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gif.sh
executable file
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gif.sh
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#!/bin/sh -eu
LENSFLARE_PNG_BASE64=
DEFAULT_FINAL_SIZE=128x128
gif_roll() {
PAD_TO=200%
CUT_TO=50%
DELAY=2x100
NUM_FRAMES=1
REVOLUTIONS=1
FINAL_SIZE=$DEFAULT_FINAL_SIZE
while getopts p:c:d:n:r:s:h name
do
case $name in
p) PAD_TO=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
d) DELAY=$OPTARG ;;
n) NUM_FRAMES=$OPTARG ;;
r) REVOLUTIONS="$OPTARG";;
s) FINAL_SIZE="$OPTARG";;
*)
>&2 echo "roll [-p PAD_TO] [ -c CUT_TO ] [ -d DELAY ] [ -n NUM_FRAMES ] [ -r REVOLUTIONS ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
PAD_TO=$PAD_TO
CUT_TO=$CUT_TO
DELAY=$DELAY
NUM_FRAMES=$NUM_FRAMES
REVOLUTIONS=$REVOLUTIONS
FINAL_SIZE=$FINAL_SIZE"
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -background transparent \
-gravity center -extent "$PAD_TO" \
-duplicate "$NUM_FRAMES" -loop 0 \
-distort SRT "%[fx:360*(($REVOLUTIONS)*t/n)]" \
-extent "$CUT_TO" -resize "$FINAL_SIZE" \
-set delay "$DELAY" \
GIF:-
)
}
gif_wobble() {
PAD_TO=200%
CUT_TO=50%
DELAY=2x100
NUM_FRAMES=1
AMPLITUDE=8
FREQUENCY=1
FINAL_SIZE=$DEFAULT_FINAL_SIZE
while getopts p:c:d:n:a:f:s:h name
do
case $name in
p) PAD_TO=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
d) DELAY="$OPTARG";;
n) NUM_FRAMES="$OPTARG";;
a) AMPLITUDE="$OPTARG";;
f) FREQUENCY="$OPTARG";;
s) FINAL_SIZE="$OPTARG";;
*)
>&2 echo "wobble [-p PAD_TO] [ -c CUT_TO ] [ -d DELAY ] [ -n NUM_FRAMES ] [ -a AMPLITUDE ] [ -f FREQUENCY ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
PAD_TO=$PAD_TO
CUT_TO=$CUT_TO
DELAY=$DELAY
NUM_FRAMES=$NUM_FRAMES
AMPLITUDE=$AMPLITUDE
FREQUENCY=$FREQUENCY
FINAL_SIZE=$FINAL_SIZE
"
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -background transparent \
-gravity center -extent "$PAD_TO" \
-duplicate "$NUM_FRAMES" -loop 0 \
-distort SRT "%[fx:($AMPLITUDE)*sin(2*($FREQUENCY)*pi*t/n)]" \
-extent "$CUT_TO" -resize "$FINAL_SIZE" \
-set delay "$DELAY" \
GIF:-
)
}
gif_pulse() {
PAD_TO=200%
CUT_TO=50%
DELAY=2x100
NUM_FRAMES=1
SCALE_MIN=50
SCALE_MAX=1.0
FREQUENCY=1
FINAL_SIZE=$DEFAULT_FINAL_SIZE
while getopts p:c:d:n:0:1:f:s:h name
do
case $name in
p) PAD_TO=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
d) DELAY="$OPTARG";;
n) NUM_FRAMES="$OPTARG";;
0) SCALE_MIN="$OPTARG";;
1) SCALE_MAX="$OPTARG";;
f) FREQUENCY="$OPTARG";;
s) FINAL_SIZE="$OPTARG";;
*)
>&2 echo "pulse [-p PAD_TO] [ -c CUT_TO ] [ -d DELAY ] [ -n NUM_FRAMES ] [ -0 SCALE_MIN ] [ -1 SCALE_MAX ] [ -f FREQUENCY ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
PAD_TO=$PAD_TO
CUT_TO=$CUT_TO
DELAY=$DELAY
NUM_FRAMES=$NUM_FRAMES
SCALE_MIN=$SCALE_MIN
SCALE_MAX=$SCALE_MAX
FREQUENCY=$FREQUENCY
FINAL_SIZE=$FINAL_SIZE"
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -background transparent \
-gravity center -extent "$PAD_TO" \
-duplicate "$NUM_FRAMES" -loop 0 \
-distort SRT "%[fx:(($SCALE_MAX)+($SCALE_MIN))/2+(($SCALE_MAX)-($SCALE_MIN))*sin(2*($FREQUENCY)*pi*t/n)/2],0" \
-extent "$CUT_TO" -resize "$FINAL_SIZE" \
-set delay "$DELAY" \
GIF:-
)
}
gif_zoom() {
PAD_TO=200%
CUT_TO=50%
DELAY=2x100
NUM_FRAMES=1
SCALE_MIN=0.5
SCALE_MAX=1.0
POWER=2.0
FINAL_SIZE=$DEFAULT_FINAL_SIZE
while getopts p:c:d:n:0:1:e:s:h name
do
case $name in
p) PAD_TO=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
d) DELAY="$OPTARG";;
n) NUM_FRAMES="$OPTARG";;
0) SCALE_MIN="$OPTARG";;
1) SCALE_MAX="$OPTARG";;
e) POWER="$OPTARG";;
s) FINAL_SIZE="$OPTARG";;
*)
>&2 echo "zoom [-p PAD_TO] [ -c CUT_TO ] [ -d DELAY ] [ -n NUM_FRAMES ] [ -0 SCALE_MIN ] [ -1 SCALE_MAX ] [ -e POWER ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
PAD_TO=$PAD_TO
CUT_TO=$CUT_TO
DELAY=$DELAY
NUM_FRAMES=$NUM_FRAMES
SCALE_MIN=$SCALE_MIN
SCALE_MAX=$SCALE_MAX
POWER=$POWER
FINAL_SIZE=$FINAL_SIZE"
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -background transparent \
-gravity center -extent "$PAD_TO" \
-duplicate "$NUM_FRAMES" -loop 0 \
-distort SRT "%[fx:(1-((t/n)^($POWER)))*($SCALE_MIN) + ((t/n)^($POWER))*($SCALE_MAX)],0" \
-extent "$CUT_TO" -resize "$FINAL_SIZE" \
-set delay "$DELAY" \
GIF:-
)
}
gif_shake() {
PAD_TO=200%
CUT_TO=50%
DELAY=2x100
NUM_FRAMES=1
AMPLITUDE_X=10
AMPLITUDE_Y=10
FREQUENCY_X=2
FREQUENCY_Y=2
PHASE_X=0
PHASE_Y=pi/2
PHASE_RANDOM=pi
FINAL_SIZE=$DEFAULT_FINAL_SIZE
while getopts p:c:d:n:x:y:f:g:o:r:s:h name
do
case $name in
p) PAD_TO=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
d) DELAY="$OPTARG";;
n) NUM_FRAMES="$OPTARG";;
x) AMPLITUDE_X="$OPTARG";;
y) AMPLITUDE_Y="$OPTARG";;
f) FREQUENCY_X="$OPTARG";;
g) FREQUENCY_Y="$OPTARG";;
o) PHASE_Y="$OPTARG";;
r) PHASE_RANDOM="$OPTARG";;
s) FINAL_SIZE="$OPTARG";;
*)
>&2 echo "shake [-p PAD_TO] [ -c CUT_TO ] [ -d DELAY ] [ -n NUM_FRAMES ] [ -x AMPLITUDE_X ] [ -y AMPLITUDE_Y ] [ -f FREQUENCY_X ] [ -g FREQUENCY_Y ] [ -o PHASE_Y ] [ -r PHASE_RANDOM ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
PAD_TO=$PAD_TO
CUT_TO=$CUT_TO
DELAY=$DELAY
NUM_FRAMES=$NUM_FRAMES
AMPLITUDE_X=$AMPLITUDE_X
AMPLITUDE_Y=$AMPLITUDE_Y
FREQUENCY_X=$FREQUENCY_X
FREQUENCY_Y=$FREQUENCY_Y
PHASE_Y=$PHASE_Y
FINAL_SIZE=$FINAL_SIZE
PHASE_RANDOM=$PHASE_RANDOM"
false
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -background transparent \
-gravity center -extent "$PAD_TO" \
-duplicate "$NUM_FRAMES" -loop 0 \
-distort SRT "0,0 1,1 0%[fx:($AMPLITUDE_X)*sin(($PHASE_X)+2*($FREQUENCY_X)*pi*(t/n)+($PHASE_RANDOM)*rand())],%[fx:($AMPLITUDE_Y)*sin(($PHASE_Y)+2*($FREQUENCY_Y)*pi*(t/n)+($PHASE_RANDOM)*rand())]" \
-extent "$CUT_TO" -resize "$FINAL_SIZE" \
-set delay "$DELAY" \
GIF:-
)
}
gif_woke() {
FLARE_X=-33
FLARE_Y=-5
FLARE_SCALE=90%
FLARE_ALPHA=1.0
FINAL_SIZE=$DEFAULT_FINAL_SIZE
FLARE_FRAMES=
MIRROR_X=0
MIRROR_Y=0
MODE=linear-dodge
FLARE_ANGLE_RANDOM=30
FLARE_TRANSFORM=0
DELAY=2x100
while getopts fvn:m:x:y:z:a:r:t:s:d:h name
do
case $name in
f) MIRROR_X=1;;
v) MIRROR_Y=1;;
m) MODE=$OPTARG ;;
n) FLARE_FRAMES=$OPTARG ;;
x) FLARE_X=$OPTARG ;;
y) FLARE_Y=$OPTARG ;;
z) FLARE_SCALE=$OPTARG ;;
a) FLARE_ALPHA=$OPTARG ;;
r) FLARE_ANGLE_RANDOM=$OPTARG ;;
t) FLARE_TRANSFORM=$OPTARG;;
s) FINAL_SIZE=$OPTARG ;;
d) DELAY=$OPTARG ;;
*)
>&2 echo "woke [ -f | -v ] [ -m MODE ] [ -n FLARE_FRAMES ] [ -x FLARE_X ] [ -y FLARE_Y ] [ -z FLARE_SCALE ] [ -a FLARE_ALPHA ] [ -r FLARE_ANGLE_RANDOM ] [ -t FLARE_TRANSFORM ] [ -d DELAY ] [ -s FINAL_SIZE ] INPUT"
>&2 echo "defaults:
MIRROR_X=$MIRROR_X
MIRROR_Y=$MIRROR_Y
MODE=$MODE
FLARE_FRAMES=$FLARE_FRAMES
FLARE_X=$FLARE_X
FLARE_Y=$FLARE_Y
FLARE_SCALE=$FLARE_SCALE
FLARE_ALPHA=$FLARE_ALPHA
FLARE_ANGLE_RANDOM=$FLARE_ANGLE_RANDOM
FLARE_TRANSFORM=$FLARE_TRANSFORM
DELAY=$DELAY
FINAL_SIZE=$FINAL_SIZE
available -m modes:
$(convert -list compose | xargs printf "%s, ")
"
false
return
;;
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
LENSFLARE_PNG_TEMP=$(mktemp)
(base64 -D 2>/dev/null || base64 -d) > "$LENSFLARE_PNG_TEMP" <<EOF
$LENSFLARE_PNG_BASE64
EOF
INPUT_TEMP_FILE=
if [ -z "$FLARE_FRAMES" ]; then
INPUT_TEMP_FILE=$(mktemp)
cat "$INPUT" > "$INPUT_TEMP_FILE"
INPUT=$INPUT_TEMP_FILE
FLARE_FRAMES=$(printf "%s" "$(identify -format "%n\\n" "$INPUT" | head -n1)")
FLARE_FRAMES=$((FLARE_FRAMES-1))
fi
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" -coalesce \
-resize "$FINAL_SIZE" \
null: \
\( \
-gravity center \
\( -size "$FINAL_SIZE" xc:transparent \) \
null: \
-geometry +"$FLARE_X"+"$FLARE_Y" \
\( PNG:"$LENSFLARE_PNG_TEMP" -resize "$FLARE_SCALE" -duplicate "$FLARE_FRAMES" -distort SRT "%[fx:$FLARE_ANGLE_RANDOM*rand()]" \) \
-compose src-over \
-layers composite \
null: \
-geometry -"$FLARE_X"+"$FLARE_Y" \
\( PNG:"$LENSFLARE_PNG_TEMP" -resize "$FLARE_SCALE" -channel alpha -evaluate multiply "$MIRROR_X" -duplicate "$FLARE_FRAMES" -distort SRT "%[fx:$FLARE_ANGLE_RANDOM*rand()]" \) \
-compose plus \
-layers composite \
null: \
-geometry +"$FLARE_X"-"$FLARE_Y" \
\( PNG:"$LENSFLARE_PNG_TEMP" -resize "$FLARE_SCALE" -channel alpha -evaluate multiply "$MIRROR_Y" -duplicate "$FLARE_FRAMES" -distort SRT "%[fx:$FLARE_ANGLE_RANDOM*rand()]" \) \
-compose plus \
-layers composite \
-channel alpha -evaluate multiply "$FLARE_ALPHA" \
-coalesce \
-distort SRT "$FLARE_TRANSFORM" \
\) \
-compose "$MODE" \
-layers composite \
-set delay "$DELAY" \
+remap GIF:-
) || true
rm -f "$LENSFLARE_PNG_TEMP"
if [ -n "$INPUT_TEMP_FILE" ]; then
rm -f "$INPUT_TEMP_FILE"
fi
}
gif_fried() {
CUT_TO=60%
DISTORT=0.5
DISTORT_X=0
DISTORT_Y=0
FINAL_SIZE=$DEFAULT_FINAL_SIZE
COLOR=orange
TINT=80%
SATURATION=150
BLACK_POINT=25
WHITE_POINT=85
LOSS=3000
COLORS=133
while getopts l:x:y:d:c:s:o:t:u:b:w:m:h name
do
case $name in
x) DISTORT_X=$OPTARG ;;
y) DISTORT_Y=$OPTARG ;;
d) DISTORT=$OPTARG ;;
c) CUT_TO=$OPTARG ;;
o) COLOR=$OPTARG ;;
t) TINT=$OPTARG ;;
u) SATURATION=$OPTARG ;;
b) BLACK_POINT=$OPTARG ;;
w) WHITE_POINT=$OPTARG ;;
l) LOSS=$OPTARG ;;
m) COLORS=$OPTARG ;;
s) FINAL_SIZE=$OPTARG ;;
*)
>&2 echo "fried [ -d DISTORT ] [ -c CUT_TO ] [ -o COLOR ] [ -t TINT ] [ -b BLACK_POINT ] [ -w WHITE_POINT ] [ -u SATURATION ] [ -l LOSS ] [ -m COLORS ] [ -s FINAL_SIZE ] [ INPUT ]"
>&2 echo "defaults:
DISTORT_X=$DISTORT_X
DISTORT_Y=$DISTORT_Y
DISTORT=$DISTORT
CUT_TO=$CUT_TO
COLOR=$COLOR
TINT=$TINT
SATURATION=$SATURATION
BLACK_POINT=$BLACK_POINT
WHITE_POINT=$WHITE_POINT
COLORS=$COLORS
LOSS=$LOSS
FINAL_SIZE=$FINAL_SIZE"
return
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
(
set -x
convert -background transparent -dispose background -virtual-pixel transparent \
"$INPUT" \
-gravity center \
-extent 200%x200%+"$DISTORT_X"+"$DISTORT_Y" \
-implode -"$DISTORT" \
-extent "$CUT_TO"x"$CUT_TO"-"$DISTORT_X"-"$DISTORT_Y" \
-fill "$COLOR" -tint "$TINT" \
-modulate 100,"$SATURATION" \
-resize "$FINAL_SIZE" \
-level "$BLACK_POINT"%,"$WHITE_POINT"% \
GIF:- |
gifsicle --colors="$COLORS" -f --lossy="$LOSS"
)
}
gif_optimize() { # requires gifsicle with --lossy option (brew install giflossy)
TARGET_GEOMETRY=$DEFAULT_FINAL_SIZE
TARGET_SIZE_KB=128
while getopts g:s:h name
do
case $name in
g) TARGET_GEOMETRY=$OPTARG ;;
s) TARGET_SIZE_KB=$OPTARG ;;
*)
>&2 echo "optimize [ -g TARGET_GEOMETRY ] [ -s TARGET_SIZE_KB ] [ INPUT ]"
>&2 echo "defaults:
TARGET_GEOMETRY=$TARGET_GEOMETRY
TARGET_SIZE_KB=$TARGET_SIZE_KB"
return
esac
done
shift $((OPTIND - 1))
INPUT=${1:--}
INPUT_TEMP_FILE=$(mktemp)
cat "$INPUT" > "$INPUT_TEMP_FILE"
INPUT=$INPUT_TEMP_FILE
TEMP_FILE=$(mktemp)
size=$(du -k "$INPUT" | xargs printf "%s%0.s")
if [ "$size" -le "$TARGET_SIZE_KB" ]; then
cat "$INPUT"
rm -f "$INPUT_TEMP_FILE"
rm -f "$TEMP_FILE"
return
fi
>&2 echo original: "$size"KB
for c in "" "--colors=256" "--colors=128" "--colors=64" "--colors=32" "--colors=16"; do
for l in 0 5 10 20 30 40 50 60 70 80 90 100 110 120 130 140 150 160 170 180 190 200 210 220 230 240 250 260 270 280 290 300; do
>&2 printf "%s --lossy=%3s" "$c" "$l"
2>/dev/null gifsicle -j $c --resize "$TARGET_GEOMETRY" --lossy="$l" <"$INPUT" >"$TEMP_FILE"
size=$(du -k "$TEMP_FILE" | xargs printf "%s%0.s")
>&2 printf ": %sKB\\n" "$size"
if [ "$size" -le "$TARGET_SIZE_KB" ]; then
cat "$TEMP_FILE"
rm -f "$INPUT_TEMP_FILE"
rm -f "$TEMP_FILE"
return
fi
done
done
>&2 echo "could not get size below $TARGET_SIZE_KB"KB
cat "$INPUT"
rm -f "$INPUT_TEMP_FILE"
rm -f "$TEMP_FILE"
false
}
main() {
case ${1:-} in
-s) DEFAULT_FINAL_SIZE="$2"; shift 2 ;;
esac
command="${1:-help}"
if [ $# -gt 0 ]; then
shift
fi
case $command in
roll) gif_roll "$@" ;;
wobble) gif_wobble "$@" ;;
pulse) gif_pulse "$@" ;;
zoom) gif_zoom "$@" ;;
shake) gif_shake "$@" ;;
woke) gif_woke "$@" ;;
fried) gif_fried "$@" ;;
optimize) gif_optimize "$@" ;;
*)
name=$(basename "$0")
>&2 echo "Usage:"
>&2 echo " $name [ -s DEFAULT_FINAL_SIZE ] (roll | wobble | pulse | zoom | shake | woke | fried | optimize) [ -h ] [ OPTIONS ]"
>&2 echo "defaults:
DEFAULT_FINAL_SIZE=$DEFAULT_FINAL_SIZE"
esac
}
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
main "$@"