{
"cells": [
{
"cell_type": "markdown",
"id": "handy-democrat",
"metadata": {},
"source": [
"# Quick demo\n",
"\n",
"Github: https://github.com/r9y9/pysinsy"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "radical-portland",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Populating the interactive namespace from numpy and matplotlib\n"
]
}
],
"source": [
"%pylab inline\n",
"import IPython\n",
"from IPython.display import Audio\n",
"import librosa\n",
"import librosa.display"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "important-pillow",
"metadata": {},
"outputs": [],
"source": [
"import pysinsy"
]
},
{
"cell_type": "markdown",
"id": "corporate-madonna",
"metadata": {},
"source": [
"## Synthesize audio\n",
"\n",
"NOTE: The code here is for the demonstration purpose. It is highly recommended to customize configurations on your own."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "composite-celebrity",
"metadata": {},
"outputs": [],
"source": [
"xml_path = \"../../tests/song070_f00001_063.xml\""
]
},
{
"cell_type": "markdown",
"id": "infrared-commercial",
"metadata": {},
"source": [
"### High-level API"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "aggregate-governor",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" "
],
"text/plain": [
""
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"x, sr = pysinsy.synthesize(xml_path)\n",
"\n",
"# Trim long silence part of the beginning\n",
"# NOTE: this is not generally needed\n",
"x = librosa.effects.trim(x, top_db=40)[0]\n",
"\n",
"plt.figure(figsize=(16,4))\n",
"librosa.display.waveplot(x, sr, x_axis=\"time\")\n",
"Audio(x, rate=sr)"
]
},
{
"cell_type": "markdown",
"id": "proved-bride",
"metadata": {},
"source": [
"### Using Sinsy API"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "affiliated-wholesale",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" \n",
" "
],
"text/plain": [
""
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"sinsy = pysinsy.Sinsy()\n",
"sinsy.setLanguages(\"j\", pysinsy.get_default_dic_dir())\n",
"sinsy.loadScoreFromMusicXML(xml_path)\n",
"sinsy.loadVoices(pysinsy.get_default_htsvoice())\n",
"\n",
"sinsy.setVolume(5.0)\n",
"x, sr = sinsy.synthesize()\n",
"\n",
"x = librosa.effects.trim(x, top_db=40)[0]\n",
"\n",
"plt.figure(figsize=(16,4))\n",
"librosa.display.waveplot(x, sr, x_axis=\"time\")\n",
"Audio(x, rate=sr)"
]
},
{
"cell_type": "markdown",
"id": "charitable-determination",
"metadata": {},
"source": [
"## Run frontend processing frontend only"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "ready-cooper",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sinsy = pysinsy.Sinsy()\n",
"sinsy.setLanguages(\"j\", pysinsy.get_default_dic_dir())\n",
"sinsy.loadScoreFromMusicXML(xml_path)"
]
},
{
"cell_type": "markdown",
"id": "opening-circle",
"metadata": {},
"source": [
"### Mono-phone label"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "olympic-appreciation",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0 10909090 sil\n",
"10909090 21818181 sil\n",
"21818181 32727272 sil\n",
"32727272 43636363 pau\n",
"43636363 47727272 g\n",
"43636363 47727272 e\n",
"47727272 49090909 N\n",
"49090909 53181818 k\n",
"49090909 53181818 o\n",
"53181818 54545454 ts\n",
"53181818 54545454 u\n",
"54545454 58636363 y\n",
"54545454 58636363 a\n",
"58636363 60000000 m\n",
"58636363 60000000 a\n",
"60000000 65454545 n\n",
"60000000 65454545 o\n",
"65454545 69545454 t\n",
"65454545 69545454 a\n",
"69545454 70909090 n\n",
"69545454 70909090 u\n",
"70909090 75000000 k\n",
"70909090 75000000 i\n",
"75000000 76363636 s\n",
"75000000 76363636 a\n",
"76363636 81818181 N\n",
"81818181 87272727 pau\n",
"87272727 92727272 o\n",
"87272727 92727272 cl\n",
"92727272 96818181 p\n",
"92727272 96818181 a\n",
"96818181 98181818 i\n",
"98181818 102272727 n\n",
"98181818 102272727 o\n",
"102272727 103636363 N\n",
"103636363 109090909 d\n",
"103636363 109090909 e\n",
"109090909 113181818 n\n",
"109090909 113181818 e\n",
"113181818 114545454 N\n",
"114545454 118636363 n\n",
"114545454 118636363 e\n",
"118636363 119999999 sh\n",
"118636363 119999999 i\n",
"119999999 125454545 t\n",
"119999999 125454545 e\n",
"125454545 130909090 pau\n",
"130909090 134999999 d\n",
"130909090 134999999 a\n",
"130909090 134999999 cl\n",
"134999999 136363636 k\n",
"134999999 136363636 o\n",
"136363636 140454545 sh\n",
"136363636 140454545 i\n",
"140454545 141818181 t\n",
"140454545 141818181 e\n",
"141818181 145909090 o\n",
"141818181 145909090 N\n",
"145909090 147272727 b\n",
"145909090 147272727 u\n",
"147272727 151363636 sh\n",
"147272727 151363636 i\n",
"151363636 152727272 t\n",
"151363636 152727272 e\n",
"152727272 156818181 m\n",
"152727272 156818181 a\n",
"156818181 158181818 t\n",
"156818181 158181818 a\n",
"158181818 162272727 a\n",
"162272727 163636363 sh\n",
"162272727 163636363 i\n",
"163636363 169090909 t\n",
"163636363 169090909 a\n",
"169090909 174545454 pau\n"
]
}
],
"source": [
"label = sinsy.createLabelData(True, 1, 1)\n",
"for line in label.getData():\n",
" print(line)"
]
},
{
"cell_type": "markdown",
"id": "noted-delight",
"metadata": {},
"source": [
"### Full-context label"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "single-policy",
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0 10909090 s@xx^xx-sil+sil=sil_xx%xx^00_00~00-1!1[xx$xx]xx/A:xx-xx-xx@xx~xx/B:1_1_1@xx|xx/C:2+1+1@JPN&0/D:xx!xx#xx$xx%xx|xx&xx;xx-xx/E:xx]xx^0=2/4~110!1@109#48+xx]1$1|0[10&0]48=0^100~xx#xx_xx;xx$xx&xx%xx[xx|0]0-n^xx+xx~xx=xx@xx$xx!xx%xx#xx|xx|xx-xx&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~xx+xx!xx^xx/F:A4#9#0-2/4$110$1+40%18;xx/G:xx_xx/H:xx_xx/I:12_12/J:2~2@3\n",
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"140454545 141818181 v@i^t-e+o=N_00%00^00_00~00-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:1+1+2@JPN&0/D:G4!7#0$2/4%110|1&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]4$1|9[1&42]6=87^13~4#10_9;28$42&126%25[75|0]0-n^xx+xx~xx=xx@xx$xx!3%1#6|4|30-18&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$2+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
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"141818181 145909090 v@e^o-N+b=u_00%00^00_00~00-1!1[xx$xx]xx/A:1-1-2@JPN~0/B:1_2_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&13;6-xx/E:G4]7^0=2/4~110!2@40#18+xx]1$4|0[10&0]48=0^100~5#9_10;27$48&120%28[72|0]0-n^xx+xx~xx=xx@xx$xx!2%2#5|5|24-24&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"145909090 147272727 c@o^N-b+u=sh_00%00^00_00~00-1!2[xx$1]xx/A:1-2-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|2&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]2$3|4[6&18]30=37^63~6#8_15;23$66&102%39[61|0]0-n^xx+xx~xx=xx@xx$xx!1%3#1|9|6-42&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"145909090 147272727 v@N^b-u+sh=i_00%00^00_00~00-2!1[xx$xx]xx/A:1-2-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|2&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]2$3|4[6&18]30=37^63~6#8_15;23$66&102%39[61|0]0-n^xx+xx~xx=xx@xx$xx!1%3#1|9|6-42&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"147272727 151363636 c@b^u-sh+i=t_00%00^00_00~00-1!2[xx$1]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&13;6-xx/E:G4]7^0=2/4~110!1@40#18+xx]3$2|5[5&24]24=50^50~7#7_16;21$72&96%42[58|0]0-n^xx+xx~xx=xx@xx$xx!xx%4#xx|10|xx-48&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"147272727 151363636 v@u^sh-i+t=e_00%00^00_00~00-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&13;6-xx/E:G4]7^0=2/4~110!1@40#18+xx]3$2|5[5&24]24=50^50~7#7_16;21$72&96%42[58|0]0-n^xx+xx~xx=xx@xx$xx!xx%4#xx|10|xx-48&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"151363636 152727272 c@sh^i-t+e=m_00%00^00_00~00-1!2[xx$1]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]4$1|9[1&42]6=87^13~8#6_20;17$90&78%53[47|0]0-n^xx+xx~xx=xx@xx$xx!xx%1#xx|4|xx-18&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"151363636 152727272 v@i^t-e+m=a_00%00^00_00~00-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]4$1|9[1&42]6=87^13~8#6_20;17$90&78%53[47|0]0-n^xx+xx~xx=xx@xx$xx!xx%1#xx|4|xx-18&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p0!xx^xx/F:G4#7#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"152727272 156818181 c@t^e-m+a=t_00%00^00_00~00-1!2[xx$1]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&13;6-xx/E:G4]7^0=2/4~110!1@40#18+xx]1$4|0[10&0]48=0^100~9#5_21;16$96&72%57[43|0]0-n^xx+xx~xx=xx@xx$xx!xx%2#xx|5|xx-24&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p2!xx^xx/F:A4#9#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"152727272 156818181 v@e^m-a+t=a_00%00^00_00~00-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:G4!7#0$2/4%110|1&13;6-xx/E:G4]7^0=2/4~110!1@40#18+xx]1$4|0[10&0]48=0^100~9#5_21;16$96&72%57[43|0]0-n^xx+xx~xx=xx@xx$xx!xx%2#xx|5|xx-24&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+p2!xx^xx/F:A4#9#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"156818181 158181818 c@m^a-t+a=a_00%00^00_00~00-1!2[xx$1]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:1+1+1@JPN&0/D:G4!7#0$2/4%110|1&40;18-xx/E:A4]9^0=2/4~110!1@13#6+xx]2$3|4[6&18]30=37^63~10#4_25;12$114&54%67[33|0]0-n^xx+xx~xx=xx@xx$xx!xx%3#xx|9|xx-42&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~m2+p0!xx^xx/F:A4#9#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"156818181 158181818 v@a^t-a+a=sh_00%00^00_00~00-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:1+1+1@JPN&0/D:G4!7#0$2/4%110|1&40;18-xx/E:A4]9^0=2/4~110!1@13#6+xx]2$3|4[6&18]30=37^63~10#4_25;12$114&54%67[33|0]0-n^xx+xx~xx=xx@xx$xx!xx%3#xx|9|xx-42&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~m2+p0!xx^xx/F:A4#9#0-2/4$110$1+40%18;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"158181818 162272727 v@t^a-a+sh=i_00%00^00_00~00-1!1[xx$xx]xx/A:2-1-1@JPN~0/B:1_1_1@JPN|0/C:2+1+1@JPN&0/D:A4!9#0$2/4%110|1&13;6-xx/E:A4]9^0=2/4~110!1@40#18+xx]3$2|5[5&24]24=50^50~11#3_27;10$120&48%71[29|0]0-n^xx+xx~xx=xx@xx$xx!xx%4#xx|10|xx-48&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p0+m2!xx^xx/F:G4#7#0-2/4$110$1+13%6;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"162272727 163636363 c@a^a-sh+i=t_00%00^00_00~00-1!2[xx$1]xx/A:1-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:A4!9#0$2/4%110|1&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]4$1|9[1&42]6=87^13~12#2_31;6$138&30%82[18|0]0-n^xx+xx~xx=xx@xx$xx!xx%5#xx|15|xx-66&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p2+p2!xx^xx/F:A4#9#0-2/4$110$1+54%24;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"162272727 163636363 v@a^sh-i+t=a_00%00^00_00~00-2!1[xx$xx]xx/A:1-1-1@JPN~0/B:2_1_1@JPN|0/C:2+1+1@JPN&0/D:A4!9#0$2/4%110|1&40;18-xx/E:G4]7^0=2/4~110!1@13#6+xx]4$1|9[1&42]6=87^13~12#2_31;6$138&30%82[18|0]0-n^xx+xx~xx=xx@xx$xx!xx%5#xx|15|xx-66&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~p2+p2!xx^xx/F:A4#9#0-2/4$110$1+54%24;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"163636363 169090909 c@sh^i-t+a=pau_00%00^00_00~00-1!2[xx$1]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:xx+xx+xx@xx&xx/D:G4!7#0$2/4%110|1&13;6-xx/E:A4]9^0=2/4~110!1@54#24+xx]1$2|0[10&0]48=0^100~13#1_32;5$144&24%85[15|0]0-n^xx+xx~xx=xx@xx$xx!xx%6#xx|16|xx-72&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~m2+xx!xx^xx/F:xx#xx#xx-xx$xx$xx+xx%xx;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"163636363 169090909 v@i^t-a+pau=xx_00%00^00_00~xx-2!1[xx$xx]xx/A:2-1-1@JPN~0/B:2_1_1@JPN|0/C:xx+xx+xx@xx&xx/D:G4!7#0$2/4%110|1&13;6-xx/E:A4]9^0=2/4~110!1@54#24+xx]1$2|0[10&0]48=0^100~13#1_32;5$144&24%85[15|0]0-n^xx+xx~xx=xx@xx$xx!xx%6#xx|16|xx-72&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~m2+xx!xx^xx/F:xx#xx#xx-xx$xx$xx+xx%xx;xx/G:11_11/H:14_13/I:xx_xx/J:2~2@3\n",
"169090909 174545454 p@t^a-pau+xx=xx_00%00^00_xx~xx-1!1[xx$xx]xx/A:2-1-1@JPN~0/B:1_1_1@xx|xx/C:xx+xx+xx@xx&xx/D:A4!9#0$2/4%110|1&54;24-xx/E:xx]xx^0=2/4~110!1@54#24+xx]2$1|5[5&24]24=50^50~xx#xx_xx;xx$xx&xx%xx[xx|0]0-n^xx+xx~xx=xx@xx$xx!xx%xx#xx|xx|xx-xx&xx&xx+xx[xx;xx]xx;xx~xx~xx^xx^xx@xx[xx#xx=xx!xx~xx+xx!xx^xx/F:xx#xx#xx-xx$xx$xx+xx%xx;xx/G:14_13/H:xx_xx/I:xx_xx/J:2~2@3\n"
]
}
],
"source": [
"label = sinsy.createLabelData(False, 1, 1)\n",
"for line in label.getData():\n",
" print(line)"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.6"
}
},
"nbformat": 4,
"nbformat_minor": 5
}