{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "ff432e27-898c-4aa4-a04a-5eeb7bad9c38",
   "metadata": {},
   "source": [
    "# ScoreStruct\n",
    "\n",
    "In **maelzel.core** there is a division of concerns between music data (notes, chords, lines, voices, etc) and a score structure. The score structure (the `ScoreStruct` class) consists of a set of measure definitions (time signature, tempo). \n",
    "\n",
    "* [Defining a score structure](#Defining-a-score-structure)\n",
    "* [Content / Structure](#Content-/-Structure)\n",
    "* [Creating a click track from a ScoreStruct](#Creating-a-click-track-from-a-ScoreStruct)\n",
    "* [Exporting](#Exporting)\n",
    "* [Musical time vs Real time](#Musical-time-vs-Real-time)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "694102bd-2f43-4422-a88b-364e0c9bfae7",
   "metadata": {},
   "outputs": [],
   "source": [
    "from maelzel.core import *\n",
    "from IPython.display import display"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40ae4401-fd8f-472b-981a-4d538f93f39d",
   "metadata": {},
   "source": [
    "## Defining a score structure\n",
    "\n",
    "A `ScoreStruct` can be defined by adding measure definitions or from a string.\n",
    "\n",
    "Notice at the html representation of the ScoreStruct that there are time signatures which appear between parenthesis: these are inherited time signatures. The same applies to tempo: **if the measure does not define an explicit time signature or tempo, then these attributes are inherited from the previous measure** with an explicit tempo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "831525c4-6c49-41dc-b12b-c3d121f8ed73",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<p><strong>ScoreStruct</strong></p><table><thead><tr><th style=\"text-align:left\">Meas. Index</th><th style=\"text-align:left\">Timesig</th><th style=\"text-align:left\">Tempo (quarter note)</th><th style=\"text-align:left\">Label</th><th style=\"text-align:left\">Rehearsal</th><th style=\"text-align:left\">Barline</th></tr></thead><tbody><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">0</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">4/4</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">70</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">1</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">5/8</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">2</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">3/4</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">140</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">Section B</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">3</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">3/8</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">4</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">5</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">6</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">7</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">8</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">9</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(3/8)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">10</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">4/4</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">60</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">11</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">5/16</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">12</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">(5/16)</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">13</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">7/16</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">14</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\">3/8</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr><tr><td style=\"text-align:left\"><span style=\"font-size: small;\">...</span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td><td style=\"text-align:left\"><span style=\"font-size: small;\"></span></td></tr></tbody></table>"
      ],
      "text/plain": [
       "ScoreStruct([4/4@70, 5/8, 3/4@140, 3/8, 3/8, 3/8, 3/8, 3/8, 3/8, 3/8 …])"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "struct1 = ScoreStruct(r'''\n",
    "4/4, 70\n",
    "5/8\n",
    "3/4, 140, Section B\n",
    "3/8\n",
    "# A first value indicates the measure number. \n",
    "# Measures start at 0\n",
    "10, 4/4, 60  \n",
    "5/16\n",
    ".      # a period repeats the last measure\n",
    "7/16\n",
    "3/8\n",
    "# Three periods at the end indicate that this score extends indefinitely\n",
    "...\n",
    "''')\n",
    "struct1\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c9694a5-cf49-4263-818d-6ae64e1b3875",
   "metadata": {},
   "source": [
    "A `ScoreStruct` can be displayed as notation:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a769a54d-9e43-4acb-bd08-3d16550e4ed4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 1200
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "struct1.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "503d41b0-f9b3-48cf-a944-31208a68bd91",
   "metadata": {},
   "source": [
    "A `ScoreStruct` can be exported to multiple formats: **musicxml, MIDI, pdf, png, lilypond**. For example, by saving it as MIDI it is possible to import the score structure in a DAW"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4b5c3356-673c-46de-869e-e7623de12f0b",
   "metadata": {},
   "outputs": [],
   "source": [
    "struct1.write('struct.mid')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96c56461-55d0-43f6-a194-10407473bd7b",
   "metadata": {},
   "source": [
    "This is how the exported MIDI file looks in MuseScore. **NB**: *A note is added to the last measure of the score because an empty score is not imported correctly in many applications*\n",
    "\n",
    "![](assets/scorestruct-export-midi-musescore.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "efe07806-9d34-4b95-b657-56e7131ec800",
   "metadata": {},
   "source": [
    "## Content / Structure\n",
    "\n",
    "As said before, the score structure defines the time signatures and tempi of the measures in a score. The same content can be represented using different score structures. In the example below a score structure is created and used as ad-hoc context. The second call to `.show` is outside the context and the default score structure is used"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "88506cdd-84de-46ad-8ee2-13ad9e7b9cf5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "getConfig()['quant.complexity'] = 'highest'\n",
    "\n",
    "struct2 = ScoreStruct(r'''\n",
    "4/4, 120\n",
    "7/8\n",
    "3/4\n",
    "5/8(2-3)  # It is possible to set the internal subdivisions\n",
    "5/8(3-2)\n",
    "\n",
    "...\n",
    "''')\n",
    "notes = Chain([Note(m, dur=6/5) for i, m in enumerate(range(60, 72))])\n",
    "\n",
    "# Used as a context manager, the scorestruct is temporary: the previous\n",
    "# scorestruct is restored after the context manager exits\n",
    "with struct2:\n",
    "    notes.show()\n",
    "\n",
    "notes.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d723a128-6c2e-4326-80d9-a6a72357c731",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## Finding notes\n",
    "\n",
    "A `Chain` / `Voice` can be queried to locate events at a given time or position in the score. These locations refer to the active scorestruct. In the code below, for example, we search for the event present at the beginning of the 4th measure. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4d64ebd8-59b6-4c50-9972-055d1f86df22",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<code style=\"white-space: pre-line; font-size:0.9em;\">4A#:1.2♩</code><br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:691px\"\n",
       "             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\"/>"
      ],
      "text/plain": [
       "4A#:1.2♩"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n = notes.eventAt((3, 0))\n",
    "n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "31ddfe9c-2b5a-443b-baff-02a05c8f4973",
   "metadata": {},
   "source": [
    "The same but with another scorestruct. Notice that in this case the event found is the active event at the given time but the event itself has a start time prior to the given location."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e3b8a85a-1240-4ce7-a59e-4966b2a8ce90",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "with struct2:\n",
    "    n = notes.eventAt((3, 0))\n",
    "    n.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "82745973-0df2-4b66-bef7-8a50c5275e45",
   "metadata": {},
   "source": [
    "In order to get the object at precisely the given time, use `split=True`. This will split the returned event at the offset requested, keeping the part tied. This makes it possible to add attributes to the returned part"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "545d450e-de80-4a23-93d3-ed31dc024c17",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 675
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "with struct2:\n",
    "    n = notes.eventAt((3, 0), split=True)\n",
    "    n.addText(\"split\")\n",
    "    n.show()\n",
    "    notes.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "681001a9-3c39-4d30-99f1-1183b5411f5b",
   "metadata": {},
   "source": [
    "Same content, different score structures. In the next example only the tempo is modified. The resulting notation is the same, because objects in *maelzel.core* define their start time and duration in terms of beats (quarternotes). The playback is modified"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d714391d-a1f2-4713-a9aa-7fe42f84a1d8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
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       "<strong>OfflineRenderer</strong>(outfile=<code style=\"color:#9090FF\">\"/home/em/.local/share/maelzel/recordings/rec-2024-01-21T19:01:58.548.wav\"</code>, <code style=\"color:#9090FF\">1</code> channels, <code style=\"color:#9090FF\">12.02</code> secs, <code style=\"color:#9090FF\">44100</code> Hz)<br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:1935.0\"\n",
       "             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       "                <audio controls style=\"width: 100%; max-width: 1200px;\" >\n",
       "                    <source 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",
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       "margin-top:14px;\n",
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       "                <audio controls style=\"width: 100%; max-width: 1200px;\" >\n",
       "                    <source 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type=\"audio/mpeg\" />\n",
       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ],
      "text/plain": [
       "OfflineRenderer(sr=44100)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "notes2 = Chain([Note(m, dur=F(1, 1)) for i, m in enumerate(range(60, 72))])\n",
    "notes2.show()\n",
    "display(notes2.rec(nchnls=1))\n",
    "\n",
    "\n",
    "with ScoreStruct(timesig='4/4', tempo=88):\n",
    "    notes2.show()\n",
    "    display(notes2.rec(nchnls=1))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8cad10f2-85d6-4cf4-87ff-955f36ce03e2",
   "metadata": {},
   "source": [
    "The opposite operation is to fix the events in absolute time (seconds) and make them fit a given scorestruct. This is useful when working with fixed media, where a user might be interested in placing an event at a given moment in absolute time. Notice that the playback stays unmodified."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2408e1e3-7f0f-41f7-a970-54d83519b30e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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       "<IPython.core.display.Image object>"
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       "<strong>OfflineRenderer</strong>(outfile=<code style=\"color:#9090FF\">\"/home/em/.local/share/maelzel/recordings/rec-2024-01-21T19:02:06.746.wav\"</code>, <code style=\"color:#9090FF\">1</code> channels, <code style=\"color:#9090FF\">12.02</code> secs, <code style=\"color:#9090FF\">44100</code> Hz)<br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:1935.0\"\n",
       "             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       "                <audio controls style=\"width: 100%; max-width: 1200px;\" >\n",
       "                    <source 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\" type=\"audio/mpeg\" />\n",
       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ],
      "text/plain": [
       "OfflineRenderer(sr=44100)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "struct3 = ScoreStruct(timesig='3/4', tempo=144)\n",
    "struct = notes2.scorestruct(resolve=True)\n",
    "remappedNotes = []\n",
    "for n in notes2:\n",
    "    offset, dur = struct3.remapSpan(struct, n.absOffset(), n.dur)\n",
    "    remappedNotes.append(n.clone(offset=offset, dur=dur))\n",
    "\n",
    "chain3 = Chain(remappedNotes)\n",
    "with struct3:\n",
    "    chain3.show()\n",
    "    display(chain3.rec(nchnls=1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e045b49-ddc6-459b-8cfd-d1fbf4652a46",
   "metadata": {},
   "source": [
    "There is a shorthand for this operation: `.remap`. It can be called at the `Chain`/`Voice` level, resulting in all events in chain being remapped to the new score structure:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "f20fbc20-9a95-4c89-9764-7baf1278e485",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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       "<IPython.core.display.Image object>"
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       "<strong>OfflineRenderer</strong>(outfile=<code style=\"color:#9090FF\">\"/home/em/.local/share/maelzel/recordings/rec-2024-01-21T20:27:51.160.wav\"</code>, <code style=\"color:#9090FF\">1</code> channels, <code style=\"color:#9090FF\">12.02</code> secs, <code style=\"color:#9090FF\">44100</code> Hz)<br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:1935.0\"\n",
       "             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       "                <audio controls style=\"width: 100%; max-width: 1200px;\" >\n",
       "                    <source 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\" type=\"audio/mpeg\" />\n",
       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ],
      "text/plain": [
       "OfflineRenderer(sr=44100)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "chain3 = notes2.remap(struct3)\n",
    "with struct3:\n",
    "    chain3.show()\n",
    "    display(chain3.rec(nchnls=1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04e3e02b-a6fa-4572-984b-3dfe2ca3ed52",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## The Active ScoreStruct\n",
    "\n",
    "While working on a specific musical task it is possible to set a `ScoreStruct` as **active**, meaning that any subsequent action will use that as default if not otherwise specified. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "61cb2bf7-434d-4299-94ec-868ed731be2f",
   "metadata": {},
   "outputs": [],
   "source": [
    "setScoreStruct(struct3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed2fb982-4bc5-4855-8db1-6e64393085c7",
   "metadata": {},
   "source": [
    "This modifies the active Workspace to use the given scorestruct and is in fact a shortcut to:\n",
    "\n",
    "```python\n",
    "getWorkspace().scorestruct = struct2\n",
    "```\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "a8c663b6-e48e-476d-802f-4dbf3ad1a7a2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "notes2.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8faee382-5733-4266-ab1b-3d93ae0e74e7",
   "metadata": {},
   "source": [
    "## Attaching a ScoreStruct to an object"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e33319a4-509c-45fc-9fe9-68ca20579094",
   "metadata": {},
   "source": [
    "Instead of relying on the active score, a score structure can be explicitely attached to a `Score` object. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "59238f3f-b731-4f68-b74b-cd24b9817b25",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<code style=\"white-space: pre-line; font-size:0.9em;\">Score(1 voices)</code><br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:720px\"\n",
       "             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\"/>"
      ],
      "text/plain": [
       "Score(1 voices)"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sco = Score(voices=[notes2], scorestruct=struct1)\n",
    "sco"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "33f75816-f126-4233-b3aa-05ba10e0a04b",
   "metadata": {},
   "source": [
    "----------------------\n",
    "\n",
    "## Creating a click track from a ScoreStruct \n",
    "\n",
    "It is possible to create a **click track** for any defined ScoreStruct"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "052f3e5d-8808-4892-8cfa-9a4f663a20ca",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "width": 916.5
      }
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<strong>OfflineRenderer</strong>(outfile=<code style=\"color:#9090FF\">\"/home/em/.local/share/maelzel/recordings/rec-2024-01-20T19:12:31.084.wav\"</code>, <code style=\"color:#9090FF\">1</code> channels, <code style=\"color:#9090FF\">17.35</code> secs, <code style=\"color:#9090FF\">44100</code> Hz)<br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
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       "                <audio controls style=\"width: 100%; max-width: 1200px;\" >\n",
       "                    <source 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   "source": [
    "scorestruct = ScoreStruct(r'''\n",
    "4/4, 70\n",
    "5/8\n",
    "3/4, 140\n",
    "3/8\n",
    "4/4, 60\n",
    "5/16\n",
    ".\n",
    "7/16\n",
    "3/8\n",
    "...\n",
    "''')\n",
    "\n",
    "clicktrack = scorestruct.makeClickTrack()\n",
    "clicktrack.show()\n",
    "clicktrack.rec(nchnls=1)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f7f56d63-b79e-4980-bcf9-4767bbf5e04d",
   "metadata": {},
   "source": [
    "## Exporting"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "152684d1-ba34-4833-8119-53809668bfae",
   "metadata": {},
   "source": [
    "Both the clicktrack and the scorestruct can be exported to many formats: **musicxml**, **MIDI**, **pdf**, **png**, **lilypond**. To export to music21, export first to musicxml and import that into music21"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "48a3ab78-49dd-4801-a79e-b7c299da259f",
   "metadata": {},
   "outputs": [],
   "source": [
    "clicktrack.write('clicktrack.xml')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1c540277-0d13-479f-89aa-1b3bb31e5acb",
   "metadata": {},
   "source": [
    "The clicktrack imported in MuseScore\n",
    "\n",
    "![](assets/clicktrack-export-musescore.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "405aadae-934c-43a8-9941-e4cb21f1427f",
   "metadata": {},
   "source": [
    "------\n",
    "\n",
    "## Sidenote: Musical time vs Real time\n",
    "\n",
    "To place a musical event at a specific moment in real time (time in seconds, not in quarter notes), use \n",
    "the ScoreStruct to convert between both domains.\n",
    "\n",
    "* **beat**: returns the beat in quarternotes corresponding to the given time in seconds\n",
    "* **beatDelta**: returns a duration in quarternotes corresponding to the elapsed time between the two given times in seconds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "4a29a5f3-fcb6-4c6b-9a43-ab0b18159178",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<code style=\"white-space: pre-line; font-size:0.9em;\">4G:2♩:offset=8</code><br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:418px\"\n",
       "             src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAi4AAABkCAIAAAAudCyrAAAJLmlDQ1BJQ0MgUHJvZmlsZQAAeJyVlWdQk1kXx+/zPOmFQBJCh1BDkSolgJQQWijSq6hA6J1QRWyIuAIriog0RZBFARdclSJrRRQLi4ICFnSDLALKunEVUUFZcN8ZnfcdP7z/mXvPb/5z5t5zz/lwASCIg2XBy3tiUrrA28mOGRgUzATfKIyflsLx9HQD39W7EQCtxHu638/5rggRkWn85bi4vHL5KYJ0AKDsZdbMSk9Z4aPLTA+P/8JnV1iwXOAy31jh6H957EvOvyz6kuPrzV1+FQoAHCn6Gw7/hv9z74pUOIL02KjIbKZPclR6Vpggkpm20gkel8v0FCRHxSZEflPw/5X8HaVHZqevRG5yyiZBbHRMOvN/DjUyMDQEX2fxxutLjyFG/3/PZ0VfveR6ANhzACD7vnrhlQB07gJA+tFXT225r5R8ADru8DMEmf96qJUNDQiAAuhABigCVaAJdIERMAOWwBY4ABfgAXxBENgA+CAGJAIByAK5YAcoAEVgHzgIqkAtaABNoBWcBp3gPLgCroPb4C4YBo+BEEyCl0AE3oEFCIKwEBmiQTKQEqQO6UBGEBuyhhwgN8gbCoJCoWgoCcqAcqGdUBFUClVBdVAT9At0DroC3YQGoYfQODQD/Q19hBGYBNNhBVgD1ofZMAd2hX3h9XA0nArnwPnwXrgCrodPwh3wFfg2PAwL4ZfwHAIQIsJAlBFdhI1wEQ8kGIlCBMhWpBApR+qRVqQb6UPuIUJkFvmAwqBoKCZKF2WJckb5ofioVNRWVDGqCnUC1YHqRd1DjaNEqM9oMloerYO2QPPQgehodBa6AF2ObkS3o6+hh9GT6HcYDIaBYWHMMM6YIEwcZjOmGHMY04a5jBnETGDmsFisDFYHa4X1wIZh07EF2ErsSewl7BB2EvseR8Qp4YxwjrhgXBIuD1eOa8ZdxA3hpnALeHG8Ot4C74GPwG/Cl+Ab8N34O/hJ/AJBgsAiWBF8CXGEHYQKQivhGmGM8IZIJKoQzYlexFjidmIF8RTxBnGc+IFEJWmTuKQQUgZpL+k46TLpIekNmUzWINuSg8np5L3kJvJV8lPyezGamJ4YTyxCbJtYtViH2JDYKwqeok7hUDZQcijllDOUO5RZcby4hjhXPEx8q3i1+DnxUfE5CZqEoYSHRKJEsUSzxE2JaSqWqkF1oEZQ86nHqFepEzSEpkrj0vi0nbQG2jXaJB1DZ9F59Dh6Ef1n+gBdJEmVNJb0l8yWrJa8IClkIAwNBo+RwChhnGaMMD5KKUhxpCKl9ki1Sg1JzUvLSdtKR0oXSrdJD0t/lGHKOMjEy+yX6ZR5IouS1Zb1ks2SPSJ7TXZWji5nKceXK5Q7LfdIHpbXlveW3yx/TL5ffk5BUcFJIUWhUuGqwqwiQ9FWMU6xTPGi4owSTclaKVapTOmS0gumJJPDTGBWMHuZImV5ZWflDOU65QHlBRWWip9KnkqbyhNVgipbNUq1TLVHVaSmpOaulqvWovZIHa/OVo9RP6Tepz6vwdII0Nit0akxzZJm8Vg5rBbWmCZZ00YzVbNe874WRoutFa91WOuuNqxtoh2jXa19RwfWMdWJ1TmsM7gKvcp8VdKq+lWjuiRdjm6mbovuuB5Dz00vT69T75W+mn6w/n79Pv3PBiYGCQYNBo8NqYYuhnmG3YZ/G2kb8Y2qje6vJq92XL1tddfq18Y6xpHGR4wfmNBM3E12m/SYfDI1MxWYtprOmKmZhZrVmI2y6WxPdjH7hjna3M58m/l58w8WphbpFqct/rLUtYy3bLacXsNaE7mmYc2ElYpVmFWdldCaaR1qfdRaaKNsE2ZTb/PMVtU2wrbRdoqjxYnjnOS8sjOwE9i1281zLbhbuJftEXsn+0L7AQeqg59DlcNTRxXHaMcWR5GTidNmp8vOaGdX5/3OozwFHp/XxBO5mLlscel1Jbn6uFa5PnPTdhO4dbvD7i7uB9zH1qqvTVrb6QE8eB4HPJ54sjxTPX/1wnh5elV7Pfc29M717vOh+Wz0afZ552vnW+L72E/TL8Ovx5/iH+Lf5D8fYB9QGiAM1A/cEng7SDYoNqgrGBvsH9wYPLfOYd3BdZMhJiEFISPrWeuz19/cILshYcOFjZSNYRvPhKJDA0KbQxfDPMLqw+bCeeE14SI+l3+I/zLCNqIsYibSKrI0cirKKqo0ajraKvpA9EyMTUx5zGwsN7Yq9nWcc1xt3Hy8R/zx+KWEgIS2RFxiaOK5JGpSfFJvsmJydvJgik5KQYow1SL1YKpI4CpoTIPS1qd1pdOXP8X+DM2MXRnjmdaZ1Znvs/yzzmRLZCdl92/S3rRn01SOY85Pm1Gb+Zt7cpVzd+SOb+FsqdsKbQ3f2rNNdVv+tsntTttP7CDsiN/xW55BXmne250BO7vzFfK350/sctrVUiBWICgY3W25u/YH1A+xPwzsWb2ncs/nwojCW0UGReVFi8X84ls/Gv5Y8ePS3qi9AyWmJUf2YfYl7RvZb7P/RKlEaU7pxAH3Ax1lzLLCsrcHNx68WW5cXnuIcCjjkLDCraKrUq1yX+ViVUzVcLVddVuNfM2emvnDEYeHjtgeaa1VqC2q/Xg09uiDOqe6jnqN+vJjmGOZx543+Df0/cT+qalRtrGo8dPxpOPCE94nepvMmpqa5ZtLWuCWjJaZkyEn7/5s/3NXq25rXRujregUOJVx6sUvob+MnHY93XOGfab1rPrZmnZae2EH1LGpQ9QZ0ynsCuoaPOdyrqfbsrv9V71fj59XPl99QfJCyUXCxfyLS5dyLs1dTrk8eyX6ykTPxp7HVwOv3u/16h245nrtxnXH61f7OH2XbljdOH/T4ua5W+xbnbdNb3f0m/S3/2byW/uA6UDHHbM7XXfN73YPrhm8OGQzdOWe/b3r93n3bw+vHR4c8Rt5MBoyKnwQ8WD6YcLD148yHy083j6GHit8Iv6k/Kn80/rftX5vE5oKL4zbj/c/83n2eII/8fKPtD8WJ/Ofk5+XTylNNU0bTZ+fcZy5+2Ldi8mXKS8XZgv+lPiz5pXmq7N/2f7VLwoUTb4WvF76u/iNzJvjb43f9sx5zj19l/huYb7wvcz7Ex/YH/o+BnycWshaxC5WfNL61P3Z9fPYUuLS0j9CLJC+ERlPpwAAD+ZJREFUeJzt3U2P2lbbB/DDo1TNSE1ks5xKSW2y6aKqxh7d6qqtZLPprhJm0T2mu3Zl8xGATdUl5hMU2HUVcUZql5U4NFV2abEni1SaqMVoMlIitSr34jw9t2Xzjhne/r9FRIyBw4B8cd6uKzMej8k+y2QyxWLxu+++23ZDAABgRf+37QYAAMCxQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQygCAIAtQyiar1arybLMGJt4r+d5uq5nMplMJiPLsmVZE88Mw9B1XVmW+Wmu62641QAAe+POthuwoyil3W43DMN2uz0ajQghuq4nT7NtmzHWbrdVVeWPsiyr0+k0Gg3btsVpYRiaphmGIWNMVVXP88rlchiGnufd1hsCANhd6BXNIssyjzETeZ7XbrcppeIc0zRrtRohxHXdMAzFmdVqtd/ve57Hz7Rt23GcZrPJTwYAOHIIRZPxoMJNO6fVasmyHA05hBAebEajUbvd5kd836/X65qmmaYpTisWi4SQRqOxkdYDAOwVhKK1BEGQy+Wik0OyLPMbg8GA3+DxJta74sN9QRBMm4ICADgeexmKduTyLWaPou0Rt8/Pz6NHkgN9iqIQQlqt1qbbCQCw49JZtuD7fqPRqFQqok+wCZ7nNRqNfr/P/6soynbnWiqVCr9hWZY4yEOLJEni4MXFxcSHq6oaBIHv+xtuJgDArkshFDHGTNMcjUaU0g31VxhjlmUFQRA9GAQBn3GZyDTNaTGAMwyDUrpOq2RZjsXCWq3GX3TxpXGxqSYAgCO0bigScYgQ0u/3XddNvacSfYnFTVx7vdQJy2KMVatVQkij0Yj2kwAAYLa1QlEYhpZlRYNEvV4vl8szFkAvy/f9uXFIDJRF3fLYHY+XhJBWq4U4BACwlLWWLdi2HRs0I4TwnkFaqtXq7DgkSdLZ2VmKr7gCHodUVeVbXGP3apo28VF8lij1zhkAwN5ZvVdEKe10OsnjzWazUqmk1TGaO50zrQvieZ5YTj1RLpeLJkRYGe8amqbpeZ5YtcHz+vCema7r/X4/uTyBR/FcLrd+GwAA9tt4VYZhTHvOUqm08tPGzG68JEmDwWDZ5nGGYSzSgG63O+MPNRwONU1Lvl/DMBzH4bf5mjpN02IP5E87HA4XaQYAwAFbsVfEGEuuT3Mcp1wu53K5drvNU4iu9uRRiqIkxwA5SZJEKp2kYrE4e+wrle4I75MVi8Vo7y0Mw4uLi+hSb03TeMdItJbnYnAcZ6PL3wEA9sNqESw2ISRJUrfb5Xfx7kij0UglVE7bAaooSq/XS+UlZhPvtNVqxe5yHGfGH1b8Qcbjca/XkySpUChE/6tpGrpEAADj8XjFUBQd/pIkKRoV+AVaXHbX12q1eGICTtO0tOLcDDPG93iM6fV6s2N8LFL2ej1FURRFMQxDkiTDMBCHAAC4zHjefMxEsiyLhW2x5cuu69brdULIas88A2Ns39eb8XE8WZb3/Y0AAKRoxbkiEYcKhcK0NWyU0mgu6vUdwOU73T8IAMBhWDcd6oydpDuStBQAAHbcWqHIMIwZ+4fEemUAgN3EaytvuxWwXijK5/PJg2IvJz5gANhxX3zxxfn5OS5WW7dWKJo4eYMPFQD2xdXVFUGC/B2QcihijE3bkQoAADDRWqEomSkguiP1ABa8AQDALbhDCGm323M3bMY8fPjw+fPnX3311d27d6PHv/32W3H7yZMnPCsoAMBuevHiBSGk2WyKbJOwHeN5CWwAAAA2a7UkDTx6RRPwDIdDSZLE08YSUadlYtRMMRE47DX+fRA50eFQiR7M+p81r3YWzRgJKeIZ1KJlEKblVFtxruj8/JwQEi0IFKtxVywWV3vm2ZILXTRN8zxvE68FAAC3Y8VQxBPY8EoHhBBKKc87x0mSlEpVuqRYATpN0+bW1gMAgB23YiiSZVnTtCAIfN/nZUyj99q2vaEyPNFNS5IktdttWZanJcEDAIC9sPpibtExsiwrOjSnKMqMxHTrYIyJF5IkiVKqqqrneRPrmgMAwL5YPRTx2aBKpRIr57q5mZvoWJznebquh2GI9eIAAPtu9VCk63q0oh3nOM7m6iCI/bONRsOyLN/3TdOMdsgAAGAfrR6KKKWxHD+apm1oaI4Qwhjr9/uEEMdxbNvmvSJ+BAAA9todslKa9GfPnsVGxt55552vv/56c+vZvvnmG0LIZ599ls/nKaXlcjl6L9bRgXB5eYnvw2ETv0HX/6yvr6+jTwjp4qWChsOh+JimFg8aj8eFQuHWWgYAABCTGY/Hvu/H9uvM8OrVK9d1f/311+jBYrFYKpU20Lz/5zjOzc1NrVa7d+8ePxIrlXSE+aM+//zzm5ubBU/e9Ae0I/i34oDfLD50rt/v81GZ9d/jl19+ORgMarWapmkptQ7+x3Gcn3/++ezsTGw85UeSZ94hhKiqOqMYa4xt27E4RAj5559/NrdawXXdIAgYYzMaublX31mLX5IIIe+9997x/IkO+M3iQ49Z/z3ev3+fEKJp2sH/rbYim83yf8Wflx9JWm7ZQq1Wazab0SOlUkmSpM3t7GGMeZ7HtxBt6CUAAGC77ix+KqW0UqlEj/Alc2EYdjodvtc17eYR0zRVVW21WtFKSEliDUU2m8VOIwA4ALVabeokf0I+n9/rjt2ioSiZ3YfnO5BlOZ/PdzqdXq+3iVBk2zZjbO4CP3HChhIOAQDcsthP/7mOIhTZth3dTCriEIlkANrEpqJpz5nJZGKnoWgsAMCeWigUUUpjs0HRS7+qqpqm9ft93/dvZ0ZHZAQXGGPHFoqq1epSnfeNNgZuBz50OFQLhaLY7EupVIrVgDBNs9/vU0o3VBsiptFoxI5Uq1XLso5qdA5TYkcIHzocqvkr6DzPi25Fnph4m1fS6/V66TYuiTFmWVYsASshJAgC0zSXzRkBAAC7IDMej13XnXER7/f70dqpZ2dnsYXhL168uLq6ip4jy/L9+/fffffdk5OTFNv69OnTly9f3r179+Tk5OTk5K233hJ3XV9fv379+s2bN7yQUoovCnuE/0Z5+PDho0ePtt0W2KDhcMi3Sa7/Wf/00083NzfJy9ou+PHHH//+++8FT97Nrz0PH9HLciygCHcIIblcblooev36dfRhp6en0Q/s+vr66dOnb968iT0qDMMwDJ8/f356evro0aNozFjHBx98cHV19fLly3v37vGNaX/99derV6+ur6/ff//9dMMeAMB2ffLJJ9tuwi0az1StVqMnDwYDcVdywmYiSZJ6vd7sV1mc4zjJlyiVSmk9P+w1/n1wHGfbDYHNEom+1v+sz87OCCHdbjeVhkGMYRiEEMMwYkeS5swVDQaD6BVfLJBjjMVyY08zGo1SnMVJ9uw0TdtcsT4AALgFc0JRNE1qNPYkd7Mmy+gJo9HIsqyJ44PLiqVt1TQN5QAAAPbdnFAkejOKooiNO+12WxTNkyTJcZzBYOD7viRJhJDxeNzr9WLpcoMgiI31rSbau5Ikqd1uy7K8iSwPAHB4KKWu69q2bZqmaZqWZV1dXW27UUDI3H1FIsNCNKWEGKjlORdEiNJ1/eLiglJqmqbnecVi0bIs8Qye51UqlXW2/jDGxLPxl1ZV1fO8zSVjBYADEIah67rtdjuaMkZRFFVVf//99+21C/5nTq9IDLvlcjlxUIySxdLt8Nui42KaJqWUd5UIIaPRKJklYSnRsTheUJx/w9Z5TgA4bJ7nqarabDZFHFIUpdvt+r5PKT09PSWo4roD5oQisU4hGnL47g1JkmK5FfhG1+hKB13Xo/th19wDK5JzNxoNy7J83zdNM/ozBwAgilJaLpejoymO4/BLBz/y8ccfE0L+/PPPbbUQuEVDURRfjZfM+caPxFYW2LYtulaL14pNYozxXy6O49i2zXtF+C0DADNEfy4bhsEYiyWLefDgAUG+vh1whxDCGJtWDejZs2f8RrPZFFNEf/zxByGk1+tNHBy7uLiIHX/w4AFf5pC8a3GPHz8mhHz44YeEENd1RXlaDsN0IPzwww/4Phy2y8tLfmP2Z/3kyRN+5Xn77bc/+ugjXddjuyEfP378yy+/EEK+//57cX2DFP3222/8X/Ex8SMTjMfjQqFway0DAACIm7tdlucOimU04GNuhUIhdjLPhtBqtaIHxc+N6J7bZbfsapo2HA7FkWXfBRwD/mVAtoWDt2C2BUVRFEWJXje4WNIWpFrYnNSyLZB/d7bGFr/xBAedTie2coFnqJu2PGG1akY8WyvfQrTCwwHgOAVBEKsdwzefRIf3S6XSXhc/PRjzQxFfdzAajaJjsqZp8lHXZrMZzaTAVy7EEiuI5d0rzA0yxjzP41uIln0sABwzRVHExcf3fdu28/l8dK1TqVRC2rAdsVDpPM/z8vk837UqFs7Zti3Lsm3bnU6H72Yl//Z7Yivl+JoIRVFWSItgmqaqqq1Wa9rCCk6EyWw2iylrACCEVCqVcrmsqqqqqrEiZ4VCoVwuoz+0OxYKRaZpOo5Tr9cty2KMiQ6vZVk81an4RHkoiqbnabfb/GdIsuDeImzbZozNzaYqTsAgHgBwtm3zH7K+74stKLlc7tgqPu+FhUIRIaRWq1FK+/2+ruvtdlv0jWRZjv2y0DRNdIEZY3wyqVQqrZYpbloAy2QysdOS+5wA4MjxXHPbbgXMN3+uSKCUGoYRBMH5+bnrutMybfOfG5RSnoxuNBqlXschmUAIpcQBAPbXEqFIlmVKKV8HWa/XVVV1XZdSGotJfIyOzxCORqNSqZR6nEhW7atWq6kUoQAAgNu3RCjiarVar9czDGM0GtXr9Xw+n81mMxHNZpMQEgSBpmndbjfd/hBjzLKs2Awkf7kUC/QBAMCtGiPbAgAAbFVmPB7PyEG3gsvLy1ar9Z///OfTTz9N6zkBAOBQZbPZzDiRRGdNlNJ8Pu84zmqrtwEA4NgsPVcEAACQriVCEc+cIctyJpPhu4s21ywAADgei4Yixpiu66Iob7/fLxaLiEYAALC+RUORZVnJ0t0Ts71hfw8AACxloVBEKeXFEGOCIKCUxg5OqxABAAAwUfrLFniv6Pz8PPVnBgCAg7RuKEomIeUTSEhOCgAAC1ooFE2LK47jxHKte543Go0Mw0ClOwAAWNBCoUiW5VhyIEmSkptYwzCsVqvk3xrkAAAAi1h0gK5SqfAbhmF0u90wDJPJFFzXDYLAMIzVShMBAMBxWjQU6brOezwXFxetViu2Ytv3fcuyms2mpmnYbAQAAEtZLgddrVbj3SNJkkRRXt/3O50OIYTHIcwSAQDAUpZOh0oprVarsYpBkiTZtl2pVFAxHgAAlrViZm7f9xljvV4vm83quo7q8QAAsLL/AoJXGN2f/c7rAAAAAElFTkSuQmCC\"/>"
      ],
      "text/plain": [
       "4G:2♩:offset=8"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a one second event starting at 4 seconds\n",
    "setScoreStruct(tempo=120)\n",
    "s = getScoreStruct()\n",
    "Note(\"4G\", offset=s.beat(4), dur=s.beatDelta(4, 5))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b8fd6925-0f67-4309-afa3-cfa0e7afabac",
   "metadata": {},
   "source": [
    "The same but with another tempo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "d8dd96d5-c8f6-49ce-9355-6ad8c5844858",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<code style=\"white-space: pre-line; font-size:0.9em;\">4G:1.5♩:offset=6</code><br>\n",
       "        <img style=\"display:inline; padding:10px;\n",
       "margin-top:14px;\n",
       "width:318px\"\n",
       "             src=\"data:image/png;base64,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\"/>"
      ],
      "text/plain": [
       "4G:1.5♩:offset=6"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "setTempo(90)\n",
    "Note(\"4G\", offset=s.beat(4), dur=s.beatDelta(4, 5))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.11.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}