(114,··1,··1)·····#·rgb·=·(0x72,0x01,0x01)
50	····(167,··6,··6)·····#·rgb·=·(0xa7,0x06,0x06)
51	····(199,·21,·25)·····#·rgb·=·(0xc7,0x15,0x19)
52	····(~~139~~,·11,·18)·····#·rgb·=·(0x8b,0x0b,0x12)	27	····(··8,·36,·18)·····#·rgb·=·(0x08,0x24,0x12)
53	····(136,··7,·20)·····#·rgb·=·(0x88,0x07,0x14)
54	····(·10,·10,·10)·····#·rgb·=·(0x0a,0x0a,0x0a)·grey4
55	····(115,·11,·10)·····#·rgb·=·(0x73,0x0b,0x0a)
56	····(116,··3,·10)·····#·rgb·=·(0x74,0x03,0x0a)
57	····(123,··3,·11)·····#·rgb·=·(0x7b,0x03,0x0b)
58	····(124,·10,·11)·····#·rgb·=·(0x7c,0x0a,0x0b)
59	····(167,·39,·39)·····#·rgb·=·(0xa7,0x27,0x27)
60	····(·55,··3,·10)·····#·rgb·=·(0x37,0x03,0x0a)
61	····(200,·42,·47)·····#·rgb·=·(0xc8,0x2a,0x2f)
62	····(163,·19,·20)·····#·rgb·=·(0xa3,0x13,0x14)
63	····(195,·53,·56)·····#·rgb·=·(0xc3,0x35,0x38)
64	····(~~151~~,·22,·25)·····#·rgb·=·(0x97,0x16,0x19)	28	····(··5,·59,·25)·····#·rgb·=·(0x05,0x3b,0x19)
		29	····(··5,·82,·34)·····#·rgb·=·(0x05,0x52,0x22)
65	····(··2,··9,·10)·····#·rgb·=·(0x02,0x09,0x0a)	30	····(··3,·73,·30)·····#·rgb·=·(0x03,0x49,0x1e)
66	····(166,·23,·26)·····#·rgb·=·(0xa6,0x17,0x1a)
67	····(~~167~~,·26,·38)·····#·rgb·=·(0xa7,0x1a,0x26)	31	····(··5,·76,·32)·····#·rgb·=·(0x05,0x4c,0x20)
68	····(130,·11,·11)·····#·rgb·=·(0x82,0x0b,0x0b)
69	····(119,··9,··5)·····#·rgb·=·(0x77,0x09,0x05)
70	····(135,·23,·22)·····#·rgb·=·(0x87,0x17,0x16)
71	····(149,·35,·28)·····#·rgb·=·(0x95,0x23,0x1c)
72	····(183,·55,·56)·····#·rgb·=·(0xb7,0x37,0x38)
73	····(~~179~~,·50,·51)·····#·rgb·=·(0xb3,0x32,0x33)	32	····(··3,·50,·21)·····#·rgb·=·(0x03,0x32,0x15)
74	····(155,·12,·12)·····#·rgb·=·(0x9b,0x0c,0x0c)	33	····(··5,·53,·24)·····#·rgb·=·(0x05,0x35,0x18)
75	····(139,··3,·11)·····#·rgb·=·(0x8b,0x03,0x0b)
76	····(~~131~~,··2,··2)·····#·rgb·=·(0x83,0x02,0x02)	34	····(··8,·44,·20)·····#·rgb·=·(0x08,0x2c,0x14)
77	····(·11,··9,·16)·····#·rgb·=·(0x0b,0x09,0x10)	35	····(··3,·57,·23)·····#·rgb·=·(0x03,0x39,0x17)
		36	····(··8,·50,·22)·····#·rgb·=·(0x08,0x32,0x16)
78	····(··4,··1,·16)·····#·rgb·=·(0x04,0x01,0x10)	37	····(··4,·36,·16)·····#·rgb·=·(0x04,0x24,0x10)
79	····(169,·41,·49)·····#·rgb·=·(0xa9,0x29,0x31)
80	····(135,·17,·11)·····#·rgb·=·(0x87,0x11,0x0b)
81	····(200,·25,·38)·····#·rgb·=·(0xc8,0x19,0x26)
82	····(139,··2,··2)·····#·rgb·=·(0x8b,0x02,0x02)
83	····(180,·41,·42)·····#·rgb·=·(0xb4,0x29,0x2a)
84	····(131,·12,·18)·····#·rgb·=·(0x83,0x0c,0x12)
85	····(153,·26,·36)·····#·rgb·=·(0x99,0x1a,0x24)
86	····(~~139~~,·34,·28)·····#·rgb·=·(0x8b,0x22,0x1c)	38	····(··8,·53,·24)·····#·rgb·=·(0x08,0x35,0x18)
87	····(164,·11,·20)·····#·rgb·=·(0xa4,0x0b,0x14)
88	····(104,··9,··9)·····#·rgb·=·(0x68,0x09,0x09)
89	····(167,·51,·43)·····#·rgb·=·(0xa7,0x33,0x2b)
90	····(155,·18,·19)·····#·rgb·=·(0x9b,0x12,0x13)
91	····(136,·10,··8)·····#·rgb·=·(0x88,0x0a,0x08)
92	····(169,·52,·54)·····#·rgb·=·(0xa9,0x34,0x36)
93	····(181,·43,·52)·····#·rgb·=·(0xb5,0x2b,0x34)
94	····(~~183~~,·59,·67)·····#·rgb·=·(0xb7,0x3b,0x43)	39	····(··8,·59,·26)·····#·rgb·=·(0x08,0x3b,0x1a)
95	····(200,·32,·29)·····#·rgb·=·(0xc8,0x20,0x1d)
96	····(121,··9,·18)·····#·rgb·=·(0x79,0x09,0x12)
97	····(163,·33,·30)·····#·rgb·=·(0xa3,0x21,0x1e)
98	····(187,·68,·70)·····#·rgb·=·(0xbb,0x44,0x46)
99	····(·92,··3,··9)·····#·rgb·=·(0x5c,0x03,0x09)
100	····(195,·58,·69)·····#·rgb·=·(0xc3,0x3a,0x45)
101	····(148,·22,·40)·····#·rgb·=·(0x94,0x16,0x28)
102	····(195,·68,·71)·····#·rgb·=·(0xc3,0x44,0x47)
103	····(·36,··6,·10)·····#·rgb·=·(0x24,0x06,0x0a)
104	····(150,··6,··8)·····#·rgb·=·(0x96,0x06,0x08)
105	····(·20,·10,··6)·····#·rgb·=·(0x14,0x0a,0x06)
106	····(178,·12,·15)·····#·rgb·=·(0xb2,0x0c,0x0f)
107	····(~~181~~,·27,·40)·····#·rgb·=·(0xb5,0x1b,0x28)	40	····(··8,·27,·13)·····#·rgb·=·(0x08,0x1b,0x0d)
108	····(131,··2,·10)·····#·rgb·=·(0x83,0x02,0x0a)
109	····(149,·43,·45)·····#·rgb·=·(0x95,0x2b,0x2d)
110	····(152,·38,·39)·····#·rgb·=·(0x98,0x26,0x27)
111	····(~~185~~,·65,·60)·····#·rgb·=·(0xb9,0x41,0x3c)	41	····(··8,·65,·29)·····#·rgb·=·(0x08,0x41,0x1d)
		42	····(··5,·66,·28)·····#·rgb·=·(0x05,0x42,0x1c)
112	····(~~151~~,·11,·19)·····#·rgb·=·(0x97,0x0b,0x13)	43	····(··7,·13,··8)·····#·rgb·=·(0x07,0x0d,0x08)
113	····(~~121~~,·20,·18)·····#·rgb·=·(0x79,0x14,0x12)	44	····(··9,·71,·32)·····#·rgb·=·(0x09,0x47,0x20)
114	····(172,·57,·71)·····#·rgb·=·(0xac,0x39,0x47)
115	····(~~121~~,·17,·12)·····#·rgb·=·(0x79,0x11,0x0c)	45	····(··9,·32,·14)·····#·rgb·=·(0x09,0x20,0x0e)
		46	····(··8,·96,·41)·····#·rgb·=·(0x08,0x60,0x29)
		47	····(··2,·79,·30)·····#·rgb·=·(0x02,0x4f,0x1e)
Max diff block lines reached; 68246/76757 bytes (88.91%) of diff not shown.


Offset 7, 114 lines modified		Offset 7, 86 lines modified
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	12	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··1)·····#·rgb·=·(0x00,0x00,0x01)
15	····(··0,··0,··1)·····#·rgb·=·(0x00,0x00,0x01)
16	····(··2,··0,··0)·····#·rgb·=·(0x02,0x00,0x00)
17	····(··6,··0,··0)·····#·rgb·=·(0x06,0x00,0x00)
18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
19	····(··1,··1,·10)·····#·rgb·=·(0x01,0x01,0x0a)
20	····(·18,··0,··1)·····#·rgb·=·(0x12,0x00,0x01)
21	····(·10,··0,··2)·····#·rgb·=·(0x0a,0x00,0x02)	15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		18	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		19	····(··5,··3,··9)·····#·rgb·=·(0x05,0x03,0x09)
22	····(··0,··9,··1)·····#·rgb·=·(0x00,0x09,0x01)	20	····(··4,··9,·17)·····#·rgb·=·(0x04,0x09,0x11)
23	····(··9,·10,··0)·····#·rgb·=·(0x09,0x0a,0x00)
24	····(··0,·18,··2)·····#·rgb·=·(0x00,0x12,0x02)	21	····(··3,·17,·34)·····#·rgb·=·(0x03,0x11,0x22)
25	····(·10,··0,·11)·····#·rgb·=·(0x0a,0x00,0x0b)
26	····(··3,·68,·63)·····#·rgb·=·(0x03,0x44,0x3f)
27	····(··0,·10,·10)·····#·rgb·=·(0x00,0x0a,0x0a)	22	····(··7,·10,·12)·····#·rgb·=·(0x07,0x0a,0x0c)
		23	····(·27,··2,·43)·····#·rgb·=·(0x1b,0x02,0x2b)
		24	····(·36,··3,·57)·····#·rgb·=·(0x24,0x03,0x39)
28	····(·21,··3,·21)·····#·rgb·=·(0x15,0x03,0x15)	25	····(·21,··2,·34)·····#·rgb·=·(0x15,0x02,0x22)
29	····(··5,·74,·76)·····#·rgb·=·(0x05,0x4a,0x4c)
30	····(··1,·11,·18)·····#·rgb·=·(0x01,0x0b,0x12)
31	····(··2,·22,·23)·····#·rgb·=·(0x02,0x16,0x17)	26	····(·28,·28,·28)·····#·rgb·=·(0x1c,0x1c,0x1c)·grey11
32	····(·17,~~·40~~,~~·45~~)·····#·rgb·=·(0x11,0x28,0x2d)	27	····(174,174,174)·····#·rgb·=·(0xae,0xae,0xae)
33	····(··2,··1,·18)·····#·rgb·=·(0x02,0x01,0x12)
34	····(··3,··6,·38)·····#·rgb·=·(0x03,0x06,0x26)
35	····(··9,163,216)·····#·rgb·=·(0x09,0xa3,0xd8)
36	····(··2,·18,·10)·····#·rgb·=·(0x02,0x12,0x0a)
37	····(··3,·24,·39)·····#·rgb·=·(0x03,0x18,0x27)
38	····(··4,·55,·88)·····#·rgb·=·(0x04,0x37,0x58)
39	····(··2,··2,·26)·····#·rgb·=·(0x02,0x02,0x1a)	28	····(··9,··2,·12)·····#·rgb·=·(0x09,0x02,0x0c)
40	····(··6,·88,~~133~~)·····#·rgb·=·(0x06,0x58,0x85)	29	····(·49,··3,·76)·····#·rgb·=·(0x31,0x03,0x4c)
41	····(·10,··1,·18)·····#·rgb·=·(0x0a,0x01,0x12)	30	····(·12,··2,·19)·····#·rgb·=·(0x0c,0x02,0x13)
		31	····(·38,··2,·65)·····#·rgb·=·(0x26,0x02,0x41)
		32	····(·33,·33,·33)·····#·rgb·=·(0x21,0x21,0x21)·grey13
		33	····(193,193,193)·····#·rgb·=·(0xc1,0xc1,0xc1)
42	····(··2,·54,·70)·····#·rgb·=·(0x02,0x36,0x46)	34	····(·41,··3,·65)·····#·rgb·=·(0x29,0x03,0x41)
		35	····(·17,··2,·27)·····#·rgb·=·(0x11,0x02,0x1b)
		36	····(·24,··3,·37)·····#·rgb·=·(0x18,0x03,0x25)
43	····(··0,·44,·58)·····#·rgb·=·(0x00,0x2c,0x3a)	37	····(·33,··2,·51)·····#·rgb·=·(0x21,0x02,0x33)
44	····(··4,·25,·55)·····#·rgb·=·(0x04,0x19,0x37)
45	····(··8,··6,·55)·····#·rgb·=·(0x08,0x06,0x37)	38	····(··8,··2,··7)·····#·rgb·=·(0x08,0x02,0x07)
46	····(··1,103,134)·····#·rgb·=·(0x01,0x67,0x86)
47	····(··1,·71,·85)·····#·rgb·=·(0x01,0x47,0x55)
48	····(··4,·40,·72)·····#·rgb·=·(0x04,0x28,0x48)
49	····(··2,113,~~147~~)·····#·rgb·=·(0x02,0x71,0x93)	39	····(·40,··3,·62)·····#·rgb·=·(0x28,0x03,0x3e)
50	····(··1,·38,·40)·····#·rgb·=·(0x01,0x26,0x28)
51	····(··0,·89,120)·····#·rgb·=·(0x00,0x59,0x78)
52	····(··6,138,178)·····#·rgb·=·(0x06,0x8a,0xb2)
53	····(··5,·43,·84)·····#·rgb·=·(0x05,0x2b,0x54)
54	····(··8,·10,·25)·····#·rgb·=·(0x08,0x0a,0x19)	40	····(··3,·13,·25)·····#·rgb·=·(0x03,0x0d,0x19)
55	····(·10,·10,·11)·····#·rgb·=·(0x0a,0x0a,0x0b)
56	····(·16,·21,·36)·····#·rgb·=·(0x10,0x15,0x24)
57	····(··1,·52,·55)·····#·rgb·=·(0x01,0x34,0x37)	41	····(··1,·25,·49)·····#·rgb·=·(0x01,0x19,0x31)
58	····(··3,·40,·53)·····#·rgb·=·(0x03,0x28,0x35)
59	····(··2,100,108)·····#·rgb·=·(0x02,0x64,0x6c)
60	····(··1,·85,104)·····#·rgb·=·(0x01,0x55,0x68)
61	····(··0,·35,·59)·····#·rgb·=·(0x00,0x23,0x3b)
62	····(··3,·99,120)·····#·rgb·=·(0x03,0x63,0x78)
63	····(·26,··2,·11)·····#·rgb·=·(0x1a,0x02,0x0b)
64	····(·39,··2,··4)·····#·rgb·=·(0x27,0x02,0x04)
65	····(··4,·75,103)·····#·rgb·=·(0x04,0x4b,0x67)
66	····(··0,122,169)·····#·rgb·=·(0x00,0x7a,0xa9)
67	····(··4,·82,·81)·····#·rgb·=·(0x04,0x52,0x51)
68	····(·28,··1,··1)·····#·rgb·=·(0x1c,0x01,0x01)
69	····(··0,·79,116)·····#·rgb·=·(0x00,0x4f,0x74)
70	····(·19,··0,·10)·····#·rgb·=·(0x13,0x00,0x0a)
71	····(·21,·19,·18)·····#·rgb·=·(0x15,0x13,0x12)
72	····(·22,··9,··4)·····#·rgb·=·(0x16,0x09,0x04)
73	····(·14,123,192)·····#·rgb·=·(0x0e,0x7b,0xc0)
74	····(·56,··3,··5)·····#·rgb·=·(0x38,0x03,0x05)	42	····(·58,··3,·93)·····#·rgb·=·(0x3a,0x03,0x5d)
		43	····(·67,··3,104)·····#·rgb·=·(0x43,0x03,0x68)
		44	····(·73,··2,113)·····#·rgb·=·(0x49,0x02,0x71)
75	····(~~201~~,··5,··1)·····#·rgb·=·(0xc9,0x05,0x01)	45	····(·52,··2,·81)·····#·rgb·=·(0x34,0x02,0x51)
		46	····(·29,··2,·47)·····#·rgb·=·(0x1d,0x02,0x2f)
		47	····(·10,·11,··5)·····#·rgb·=·(0x0a,0x0b,0x05)
		48	····(··5,··8,··5)·····#·rgb·=·(0x05,0x08,0x05)
		49	····(·51,··4,·42)·····#·rgb·=·(0x33,0x04,0x2a)
76	····(·46,··0,·21)·····#·rgb·=·(0x2e,0x00,0x15)	50	····(·34,··3,·28)·····#·rgb·=·(0x22,0x03,0x1c)
		51	····(138,138,138)·····#·rgb·=·(0x8a,0x8a,0x8a)·grey54
		52	····(·69,·69,·69)·····#·rgb·=·(0x45,0x45,0x45)·grey27
77	····(119,··4,~~··3~~)·····#·rgb·=·(0x77,0x04,0x03)	53	····(119,··3,102)·····#·rgb·=·(0x77,0x03,0x66)
		54	····(·65,··4,·54)·····#·rgb·=·(0x41,0x04,0x36)
		55	····(·69,··4,·58)·····#·rgb·=·(0x45,0x04,0x3a)
		56	····(186,186,186)·····#·rgb·=·(0xba,0xba,0xba)·grey73
		57	····(·94,·94,·94)·····#·rgb·=·(0x5e,0x5e,0x5e)·grey37
78	····(·70,··2,··4)·····#·rgb·=·(0x46,0x02,0x04)	58	····(·20,··2,·18)·····#·rgb·=·(0x14,0x02,0x12)
79	····(~~103~~,··2,··2)·····#·rgb·=·(0x67,0x02,0x02)	59	····(·38,··5,·32)·····#·rgb·=·(0x26,0x05,0x20)
80	····(209,·14,··0)·····#·rgb·=·(0xd1,0x0e,0x00)
81	····(·88,··3,·20)·····#·rgb·=·(0x58,0x03,0x14)	60	····(·89,··3,·74)·····#·rgb·=·(0x59,0x03,0x4a)
82	····(~~154~~,··3,··3)·····#·rgb·=·(0x9a,0x03,0x03)	61	····(·81,··3,·67)·····#·rgb·=·(0x51,0x03,0x43)
83	····(172,··6,~~··6~~)·····#·rgb·=·(0xac,0x06,0x06)	62	····(120,··3,101)·····#·rgb·=·(0x78,0x03,0x65)
84	····(·87,··2,··3)·····#·rgb·=·(0x57,0x02,0x03)
85	····(182,··4,··3)·····#·rgb·=·(0xb6,0x04,0x03)	63	····(108,··4,·89)·····#·rgb·=·(0x6c,0x04,0x59)
86	····(~~138~~,··3,··3)·····#·rgb·=·(0x8a,0x03,0x03)	64	····(·59,··3,·49)·····#·rgb·=·(0x3b,0x03,0x31)
87	····(~~140~~,··1,·22)·····#·rgb·=·(0x8c,0x01,0x16)	65	····(·24,··4,·21)·····#·rgb·=·(0x18,0x04,0x15)
88	····(185,··0,·34)·····#·rgb·=·(0xb9,0x00,0x22)
89	····(·99,·99,·99)·····#·rgb·=·(0x63,0x63,0x63)·grey39
90	····(251,251,251)·····#·rgb·=·(0xfb,0xfb,0xfb)
91	····(198,198,198)·····#·rgb·=·(0xc6,0xc6,0xc6)
92	····(140,140,140)·····#·rgb·=·(0x8c,0x8c,0x8c)·grey55
93	····(·72,··8,··8)·····#·rgb·=·(0x48,0x08,0x08)	66	····(·72,··4,·59)·····#·rgb·=·(0x48,0x04,0x3b)
		67	····(·93,··3,·81)·····#·rgb·=·(0x5d,0x03,0x51)
94	····(240,··6,··2)·····#·rgb·=·(0xf0,0x06,0x02)	68	····(·45,··3,·36)·····#·rgb·=·(0x2d,0x03,0x24)
95	····(·27,·45,·40)·····#·rgb·=·(0x1b,0x2d,0x28)
96	····(·11,··6,·71)·····#·rgb·=·(0x0b,0x06,0x47)	69	····(·98,··3,·79)·····#·rgb·=·(0x62,0x03,0x4f)
97	····(··5,·22,·84)·····#·rgb·=·(0x05,0x16,0x54)
98	····(·17,·21,131)·····#·rgb·=·(0x11,0x15,0x83)
99	····(··8,·36,112)·····#·rgb·=·(0x08,0x24,0x70)
100	····(·83,·83,·83)·····#·rgb·=·(0x53,0x53,0x53)
101	····(226,226,226)·····#·rgb·=·(0xe2,0xe2,0xe2)
102	····(102,··0,·22)·····#·rgb·=·(0x66,0x00,0x16)
103	····(104,··5,·88)·····#·rgb·=·(0x68,0x05,0x58)
104	····(118,··2,110)·····#·rgb·=·(0x76,0x02,0x6e)
105	····(~~217~~,··3,202)·····#·rgb·=·(0xd9,0x03,0xca)	70	····(130,··3,108)·····#·rgb·=·(0x82,0x03,0x6c)
106	····(204,··0,174)·····#·rgb·=·(0xcc,0x00,0xae)
107	····(~~177~~,··2,~~169~~)·····#·rgb·=·(0xb1,0x02,0xa9)	71	····(·16,··3,·13)·····#·rgb·=·(0x10,0x03,0x0d)
		72	····(100,··4,·82)·····#·rgb·=·(0x64,0x04,0x52)
108	····(136,··1,115)·····#·rgb·=·(0x88,0x01,0x73)	73	····(139,··4,115)·····#·rgb·=·(0x8b,0x04,0x73)
Max diff block lines reached; 81034/89782 bytes (90.26%) of diff not shown.

+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··3,··1,·10)·····#·rgb·=·(0x03,0x01,0x0a)
+····(··1,··9,··0)·····#·rgb·=·(0x01,0x09,0x00)
+····(··3,··0,·18)·····#·rgb·=·(0x03,0x00,0x12)
+····(·56,·73,·13)·····#·rgb·=·(0x38,0x49,0x0d)
+····(154,188,·53)·····#·rgb·=·(0x9a,0xbc,0x35)
+····(166,189,·82)·····#·rgb·=·(0xa6,0xbd,0x52)
+····(132,149,·79)·····#·rgb·=·(0x84,0x95,0x4f)
+····(·40,·53,··2)·····#·rgb·=·(0x28,0x35,0x02)
+····(198,227,101)·····#·rgb·=·(0xc6,0xe3,0x65)
+····(183,212,·86)·····#·rgb·=·(0xb7,0xd4,0x56)
+····(182,209,·99)·····#·rgb·=·(0xb6,0xd1,0x63)
+····(198,228,·87)·····#·rgb·=·(0xc6,0xe4,0x57)
+····(149,169,·81)·····#·rgb·=·(0x95,0xa9,0x51)
+····(115,135,·52)·····#·rgb·=·(0x73,0x87,0x34)
+····(181,213,·73)·····#·rgb·=·(0xb5,0xd5,0x49)
+····(164,197,·58)·····#·rgb·=·(0xa4,0xc5,0x3a)
+····(·26,·47,·20)·····#·rgb·=·(0x1a,0x2f,0x14)
+····(114,133,·67)·····#·rgb·=·(0x72,0x85,0x43)
+····(178,207,·86)·····#·rgb·=·(0xb2,0xcf,0x56)
+····(·18,·26,··3)·····#·rgb·=·(0x12,0x1a,0x03)
+····(201,232,·79)·····#·rgb·=·(0xc9,0xe8,0x4f)
+····(··9,·10,··7)·····#·rgb·=·(0x09,0x0a,0x07)
+····(·53,·58,·42)·····#·rgb·=·(0x35,0x3a,0x2a)
+····(··7,··5,·25)·····#·rgb·=·(0x07,0x05,0x19)
+····(·12,··0,·19)·····#·rgb·=·(0x0c,0x00,0x13)
+····(··9,··0,··4)·····#·rgb·=·(0x09,0x00,0x04)
+····(··9,··1,·11)·····#·rgb·=·(0x09,0x01,0x0b)
+····(·10,·54,··2)·····#·rgb·=·(0x0a,0x36,0x02)
+····(·43,165,·24)·····#·rgb·=·(0x2b,0xa5,0x18)
+····(·52,185,·33)·····#·rgb·=·(0x34,0xb9,0x21)
+····(·59,179,·36)·····#·rgb·=·(0x3b,0xb3,0x24)
+····(·20,101,··7)·····#·rgb·=·(0x14,0x65,0x07)
+····(··1,·19,··0)·····#·rgb·=·(0x01,0x13,0x00)
+····(··7,·38,··4)·····#·rgb·=·(0x07,0x26,0x04)
+····(·72,167,·52)·····#·rgb·=·(0x48,0xa7,0x34)
+····(·66,198,·40)·····#·rgb·=·(0x42,0xc6,0x28)
+····(·44,188,·19)·····#·rgb·=·(0x2c,0xbc,0x13)
+····(·59,201,·34)·····#·rgb·=·(0x3b,0xc9,0x22)
+····(·72,182,·52)·····#·rgb·=·(0x48,0xb6,0x34)
+····(·37,·88,·29)·····#·rgb·=·(0x25,0x58,0x1d)
+····(·38,103,·24)·····#·rgb·=·(0x26,0x67,0x18)
+····(·54,200,·26)·····#·rgb·=·(0x36,0xc8,0x1a)
+····(·53,195,·28)·····#·rgb·=·(0x35,0xc3,0x1c)
+····(·51,187,·27)·····#·rgb·=·(0x33,0xbb,0x1b)
+····(·44,198,·20)·····#·rgb·=·(0x2c,0xc6,0x14)
+····(·61,187,·41)·····#·rgb·=·(0x3d,0xbb,0x29)
+····(·66,185,·38)·····#·rgb·=·(0x42,0xb9,0x26)
+····(·65,188,·43)·····#·rgb·=·(0x41,0xbc,0x2b)
+····(·40,187,··8)·····#·rgb·=·(0x28,0xbb,0x08)
+····(··8,·68,··2)·····#·rgb·=·(0x08,0x44,0x02)
+····(·77,207,·53)·····#·rgb·=·(0x4d,0xcf,0x35)
+····(·54,148,·38)·····#·rgb·=·(0x36,0x94,0x26)
+····(·51,123,·38)·····#·rgb·=·(0x33,0x7b,0x26)
+····(·54,212,·25)·····#·rgb·=·(0x36,0xd4,0x19)
+····(·58,196,·38)·····#·rgb·=·(0x3a,0xc4,0x26)
+····(·20,·37,·13)·····#·rgb·=·(0x14,0x25,0x0d)
+····(·23,·43,·16)·····#·rgb·=·(0x17,0x2b,0x10)
+····(·72,199,·50)·····#·rgb·=·(0x48,0xc7,0x32)
+····(·59,187,·36)·····#·rgb·=·(0x3b,0xbb,0x24)
+····(·51,180,·29)·····#·rgb·=·(0x33,0xb4,0x1d)
+····(·57,·69,·26)·····#·rgb·=·(0x39,0x45,0x1a)
+····(·55,185,·38)·····#·rgb·=·(0x37,0xb9,0x26)
+····(133,153,·52)·····#·rgb·=·(0x85,0x99,0x34)
+····(173,199,·86)·····#·rgb·=·(0xad,0xc7,0x56)
+····(··8,·17,··6)·····#·rgb·=·(0x08,0x11,0x06)
+····(105,117,·69)·····#·rgb·=·(0x69,0x75,0x45)
+····(177,213,·61)·····#·rgb·=·(0xb1,0xd5,0x3d)
+····(·72,148,·45)·····#·rgb·=·(0x48,0x94,0x2d)
+····(106,218,·65)·····#·rgb·=·(0x6a,0xda,0x41)
+····(167,198,·68)·····#·rgb·=·(0xa7,0xc6,0x44)
+····(·52,189,·24)·····#·rgb·=·(0x34,0xbd,0x18)
+····(·37,119,·20)·····#·rgb·=·(0x25,0x77,0x14)
+····(·41,141,·20)·····#·rgb·=·(0x29,0x8d,0x14)
+····(·52,174,·31)·····#·rgb·=·(0x34,0xae,0x1f)
+····(102,119,·45)·····#·rgb·=·(0x66,0x77,0x2d)
+····(·42,152,·22)·····#·rgb·=·(0x2a,0x98,0x16)
+····(·50,·65,·32)·····#·rgb·=·(0x32,0x41,0x20)
+····(·68,·87,·14)·····#·rgb·=·(0x44,0x57,0x0e)
+····(104,214,·62)·····#·rgb·=·(0x68,0xd6,0x3e)
+····(·59,119,·37)·····#·rgb·=·(0x3b,0x77,0x25)
+····(120,143,·46)·····#·rgb·=·(0x78,0x8f,0x2e)
+····(·29,200,··0)·····#·rgb·=·(0x1d,0xc8,0x00)
+····(·66,132,·41)·····#·rgb·=·(0x42,0x84,0x29)
+····(113,232,·68)·····#·rgb·=·(0x71,0xe8,0x44)
+····(102,209,·62)·····#·rgb·=·(0x66,0xd1,0x3e)
+····(·48,·95,·30)·····#·rgb·=·(0x30,0x5f,0x1e)
+····(·84,170,·52)·····#·rgb·=·(0x54,0xaa,0x34)
+····(149,182,·54)·····#·rgb·=·(0x95,0xb6,0x36)
+····(140,174,·42)·····#·rgb·=·(0x8c,0xae,0x2a)
+····(·42,·51,·22)·····#·rgb·=·(0x2a,0x33,0x16)
+····(100,206,·61)·····#·rgb·=·(0x64,0xce,0x3d)
+····(109,225,·67)·····#·rgb·=·(0x6d,0xe1,0x43)
+····(104,213,·64)·····#·rgb·=·(0x68,0xd5,0x40)
+····(·38,·72,·24)·····#·rgb·=·(0x26,0x48,0x18)
+····(··6,·10,··4)·····#·rgb·=·(0x06,0x0a,0x04)
+····(·53,105,·34)·····#·rgb·=·(0x35,0x69,0x22)
+····(·96,197,·59)·····#·rgb·=·(0x60,0xc5,0x3b)
+····(·91,185,·55)·····#·rgb·=·(0x5b,0xb9,0x37)
+····(··8,··8,·12)·····#·rgb·=·(0x08,0x08,0x0c)
+····(·37,·36,·58)·····#·rgb·=·(0x25,0x24,0x3a)
+····(·50,·48,·78)·····#·rgb·=·(0x32,0x30,0x4e)
+····(·19,·17,·29)·····#·rgb·=·(0x13,0x11,0x1d)
+····(·91,·88,141)·····#·rgb·=·(0x5b,0x58,0x8d)
+····(132,127,206)·····#·rgb·=·(0x84,0x7f,0xce)
+····(130,126,203)·····#·rgb·=·(0x82,0x7e,0xcb)
+····(123,119,193)·····#·rgb·=·(0x7b,0x77,0xc1)
+····(·75,·72,116)·····#·rgb·=·(0x4b,0x48,0x74)
+····(135,130,210)·····#·rgb·=·(0x87,0x82,0xd2)
+····(121,117,189)·····#·rgb·=·(0x79,0x75,0xbd)
+····(126,123,199)·····#·rgb·=·(0x7e,0x7b,0xc7)
+····(·27,·26,·42)·····#·rgb·=·(0x1b,0x1a,0x2a)
+····(117,113,183)·····#·rgb·=·(0x75,0x71,0xb7)
+····(124,120,195)·····#·rgb·=·(0x7c,0x78,0xc3)
+····(110,106,172)·····#·rgb·=·(0x6e,0x6a,0xac)
+····(·69,·67,108)·····#·rgb·=·(0x45,0x43,0x6c)
+····(·51,··6,·68)·····#·rgb·=·(0x33,0x06,0x44)
+····(·92,··9,120)·····#·rgb·=·(0x5c,0x09,0x78)
+····(·69,··8,·90)·····#·rgb·=·(0x45,0x08,0x5a)
+····(162,·16,213)·····#·rgb·=·(0xa2,0x10,0xd5)
+····(157,·15,206)·····#·rgb·=·(0x9d,0x0f,0xce)


Offset 1, 290 lines modified		Offset 1, 265 lines modified
1	#SNG:·from·stdin	1	#SNG:·from·stdin
2	IHDR·{	2	IHDR·{
3	····width:·150;·height:·150;·bitdepth:·8;	3	····width:·150;·height:·150;·bitdepth:·8;
4	····using·color·palette;	4	····using·color·palette;
5	}	5	}
6	PLTE·{	6	PLTE·{
7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	7	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
8	····(··3,··3,··3)·····#·rgb·=·(0x03,0x03,0x03)·grey1
9	····(··4,··4,··4)·····#·rgb·=·(0x04,0x04,0x04)
10	····(··7,··7,··7)·····#·rgb·=·(0x07,0x07,0x07)
11	····(··7,··7,··7)·····#·rgb·=·(0x07,0x07,0x07)
12	····(·17,·14,··9)·····#·rgb·=·(0x11,0x0e,0x09)
13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	8	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	9	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
15	····(·16,·16,·16)·····#·rgb·=·(0x10,0x10,0x10)
16	····(·14,·14,·14)·····#·rgb·=·(0x0e,0x0e,0x0e)
17	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0	10	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		11	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		12	····(··6,··7,··8)·····#·rgb·=·(0x06,0x07,0x08)
		13	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		14	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		15	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
		16	····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
18	····(··5,··6,··6)·····#·rgb·=·(0x05,0x06,0x06)	17	····(··7,··9,··8)·····#·rgb·=·(0x07,0x09,0x08)
		18	····(·39,·38,·25)·····#·rgb·=·(0x27,0x26,0x19)
19	····(·10,·24,·19)·····#·rgb·=·(0x0a,0x18,0x13)	19	····(·52,·56,·39)·····#·rgb·=·(0x34,0x38,0x27)
20	····(·50,·78,·71)·····#·rgb·=·(0x32,0x4e,0x47)	20	····(·75,·78,·53)·····#·rgb·=·(0x4b,0x4e,0x35)
21	····(·69,·85,·75)·····#·rgb·=·(0x45,0x55,0x4b)
22	····(·40,·58,·52)·····#·rgb·=·(0x28,0x3a,0x34)
23	····(·57,·86,·71)·····#·rgb·=·(0x39,0x56,0x47)
24	····(·73,108,·90)·····#·rgb·=·(0x49,0x6c,0x5a)
25	····(·74,113,·92)·····#·rgb·=·(0x4a,0x71,0x5c)
26	····(·68,108,·89)·····#·rgb·=·(0x44,0x6c,0x59)
27	····(·67,100,·83)·····#·rgb·=·(0x43,0x64,0x53)
28	····(·25,·41,·35)·····#·rgb·=·(0x19,0x29,0x23)	21	····(·47,·47,·43)·····#·rgb·=·(0x2f,0x2f,0x2b)
		22	····(·58,·66,·50)·····#·rgb·=·(0x3a,0x42,0x32)
29	····(··7,·19,·12)·····#·rgb·=·(0x07,0x13,0x0c)	23	····(·20,·19,·12)·····#·rgb·=·(0x14,0x13,0x0c)
30	····(·68,112,·91)·····#·rgb·=·(0x44,0x70,0x5b)
31	····(·66,113,·86)·····#·rgb·=·(0x42,0x71,0x56)
32	····(·61,105,·84)·····#·rgb·=·(0x3d,0x69,0x54)
33	····(·72,~~105~~,·86)·····#·rgb·=·(0x48,0x69,0x56)	24	····(·12,·20,·21)·····#·rgb·=·(0x0c,0x14,0x15)
		25	····(·23,·37,·38)·····#·rgb·=·(0x17,0x25,0x26)
		26	····(·29,·25,·39)·····#·rgb·=·(0x1d,0x19,0x27)
34	····(·23,·24,·23)·····#·rgb·=·(0x17,0x18,0x17)	27	····(·23,·24,·22)·····#·rgb·=·(0x17,0x18,0x16)
35	····(·36,·54,·44)·····#·rgb·=·(0x24,0x36,0x2c)	28	····(·36,·57,·57)·····#·rgb·=·(0x24,0x39,0x39)
36	····(·68,107,·86)·····#·rgb·=·(0x44,0x6b,0x56)
37	····(·51,·70,·59)·····#·rgb·=·(0x33,0x46,0x3b)	29	····(·52,·86,·88)·····#·rgb·=·(0x34,0x56,0x58)
		30	····(·66,108,111)·····#·rgb·=·(0x42,0x6c,0x6f)
		31	····(·91,150,153)·····#·rgb·=·(0x5b,0x96,0x99)
		32	····(·83,137,140)·····#·rgb·=·(0x53,0x89,0x8c)
38	····(·21,·36,·26)·····#·rgb·=·(0x15,0x24,0x1a)	33	····(·48,·46,·66)·····#·rgb·=·(0x30,0x2e,0x42)
		34	····(141,117,143)·····#·rgb·=·(0x8d,0x75,0x8f)
		35	····(·41,·69,·70)·····#·rgb·=·(0x29,0x45,0x46)
39	····(·60,104,~~·82~~)·····#·rgb·=·(0x3c,0x68,0x52)	36	····(·60,100,103)·····#·rgb·=·(0x3c,0x64,0x67)
40	····(·69,101,·82)·····#·rgb·=·(0x45,0x65,0x52)
41	····(·25,·50,·42)·····#·rgb·=·(0x19,0x32,0x2a)
42	····(·73,114,104)·····#·rgb·=·(0x49,0x72,0x68)
43	····(·81,132,125)·····#·rgb·=·(0x51,0x84,0x7d)
44	····(·12,·34,·25)·····#·rgb·=·(0x0c,0x22,0x19)
45	····(·82,137,131)·····#·rgb·=·(0x52,0x89,0x83)	37	····(·82,135,138)·····#·rgb·=·(0x52,0x87,0x8a)
46	····(·62,137,125)·····#·rgb·=·(0x3e,0x89,0x7d)	38	····(·96,157,161)·····#·rgb·=·(0x60,0x9d,0xa1)
		39	····(108,178,181)·····#·rgb·=·(0x6c,0xb2,0xb5)
		40	····(113,185,189)·····#·rgb·=·(0x71,0xb9,0xbd)
47	····(~~·74~~,136,129)·····#·rgb·=·(0x4a,0x88,0x81)	41	····(115,188,193)·····#·rgb·=·(0x73,0xbc,0xc1)
48	····(·74,132,125)·····#·rgb·=·(0x4a,0x84,0x7d)
49	····(~~·70~~,132,124)·····#·rgb·=·(0x46,0x84,0x7c)	42	····(117,192,196)·····#·rgb·=·(0x75,0xc0,0xc4)
		43	····(100,165,169)·····#·rgb·=·(0x64,0xa5,0xa9)
		44	····(111,182,186)·····#·rgb·=·(0x6f,0xb6,0xba)
		45	····(110,181,185)·····#·rgb·=·(0x6e,0xb5,0xb9)
		46	····(104,172,177)·····#·rgb·=·(0x68,0xac,0xb1)
		47	····(·11,·12,·11)·····#·rgb·=·(0x0b,0x0c,0x0b)
		48	····(114,·86,148)·····#·rgb·=·(0x72,0x56,0x94)
		49	····(·29,·49,·50)·····#·rgb·=·(0x1d,0x31,0x32)
		50	····(·52,·72,·73)·····#·rgb·=·(0x34,0x48,0x49)
50	····(·39,·39,·38)·····#·rgb·=·(0x27,0x27,0x26)	51	····(·41,·39,·38)·····#·rgb·=·(0x29,0x27,0x26)
51	····(·42,·68,·56)·····#·rgb·=·(0x2a,0x44,0x38)
52	····(·58,107,102)·····#·rgb·=·(0x3a,0x6b,0x66)
53	····(·71,·71,·70)·····#·rgb·=·(0x47,0x47,0x46)	52	····(·73,·69,·70)·····#·rgb·=·(0x49,0x45,0x46)
54	····(·42,·73,·52)·····#·rgb·=·(0x2a,0x49,0x34)
55	····(·19,··9,·10)·····#·rgb·=·(0x13,0x09,0x0a)	53	····(·99,·89,·99)·····#·rgb·=·(0x63,0x59,0x63)
56	····(·48,·45,·15)·····#·rgb·=·(0x30,0x2d,0x0f)
57	····(·22,··7,·22)·····#·rgb·=·(0x16,0x07,0x16)
58	····(·40,·22,·39)·····#·rgb·=·(0x28,0x16,0x27)
59	····(·77,·73,·49)·····#·rgb·=·(0x4d,0x49,0x31)
60	····(·68,·49,·59)·····#·rgb·=·(0x44,0x31,0x3b)
61	····(·90,·82,·33)·····#·rgb·=·(0x5a,0x52,0x21)
62	····(·31,·64,·47)·····#·rgb·=·(0x1f,0x40,0x2f)
63	····(·79,·44,·76)·····#·rgb·=·(0x4f,0x2c,0x4c)
64	····(101,·53,·91)·····#·rgb·=·(0x65,0x35,0x5b)
65	····(149,140,·74)·····#·rgb·=·(0x95,0x8c,0x4a)
66	····(109,·57,103)·····#·rgb·=·(0x6d,0x39,0x67)
67	····(116,·72,110)·····#·rgb·=·(0x74,0x48,0x6e)
68	····(115,108,·51)·····#·rgb·=·(0x73,0x6c,0x33)
69	····(134,·72,123)·····#·rgb·=·(0x86,0x48,0x7b)
70	····(140,·74,131)·····#·rgb·=·(0x8c,0x4a,0x83)
71	····(·27,·17,·35)·····#·rgb·=·(0x1b,0x11,0x23)
72	····(162,150,·86)·····#·rgb·=·(0xa2,0x96,0x56)
73	····(·43,·14,·40)·····#·rgb·=·(0x2b,0x0e,0x28)
74	····(149,·83,138)·····#·rgb·=·(0x95,0x53,0x8a)
75	····(·55,·25,·53)·····#·rgb·=·(0x37,0x19,0x35)
76	····(146,·75,138)·····#·rgb·=·(0x92,0x4b,0x8a)
77	····(147,·83,141)·····#·rgb·=·(0x93,0x53,0x8d)
78	····(133,118,·49)·····#·rgb·=·(0x85,0x76,0x31)
79	····(179,168,·78)·····#·rgb·=·(0xb3,0xa8,0x4e)
80	····(·35,·20,·22)·····#·rgb·=·(0x23,0x14,0x16)
81	····(133,121,·73)·····#·rgb·=·(0x85,0x79,0x49)
82	····(147,·73,135)·····#·rgb·=·(0x93,0x49,0x87)
83	····(139,·72,134)·····#·rgb·=·(0x8b,0x48,0x86)
84	····(152,141,·58)·····#·rgb·=·(0x98,0x8d,0x3a)
85	····(·76,·33,·75)·····#·rgb·=·(0x4c,0x21,0x4b)
86	····(133,·79,123)·····#·rgb·=·(0x85,0x4f,0x7b)
87	····(·53,·41,·49)·····#·rgb·=·(0x35,0x29,0x31)
88	····(103,·88,·87)·····#·rgb·=·(0x67,0x58,0x57)
89	····(165,146,147)·····#·rgb·=·(0xa5,0x92,0x93)
90	····(108,·99,·90)·····#·rgb·=·(0x6c,0x63,0x5a)
91	····(170,151,151)·····#·rgb·=·(0xaa,0x97,0x97)	54	····(·72,118,121)·····#·rgb·=·(0x48,0x76,0x79)
92	····(168,147,147)·····#·rgb·=·(0xa8,0x93,0x93)
93	····(117,106,108)·····#·rgb·=·(0x75,0x6a,0x6c)
94	····(~~133~~,120,119)·····#·rgb·=·(0x85,0x78,0x77)	55	····(·75,125,129)·····#·rgb·=·(0x4b,0x7d,0x81)
95	····(187,168,168)·····#·rgb·=·(0xbb,0xa8,0xa8)
96	····(150,137,138)·····#·rgb·=·(0x96,0x89,0x8a)
97	····(·68,·38,·46)·····#·rgb·=·(0x44,0x26,0x2e)	56	····(·26,·32,·26)·····#·rgb·=·(0x1a,0x20,0x1a)
		57	····(·71,·58,·73)·····#·rgb·=·(0x47,0x3a,0x49)
		58	····(120,196,201)·····#·rgb·=·(0x78,0xc4,0xc9)
98	····(·56,·55,·55)·····#·rgb·=·(0x38,0x37,0x37)	59	····(·56,·54,·54)·····#·rgb·=·(0x38,0x36,0x36)
99	····(·79,~~·80~~,·81)·····#·rgb·=·(0x4f,0x50,0x51)	60	····(·95,156,161)·····#·rgb·=·(0x5f,0x9c,0xa1)
100	····(·75,·75,·75)·····#·rgb·=·(0x4b,0x4b,0x4b)
Max diff block lines reached; 90395/101487 bytes (89.07%) of diff not shown.

+#SNG:·from·stdin
+IHDR·{
+····width:·150;·height:·150;·bitdepth:·8;
+····using·color·palette;
+PLTE·{
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··8,·18,·30)·····#·rgb·=·(0x08,0x12,0x1e)
+····(··8,·19,·32)·····#·rgb·=·(0x08,0x13,0x20)
+····(·12,·30,·46)·····#·rgb·=·(0x0c,0x1e,0x2e)
+····(·14,·30,·52)·····#·rgb·=·(0x0e,0x1e,0x34)
+····(·14,·28,·54)·····#·rgb·=·(0x0e,0x1c,0x36)
+····(··8,·17,·20)·····#·rgb·=·(0x08,0x11,0x14)
+····(·36,·52,118)·····#·rgb·=·(0x24,0x34,0x76)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(·13,·14,·14)·····#·rgb·=·(0x0d,0x0e,0x0e)
+····(··0,··0,··0)·····#·rgb·=·(0x00,0x00,0x00)·grey0
+····(··2,··1,·11)·····#·rgb·=·(0x02,0x01,0x0b)
+····(··9,·10,··8)·····#·rgb·=·(0x09,0x0a,0x08)
+····(··3,··2,·18)·····#·rgb·=·(0x03,0x02,0x12)
+····(135,120,210)·····#·rgb·=·(0x87,0x78,0xd2)
+····(136,119,224)·····#·rgb·=·(0x88,0x77,0xe0)
+····(150,141,206)·····#·rgb·=·(0x96,0x8d,0xce)
+····(131,121,185)·····#·rgb·=·(0x83,0x79,0xb9)
+····(118,100,212)·····#·rgb·=·(0x76,0x64,0xd4)
+····(133,121,201)·····#·rgb·=·(0x85,0x79,0xc9)
+····(134,120,203)·····#·rgb·=·(0x86,0x78,0xcb)
+····(150,139,218)·····#·rgb·=·(0x96,0x8b,0xda)
+····(·19,·17,·28)·····#·rgb·=·(0x13,0x11,0x1c)
+····(·22,·22,·23)·····#·rgb·=·(0x16,0x16,0x17)
+····(·10,··8,·23)·····#·rgb·=·(0x0a,0x08,0x17)
+····(·21,·19,·36)·····#·rgb·=·(0x15,0x13,0x24)
+····(··7,··9,·20)·····#·rgb·=·(0x07,0x09,0x14)
+····(·29,·51,101)·····#·rgb·=·(0x1d,0x33,0x65)
+····(·29,·53,105)·····#·rgb·=·(0x1d,0x35,0x69)
+····(·29,·40,·99)·····#·rgb·=·(0x1d,0x28,0x63)
+····(·21,·24,·58)·····#·rgb·=·(0x15,0x18,0x3a)
+····(·15,·20,·44)·····#·rgb·=·(0x0f,0x14,0x2c)
+····(·14,·44,·51)·····#·rgb·=·(0x0e,0x2c,0x33)
+····(·15,·80,·73)·····#·rgb·=·(0x0f,0x50,0x49)
+····(·27,·18,·45)·····#·rgb·=·(0x1b,0x12,0x2d)
+····(·33,·20,·50)·····#·rgb·=·(0x21,0x14,0x32)
+····(·28,·19,·49)·····#·rgb·=·(0x1c,0x13,0x31)
+····(162,150,234)·····#·rgb·=·(0xa2,0x96,0xea)
+····(·19,·34,·69)·····#·rgb·=·(0x13,0x22,0x45)
+····(·69,·52,166)·····#·rgb·=·(0x45,0x34,0xa6)
+····(·90,·73,182)·····#·rgb·=·(0x5a,0x49,0xb6)
+····(·85,·65,202)·····#·rgb·=·(0x55,0x41,0xca)
+····(·85,·70,167)·····#·rgb·=·(0x55,0x46,0xa7)
+····(·25,·19,·60)·····#·rgb·=·(0x19,0x13,0x3c)
+····(·98,·92,140)·····#·rgb·=·(0x62,0x5c,0x8c)
+····(·45,·27,151)·····#·rgb·=·(0x2d,0x1b,0x97)
+····(·51,·28,171)·····#·rgb·=·(0x33,0x1c,0xab)
+····(·17,·37,·56)·····#·rgb·=·(0x11,0x25,0x38)
+····(·99,·82,186)·····#·rgb·=·(0x63,0x52,0xba)
+····(184,175,238)·····#·rgb·=·(0xb8,0xaf,0xee)
+····(195,188,243)·····#·rgb·=·(0xc3,0xbc,0xf3)
+····(·43,·57,148)·····#·rgb·=·(0x2b,0x39,0x94)
+····(·19,·18,·51)·····#·rgb·=·(0x13,0x12,0x33)
+····(·12,·58,·57)·····#·rgb·=·(0x0c,0x3a,0x39)
+····(·26,181,176)·····#·rgb·=·(0x1a,0xb5,0xb0)
+····(·69,·51,145)·····#·rgb·=·(0x45,0x33,0x91)
+····(·70,·50,138)·····#·rgb·=·(0x46,0x32,0x8a)
+····(104,·80,228)·····#·rgb·=·(0x68,0x50,0xe4)
+····(104,·85,201)·····#·rgb·=·(0x68,0x55,0xc9)
+····(110,·88,228)·····#·rgb·=·(0x6e,0x58,0xe4)
+····(106,·87,214)·····#·rgb·=·(0x6a,0x57,0xd6)
+····(·35,·26,·68)·····#·rgb·=·(0x23,0x1a,0x44)
+····(114,109,147)·····#·rgb·=·(0x72,0x6d,0x93)
+····(153,140,231)·····#·rgb·=·(0x99,0x8c,0xe7)
+····(158,145,235)·····#·rgb·=·(0x9e,0x91,0xeb)
+····(164,151,243)·····#·rgb·=·(0xa4,0x97,0xf3)
+····(·57,·41,150)·····#·rgb·=·(0x39,0x29,0x96)
+····(·79,·52,227)·····#·rgb·=·(0x4f,0x34,0xe3)
+····(·73,·49,205)·····#·rgb·=·(0x49,0x31,0xcd)
+····(·69,·49,179)·····#·rgb·=·(0x45,0x31,0xb3)
+····(·66,·42,199)·····#·rgb·=·(0x42,0x2a,0xc7)
+····(·60,·37,183)·····#·rgb·=·(0x3c,0x25,0xb7)
+····(113,·92,216)·····#·rgb·=·(0x71,0x5c,0xd8)
+····(·84,·74,141)·····#·rgb·=·(0x54,0x4a,0x8d)
+····(186,179,232)·····#·rgb·=·(0xba,0xb3,0xe8)
+····(119,110,171)·····#·rgb·=·(0x77,0x6e,0xab)
+····(106,102,136)·····#·rgb·=·(0x6a,0x66,0x88)
+····(163,155,207)·····#·rgb·=·(0xa3,0x9b,0xcf)
+····(·72,·58,149)·····#·rgb·=·(0x48,0x3a,0x95)
+····(·99,·79,199)·····#·rgb·=·(0x63,0x4f,0xc7)
+····(·60,·47,133)·····#·rgb·=·(0x3c,0x2f,0x85)
+····(175,168,215)·····#·rgb·=·(0xaf,0xa8,0xd7)
+····(117,108,171)·····#·rgb·=·(0x75,0x6c,0xab)
+····(157,146,228)·····#·rgb·=·(0x9d,0x92,0xe4)
+····(·19,··8,·80)·····#·rgb·=·(0x13,0x08,0x50)
+····(·39,·25,120)·····#·rgb·=·(0x27,0x19,0x78)
+····(·29,·19,·87)·····#·rgb·=·(0x1d,0x13,0x57)
+····(·53,·43,112)·····#·rgb·=·(0x35,0x2b,0x70)
+····(·52,·42,104)·····#·rgb·=·(0x34,0x2a,0x68)
+····(·37,113,166)·····#·rgb·=·(0x25,0x71,0xa6)
+····(129,125,156)·····#·rgb·=·(0x81,0x7d,0x9c)
+····(·89,·86,118)·····#·rgb·=·(0x59,0x56,0x76)
+····(·35,·55,122)·····#·rgb·=·(0x23,0x37,0x7a)
+····(·85,·83,105)·····#·rgb·=·(0x55,0x53,0x69)
+····(·61,·36,199)·····#·rgb·=·(0x3d,0x24,0xc7)
+····(·43,·39,·70)·····#·rgb·=·(0x2b,0x27,0x46)
+····(138,132,179)·····#·rgb·=·(0x8a,0x84,0xb3)
+····(106,·99,152)·····#·rgb·=·(0x6a,0x63,0x98)
+····(·76,·70,116)·····#·rgb·=·(0x4c,0x46,0x74)
+····(·73,·68,103)·····#·rgb·=·(0x49,0x44,0x67)
+····(·20,·11,·70)·····#·rgb·=·(0x14,0x0b,0x46)
+····(·42,·52,139)·····#·rgb·=·(0x2a,0x34,0x8b)
+····(·34,·40,102)·····#·rgb·=·(0x22,0x28,0x66)
+····(·38,·41,117)·····#·rgb·=·(0x26,0x29,0x75)
+····(·25,169,164)·····#·rgb·=·(0x19,0xa9,0xa4)
+····(·23,144,139)·····#·rgb·=·(0x17,0x90,0x8b)
+····(·19,118,115)·····#·rgb·=·(0x13,0x76,0x73)
+····(·71,·44,115)·····#·rgb·=·(0x47,0x2c,0x73)
+····(·75,·49,130)·····#·rgb·=·(0x4b,0x31,0x82)
+····(·50,·35,·89)·····#·rgb·=·(0x32,0x23,0x59)
+····(·33,·92,137)·····#·rgb·=·(0x21,0x5c,0x89)
+····(·35,107,157)·····#·rgb·=·(0x23,0x6b,0x9d)
+····(·29,·38,·85)·····#·rgb·=·(0x1d,0x26,0x55)
+····(·26,·25,·67)·····#·rgb·=·(0x1a,0x19,0x43)
+····(·19,113,109)·····#·rgb·=·(0x13,0x71,0x6d)
+····(·18,·85,·83)·····#·rgb·=·(0x12,0x55,0x53)