{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "3222674a-f67e-42d4-94d9-a7192429394d", "metadata": { "tags": [] }, "outputs": [], "source": [ "from maelzel.core import *\n" ] }, { "cell_type": "markdown", "id": "acde483d-d1d2-44e7-b2ca-5d9e9ec1376b", "metadata": {}, "source": [ "A Chain is a sequence of events (notes, chords, clips, rests)" ] }, { "cell_type": "code", "execution_count": 2, "id": "86d2d624-c727-47f2-a4e4-0e11d7a892e7", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩, 5B:1♩, 6C#:0.333♩, …], dur=7)
\n", " " ], "text/plain": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩, 5B:1♩, 6C#:0.333♩, …])" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chain = Chain([\n", " Note(\"3G\", 0.5),\n", " Note(\"3Bb\", 0.5),\n", " Note(\"4D\", 0.75),\n", " Note(\"4F#\", 0.75),\n", " Note(\"4A\", 0.5),\n", " Note(\"5C\", 0.5),\n", " Note(\"5E\", 0.5),\n", " Note(\"5G#\", 1),\n", " Note(\"5B\", 1),\n", " Note(\"6C#\", F(1, 3)),\n", " Note(\"6Eb\", F(1, 3)),\n", " Note(\"6F\", F(1, 3))\n", "])\n", "chain" ] }, { "cell_type": "markdown", "id": "f8a73ee4-2d59-4302-a41e-67040620e5c1", "metadata": {}, "source": [ "Events (`Notes`, `Chords`, `Clips`, …) can have an **explicit** *offset*. This *offset* represents the start time of the event relative to the start of the Chain" ] }, { "cell_type": "code", "execution_count": 3, "id": "ad904a51-de4d-4d44-852d-4e3aa4c69261", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩:offset=6, 5B:1♩, 6C#:0.333♩, …], dur=9)
\n", " " ], "text/plain": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩:offset=6, 5B:1♩, 6C#:0.333♩, …])" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chain = Chain([\n", " Note(\"3G\", 0.5),\n", " Note(\"3Bb\", 0.5),\n", " Note(\"4D\", 0.75),\n", " Note(\"4F#\", 0.75),\n", " Note(\"4A\", 0.5),\n", " Note(\"5C\", 0.5),\n", " Note(\"5E\", 0.5),\n", " Note(\"5G#\", 1, offset=6), # <------ explicit offset\n", " Note(\"5B\", 1),\n", " Note(\"6C#\", F(1, 3)),\n", " Note(\"6Eb\", F(1, 3)),\n", " Note(\"6F\", F(1, 3))\n", "])\n", "chain" ] }, { "cell_type": "markdown", "id": "c1fe7bfa-3ec1-43a9-b47d-a210f0324f6b", "metadata": {}, "source": [ "### Chains within Chains\n", "\n", "A `Chain` can contain other `Chains`. Notice the effect of the *offset* now: it represents the start of the object relative to the parent `Chain`, resulting in a silence of 6 quarternotes." ] }, { "cell_type": "code", "execution_count": 4, "id": "4d8287eb-25a2-4ef4-ae2c-7ce805448645", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, Chain([5G#:1♩:offset=6, 5B:1♩, 6C#:0.333♩, 6D#:0.333♩, 6F:0.333♩])], dur=13)
\n", " " ], "text/plain": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, Chain([5G#:1♩:offset=6, 5B:1♩, 6C#:0.333♩, 6D#:0.333♩, 6F:0.333♩])])" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chain = Chain([\n", " Note(\"3G\", 0.5),\n", " Note(\"3Bb\", 0.5),\n", " Note(\"4D\", 0.75),\n", " Note(\"4F#\", 0.75),\n", " Note(\"4A\", 0.5),\n", " Note(\"5C\", 0.5),\n", " Note(\"5E\", 0.5),\n", " Chain([\n", " Note(\"5G#\", 1, offset=6),\n", " Note(\"5B\", 1),\n", " Note(\"6C#\", F(1, 3)),\n", " Note(\"6Eb\", F(1, 3)),\n", " Note(\"6F\", F(1, 3))\n", " ])\n", "])\n", "chain" ] }, { "cell_type": "markdown", "id": "a89d0840-bef0-4344-a64e-7f50ef373e1b", "metadata": { "tags": [] }, "source": [ "A `Chain` itself can also have an *offset*. To reproduce the original example, we can set the offset in the subchain itself" ] }, { "cell_type": "code", "execution_count": 5, "id": "1c8f3509-55d4-4a8e-8b71-ff0fa04a4283", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, Chain([5G#:1♩, 5B:1♩, 6C#:0.333♩, 6D#:0.333♩, 6F:0.333♩], offset=6)], dur=9)
\n", " " ], "text/plain": [ "Chain([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩, 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, Chain([5G#:1♩, 5B:1♩, 6C#:0.333♩, 6D#:0.333♩, 6F:0.333♩], offset=6)])" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chain = Chain([\n", " Note(\"3G\", 0.5),\n", " Note(\"3Bb\", 0.5),\n", " Note(\"4D\", 0.75),\n", " Note(\"4F#\", 0.75),\n", " Note(\"4A\", 0.5),\n", " Note(\"5C\", 0.5),\n", " Note(\"5E\", 0.5),\n", " Chain([\n", " Note(\"5G#\", 1),\n", " Note(\"5B\", 1),\n", " Note(\"6C#\", F(1, 3)),\n", " Note(\"6Eb\", F(1, 3)),\n", " Note(\"6F\", F(1, 3))\n", " ], offset=6)\n", "])\n", "chain" ] }, { "cell_type": "markdown", "id": "945c3369-0cbf-450b-88e3-309e1cb8705f", "metadata": {}, "source": [ "### Side-Note: dumping for debugging purposes\n", "\n", "If you have any doubt as to how the times are calculated, it is possible to `.dump()` a Chain. This will recursively dump any subchains. At the *offset* column it is possible to see the implicit offset (in parenthesis), which is always relative to the parent, and the calculated *beat*, which is the absolute offset measured in quarter notes. The *location* represents the placement of the object within the active score structure" ] }, { "cell_type": "code", "execution_count": 6, "id": "6fd5ae82-2657-43b4-9e9e-99a765840acc", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain - beat: 0, offset: None, dur: 9
location beat offset dur name gliss dyn playargs info
0:0 0 (0) 0.5 3G False None -
0:0.5 0.5 (1/2) 0.5 3A# False None -
0:1 1 (1) 0.75 4D False None -
0:1.75 1.75 (7/4) 0.75 4F# False None -
0:2.5 2.5 (5/2) 0.5 4A False None -
0:3 3 (3) 0.5 5C False None -
0:3.5 3.5 (7/2) 0.5 5E False None -
Chain - beat: 6, offset: 6, dur: 3
location beat offset dur name gliss dyn playargs info
1:2 6 (0) 1 5G# False None -
1:3 7 (1) 1 5B False None -
2:0 8 (2) 0.333 6C# False None -
2:0.333 8.333 (7/3) 0.333 6D# False None -
2:0.667 8.667 (8/3) 0.333 6F False None -" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "chain.dump()" ] }, { "cell_type": "markdown", "id": "1c3a563a-0a0e-4fac-b1c6-d5ec68fd8b6e", "metadata": {}, "source": [ "It is possible to flatten a Chain. As a consequence of flattening, any **implicit** *offset* is turned **explicit** (notice in the dump that the *offsets* are **not printed inside parenthesis**, indicating that they are indeed explicit) " ] }, { "cell_type": "code", "execution_count": 7, "id": "b965d95d-0940-42f1-a3da-9eb57f2d02b7", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain - beat: 0, offset: None, dur: 9
location beat offset dur name gliss dyn playargs info
0:0 0 0 0.5 3G False None -
0:0.5 0.5 0.5 0.5 3A# False None -
0:1 1 1 0.75 4D False None -
0:1.75 1.75 1.75 0.75 4F# False None -
0:2.5 2.5 2.5 0.5 4A False None -
0:3 3 3 0.5 5C False None -
0:3.5 3.5 3.5 0.5 5E False None -
1:2 6 6 1 5G# False None -
1:3 7 7 1 5B False None -
2:0 8 8 0.333 6C# False None -
2:0.333 8.333 8.333 0.333 6D# False None -
2:0.667 8.667 8.667 0.333 6F False None -" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "chain.flat().dump()" ] }, { "cell_type": "markdown", "id": "41f68878-feed-4053-9170-cbfec964f7df", "metadata": {}, "source": [ "### Side Note 2: Shorthand\n", "\n", "Any note or chord can be represented as a string in shorthand. Each event can be its own string or all events can be placed within a multiline string with each event using one line" ] }, { "cell_type": "code", "execution_count": 2, "id": "e666af79-efd2-4633-93ab-e11e5fd44c9b", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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"text/plain": [ "" ] }, "metadata": { "image/png": { "width": 549.75 } }, "output_type": "display_data" } ], "source": [ "chain1 = Chain([\n", " \"4C:1\",\n", " \"4D:0.5\",\n", " \"4E,4G:1+1/3\", # a chord\n", " \"4F~:1/3\", # a tied note\n", " \"4F:1/2:gliss\",\n", " \"4A+:0\", # a gracenote\n", " \"3B-\"\n", "])\n", "chain1.show()\n", "\n", "chain2 = Chain(r\"\"\"\n", " 3G:0.5\n", " 3Bb:0.5\n", " 4D:3/4\n", " 4F#:3/4:ff:dim # This dim. hairpin will stretch until the next dynamic\n", " 4A:1/2\n", " 5C:1/2\n", " 5E:1/2:p\n", " 5G#:1:accent\n", " 5B,6D-:1\n", " 6C#:1/3:slur # starts a slur\n", " 6Eb:1/3\n", " 6F:1/3:~slur # ends the previous slur\n", " rest/16 # A 16th note\n", " 6E-/8. # A dotted 8th note\n", "\"\"\")\n", "chain2.show()" ] }, { "cell_type": "markdown", "id": "a7c32a9b-f3bb-4693-9971-4a6a53db1c04", "metadata": {}, "source": [ "There are actions which can only be performed on voices. A `Voice` is very similar to a `Chain`, but always has an offset of 0. They are covered later on.\n", "\n", "In this example we convert to a Voice in order to break a beam at a given boundary" ] }, { "cell_type": "code", "execution_count": 9, "id": "493b4a20-6641-4f5c-b9aa-690b5424961a", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Voice([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩:symbols=[Hairpin(anchor=, direction=>, kind=start, linetype=solid, uuid=wnnpd4w8)], 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩:symbols=[Articulation(kind=accent)], ‹5B 6D- 1♩›, 6C#:0.333♩:symbols=[Slur(anchor=, kind=start, linetype=solid, uuid=cqw5o70x)], …], dur=8, offset=0)
\n", " " ], "text/plain": [ "Voice([3G:0.5♩, 3A#:0.5♩, 4D:0.75♩, 4F#:0.75♩:symbols=[Hairpin(anchor=, direction=>, kind=start, linetype=solid, uuid=wnnpd4w8)], 4A:0.5♩, 5C:0.5♩, 5E:0.5♩, 5G#:1♩:symbols=[Articulation(kind=accent)], ‹5B 6D- 1♩›, 6C#:0.333♩:symbols=[Slur(anchor=, kind=start, linetype=solid, uuid=cqw5o70x)], …], offset=0)" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "v = chain2.asVoice()\n", "v.addBreak(3)\n", "v" ] }, { "cell_type": "markdown", "id": "6b59903f-810d-4423-ae9d-c0091605d569", "metadata": {}, "source": [ "### Operations on Chains" ] }, { "cell_type": "code", "execution_count": 10, "id": "744dfdb6-a774-44d1-b393-cf12b2760f34", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "Chain([5F:0.5♩, 5D:0.5♩, 4A#:0.75♩, 4F#:0.75♩:symbols=[Hairpin(anchor=, direction=>, kind=start, linetype=solid, uuid=wnnpd4w8)], 4D#:0.5♩, 4C:0.5♩, 3G#:0.5♩, 3E:1♩:symbols=[Articulation(kind=accent)], ‹3C# 2B- 1♩›, 2B:0.333♩:symbols=[Slur(anchor=, kind=start, linetype=solid, uuid=cqw5o70x)], …], dur=8)
\n", " " ], "text/plain": [ "Chain([5F:0.5♩, 5D:0.5♩, 4A#:0.75♩, 4F#:0.75♩:symbols=[Hairpin(anchor=, direction=>, kind=start, linetype=solid, uuid=wnnpd4w8)], 4D#:0.5♩, 4C:0.5♩, 3G#:0.5♩, 3E:1♩:symbols=[Articulation(kind=accent)], ‹3C# 2B- 1♩›, 2B:0.333♩:symbols=[Slur(anchor=, kind=start, linetype=solid, uuid=cqw5o70x)], …])" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chain2.invertPitch(pivot=\"4F#\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "6e6bcf70-15e3-4cb7-9ba8-080d3977e068", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 741.75 } }, "output_type": "display_data" } ], "source": [ "with CoreConfig({'quant.complexity': 'highest'}):\n", " chain2.timeScale(factor=F(4,3)).show()\n", " " ] }, { "cell_type": "code", "execution_count": 9, "id": "fc918d5d-c599-41e2-9bfd-cafc0e7c623b", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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2vh5/PyZg8sAPfvCDc+fOtf9W07TFxUVCyJ/92Z8RQm644Yabb745k8lA7iPkHb6P7Pft2/eZz3zms5/9rNsNQQghhEaZKIqHDx/O5XI4CmXEqKr68MMPv/baay2vb9++ffPmzXBXpijKBx988Prrr8Ovzp07d+7cuXK5PDc3l8/n8c7NO3wf2R8+fHh1dRUje4QQQshW8Xh8JOuwappWLBYrlYqqqoQQjuNSqZT5yQND/rm79DOhp6am4vH4xz/+8WAwCIk+u/0JJAD94Q9/mM/nFxcXw+HwZz7zmaefftov73rENX2OEJJIJNxuBUIIIX8olUqjcfkbGN0DpVLJgc15eW/X63VBEDpGR7lczu4/t0Nfh3elUrnmmmsIIZs2bcrlcvV6fYAt5nK5W265hRBy9dVXVyqVAdaArIUzaBFCCKExgrNagaIoHMctLCx0/G0qlYI+eJv+3FahUMjMYrt27brqqqtKpdI777zD8/xgxwPP82+++WapVJqZmdm5c+cAa0DWwsgeIYQQGiM4q5UQoihKNBpdWloyWKZYLNr05/aBz9RkjP6FL3yhVqtZMgU2Go0qivLFL35x+FWhIWFkjxBCCCGHKIoyQE4ea2maFo1Ge+ZHqtfrdvy55TRNo88H+up3F0XRwuc2LMuKomjV2tDAfD+DFiGEEEIep6pqNpvN5/PwX0EQjKNAW6elZrNZM2lPZ2dn7fhzC2maFo/Hy+UyIYRhGJ7nM5mMmb+yb9/6ej7xiHB7oP+wCM6gRQghZJrlM2hLpZIgCIVCYbAJiK5wMgCAbTEMwzBMJBKh4YcgCB2Xd2BaaiAQ6BkdMQzT7QMd8s8tND8/T7cI+xbaFolEOi5v67714Hzi8YSRPUIIoTECkX0oFBpyPYVC4dZbb22JYG688cb9+/d7P8SH1jq5rUAgALslm83S3dW+oyqVinHcXKvVrGqSsW43HoVCYZg/t1ClUqGbgzRHlUqFYRjSJbK3dd8688EhM3CcPUIIoTHS1xTDjmCYdSKRePPNN1t+9fbbbx86dIjjOEVRhmrlCIE8LalUCvZ5Op2mv2rZS45NS73iih7BTzKZ7DZYSB9PD/DnFpJlGX4IBAIwC5bjuG5FxGzdt56dTzyecJw9QgihEadpmqZpMNh3yCmDmqbdeuut586du+666x555JFwOAxlfaB8j6Io3/rWt77//e+Hw+FCoRCPxy16B/ZSFCUYDNqUBBNWa5CHR1GUQqGwurqay+UuXbpkvLYXX3wRZqaGw+F+dy+M/yaEXHXVVaurq90Wu+OOO1iW1d+BJBIJjuNEUazX68eOHTPeSvufZzIZO/YtnaFrMIod3nK/+xber8GSqqrmcjn42fKVo2G5/dBgWARH4yCEEOqiXq/Tsd0MwwiCAOFFt4HI8Ce5XC6ZTEYikUgkIgiCfiDBAw88MDU1ZTxuuFQqbdu27Zprrul35Y6BHVKr1ZLJJI0Heg4gGazxsP9pVSx9xhj4c/3ge/sCGDN97d1EIhE6PWMANo3Moe8oEAjQF2GkOz28YXBOv+bn5403rR/f3y+Drx6yBEb2CCGERlZfUwzNTAGs1Wpmwtl6vd5S4dVT8wthu87Mam2J7GlfbzKZhFe6rdlYz+izW0sGAPcwZibOtmMYplAo9NvUft8R3b1wB0IPb/2dm3nZbNZ4u4VCYbB7BuLIDIQxh5E9Qgih0dTXFMOxml8IG3VmVqs+sq/X67D/Q6FQy4Z6RoTEuqBwbm6O6KLhvsB9iEfC0/b9CZG9/rbH5MOKwd5RrVZz8oNDZuAMWoQQQqPJ/BTDcZtf6MqsVlrgKRKJyLLc79BzZ6al+gvLsoqihEKharUKHyJkkdePvDeTzGfgfUsrZNmxcjQYnEGLEOobTJ9SFIVl2Vgs1i0bA0LuMjPFkNhcUtRr9UpBz1mtwMLGq6qaTqer1WrPGlUdJZNJSZL6/atxEAwGZVlOp9NQBWyAqbq27lv84JyHffbIIbIsS5L0+OOP79y5M51OF4tFzArnU7Isx+PxcDgsy3IsFkulUiYje03Tvv71r9999909k0sgZIlEIgE/GPcs2lpS1Dv1Sg1omkZ/1t8FWdj4VCqlqmqhUDAI66emptpfDAQChUIBo0MDLMtKkgQlfhcWFjouMzMz0/6iVfvW1pWjfmGfPbKLqqoHDx48fvz40tLSysqK/levvfYa/XnLli233HLLzp07eZ63KecaslY2m1VVFcY28DxfKBTy+bwoih0/PlmWFUWpVCqKotAH+r/927/9X//1X442Go0ljuMikUi5XF5aWpJlGQ7aWCzWEv2YGUzCMMxgKSxtXblVaCOTyaQ+sre28bIsGz8l2L59++///u+XSiW4E+M4LhaLwaeGekqn0yzLplKpjr/dt29fOBy2ad/aunLUN7cH+g+L2DmDtlKpJJNJOgE8EolUKpWWZSBjACwDKdVsaoyP1Gq1PXv2dDzeNm3aNDc3d80117T/au3atb6o3Ygg2Qj9LsD0uPavhkFOhltvvdXxVqMxZWaKoZlr5cDndltXPjAzs1pNDhDq2XiYntszhQ4hZG5ubvi3ZsbIzKBtB83TZ+OxtcHwbfLs3hhPOBqnK0mSwuEwVB5pNpu1Wq1cLkejUf1TXRiDCANLms2mKIoLCwsGFeBYloX5Lk69Cadpmvb444/ffPPNR44cIYTcddddgiBks9lSqQTJE955551qtfree+81m81KpVIqlQRBEARh27Ztly5dOnToUCAQwId3HidJUqVSgb43qM4TCATau+Jg0CchBNLqCYJQKpX2799Pujy6RcgOZqYYDlORtKc1a3o8G3d3fqHBrFYzlyozjU+n081mE2fjOEMUxWaz6ZcSacgOOBqnM0VRUqlUIBCgZzp4KNloNGRZpmeobDZbrVZLpRJcJHier9VqCwsLs7Oz+lQDQNM0GLCoH9E4ShRF2b1793vvvXf11VcfOHAglUoZz1qDWBAe2ImiqCjKoUOHDh8+nEqlnnvuuWPHjuHgHG9iWRY+O1VV4/E4y7IdH9nDk1mO4/RB/zDVXpDlVFWlA6tGmPEUQ1VVr7nmmosXL3b7809+8pOJRIKm2YEVGp/cyOWbXkLIhg0b3n33XfMrp98vBxjMatU0rVqtGv95e+MHOJYURaHXxAsXLujXZozjuH6vEfRDuXDhAiGk5xuk4H3B9+X06dOEkNOnT5tsqpMfaAtoYb8NJuY+R/jgYB9avnI0FDcfGFiB2DMaB55U6p8e0uIadNQBpHENhUL6P4TEsfqCcBSNaQZ7AugFBgUI6/X61NTU5OTkkCVX6vU6dOveddddfTUAOUkQhFAoBJ3xfQ2gaqmPiNxFy9zQhyput8he+qztMH5g4Lqk7cPPWgxW1QjYV9iI0tflbd8cHZ/TL1p8yqRhbvU7XmcNDPymCCHz8/PDlLDtWfjJDoPVqAI9P8fBiouBAUqMob74ss9eURRb74AVRSmXy4QQ/dNDnuehh4B21UCs39JzAw1bWlqyu5EO0zQtm822TDsrl8sLCwu5XI7neU3Tksnk448/3rMryxjLsgcPHty7d+/LL7/cVwOG2SjqSFEUWZbr9Xr703Z4RdM0juOi0egIDzAbGfBptjxLlCQJspeWy2X4NhFCIpHIqE6AM55iaK1hns06+Vy346xW+oS5X/223Ew2dKu2NfCb8ilbj6JRHXowGvwU2cNFiD4+CwQCNo1NhLIO7WWoW05/EM20B7KBQGBpaalQKIxMZK8oSjwe71apJJVKRaPRYDB48OBBq7bYMoTDZAOs2vrYUlWV5rGBm1swOztL751UVaW7Gm50y+UyzTqCPCudTpfL5ZbIPhgM0rOoLMulUmnko3w6ZjIcDhNCOI6rVCp79uyp1WrPPffcU089tby83O1vDx8+fP311xNz4ysURYGwVRCExcXFL33pS8Vi0czKiSPDFWKxWLlczuVyHd9IMBis1WpHjx5Np9OJRMJ872+/Vz2e5+n5JBaLzc7OPv/88yb/tt9zPrwp+FA+//nP12o1URShYldP0K9XqVQ0Tcvn84VCoa/d4srXR5IkuIkdoME9P0dJkiClLExfsfUgQX1z+6GBKcalrS0fjQMxPTwwymazMPAjmUy2PKqGrbdPCdf/uR4twtzzMa6n0GLsBmx91Oh6A0ZbvV6///77I5FIx68YwzDz8/N0vA1cBfVfBH2GDTNwNI5jYHo6/S98Uib/tlAoCIIAw95o6DPC6S8gU4pN5xnY8x0Tgnn8JOZw2hOCuXHsgblxxo0PcuOYKW3dLhqNThgyuIeG3spgMMhxHO16z+fzsVjMfNqW9mdVtIPBRzesrldPdL0BI++RRx75zne+Awm/4ZVQKJRMJnO5HHRQFYtFOk2tZcIZTEdjGMb8IU07Sq17B6iz9tFrqJuf//znhBCbzjMfffQRIeSnP/2pHStHCKEWXh+NA3kbjE+4k5OT7S/2DB16LrCwsKCviiyKYiaTgXwvI/NguifXqye63oCR9wu/8AuEkI0bNz788MOxWMw43UQgEMhkMvT4T6fTjUYjl8uZz1ARj8eb5jJ8I4fpR+PQFyORSDQaFUXR/EkP8ocQX2XAMBgkozfYeQYyk9i0coQQauH1yL5nYMcwzDe+8Y3214cfgs8wjL6HPp1O53I5GEDvoyvWkFyvnuh6A0YejEC47bbbzHxlisUiDFMml4cRFwoF3Pn+paoqnUFLX+x3bL0sy6+99tobb7xx4sSJ5eXlS5cu0V/NzMwwDHP33Xc/9NBDZjJFusXMdMCBzzMtFbitXTlCCLXwemTfM0OqfWfD9k79YDC4tLRE5/JD6ZP2P6TVlW1qmJPMDILied6+xPOuNwDpcRwHtds0TUskEqNxkI8VmCRNT5s8z0NMP8BMWU3THnvsMahJ183KysrKysqJEycOHz5MCNm0adOhQ4c8GMJ++OGHPZcZ+Dyzurpq38oRQqiF1yN748COYZhMJtPxV5Ik0RmrHenTfbSIRCL6HqxuOI6rVqvtSbugzSPwaNWqAoTDWLNmDYxSdasBqB0G9L6jaRp0S8N5KZvNQpIcSZIGqFSladqTTz6Zy+Vo9/z27ds3b94MB0YsFoMXVVWt1Wqapp04caJSqbz//vvLy8uJRGJubi6fz3vqKLriiiv+53/+x2CBIWvQ4kkMIeQYr0f2kEGy469gtEy3x7uFQsE4Oo9EIt0ie0gH1v46XBrpBSkWi+Xz+ZbInj7V9WC/VL96PqHWz0OwiXH5RgcagJCvKYqSy+WKxaJ+WCOdrDnACJlisfjYY4/Bt3Lv3r379+83GaPDbOwnnnhicXExHA7v3bv32Wef9UhHNcuy9p1nNm7ceO7cOZtWjhBCLbwe2YuiCDlTWwQCgWKxaHBF6TlUwKBPnef5bDZbLpf1qbtVVYWxN7TKSTwehwE5+sVgXLggCGauWIqiBINBj1zbKFmWoVIjXP6vuuqqn/3sZy3LTE5Obtu2rb23L5FIWFI0Kp1OwxODbg+yuzWAZVlRFD07nBchZ6iqCnfmkIzIKpAhm2VZQRAymUxf5y6WZXme53leluWnn3768OHDx48f//GPf2xh8/rF8zx0zQxwnpEkyfjt05PY+++/39fKCSEGnVYOKBaLUIcRLgFHjhwxX4qu30uAqqrpdJr2Ip08edL8EySO4/p91kE/lJMnTxJCBEGYnp4284eJRCIej0NNxlOnTpE+d4sois4/pJIkCYrzDNDgVCpl3DupKAo893PgIEF9czvtZm+FQkGfaTsUCuVyObs3Cuc1fU76+fl50pa0FVKt08Xgv6FQiOb/bgFvoVar6Ws69EwEW6/Xc7kc5JaGIvC1Wm2492cE3ulgrMpTPnADiCfTQnuZMwnm6/X6/Py8A99c1OxV+J1hGIM03sZnm3vvvff+++/vdn7rSy6Xu/rqqzu2xJkzXqVSGeY8I4pitzWXSqVt27YNs3J3s4O3V2k0r98zifGx2lNf2xrmE49EIpC4fTCufKC2fo5eiBNQNxNN/2SgUxTFybteSAMCVTahAyyTybRUcCSXy6MSQoLBILRQn/+7xcTEBLmcjYTjODrmRxCEjn0PmqZ1S0qdy+VsuuvV34svLi5u2bLF/FWq542+SbRn5Xvf+9577703NzdnsmfFTF9aO57ni8Wiqqpee37iAFmWY7HY/Py8mTREQ24lEon0nBOPhgfnmY5yuVw8Hu94nLtytnG3DS3nGZOR0IULF6rV6s9//vO5ublYLBaLxaB/XVXVUqlUKpUWFxenpqYeeeQReCJRrVY1TevrJObug0f9Y9t+LwH6rLhmaJoGHeGEkHK5vG7durvvvtvk3w7TZ9/vlQUqnafTaVVVT506debMGfO7hWXZTCbjfJ89/Rz7bTAx8Tl6IU5AXbl9a+F1pcuMu6lgmZ7FZWGfBwIBWBt860D7+o0r7xJCbO25b3qjtpxBpUB4zjh88+jzk/aywcgqcCxhV40zWk4UgUBAEAQoJdvtT1w/27jbBjjPdPxVx/NMrVYziGMCgYD+WtBvnWbvwBq0HRmUdLXqqmQtWxvshTgBtfBBDVp3RS8z7s2FZXrelMPFFQaqEkL0TwBaxqiZqbxrayer90E3z5A7IZ1O5/N5+Pno0aNjvkvR6CmVSqqqiqJocAbzwtnGC23oqON5JhgMnjx5cv/+/TfeeKP+9RtvvHH//v0OP15G3mHJVclJvmswMgMje0fBxbXnSV/TtJ6Vd8nYVyPneZ5hmKWlJfMTd1ooitLy3L99tBVCvlMqlXK5HPQj9Bwa4YWzjRfa0I3BeebgwYNnzpyp1+v0ue6ZM2cOHjw4hoP6EBj+quQw3zUYmYGRvZv0aSX1oyp7Vt4FI5Ayf0gwVg+eJw6gPY5fWlrC3gvkd9Fo1HzlIy+cbbzQBgPG5xmWZc0810VjYsirkvN812DUE0b2bqJBZDKZ1Ef2ZoJLrEZOLtfEGayzQVXVlqoFgUAgEAhAWiSExoQXzjZeaIOBYc4zaNz47mjxXYNRTxjZu0bTNOgzDoVC+gn+iqIYDzYFWI2cXB5pMNgpqSWYSCaTMNIX6hhY0z6EPEZRFFEU9U8LXT/bqKrqehuMDXOeQePGd0eL7xqMesLI3h10XCnkAdRfscw8FMNq5AD2m5nn+O30yYmhDCTLsrBCHJCDRoy+cFUmk+mr6KndZxszN9LunvGGOc+gceO7o8V3DUY9YWTvAig6WK1WBUFoCevNwGrkegMX46DxRCgUatmfQ5awQcg7JEmKx+Ozs7NQQhuYn4rqhbONF9owTNEfNG58d7T4rsGoh+bQReAQQgghhBBCLvq93/u9ZrO5hhASDofNBPff+9733njjjUuXLt1xxx0zMzMMw6yuri4vL//7v//7pUuXCCFr166944477rnnnsnJSZsa/dZbb504cWLTpk0zMzOEEGjAysrKfffdB4VdLbS6uvrGG28cP368/Vef+MQn7rzzzgHWeeTIkTNnzhBC9u7du2nTpo7LHDt27Pjx4zt27Ni0adOZM2fgGdnMzMzWrVu3bt06wEYHdvr06UKhsGPHjt27dzu5Xb0XXnjh/PnziUSi43tfXV09dOjQ2rVrH3/88X7XDPkut2zZsmfPHvoi7HxyORfY4O3uH7THxdtsWz9uWHnL3rYcfL/s3opNLDzhvPTSSydOnOj22w0bNjz44IP0/AMH3gMPPODW2YYeeC6e8eA80+3bN8x5hlw+LLudxFwB+5wQYvx9d/gSsLCwsHHjxocfftiBbRlfWYzRa3TH3TLk0WIHWxvshThh5NHIhB6x9CvcYmVlhRDTNWihTifDMO1lVuv1OiROBgzD2Fdsr+OZN5lMWr4hm6ohQtHZXC5nsIxBuTiHeaG2nHGlQMhjM1jtWPgcWz4LeoA5XzAStuvwRvXg496/f799K7e7Bi08U/ZjpVtrTzgG62k/sD1y4HnhPNPtt8OcZ5qerEFLZxkZ73asQduR8TV6yKPFDrY22Avf35HXHpnoJwrqwQdhapw9z/NQp1OW5fYqSyzLyrJMg/tGoxGLxVqGRaqqKsuymW0Z06d0AO2DpIdnXzXEdDrdbDZ5nh+0aej/0zQN7pQgaddgWo5nS45SX1teXna7CWPH7vKroVDIfOEq1MKS8wwaE747WnzXYGRG78i+WCxCWC8IQrfiqSzLtlx40uk0naFYLBZnZ2djsRjHce2heV9asiiEQiHLQzEvV0NEeul0emlpKRAIDHOnpD+kNU3TzzIcT6dPn3a7CePFjhOOfiBZrVZTFAWT5A7MkvMMGhO+O1p812BkRu/IHnKuMwyTyWQMFgsGgzBiBzQaDXqg0NI/1Wp1yEBcn3KVYZhisciyrLXlSzxeDREBSZLghtP4sDTQng1A//Cn203syDMYn43sYMcJR5blQqEAR7i+BB7q1/DnGTQ+fHe0+K7BzisWi37Mgt0jspckiT4jnp6e5jgOAv2OUqmU/r+04o/+0jLMZUZRFHoJZBhGluVgMChJ0tGjRwdeZzuPV0NEhBBJkuBgi0QiQ/Y06J8C0VvQQCAwth2cP/nJT3BIkpPsOOFwHIcnqOFZeJ5BI893R4vvGuyKQqGQSCR8V8arR2RPE3tDSF2tVhcWFrp1Z3Ic15JOBEIlURTn5+cDgYDBeB4z9AGHJEkwtsfgTmMwHq+GiHieh/MRPLQZeD1wKNJvrP4mdszHIsOwS+QATdPwhONNVp1n0Djw3dHiuwa7RZKkQCAQjUb9VZm+R2Tf8U6lWq12m7TaErjDn8MofFVVhywiSFP85HK5eDwO9Z6cL5yG9V/dAp84PD0khAxQ5EsPhjfAvWvLLWIikRiupf5WLpex294ZZm6i8ITjMGvPM2i0+e5o8V2D3QXha6PRiMfjQ04TdVKPyL7bhMKOeTSJnaOTFUWBxgiCwPM89Nk7P9/RC9UQx1OxWOQ4rlwuw39zudyQBxt0zEMIqx/rDDfowzXW97Db3iMsPOFkMhn9VCjUkeXnGTTCfHe0+K7BXsBxnCAI1WrVR2OW1hBCisUiHXVj0qlTpzoOgzl27JiZxQbw93//94SQO+64gxCSTqehugpl7ZicNWvWfPTRRy0vbtiwYdeuXSzLWj7+pwXsw2PHjtm9oZ4gTYq7LTl79iwh5HOf+9z58+fpizt27KjVasO3asOGDdVq9b777vuHf/gH+uJNN93k4vt1cdP6rDjlcvm+++4brBybwcotPIjWBwYAAB6NSURBVCF0dOrUqQG2srq6+tZbb62srNAaSXfeeaczdcrgy3711Ve///77Lb8a/oQDe0P/5wZrc/3A88J5ZuvWrVBJEFh1noEPIp/Pd0tB7Tz6ZTfe7c5/NGfPnrVkW1D3zWABSBXw3HPPDfChwNf2+eefv3DhAn3RqqPFDrY22AvfX7vBezx69Oidd9553333Od8AGlrT00i3LHb/m7e62aX8E0IIIYQQQsgXdu3a1Ww2e5Qe7HY7261yW8tNglXFICORSCgUqtfr9JWW9liyFbpmx8rgdYQ1aPWgUiAVCoUsXHn7o6r2EsuOsfxI7hetQUuLoVr40XuwBq1Ndab74oUvu0cOvBE+z2ANWpMsvPia7IkXRXGAlbfEOdYeLXawtcFe+P7arWV4qvPfZYtr0EajUZoKkMrlct0GIrfMuLVkCFc6nVYUBVLXD7825F+Q6tTCFbZMFxkyd9NomJycLBaLMBZlYWFhVKfS2l32FfmX5ecZNMJsOlpUVU2n06IoWj5rc1QPb/v2GNFlxAben03bu1IVz/O1Wi2bzQqCIAhCrVYzmEbQEtmHw2FCiKZp8Xg8GAwOMAxLURRJkiB1fb9/i0aMtXd3xWJRP1sjEolgBhLAcRwNakdyKi3WmUYGsBcJmWfH0SJJ0uzs7MLCQiaTCQaD+iBSUZQhY8qRPLxt3WM8z7f0ATUaDY8nwVxjZiGTQbm+khTRVVdJp9NQTGphYSGRSPTVLRqNRoPBYKFQ6JaNB9DmTU9Pj/A0jnGWTCYtTFmjKIr+BhVz+raIRqOCICwsLJTLZUmSfJQTwAysM426sfY8g9wSDAbbq4zrHT9+/OLFizfddNMwW7HpaNHHMI1GQ5IkeEVRlHA4XCgUBq5DN6qHt017DHqlaSohan5+3uOP901F9ia1P7CAH/Q3N6qq9rVHeJ5XFKVnATC6wOjdjCJgYflrTdN4ntfHds5XRfA+URQVRSmXy9lsdsQie6wzjbqx8DyDXBQMBo3HnIRCocXFxfXr1w+zFZuOlpbrUa1WI5cHEJLhCimO6uFtxx6DR7vtqdXn5+e9n/rcsshe07SW6yU9hlKpFNz0hEKhfndxtwESExMTLYt5/BYKDWPnzp0WDsdKp9P6r2soFKpWq7IsYyTXAh5xLi0tjVi3PZZ9RR3Nz8/jsE9k0sc+9jGbjhaGYfShaj6fZ1lWkqRGoxGJRAY+L9nXYNfZscc6hvV+qWjUe5y9SS0PuAVBoMdQPB6v1WqlUklRFEsulu1dbj079ZGvhUIhq1ZVLBZp+T1CSDKZhCLb3kk17R3BYBBqG43Yzlm7dq3xAlj2dTzFYjG3m4B8Y+vWrTatuf3kQ6eEDXOIbtmyZfA2eZvle0yW5fawPpfL+SKsJ1ZF9oqi6CcjBgKBloc+wWDQwtFd7el6stmsx6cqo2FYFdnDOBz9aiVJgq76kUwXMDz4Ih89enSUvl/XXXedwW/90iuDLDeSQ5DHk6IoE4YWFxcJIe+8887Am7AvUOZ5vlKpJJPJSCQyPz8vCEKpVIIr1zCHqH23Iq6zfI+1P9yYn5/30YPrNYQQTdOG6fO+ePFiy6TV3/3d37WpE/0///M/jxw58uqrr7a8vrS0dPfddx84cOCXf/mXh9/KhQsXXIzzoLTY6dOnXY814Z7V3ZZAzbx33nnHkjY888wz9MnSunXrDhw4AKu96aabTp48+bWvfc2S42cYLu7qbh/3zp07X3311T//8z/ftWvXkCuv1+u2vkHIZtNzK9ddd925c+faX9+0adOjjz66a9cuxz4F73zZPXjgOQnOM6qq2pHyAg7L9i5AF9HGGO925z8aqy6+Jvf2q6++ev311/e7cvjaNhoNW3dLIpHQ//fw4cObNm3SNG2AjdraYC98f4GFe4wQcuDAgWeffZb+d/v27a6HhUR3YHc7wldXVwkhpNlszs/PO9E0hBBCCCGEkA127NjRbDbXEEJEUYShxgPI5/P6fJQHDhz41Kc+ZU0DTWwOfPKTn/zyl79s1SZisdjs7Ozzzz9v1Qr7Be8xkUjAEGdklWeeeebb3/42/Dw3N6cfP1atVtPp9M6dO//4j/94mE0IgrC4uDjYqHQYDujiiHbYCe0HXrfXO7p48eJf//Vfd8tR27LbLQf7v+dWYDFRFC2cvzEYL3zZPXvgIfvAPieEGO92hz8aCy++9A0ae/TRR/fs2TP85uwGF68/+qM/GubB6Vixao899dRTMEjk8OHDAzzesQoNfellq9sRfs899xAYjRMMBgebMS2Kov4Snsvl7B6H1B4xhEKhv/u7v7N2K9dee62LAy7hErt161Yc9GkhTdNoWE8IOXr0KD3mVVWFff7qq6/GYrFIJMJxnMnCC7Isl0olOn1nenqaDDcU0vUPvduBZ+aAhCoBBplnpqambH2DsP+np6eNtwKLDZCqy3Le+bK73gAv7IQxZGa3O/nROHzxnZub88VRB5PBnnrqKbcb4htW7TGO4yBJzgcffOB6WEhMXLYmJyfJMFkveZ6nOUagXrEDeSdbBkGGQiHXh3YhX9DnU9Inbkqn0y39u+VyuVwuLywsQNpa42xO2Wy2XC6Pdh4VkyOPIXmwcWWAixcvWtQohBDqKhqNGj+G+vznP1+r1VyfWGUGZG/EUdPmWbjHWJaVZRmqtcbjcb+kQh4ksocEI1BWlhASiUQcq1esn5gLdUNZlo3H41hAFBmrVCr0Zzr2TH932u7o0aOqqsqy7Jcvs02g6ocxKOrRs+DXr/3ar1nUKIQQMmLctXnttdc61pIhwS1KOBx2uyG+MfwekyQJRoiwLBsOh0VRTKfT0WjULwnW+47s4YE7TMtlGCaTyZgZzWYJRVFo6ABPCYLBoCRJ9B4DoW5ox3MymYQOe1EUDcJ6UK1WffRltgnsOuOswC3lLLqZnZ21rFkIITTqNE2DCAcLKZpkyR7TTz2lEWa1WuV53hc5kfuL7EVRpJfw+fl5URSdLGmmH3gjSRLHcZqmOXZfgXyNRuc0Qs1ms/ADwzA8z4fD4UQiEQgEUqlULpejg8Vhnkpf421UVVUUZWROxPC9M/6mm3loxjDMyOwThMYBDJ87duyYY9fZs2fPOrOts2fPOrCV4UEcGQgERrV8rOVs3WP5fH52dtb7YafZyF5VVZ7ny+UyISQSiWQyGecnE9Dps7lcLh6Pq6oaj8fN9BQiRI8TOG5lWYZX9FNEGIZZWlpKX0bH30uSZCay1zQNyjlBz3Q2m/X+978neFDW8yxpMGuW4nl+zMc1IeQvJ0+eJIQcP378+PHjzmzx/PnztqbPagFPZR3b3AAg7ME+EfMs2WORSATCXRiZAv3IlUpFkqRMJhMMBj3+iZiqQSuKIsdx5XI5EAjkcjlZlp3/MiiKAkOABEGAByIcx3mq9gfyskAgAP9CcEknV8GxDT/DD9BFLYqiIAjwes8CHzBELRgM6g9IKE/jd3CW7Pl9ZxjGeIFkMjna84wRQr6zbt06t5tgRFVVuKbgIHuTrNpj9Nk+z/Mwwj4ej4uiqKpqJBLxfkX2HpG9oigcx8E9Si6Xg557Z1rWIpfLEV18kEqlsLcemQddzu0dz/o7b4js6bgdURThfoB0yfatqip8w8PhcD6fH8kDEobZGA+yJ706SJLJpC/GJiKE9Fwv+GA3j+fGgbCHYJ+9aVbtMZ7nobuq5doHqXLcCoPNm2g2m+l0uuMcwbNnz7711lssy27duhUyQLulXq8vLi6uX79+x44d8Ao8KKEikYhV2yqXy+vWrbv77rutWmG/Tp8+XavVZmdnt27d6lYbRs+pU6fOnDnDsixcq1ZWVt58801CyM6dO6+88kpYBl7csmXLtm3b4BX4LAgh+hf1K+y2uTVr1tx2223dvjUffvjh+fPnL1y48MEHHxBCrr322s2bN7/++uvE0iPZWHsbrrnmmh/96Ect7/Sf//mfCSE9i318+OGHi4uL7UktJycnt23bNjMzY3XzO6tWq5qm0U/ZeLG5uTl3T2vk8lHUfnQ56dixY81m81d/9VfdagCc3vGM5yTY56TTma3jYqPKCycBA9/97ndXV1c3btx42223ud0Wf7Bwj8HJ2SNHCI03aHu6fTcffPDBv/mbv1lDCJmdne0Y2a9fv/6uu+7yQnKo06dPr1+/fm5uzu2GOGHr1q14hbPc+vXrCSEQxRJCpqen16xZ89FHH50/f37z5s3w4tTUFCHkwoUL9K8MDn6DsH779u0bN26kNwx6H3744ZkzZ1r+VtM0g7VZrlsbOi587733mlnnlVdeuWPHjpWVlXq9Tm8VpqenvXBORMZ2797tbgOmp6cdu6FFfZmamlq/fn2z2XS7IbZYu3YtXBe86cMPP5yamrryyivpFQoZs3aPbdmy5ezZs/V63ZdXsabnCYLAMEytVtO/aN+7IITMzc1ZuELkETC0hh5IMIyeYZh6vU6XgVfof+kgHEEQWtbWcgQGAgFBEKCruFsDKpUKHd7j1vexZxt4nre7DfaBADESiZhZrFQqOdMqA3AQth9dCNnK4MyGEALZbLbn1cQZdNYfvWx1K8QG32hTM2hdpCiKJEmQut7ttiB/g4F3NNmlKIqhUKjRaHAcR59ZwSu0A5v+kEgkDNZcKpVUVRVF0SD3C5RoNZNDxj5m2nDixAnH2oMQQgh5E2S3M86f4U2D1KB1UjQaDQaDhUKBprzsiKYXnJ6eHoFUg8gOmUymWCzm8/lUKkXT4MTj8XK5DElUCSEQmkMETC5PnA2FQjR/DgXRfC6XM5M3zWSJ1p7D2Ydhsg1btmyxrw0IIYSQXxSLRe9nwmnn9cie53lFUXoWAaULYMJs1A3LspIkxWKxaDQKOexhnrskSfSJEGR3hShfURQoUtsxXSNE88Y3nJTJEq2/9Vu/Zf7t9MtkGz7+8Y/b1waEEELIL1iW9WNU6fXIvlsO7ImJiZbF2ntVEWoRjUZzuVwqlYpGo5lMBh7v6DNYwVyZWq1Gu+0FQRi+eoMXSrR6oQ0IIYQQspXXx9l31B6j9OzURwjwPA8pb6FKgyiK+lF0cH9YLBbD4XCj0RisvpKiKKIo6h/heaFEqxfagBBCCCFbeb3PviNajIDKZrPxeByDEmQGz/Mcx6XT6XK5nMlk2hdYWloKBAKiKPbVga0vXAWv0CkfDMMYj4RxoESrF9qAEEIIIVv5rM9eURSY8tjy+tLSUjQaxZ57ZBLHcbIsVyoVQRAikQhkq4xEIpAPMRQKqapqPqyXJCkej8/OzkJda1Cv1+nPXijR6oU2IIQQQshWawghiqKYnAjorpdeeunEiRMbNmzYsmULwzBr166lv1pZWanVauFweMuWLXv27BlyQ2fPnsUEO+MDRuDQwfTlcvndd981cwAsLy9XKhVCSCqVav/tsWPH6EqmpqZmZmZWVlZaltmwYcOuXbtYltVvDnrWobT18JaXlxmGmZyc7KsNPnXq1Cn41/i9wGL5fL5bSmDHHDt2jPzfQwUhB5w+fRp+8M6x12g0/u3f/m1lZWVycvJjH/vY9u3b3W4RQl4BVwqiu2zRr3CL5eVlQghpNpvz8/PONA4hhBBCCCFkuUceeaTZbE40R7RwNEIdqaqazWZVVQ0GgzSxvR6kXer5vWjJzqRXKpWGSaejadqtt9567ty5e++998CBAwMkq9E0rVgsPvHEE8vLyw888MBLL700cGNGUjQaLZfLQ35MCCFLqKrKcVw0GqW5MURRhLM0zp1DaAA+G2eP0DAUReE4Lp/Pl8vlfD4fjUYhdX0LGHbfl1AolMvl4A+HjBdZln3ttdf27t37+uuvJxKJmZmZdDoty3LPehmqqsqyvG/fvs2bN6dSKU3TBEF44YUXhmkMQgjZKpfLNRoN/ZhGjuMajQZOnENoML7MjYPQYOLxuD4/TKPRyGaz7TNHzXQU6VPN1Go1qHVl1XyVYDD4jW9846GHHhIEYXFxcWFhYWFhAX4ViURYlg0Gg7Ozs5qm1et1RVH++7//+wc/+IF+DXv27PmLv/gL7PFCCHkc5B3Wd4hATE+LiiCE+oKRPRoj7TndW/rs9bntjcmyrKpqLpcrl8u0hK21otFotVotFot/8Ad/AJM+CSHtiaFa3H///X/6p3+KhdsQQr7Q/uAU5ghixwRCg8HROGistVw84IpiJizmOM6Zcq3xePzkyZPNZrNSqXz1q19NJBLbt2/fsGED/HZmZuaee+5JJBIvvvhirVZrNpuvvPIKhvUIIb+Ajnn67FSSJOi/wPMYQoPByP5/ybLcXtoWAU3TRFHsOCTdJqqqtpRxtUT7AHr94E6YeEq6ZLF0jCRJHR8dcBz3xS9+8ciRIz/+8Y8bjUaz2Ww2m8vLy//6r/965MiRz372szY9OkBjQhRFJ8+Bzp9VzJBlGQs7OEwUxUAgkEqlotEox3Fw2mcYxmuRPRyxll+VnGTthVWSJB/Nheh2YR1NTdRsNi8nQqlUKm43xIsEQSCEzM/PO7ZFqBiVzWatXS28EUJIIBCYn58vlUr63yaTSUJIMpnst53d/jsASJCPX0xbwcfU8umPOZra37EtZrNZQkgkEnFsi2bghcAtpVKpVCrVajWoMd/XedgZzl8HLQcpzgVBGH5VcMZgGGb4VTkALqx+ae3wcJz9/+GR23EYwK0oCsuysViM53m3W0SIGztHX8bVEplMRpblarWqaRp0EcHrmqal0+l8Ps8wzGOPPZZOpwfb+ZlMZsiOc48cgQjZzapvtx1nS/waOglSltGzMeQhyGQyrjaqK/uODQeu+5Y3Xp+RwhI27QR445a31rNwNI7nyLIcj8fD4bAsy7FYLJVKeSSyHwEsy0qSBGltYrFYNBpNp9M8zweDQQjrv/KVrzz66KMD7/xoNIqP8hFyDJ4t/Q4+PnralGW5XC4LgjBuYwvxSCa4E6yDkb3nQIUO6MDgeT4SieTzeexDsgrHcaqqwsCbcrm8sLCQz+cbjUYymVRV9cUXX+xr50NFFedaj6zAcdxdd901bqHDSMKzpd/BhwVfRlVVeZ5PJpOiKLrdLqfhkUxwJ1gHI3vPYVm20Wi0TCzz2jwzX4Oe+3q9XrqsXq9LksSybL87n+O4dDptf5ORlURRPH78OEb2IwDPln6XSqUYhimVSul0OhqNxuPx8XzsiUcywZ1gHYzsPUeSpEqlAmkBNE1TFCUQCHgtS8AIYFk2ehnNfYk7HzlDVdUxD2UsgV9Yv4vH46qqxmKxWCwGmVvcbpE78EgmuBOsgzNo/49qterwFttr7LEsC4eyqqrxeJxl2Y6p6FRVdexe9vTp085sqH27tqap4jiuJZ+9yZ1P+qlp1Rfnj0DkPFmW0+l0JpMRRVGSpFQqValUXIzvFUVx68Cr1+vmv0r069n+Ss8vrKIo+Fjfm6CTxe1WmNXXEdvNwJceiHcH3q7lSSnIEJfCgYOfAXbC2F1Y3U7O4xVu7f+OKbQEQQiFQgzDRCKRer3evkCtVmMYxuGmbtmyxfaP4bKNGzc68I4YhmnfvT13fvNy7jBb2b+Pxw4krSsUCm43pBmJRPTHHmTh7HawDaNWq8F4s0KhIFwWuczdA++BBx4Y4HvR/vGZ+cL2Oxnm8OHD9u8A5DO7du0a4IjtKBAItK/fzJEcCASG3/quXbuG3xvPPffckM0YLPhpNpvDBD/Dv3FfwD77/zUxMdF0L75vAU8kNU2DXGDtt6eulN2emZlxbFvT09Pnz593bHN6PXe+A9aswS+m9eCjrFQqzhQPNkCHk+p7oFv+a0zfa0VT0auqCt3SiqIMlt/NyRPL7OzsAH/V3kLLv7ATExO/9Eu/NORK0OiZmpqyalUdv2hmjmSWZZeWlobcuiVv5Nprrx1+Je1svf5a+Al6nIfCWUQIUVVVP7EvGo2Wy+VSqeSjh5X+hTt/tMEHKgiC62N5NU2jcbymacFgkGXZ9sF1iqJAbm8asquqOvB1PRQKQTwBmyOETE9P03sJPx7k+IVFowGPZII7wVLYNeghHMdVq1U8lF2BOx85xuRw0nQ6XS6Xe64tEAjAFZFlWXppjMVi8EP7iN7RgF9YNBrwSCa4E6yGkb2HtEzygAfuDMPg3HAH4M5HA6PT2VVVrdVq8KL+OXKxWGwJr9PptCzL0HMvy3LH4DuRSNCf6XEYDodh4VEN2U3CLywaDXgkE9wJVsPI3kMCgUAmk6H3rOl0utFo5HK5cb5+OwZ3PmpHQ3ZN0yqVCrxIQ3bzw9nbx9CbGU7K8zyWYOwGv7BoNOCRTHAnWA0jew8pFos8z0Ofn6IoqqoWCgXXZ/uNCdz5Y8V4Bqolw9n1vewtM2XpmBkYP1Mul2VZxsfQfcEvLBoNeCQT3AlWwxm0ngN5l9szNyMH4M4fYTfffPNbb7018J/T4ezDzEBtH06KE8WGgV9YNBrwSCa4E6yDkT1C7lBVVZblWq02OzsL0yj7XQD15Rd/8RfPnj3b/jodzenADNSJiQlCCI3jITEOIURVVfx8EUIIDQ8je4Scpqoqz/P6tCcMw8iyTDsqei6ABnDs2LEnn3xy3759kK08GAzqk6w5IxgMZjIZOnqe5/l8Pp/L5XA8PUIIIUtgZI+QoyRJgulBhJBkMplIJEql0sLCAsMwMMi75wLIvxRF4XkeOuxhOKkoijicFCGEkFVwBi1CzpEkKZVKwc+0ZBJUI2o0GoqiKIpivAB22/sax3HwKWualkgk8NNECCFkLeyzR8ghsizT0duEkHq9zrJsOp1eWFiAV1588cVf//VfN1gAXnGyzQghhBDykSvcbgBCY0HTNP1Y6vn5eYjRIV06IeT222//nd/5HYMFaDpFhBBCCKGOcDQOQk7IZrP6FOnhcBh+yGQyMHp+8+bNhw8fNlgARuboQXd+S8TfMsCDliylv8XbA4QQQmhU4WgchJzAsqy+Xml7/vKeC7QrFouVSkVfvlTTtJYy3cbwrsAj9OWrKJxWgRBCqF8Y2SNkF0VR0uk06RRwRyIRQsjmzZshw3q3BTiOa++qN09faRX+W6lUWlqo/21fdwW0chMwvitwJcWkL6TTaUmSGo0GTWyqKEo2mz169CgskEwmRVHEeyqEEEJmYGSPkF1EUcxkMgYLTE5Orq6uGizgYqZLF+8KZmdn9b8d4bsCyGdP/8swjCiKNDkSFQqFZFnG4B4hhFBPGNkjZCNZlgkh8XhcP9JGEARIkgMdtMYL+DGec/KuIBgM6neRj+4KisViIpFIJpOSJAWDQToNg2EYSZLi8bj+zjCbzcLzH4QQQsgARvYI2UtV1dnZWf0rLckrey4wVsbkrkDTNNi6qqotB0ChUIDaVfo0qZFIBO4SEUIIIQOYGwche7UEZO3JK3suMFZYlm2ZOmy+RGtfdwWEEP1ImJ6svSvIZrONRgMmURSLRfr6/Pw8fb804SlCCCFkEkb2CNmrJbhMJBL9LoBMGuaugLTdYpVKJfpzo9H4/ve/X6/X4b8ffPBBuVzuucKJiYl//Md/3L17d8vrmqZJkhQIBKDEAdQYBvpB9rVazXzjEUIIIYKRPUJ2a4kX22PNngsgS8C4F/1/9aGzpmktv9XXH+hpbm5O/98rr7ySEDI9Pd0e1sO2aNYjVVXpgKJAIKC/M9EfGJ6dLYAQQshTMLJHyEYtAWLLiA4zCyA9W6NzyDQKgsFgyy0WHfIOelYbMBAMBmnUrh+Ko1+noij6KQQtW0cIIYQ6wsgeIRthh3270YjOraIfiqMfuJ/L5ejPoVBoHA4MhBBCw8PIHiEbjeoge0VR9In2jaNzRVH0OT178l10PjD9UBw9WZbp7F5IgulsuxBCCPkVRvYI2UjfJR8IBFpKMplZwD4t0bmiKHSGKCFEVdWW3w4cnXMc1/K+Rik6H4a+Y54QIsuyLMulUomG8rQwrRutQwgh5D8Y2SNkl5aRJO31aHsu0BNG576mH2QvCEKxWNTv1UgkAkWs3GgaQgghX8JKVQjZRZIkmsQwEAi0pyfvuYCxeDx+9OhR42X00TkhBKNz71AUJRwOw8/001cUBe7WotEodtUjhBDqF/bZI2QNWZbj8TjLssViEWIy/Rj6TCbTc4F+t5jJZILBIEbnPqWfO0vnErQ/G0EIIYTMwz57hKzBsiyMdZmfn4dRFsFgEAbbRCIRWZZ7LuBm65Hj6KdPCKlUKhjQI4QQGt4VbjcAoVEgyzIdwg4Do2VZhrgNcpv0XMCddiOX0E8fYFiPEELIEjgaByErZbPZdDoNP8ArxWIxGAzSMfTdFnCjschRmqbBMPp6vd5yLxePx1OpFI6kQgghNCQcjYOQNWCwTTKZZFlWUZRyucwwjCiKPM+bXACNNlEU9bMpQqEQIUSfzx7H5CCEEBoSRvYIWUNRlHg8TodYRCIRURT1gVrPBRBCCCGEhoGRPUJWkmVZURSDlIU9F0AIIYQQGgxG9gghhBBCCI0CzI2DEEIIIYTQKPh//vu5bdzcxXUAAAAASUVORK5CYII=", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 758.25 } }, "output_type": "display_data" } ], "source": [ "chain2 = Chain(r\"\"\"\n", " 3G:0.5\n", " 3Bb:0.5\n", " 4D:3/4\n", " 4F#:3/4:ff:dim # This dim. hairpin will stretch until the next dynamic\n", " 4A:1/2\n", " 5C:1/2\n", " 5E:1/2:p\n", " 5G#:1:accent\n", " 5B,6D-:1\n", " 6C#:1/3:slur # starts a slur\n", " 6Eb:1/3\n", " 6F:1/3:~slur # ends the previous slur\n", " rest/16 # A 16th note\n", " 6E-/8. # A dotted 8th note\n", "\"\"\")\n", "\n", "chain2.show()\n", "\n", "chain3 = chain2.timeScale(factor=F(4, 3))\n", "chain3.show()\n" ] } ], "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": "3.9.15" } }, "nbformat": 4, "nbformat_minor": 5 }