final_dataset.ipynb

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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.11"
  },
  "orig_nbformat": 2,
  "kernelspec": {
   "name": "python3",
   "display_name": "Python 3.8.11 64-bit ('diffsynth': conda)"
  },
  "interpreter": {
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 "nbformat": 4,
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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "source": [
    "cd ../"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "/home/n_masuda/synth\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "source": [
    "import torch\n",
    "from diffsynth.modules.harmor import Harmor\n",
    "from diffsynth.modules.fm import FM2, FM3\n",
    "from diffsynth.modules.generators import SineOscillator\n",
    "from diffsynth.modules.envelope import ADSREnvelope\n",
    "from diffsynth.modules.lfo import LFO\n",
    "from diffsynth.modules.delay import ChorusFlanger, ModulatedDelay\n",
    "from diffsynth.modules.reverb import DecayReverb\n",
    "from diffsynth.processor import Add, Mix\n",
    "from diffsynth.synthesizer import Synthesizer\n",
    "import matplotlib.pyplot as plt\n",
    "import librosa\n",
    "import soundfile as sf\n",
    "import numpy as np\n",
    "import librosa.display\n",
    "import tqdm\n",
    "import glob, os"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "source": [
    "N_SAMPLES = 64000 # 4 seconds in 16kHz\n",
    "NOTE_OFF = 0.75 # Note-off is 3 seconds in\n",
    "DAT_SIZE = 20000\n",
    "SAMPLERATE=16000\n",
    "BATCH_SIZE=32"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "source": [
    "base_dir = '/home/n_masuda/Datasets/diffsynth_9-18/'\n",
    "def make_dirs(synth_name):\n",
    "    dat_dir = base_dir+synth_name\n",
    "    audio_dir = os.path.join(dat_dir, 'audio')\n",
    "    param_dir = os.path.join(dat_dir, 'param')\n",
    "    os.makedirs(audio_dir, exist_ok=True)\n",
    "    os.makedirs(param_dir, exist_ok=True)\n",
    "    return audio_dir, param_dir"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "source": [
    "def render_dataset(synth, save_params, audio_dir, param_dir):\n",
    "    count = 0\n",
    "    break_flag = False\n",
    "    skip_count = 0\n",
    "    with torch.no_grad():\n",
    "        with tqdm.tqdm(total=DAT_SIZE) as pbar:\n",
    "            while True:\n",
    "                if break_flag:\n",
    "                    break\n",
    "                audio, output = synth.uniform(BATCH_SIZE, N_SAMPLES, 'cuda')\n",
    "                params = {k: output[synth.dag_summary[k]].cpu() for k in save_params}\n",
    "                for j in range(BATCH_SIZE):\n",
    "                    if count >= DAT_SIZE:\n",
    "                        break_flag=True\n",
    "                        break\n",
    "                    aud = audio[j]\n",
    "                    # remove silence\n",
    "                    if aud.abs().max() < 0.05:\n",
    "                        skip_count += 1\n",
    "                        continue\n",
    "                    p = {k:pv[j] for k, pv in params.items()}\n",
    "                    param_path = os.path.join(param_dir, '{0:05}.pt'.format(count))\n",
    "                    torch.save(p, param_path)\n",
    "                    audio_path = os.path.join(audio_dir, '{0:05}.wav'.format(count))\n",
    "                    sf.write(audio_path, aud.cpu().numpy(), samplerate=SAMPLERATE)\n",
    "                    count+=1\n",
    "                    pbar.update(1)\n",
    "    print('skipped {0} quiet sounds'.format(skip_count))"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "harmor_fixed\n",
    "\n",
    "1oscillator\n",
    "pitch is fixed "
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "n_oscs = 1\n",
    "harmor = Harmor(name='harmor', n_oscs=1)\n",
    "enva = ADSREnvelope(name='enva', max_value=1.0, channels=1)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'DUMMY', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF, 'BFRQ': torch.ones(1)*440}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'M_OSC', 'Q_FILT', 'NOISE_C', 'NOISE_A', 'DUMMY']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_cutoff', 'harmor_q']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_fixed')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [05:43<00:00, 58.30it/s]skipped 4974 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "## harmor_1oscfree\n",
    "Setting:\n",
    "- Oscillators\n",
    "    - n_oscs: 1\n",
    "    - Amplitude Envelope\n",
    "    - Free frequency\n",
    "- Filter\n",
    "    - Cutoff Envelope\n",
    "    - Fixed Q"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [
    "n_oscs = 1\n",
    "harmor = Harmor(name='harmor', n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=1.0, channels=n_oscs)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'DUMMY', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'M_OSC', 'Q_FILT', 'NOISE_C', 'NOISE_A']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_cutoff', 'harmor_q']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_1oscfree')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [12:13<00:00, 27.26it/s]skipped 5736 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "### Check files"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[0], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')\n",
    "param = torch.load(param_files[0])\n",
    "param.keys()"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "dict_keys(['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_cutoff', 'harmor_q'])"
      ]
     },
     "metadata": {},
     "execution_count": 8
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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  {
   "cell_type": "markdown",
   "source": [
    "## harmor_2oscfree\n",
    "Setting:\n",
    "- Oscillators\n",
    "    - n_oscs: 2\n",
    "    - Separate Amplitude Envelope\n",
    "    - Separate frequency\n",
    "        - frequency is static\n",
    "- Filter\n",
    "    - Cutoff Envelope\n",
    "    - Fixed Q"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_2oscfree')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [03:53<00:00, 85.72it/s]skipped 5915 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[0], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7fe1cc42a780>"
      ]
     },
     "metadata": {},
     "execution_count": 10
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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  {
   "cell_type": "markdown",
   "source": [
    "## FM2_free\n",
    "- Parameters:\n",
    "    - Carrier/Modulator Amplitudes\n",
    "    - Carrier/Modulator Frequencies (static)"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "envm = ADSREnvelope(name='envm')\n",
    "envc = ADSREnvelope(name='envc')\n",
    "fmosc = FM2(n_samples=64000, name='fm2')\n",
    "dag = [\n",
    "    (envm, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_M', 'attack': 'AT_M', 'decay': 'DE_M', 'sus_level': 'SU_M', 'release': 'RE_M', 'note_off': 'NO', 'noise_mag': 'NOISE_M'}),\n",
    "    (envc, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (fmosc, {'mod_amp': 'envm', 'car_amp': 'envc', 'mod_freq': 'FRQ_M', 'car_freq': 'FRQ_C'})\n",
    "]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['FRQ_M', 'FRQ_C', 'NOISE_M', 'NOISE_C']).to('cuda')\n",
    "save_params = ['fm2_mod_amp', 'fm2_car_amp', 'fm2_mod_freq', 'fm2_car_freq']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "audio_dir, param_dir = make_dirs('fm2_free')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [03:03<00:00, 108.71it/s]skipped 1024 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[0], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')\n",
    "param = torch.load(param_files[0])\n",
    "param.keys()"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "dict_keys(['fm2_mod_amp', 'fm2_car_amp', 'fm2_mod_freq', 'fm2_car_freq'])"
      ]
     },
     "metadata": {},
     "execution_count": 8
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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     },
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   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "## FM2x2-free\n",
    "\n",
    "FM2 added together"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "source": [
    "fm2_1 = FM2(n_samples=N_SAMPLES, name='fm2_1')\n",
    "fm2_2 = FM2(n_samples=N_SAMPLES, name='fm2_2')\n",
    "env1 = ADSREnvelope(name='env1')\n",
    "env2 = ADSREnvelope(name='env2')\n",
    "env3 = ADSREnvelope(name='env3')\n",
    "env4 = ADSREnvelope(name='env4')\n",
    "mix = Mix(name='add')\n",
    "dag = [\n",
    "    (env1, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_1', 'attack': 'AT_1', 'decay': 'DE_1', 'sus_level': 'SU_1', 'release': 'RE_1', 'note_off': 'NO', 'noise_mag': 'NOISE_1'}),\n",
    "    (env2, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_2', 'attack': 'AT_2', 'decay': 'DE_2', 'sus_level': 'SU_2', 'release': 'RE_2', 'note_off': 'NO', 'noise_mag': 'NOISE_2'}),\n",
    "    (env3, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_3', 'attack': 'AT_3', 'decay': 'DE_3', 'sus_level': 'SU_3', 'release': 'RE_3', 'note_off': 'NO', 'noise_mag': 'NOISE_3'}),\n",
    "    (env4, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_4', 'attack': 'AT_4', 'decay': 'DE_4', 'sus_level': 'SU_4', 'release': 'RE_4', 'note_off': 'NO', 'noise_mag': 'NOISE_4'}),\n",
    "    (fm2_1, {'mod_amp': 'env1', 'car_amp': 'env2', 'mod_freq': 'FRQ_1', 'car_freq': 'FRQ_2'}),\n",
    "    (fm2_2, {'mod_amp': 'env3', 'car_amp': 'env4', 'mod_freq': 'FRQ_3', 'car_freq': 'FRQ_4'}),\n",
    "    (mix, {'signal_a': 'fm2_1', 'signal_b': 'fm2_2', 'mix_a': 'MIX_A', 'mix_b': 'MIX_B'})\n",
    "]\n",
    "# avoid clipping\n",
    "fixed_params = {'MIX_A': torch.ones(1)*0.5, 'MIX_B': torch.ones(1)*0.5, 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['FRQ_1', 'FRQ_2', 'FRQ_3', 'FRQ_4', 'NOISE_1', 'NOISE_2', 'NOISE_3', 'NOISE_4', 'MIX_A', 'MIX_B']).to('cuda')\n",
    "save_params = ['fm2_1_mod_amp', 'fm2_1_car_amp', 'fm2_2_mod_amp', 'fm2_2_car_amp', 'fm2_1_mod_freq', 'fm2_1_car_freq', 'fm2_2_mod_freq', 'fm2_2_car_freq']"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "source": [
    "audio_dir, param_dir = make_dirs('fm2x2_free')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [03:44<00:00, 89.01it/s]skipped 1 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[0], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')\n",
    "param = torch.load(param_files[0])\n",
    "param.keys()"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "dict_keys(['fm2_1_mod_amp', 'fm2_1_car_amp', 'fm2_2_mod_amp', 'fm2_2_car_amp', 'fm2_1_mod_freq', 'fm2_1_car_freq', 'fm2_2_mod_freq', 'fm2_2_car_freq'])"
      ]
     },
     "metadata": {},
     "execution_count": 12
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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",
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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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  },
  {
   "cell_type": "markdown",
   "source": [
    "## FM2 half\n",
    "\n",
    "- Carrier Frequency is fixed"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "source": [
    "envm = ADSREnvelope(name='envm')\n",
    "envc = ADSREnvelope(name='envc')\n",
    "fmosc = FM2(n_samples=64000, name='fm2')\n",
    "dag = [\n",
    "    (envm, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_M', 'attack': 'AT_M', 'decay': 'DE_M', 'sus_level': 'SU_M', 'release': 'RE_M', 'note_off': 'NO', 'noise_mag': 'NOISE_M'}),\n",
    "    (envc, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (fmosc, {'mod_amp': 'envm', 'car_amp': 'envc', 'mod_freq': 'FRQ_M', 'car_freq': 'FRQ_C'})\n",
    "]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF, 'FRQ_C': torch.ones(1)*440}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['FRQ_M', 'FRQ_C', 'NOISE_M', 'NOISE_C']).to('cuda')\n",
    "save_params = ['fm2_mod_amp', 'fm2_car_amp', 'fm2_mod_freq']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "source": [
    "audio_dir, param_dir = make_dirs('fm2_half')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [05:17<00:00, 63.02it/s] skipped 960 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[5], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')\n",
    "param = torch.load(param_files[5])\n",
    "print(param.keys(), param['fm2_mod_freq'])"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n",
      "dict_keys(['fm2_mod_amp', 'fm2_car_amp', 'fm2_mod_freq']) tensor([[0.8136]])\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Harmor_cf\n",
    "Harmor_2oscfree with modulated delay\n",
    "predict phase every frame"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "cf = ChorusFlanger(name='cf', sr=SAMPLERATE)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    (cf, {'audio': 'harmor', 'delay_ms': 'CF_DELAY', 'rate': 'CF_RATE', 'depth': 'CF_DEPTH', 'mix': 'CF_MIX'})\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C', 'CF_DELAY', 'CF_RATE', 'CF_DEPTH', 'CF_MIX']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q', 'cf_delay_ms', 'cf_rate', 'cf_depth', 'cf_mix']\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_cf_2')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [16:07<00:00, 20.68it/s]skipped 6584 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[12], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7f803e02b0b8>"
      ]
     },
     "metadata": {},
     "execution_count": 18
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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1nEyQu/Za1Z6VB/6ZyN9EQoEICDkfEEc+AuoVSMoLCAgICDg6CKJ3QMDtEMcllUpN4vk/lRmZubrRfIJhTqRzLeO0lT40GqcgM0bkEwi7REg4JQduBvfZNuUBMA7g1sJEfexsFnJDdqrzZ3MvhbPTmD8rZHwJ2EHO4/MRQb2YchZ8zgM4AouiwYTF5ICIFvlZhc5l11BBKdIsUr+VsTam16oGZ2l+0SiYEJIJJVXjCDI1EMxQAQELwUl79fBI1+5QPee4dli4zaWfalKewfwBsuor6rlxn4FstSBSm2pMS5YwM6RGlKEuZqwS89X1gPqGKeC5ZH6+pjbur180v9yfM9n5+sRHHvE4V7Jj1t6m6+W+CUUw8fjUOpNSm5IjhYJ8P9MiRfw9TXy49IiS7mKKkCtKdwAffdMTI5ihAgICAgK+AgTROyBgAViijGqag2uzthEzA240P24rM49+rqzV2J6PrInsnWU5lvJFYud5JuRMFvMXS/Yz0mI63pnMGkhOc4nmEdOWUdMcvOO+aHgOnpfXzJ8V7i+zQH4VLYoDBAy9H5mXrxctI0vU6c+mwzR2WkQ7VdqVolQHutbePk6axWIEzSIgICAgYCmCzyLgSCCOV6t22RASOei+pmqLlD8kGocL6++s2qlxGd4v7H2o6nt89T+v2ivWSenPlR+r+r7KfEPVPpc4X8Pzxabe3zr/x8Wu+iGuTVRiHXlfxuv7Gjq7R0R6L8ycff1NfSU35Epyz0wcaeObupqBzA7up0aOj/MNbc1K7xEp3ycPXAb7Q1SDhIkKP3fgJPIeESqe72nOw4tDt/6CPNiPDdT+f3Pi/BNXMg1DfdNAJf6hz+/4zEzf2Vt66hOSV/GJ6ZWq783tB6u2OOM/PlL/w3njfEaDVJ/jk5nmzogWcrbUd/b56I+r9s7M5bycbX911bc5e6Zqbx+4z3JYNVdkfHVisc8i7KYBRwKmoa72ws82KNTMNirjMeUcsHkmtt4kQnQeHCUkmzSbbJhCXfso8sh/ljd4Yq5AGy2/JqK4IJ+7RFEtottoN4xzmQApLlWn0KCyrv79LhoXbibQAW0a7pXSOzG1uWxtnbevVdqdUg+g2lr8v2mDI5/lYf5OoqbfAX1PcTTvdG/6nbGJktmXjxqCGSogICAgYCmCZhFwJFDkGn9vMW9aneUHc32MUa5ssJKZXVrNs5gYvT72+QFZrgyx45hMSoXTSDKj14+9NjLOVVuZkMli7J2ow0yZaoe5OoNHZuzHNZyXzVBj72zmGg+MqR8f0zixdWDq1zqi4klJppL7zOeERFwciOaSPIwpOe2HRB0y8zeTTHM3rtfLXJIPcvv1Qlo4I6c631+0jCmNj0o/Fwn7M1A9CiOlbtWcNrH6OxJn+DihvnyeQqYsRnN9RxHhsAg4Emg6IGrjS2zJBUU+5VIjnMxQudUomcxv7BFzBtGOVCWoNZiEpiVt1hQZJGagjGwmGX1WTF95Ob8BA0Dkb8bjzFaeVHkeVOmN2qnPX2CTDc/VZEZrokOP6KFn/KxSXZDm4fllnK9nVlt5b7U8DdtwfS1CyvVldIDxdyIRVE2JfAzOjSkbfkfLfntHBcEMFRAQEBCwFEGzCDgWYIkwMvM/e655INFSNRqIhsxmzmDOKRs5K53EygWRClP4Me0rSSKtpOCS1zEvsWYN0jgjXxDdKHkSLLmzpCgOelOTvLlta/8Cdc0g9/05vxMaF+mer1/2LKyF5Q1aTJNmU3vn1T2bKVKquem741durXxnamZiCpjjhhA6G3DfYlFIYit14Z+dlvIs7Q2frdorvdcBANZa56u+7emlqr3adv0P4vVV35ZRauoBXMjl49FDOn+um8S25yd6Q0vpOtjksusZWF+7opE7ghcPdJ7XramtXGpkP7+vz3mhr5vcqg/yuXQwXxcbAM54i9mVBebz894VskX5ZVyp7pGBr8SX65wvjdR88+iKN5PRCcJrfXzNfVeGdtvP7eqHHxq46/uJjj+3r+2THXffDX0leIHcA/Ko59Slg2vqfsDY060/PND1b/tn/eyePjSH+478Nc9MNVz3fKShyXKAPWX/sOorMe8Turr7B1X7KIfOBjNUQEBAQMBSBNE74J4jqugwmAF0XnOIiJV0MlUyuEHHJWv1YqVpOIi0aNBK6xwAYMOoZjBKNNppNXLjp6ge84yidFZLl5h2ossx+cSwmruIpBMdlbWmVNRHIopOtuc93NdHes1JCuPv+BrZV2n8BEnZq76s6U3SJtZbhj7rJN79TK9nM9aJlpi52IGs7VNtn+dAFpubEx0/6efP6Jorw2hunHNDXqSkvxN+/hXSLK5TWdW1tL5OANiZzTPgynMCwKSYz23ZaLGlxHW2InqnbaID8e88mepDn2xrnkbllJ/qF7UCTWpM/PZ5M3m66suJTkRoRMZT1VpfzQiHRcA9xzIWzyx32cSmoXgQAIxnvgJdi3t5E3Hj+4magfKSw1idGYkL8XBobOIPqZ2pZlsPCw3pnPnoGTbjNNncuWqdbFGcaMYmn5lffknzHNC4+BLYDDSiSnf7/rMcTstL2vVhsGMKDOK5ZHyfwmX5sJH5+Rp+Frk+qZ2PdL0f53Bdej0Y+8N2l6ilJrRWeb/79E4mBUeGuX/3aP3DBovQAd1UKgUyx9QB1UAXnwgn6o0NFVfywg77McpSbWOTmQo4RwHBDBUQEBAQsBRBswi47yAmKbOg9LpIcqwtMM2E9Nfi40sVWaV2MidwcSGizJukJqVKmZxsJpFNtZwGsJbhTTYshVf3pudg0d+bh7iPtQTRPEiYBuffTYv58ZoU33g9z2/mxnmtcj2bsVgLyu38+puun9JXWnC0VFn/9/a1iOLI2gY/v7wrNk2JZsBryhrev6UIKo7Aksg0a+i75+sr1lxaFME2FIR6NSNoFgEBAQEBSxE0i4D7FoszY53ExlnXoJwIkei4XoJpKEfaFAYJaJZwQZIhaw6STd3kpwCA1Mi49kmTiQDraQLuf5gcj6ESPWVgs5Ru5+dcPj7v7OZnYmd11qB5JCRqipQf0ZyRIf8JRMpvHq/msfz88+N8PX8n0tukmaT026hrM/6dWw7RpuuXZGaXtrl2x1FFOCwC7mM0b+ZNlAv1nIzC/8sMqPMJdkzzENFhItc11ZVetLq0YZOv5TD5cVbli4a9iJ3GNSuM/x/ewG3tMBIHM5uG+F7zhw1jAaVU41oEd97W62uVZy0WHFbSzYcZvyt51rzBtAfoe2MBoyFnbykxR07fuQgLkeEa3ixASPJmcyDGUUMwQwUEBAQELEXQLALuWyxyEFqv/nPIouW2l/jYwV00hOuymYqJAku4kNuMNI+pmad5YJOGJYm+rEwu9FkrdBn8HNoWLaBGgUHO5NzPz07pNqkhlQN5geRd2Prn3P3ntRCW3FkKl/XXn+nO43yvsuH56qSH86G57IwWLYXpTJrn1z55ljpFCY/Ld8LkjjS///7zBWVV5fdlj4k5KhwWAfctOBqqyX/BDKQmmqfW4PGUxpuK3iRGGWblVnU/RROflI5z4lfsN3k2g6R+mM1VfHDIZtiOm30W1ToXVTe67T63379pPC/n54ppvOlevLxWw1rZ59JqoGTiKZc+ywKequpetNao4QOyvDRqNqCIGaxVK4hE4/7/WkY5RliokN9RREWwCsxTmB8VBDNUQEBAQMBSBM0i4L7FomgoycOomaHIFFCWbjwj6oWCnOJifppCWfc4siWFkxS5EE9TNFStHkOD2JU1mFmKBWaUovqc9rGDWlIBigXjkmdQLHBUy3jNdFNb6/yabG2td3bgN0VTNY1zaQlb++x8BjqboeT1zhZkoMt74XGZq2Zua6gHUmPCJdOnFGoqOceGTJMzX+u9tHdmJDgqCKyzAfcEHFHSFHIYx1oBTigTomhQ9fU756p25quVJbGals523li1Z9YdAmNP+wEAD8RvqNrC6TMhk8FF+3DVltDXbaKmPpvoWro+ZpQrtZ0hHqk1z9m0S3QgHW+SOUF8UGPik5JN9hSNcwKaUIOc7TRHO235bLeT7ea/Zxk/QeNs5rnueaCYFbZHfz7C0xSTb2aFgoD2/VdqyXTIPE0yzhQnpzu8cbt/d4mug59FWjfUClTj1hKLFjPRCpMvm96ujjjpzv3bJY6SG2M9DLY903CPOMo2i/2q/XnPRjulvoPxpaq9jNbm/kRgnQ0ICAgI+AoQRO/7HCKRL0oA6ncvAgBGE2Vd5Siic+vfCAAYZjervv3hZwEArz3xXVVfZlWKfmHnPwAA3r72I1Ufk619fPKrAIBv6PwXVd8gUla/P7IfBQB8S+sbqr6TRGf6zJ6T6B9oq2ZwYaDzXz5w6x+0tO/x1aqJTS9dsuT9Jzao9rO3CX12TyXGd54hsjf/78duqWj6589rneV25G7w4Zvrev05fX8rXScxfvLa6arvP3nwatVeO+uuv/ZFJSLs99z9N16j0ubBZWLVHbv26TfpeHZLJeurz7kX8MjblfCwHOv3/MwTrgbHG79e2XU5EeLpDzsG1Ne/VZ8j7uv7feFjTrN74FGVkltndPzWp936OgOVvHsXdf7hc+7ffKbXrL2RNIdr7vu5+aJqkA++RdWAYt89y+c/pfUkHn+7aobW25k+/VF952/6uhtV23g16dmP6vUPnXfXt9f0PT3/GWUaTrxX/MSGapjPX9Xrr09c0MPFFX0nV4fq7P43L30bAOD1q/qcW8SU+79e+aBbR0sFdQ6u+MT2B/By4ML6O6v2utEaLl8Y/S6Al4/19tAPC+NSZ58AcMVa+x3GmEcB/CKAkwCeBPCD1tqZMeYRAO8HcBrALQA/YK297Od4GMDPAXgITiP9dmvtpcNe+72AJJMxRTdHAXXazvzCh0Ec684phXz4gGBbvtBxJ60OjbsNaaNUuuWMQkP3B1/txqGml5giSh7ofQ0A4ATVqB6kehg8NHYmoXUKh1klOu3Tfi1M8c1Fb7Je5K/XvpMtPQzKymeg4+stfX9p7sYv9PXnfbKtm7CYSh4b6Pg6jbcSN9ejfe3bWNGNrdN3B/f5fd1kVk6pfSQ95U0+BzreGngK75Nqu+lNVABoT90949N6gJpE73/qwB0SEdleoqk+8/kz7rCLT9WoeCtcOLsDAEhO6/0Nmc5OnXVrbT2g31m8ofcanHHCRKLnH+KTunF2h268nJU0rgdDy5sWT2T6TuLTer3puN/fg2d3aZzsTP7Lfui0jvOzSGjUORrvnPbvfIWo1Nf0/hK41V3X93hqT4UmyTBf7+t3P831/Ty+6n7HF7r6PcZkbn0sdcLSV6VndU0UwjU68d0AgM/d+hXcCRv+7xEA4kjfydbexwEA/ehU1Tco9QvqpI5q/+U6LO6FGerHADxD///3APxv1trXAtgGIOLrPwTwC9baNwP4OwD+Ll3zCwD+gbX2DQDeDmATAQEBAQH3DIeqWRhjLgD4cwD+FwB/w7jA5ncB+C/9Rz4A4H8C8M8AvBHA3/D9vw3gV/0cbwSQWGt/CwCstaqHHwE0lWHkKKDJ7Pr8OHHm70+d+SMvVLLlOW/llwDUKTIkfnw70jM3Is7+lnc275BpqkV5Bu3YSS9c44FD5rs+mmiHQlO4DrI4c6cFO0Br5A5+zdozzInfp8GHe2um6xMG1U7E86vEl/j+XqxS8N5UJfKWlx47ND6ZkIPez5/SeD6mPIsdz1ZKprvCO5iLLUoEJGetSLnlNjHlDklK92aWcpciwCY63urKeDMDaqvr3yn99Riy40W+EJAdUwRTQzKapdzEcpe0Nfl5cbTVNiU6+meJKPeioGeVZ0l7FEGm1h9Yr7HIcwJAsUfcUP4HmJBiJcFwlrQdRuZ/c+Md/e1khS4w99/f3kg16FFOfwf+d3RAv80r9DtoWSnypffk1BTR7CPKAeJ6GG1ftveBVDULRu41nmdvfVDvmaqWkeVOm5Qyw0Cd9oZLEd8NDtsM9bMA/iYA0Y1OAtixuptdBiBGtk8A+B4A/xjAdwNYMcacBPA4gB1jzC8DeBTA/wfgJy2XWfMwxrwbwLsP6VleETRFVPBhMsvlr1//ICLyH+QSWUTqcTtxZiz2U6SUeNQxTn2d0WYR0ca34ivM8Z8gZ9b2IseDcT8AACAASURBVHcvri7HIYvd5M4Kbd9Hp0j1OLdWnUv+4HgaDu2U1qLrU7/ylYQL3dBm7zeB1RaH5tK9/GHSaxFRIa2l8K/NUOSQ8VFGzKrOG6dQW9kpRQDRC078Jrpo42ut+AOKoo0YSV8yDSnRke4Vd6VN42xSEusHJ/3RYVVRcy0Yl2chK0r9WfztE6qxzeFe1sfRtsg/AIomKzM5bDCHgv6E4oTWJOG6U0rKo+8s9T6NjOKiU8r+E2FkRr8dLq70kDcDbZC/jgs2SRhur62Rfqc6urGfL107ofmHRg+T1dYFAMCjra/XPjJD7UTOJDeigk37xTVdiz9YZuTPvBMOzQxljPkOAJvW2ifv8pKfAPAOY8zHAbwDwBW48PMEwDf78a8D8BoAP9w0gbX2fdbaty0K/QoICAgI+PJwmJrFNwL4C8aYbwfQAbAKpzWsG2MSr11cgDsUYK19CU6zgDFmAOAvWmt3jDGXATxlrX3Oj/0qgK8H8PNfymJY/TKUni/1oJNYRZKUYv4TL6WzYymh69PIXdcx6nTuWHUMt61TYbtWVdmOUclfpO82sZ72E20LJUJKdh6OC69oJOjYZ84gqTPMMfXid2YzDUvhol6nNN6NCxp3z1KjbiAHecdL7P1UbR4skcW+nZAZp9NRKT1J3fWtrt7TUPy/SLmUZgFD78T42tcRObhNj5yhbddvOvTz75LI2/PfVZcoQFL6bOLbayrF2T6JtPJbo6AA227Xr729Hcdz19TYMhZQVjR+9k7jPE+upskqgIHHqRDQsvkb18fXS5s/13CveMH9I99OFozD1z1PuG/izGBmrNJ4f0h0HJn/zY3JHsjtob9uX68vr6gD/a03nBl3Spbid1zTvWNr6H6gt6iG962Z/g5nl52Z6bz53qrvtau6N7x2RTQX/W2/NF6r2ldHzoz1hnV9J2faZBq1bk/iqMCdmZq0DtJ3AgA+XPxh1ffi9m9gEQ5Ns7DW/pS19oK19iKA7wfwH6y1fxnOH/GX/Md+CMCvAYAx5pTRHf2n4CKjAOBjcAeMxMy9C4BWSA8ICAgIOHS8EnkW7wHwi8aYnwHwcaiG8E4Af9dlXuP3APw1ALDWFsaYnwDw772D/EkA/9eXelMOLbWWJAVv08+9MwgASLaowDZ/Qz6B2DunWDNpkWYiWkqbspFbRtuCNvT6fqbSQ9s7yVL6qrpUu6HlDd9M4NaL5zUTtu83kdZ1qN2qtBnO5uV7un8jsH1X5xeNpU8+AZ5LsoBTw/OrlNvyGkc/ZQc6kfZ5LafT5uJGtJZUnKE6Z9JRzUc0E4r8RdQlzbPn3h+HlhpmxfMv06xRmGufJ/PvkrXZjv/NxDxPQ3uRBiHXlc0+i+q6ZeOMgtx+8vtZJLkvQ5NmQppL5fRZUNypcZ18/6bra7S9xfw1U/+ds7YwIqfR1P1+LPeNieJl6Nrlnj5HTk71YuzWsrelmsONA/073vIaBWsTtygP5cbMrWsb6snfmKqDes3/oU3IN3OLaIW3/PNtTfW3F9NvTlxCN8h3tD3T5zvwDrT9/CXcDQLdx6sEEZnBuNBP4UM+eh2lq2hTMPxo5pK01rqPVH2dyKmnw1yTmk6lr63a4sAeGlW510v9EZ/0B9+kpD8icnefbTV4GQlnu/N5Euz4e9gn6LXogNmhv+cH/R7dJ2flLkVTnWp5B3aqmyFHrJzyORnr5MAeF3QYx278ZFc3GXaAi2P07An9I2fH6XjkNoe1MyqUiDN7sqv3GVygzdRPP90kE+IZff6o7T4wu6n3SVQmQbTiq/NtN0dDxWvueo6wyinaSBLwStqMMs2JQ/sBN26ZW2nTzo2zrWL6ks6V+lw4Q/ZQvr510vWLCREAMnpWsdImaxRhtk/PMqzPAwDFyM2//5IKd91V3SynQzfp5hYlT5JQMfURdi/u6zhH6I185NRzQ53/isaMVBQmV0Z6zw/lv121N3c/itvB0UyPD/4zAGrKBoCnx2omkvwJ3hu+Zu37q/bp0iViPm2eqPqu7vx+1e74HK0pRVyWdhzoPgICAgICvnwcHdH7iCOJVxr7RbNgUr2E4rbzwok6LaN9XR8au29V/WxZHR9YJ7KOjIqeCbk4V7xJqiDazynRkXR9luqMTAITokPteZMLM4TuUBhlYoS0TseJ363SONhBf4O0FDFzdcipvl3Ou2g7ZCZjzUJMXv2uxlxOpmpKOPA5GWlbF2UpNFck0oQsUyKWZTNdh2mzA99dnxNdRCclB+/AX7fZXN0o8tpaQXkWnMIjzv5yzAWjaHww/34K0uYq0xypg/mEAiQkG5+iHjiPRPz7Mg8A2Ku0QLGCUVCC3dQFiGbB62S6EzGQRERhYkv3LjLSOvtETpj43++EcidOtOYzuKc7FHTA5k4znw9UM8f6H/DmhExPu+pMbkJMttEDuJDWLWigSFM2NofXz6DarJik+tHJqo/D7oXpoVYLpiAmxtsQDov7BKxK1qu++Y2vRV84/ZVLjHQvUU4bMTMBwE3PnNqJ1A+y5tVTToPvW7VpbMTuB7tLB0gbulmuelvqtNSfzyjXNa94UwMn0h1kuokJy0ZOp8EX9nVcDhP2aQxpXxHzU7+WJ6GbSC8RM5QeYNdps2/Hwj1FFCdkVxafyWBN/wgN2ar3vC26tUoUK2M6LPzmE6/N2+fHY71PNCAzi4/Fz2d8QJDPY0O+C/LjtGl83X1n5uZ8RT8ej/hFbtP9/fwRbTYZHQbRijsgLZ3wk6GOr66InUjXlE0pT2fFm5lW+Xeum2DkKV5knQAQpeRn6pnaOgHA7FANdR/NF53UcUlenVHCZlKTudzzDzNKtCPqjtRTzEzIBHmaaGH04CBaFNpR1/xhf5MOi0W0+02Yed/q1vBzd33NEGo7bJtHAQAPFg9VfTxT6TMs2d9aFLcWzh3MUAEBAQEBSxE0i/sEy7jvl6XmX9/9SNWOSFKQZPlLe7+rn225KOT9kcoZT/dVSttsuczRq6Onqr5B+4GqfTB0/q/rRskNd8sXabHf6v6J1Ix1wz5ftfvbjmCNiwN9rPxw1d649S0A6ir9Ryaf1/Edt74Vyn34+BaxtZZO0jtLeRQca741c9LnNkmcV0jiX/USIdfA5lj5F8feDPUsmdmIYO7pXSe+rnxy/jv9CDHV9p64UrWT1L3/T1zW9/xmq7pfb8Nl4T73BdUwT7ykWsD6VTd+/UXVKksyjZ3bc8EKu5sqed/cU23yMes01MmevodPvqhr+RMfdSbLgkw6T1x+sGp/08e8s5XydZ56QRlQ32Jc5nCbGFyffU6JLB/y6xuc1GzjFy8p62/HR8uduqnjWy9pVOH+xH0/FzOVjPc9q/ATm/rO3/pJfSdjTwHz0VtEmEnarBBOPnFLHdiPkRlM8pE+R1onm6SEPPO5IXm9l4DNTNPMBaB8KXUxLu/+XtXur7mogknUzJAkEaDzhEPNCNFQAa8KNIUux5FudnE0z7bKUWGdhDYeb6aLyLTGocsduHkHpW4inEgpSIga41RbD5O4ITxUrDPsh+Ea1Ol8MFENVWQr16Ve8qfb9Fm+P3NsVdG+dD1PLy6neIktYtH1cv9FZbel2zb08Vp5u2qKouVgX1nzkGhD2HcmbaaiGZOjZ+Qr4B2Q0DMxmtSX+XrcN2cqdO2PvlC149j9fjgs//5HKH4UEBAQEPAVIIjeAa8OUG6JOPiLkmojkGZhvXw5oxrc3VQDAIyP7JpYNWm0zXxuyHakJo1T5Wn6rFsL12vm2tNCzcJSrJg0EnIA1+tBu3/7lIfAmoOMcylTltL3ZpIISZ0N0WTdBX/xUvaUgpVqWoQEvnEp1w59VvzyXAOc2VREM2CivUE6r2Zw1FufnlVe7z5dz+9KNKbhbF7d4vdUe+cNSYcFfaejyP1+uGDRjMg3NyeOSKIsOSqOco9eVRrFcoTDIuBVB1uF6TYzFlV/vLTZcQRZBvcHn1uiA6cw21IOI4o8smTgKL2xJANvEnR/32Yzj5jyWZXPGsxIPM7Xq7mYks6YDrxhLu4T/1AXzXYgmb+kcX67staUr+G1+rUsyvkuGgZ4E2+6vmmlNdMZr8X3UzQ3msiN8wazO7MjF2Bafc9HRfT8caRvQH5TZUOZgaOIYIYKCAgICFiKoFkEvCrAeSilNx8w7UmTg5uZhoUdGAASHxfPmgUnJabWzTWj2gEtrgfiM8QyKqmS1Jh+3b95yQ7seY6uouasnR+vSdk+sqlF98lItpfuVrOyVY2zg5sd8dLkCDS+V8XntWC8iEQzufN4QRFaTc8SUaJmq+YNt3Prb9IcakzIDd70lJmAK6c/PSfl68jvILX63cekWwkTNTNST2daL+KoIWgWAQEBAQFLETSLgFcF2OcgPBWWanyy3Vj8CwXxVRRERxJ7jYT72D/hyq8ApSEHNjtDvWbBfoyiZgv3JU5J8hdbOtOClEt8EgxxzNb8GDQu89f8JA1hsouibeX+nFvSJEqyT4CYM6o3kS3xo/B74jwQnZ/oKGjcVn08l7blWXl+YSZhDaOg+SVAgTVQ/s6mxoXGsoObfyeFz3+IzPHYRo/HUwYcKZR+k+c/cj5MimKeZN6S41LKWRa2OdmpMG5c4ujnxv29poYPI8y1Z9TJFPAC3lhlP2s6AADd+OpOa24LT1HzYST1zuuHAecfeAc4RVPxxivX10xLNC7RWty37DBj6gt5Pn4mnksc4PxO+eDNG965mJeKBRFQpZ+fz/kpmGrHO7BJKMjpNyF175OYScCOLoIZKiAgICBgKYJmEXDfgjWHpEZhMvXj+vNNqbiDXMfaRpsKTiXGSYJZpDHzXSJSTL0Tk3MvOnSvti9O0SlUomzVHNyu3SUPrPSxA7pDkrF8kkvilvG8SYY1FC4IJf1NGgwA9LzGwAWv+KOyVs6daDU47Xm8R1qImMk49JbXUjSE5tbXaufm5PGZMAkn8++Z0abkELm+/pz6AIUnCKyVLC7UWZ1Z9/33KfhhaKgwWeraCQVX3D2xx6sP4bAIuG9Rr27IVdcafBYl+xx8H11TUE6E8WYsNi/MyKTE0S96PdnafXuRz0KatUJu5XxfbX4xiSzJgygWmJnu1Mf9bPrhezXN37zO5nvJm1iU+9GUe8LFr3T+Zp9F05z82SaKFRk3Zv45AfVZxAvydcQcmdPvkP1Y1jYXmjqqCGaogICAgIClCJpFwKsCbHIS6diQZBxRZm1ZOImQtRHTIBflpRoNkojqbVv32Tyi2hG1zGFfqGhBvrIIsmUDLR5TaFjizhCJuWaYaXCaL5L7s+al3HG8iahvEWQtTZnYgK6fh5tIA1my5yilvHKQ62eborlYs2ian+k82g1mqCbNi38ZZU2DLP1481uX4kH82zvKCIdFwH2L2mFAh4Vp+ONlu7GYpNiMVUumMvN/3DFROiQNZom4luAncZo83sQgO7/OBS4FvTftXE0Mr2m0wIzkNzaenzdTPWDJD9QwPy+P7yVvshU1j4srob7Zs5nIz8OJiLQxy3da0mHC668im+g7Teg7aTo4qkTHJe+8yYQFaMhsStsk/07knfNvrybUHDEakGCGCggICAhYiqBZBNy3WFaC0tYk0wU8Fw0ovWOy5kBvMCnVyAO/jLovTWaoZTUoFs51l9d9KfUumuZfdslCB/qS65YmBULyRJZM9BWiXPqE81hkhmqCMUw0eLQ0i3BYBNwXaEqw4z7mfpLiR/wnzPw8aexCHbNCfRKtBgpyLqjUaag3nlqaM2Lzjbszmyc4jFPMUGze0NBT7Rs28ES1yLQzrZm25rmZeNuTMNdWzUylkLW0a6Gx+gmZl8NluQa6sIHz9WnNTOQbNe4o+qxv1zi0as/v32nNtEXCQCTzzL8TgLivaE4J8+Vw5YTeqbRb/N2ZBm4oNkFSvW0xjSbEOxZH+jsqS+UWOwoIZqiAgICAgKUImkXAfQE2I4n5p8YHRWjqj8mxmFdJeWoGiOyd5aKE5CZxZueGoqG4zoM4W7n2wYIoHoE4W2vSMI1LnYUaA2pDNFCdNZZyBvwrWVS2VKOt5p3Ot6+/Gm94ZbXnXCJqNjPc0v3Zmd/AfcWOaeWGYm1i/l01RWs1BUQsWme9tkXux8mRTt9aUx2LqIH9+KggaBYBAQEBAUsRNIuA+wLLndl3dqGyZtLk7ObM2yYtY5njk8eX+bqbpPSqEh1lJTdFbPLcPE3lgF5wb31/C8JAK6LCeYoNHv9yIdcvy/ewS1hnGU1V85Y5wJdpO4uyue+4DtZmGuTrpr6jiHBYBNwTJMl61W6qTdxtP1i1R5MXAAAROQvX2g/PXZPl6sA+bR6t2sPUzT+cbVZ9DxQ6vyTTbeKzVd/ZRLmjxOH5HFkZTrbVGb7acuPXptq30dZN6LSnjDrIdBMZ+I+ebrPpSMfHvnmmQ3kEMx3fnpq58Umh9/y8rLPFB4ClcffZU229vkfcUy94b/tJWt+JVD+75T3UA9oxTreoXnXuxpnb6nSbzTTuAB/mPK7XS/9lOj/O0HjuD5ZnaUZ+VjHvfZ4Og5PeF72S6Oeuj9nc6O/T1b69TM1I2WzVjxNf1ER/x+LgXokfqPqKjpoubxyxQkjH40gMCAgICPiKEDSLgHuCIt+94/g025rr49DD/dnVqj2Z3ZJZq75dqBQ3Kfb89SrZ3oq2q3Zl0iI7x36hEmEqEj9JuXszdmb7sqpETrg3U+m1620hw5yJ5lzfXqaTjojuY+I/ukPayAFJ4VKHYY/GJzS9fHI/Z9POPEPtAd2fy74KTcY+jbNjdzjP03jbWt2/bLLZa3gWrjex13A9O7D3ch1XBz5fT2Gw0XyGtzwLm66GxF4omsXezNA1+qAjX1Z3d6aaxS4OqrYEWmRWNdxFNVKOAszd2u1ebTDG2HAWHh/E8Sr9nyTd6Wbea5+v2onPyShofJ3MXEJnzoVuBjilc9mBv4tev2b1/uuJm39c6LjE72+09TfJG6dskmuUFMD2/6kP8xmkzcaAsT94uHgR+yGG2TzFN+c8HMw8XQhNzxTrwwZnRI1CXKKZ6GMDSrSY+PVx8aHVFtOF29pzAECfEjlkw+fNvkOLlUfZb1gnv7EbM/1Op77qXZuoYG5EKrTs4QaAOj3MTv5i1d4dXQJQp/iYZWr6fHUif9Ja+7amkUMzQxljHjLG/LYx5mljzB8bY37M958wxvyWMeZz/t+N2677OmNMboz5S9T39/0czxhj/okxC8hcAgICAgIOBYemWRhjzgE4Z639I2PMCoAnAXwXgB8GcMta+15jzE8C2LDWvsdfEwP4LQATAO+31n7QGPMNAP4BgG/xU38IwE9Za39nyf2DZhHQCIm7T9OTVV9e7Fftlu9f7zyi4w3mhZPJa6o2R1hJ5NVGeWruml1zq2pfsA/p9X5NN6HmsjNQOarlCy7tFGqa6xl1xnZj91vfy6nGB0U7rcVO29kt9DnG0PbpaAUAMKK6IGMqMXoqdsWhMtIM9knz2vBZzCzG3SyGVXvgC05xNvRVq1L8Kf+sPWL/3abyuPJ+5DkA4IDWmnkKlwHlORx4Vtir8WVdR6nFiw4iZxq9mX2+6usl+puYls7ktDN6vuorSn2mgp7v6GCxZnFou6m19iqAq769b4x5BsB5AN8J4J3+Yx8A8DsA3uP//68D+CUAX8dTAegAaMEZYVMA1w9r3QFHB4sYQCXMNI600l1B/hGxRbcijZAydBiMM7fhDyLdeBibuAQAOGPPVX1SYGeLaM85NlY2US7IZCi0tBfLYdF4S/R9BbhJoaadIR1wQpORljq+B12LmKQ6tCVsW/UzpcYdJm0yTW3mupmfiwe1eQDgOvmMYggdiV7fypk6w/exHazhWftc6S7TFyi+hBP0nXY9Q+zUqiCwwgewp3gpSn1PMT1/J3KmRRYkGEIXIzXhjzruSTSUMeYigLcA+CiAs/4gAYBrAM76z5wH8N0A/hlfa639MIDfhjt4rgL4DWvtMwvu825jzBPGmCcO4TECAgICji0O3U5jjBnAaQs/bq3duy0pxjpzEQDgZwG8x1pb8meMMa8F8AYAF3zXbxljvtla+/u338ta+z4A7/PXHU3PfcBdYxEDqDjDO6lqBkzd0E2d9Ml1u9kMlcSa/9GExJPNseNUftMdq3OuxDoupHZtkrYHCdVRaHDTMemdgJMbW/T8ItG36Zr1ckXXkrr+fRKSeznVIPcSPzuoufxs4/pofJC6Z+Ea2e1cTUarqWt3aZwpWFp+3XwbLncq92LCx5mPauuRNrFK73/ktb001vrrHMgwMU5bYXLAOCZt1JvJylxNi0cZh3pYGPfX+ksA/oW19pd993VjzDlr7VXv15DwgbcB+EX/R3UKwLcbY3IArwPwEWvtgZ/z3wL4kwDmDouAgBoWUEQXPrR2OFVrZkaJgpJslbU0JNKSTcRWtZv1z4fNR4U379Qq6fk9fBztVV37xZm5tQ2N2sEnhR5mshnXK7nNZ2BzLNCMzCOz0m3G7JM4MPp8OzO32Q4phDgjbqymDHcel02cD42xUTPVQe422SklIu4bNe90M/cui1IPmCmZyVJ/cNSLTFE0VDF/WEkY7djoO981ejDsRW6Tn8zU3DaM1WeU+UqKNRMl09YfMVbZZTjMaCgD4OcBPGOt/Uc09K8B/JBv/xCAXwMAa+2j1tqL1tqLAD4I4L+z1v4qgBcAvMMYk/jD5x0AGs1QAQEBAQGHg8PULL4RwA8C+JQx5inf97cAvBfAvzLG/AiALwL4viXzfBDAuwB8Ck4++3fW2v/3cJYccBwQ+TyLXut01TeicamjkRgyOVBOxbh0Euk40auaOYPmE9xaVDdjQLWbxbG7n6nkWzZYUrmGxtSqtjMrXD9rAPV6G94kU5DkTlL8ijd5seR+QPVAJCekps3QM0tSH9M9takeSNs76Dl3YzDVZ429lsC5E51CzVRjryWOKZFjVurzi5bD0VrS4jyJQan3NF7LuUVmqHrJXYnwovruJUfFHS8CjMOMhvoQFteX/1NLrv1hahcA/puXb2UBxwWG6aLJvBJHff9vm/r0YGj5zYPrdtdqV3ufRctS3W8iKpTr2Kcg0UBdqxtTizZOyW9jO38n1uslyog363YDbXrTAcXjfBgMjD6/JOsVFPXVyfmduHHKiWukbef5eVwOQ46G6lDor0R7cTRVyu9cChXROFOPS23sdsQHmPdJcBErPkB9f5sSOtmnNPVmOi68ZRtqcB8Xc9TxOhoDAgICAr4shKy1gCMLW86a+0UiJAdwTiaXNHHSfwF2ECsnkMTlz2KdP6cEN2kzT1HpJeMpOX0LJi3yEvOInM4lVAsRM8+Erk+sRitlPrl2aucpRtxarP9cSddQ288/JTPOlJLyCn+vCZmBMno/Mj872NnBbYUihZKAJ1bnX/EaFY9znohEduUlX0/FraTGOd1foqXqpiXF1Lj5xZHtPszXu/Gcku/SRIMOjlqN7WW4K83CGPPNPrua+956OEsKCAgICLjfcLeaxW8A+Jgx5nuttRLq+nMAwoERcN8ijjWPgGPhxcZsTLOsVPrwUnZGp5FK8RMfZrtK1BETo3brbevI5loNeRB7UKK5gug+xKfBmgfb/MVBHc/0T7ZHDvLVVFhtdZw1B8ng5jn3KEz3PLpz45NIn6kTb/hxfaYZUYtU6yOfxZQyvEUhqI2bec0lrfkk9PsR/wUTKe7n+vy7Plu8T36govQUKKW+8zPQcOXEP8vBVBmLT/deW7Vbxq3JkobDGuhxw90eFs/C8TP9rjHmR6y1f4DFzuuAgPsCzOPDsN78NMt1nJPypD2jA8CW89wTfEDUKvF5B/eIzFySYJaQU5k387KKNtL7TOierXJ+s88oGmpSzP8pszNcopk4kY1zQybFvJmK+a7kejYTsYNfWGe5LnhC24sk800b8iEAYOqfdVLoPTmnYWZlnJl6qTiSf2/jnKOl5hloOXdDzFDswObvXFiHDX1ndSzgXjmiuNvDwlpr/40x5lkA/9IY835gSR3KgICAgIAjg7s9LAwAWGs/Z4z5FgDvB/DmQ1tVQMBdgMuucviiELx120rkNxxfqtpJ7EpjDlpnq76MzAtCA3Ki1HKZ2xySmTiJ9BTRSEyJNG/br+tUAy1IZNWM04/1z09CQtszvWajxaVc3f1vzFo0ru3THTc+JtMMkwautYWuQ+85zPRe6y3J89C1pjMuG+sLPpGDOc51rpPteTqOzpSepes+y3kWPP+Kf9Z1qnGxRc8q1CgnO0znQaHRft2nOlSL3VuPkkw1gzWja0p8noWpUaComaow7ju9TCHWaUzkkt6MOTqS7LPzuKvDwlr7FmofAPg+Y8x8UeSAgHuIRfHtEuUktbxvR+b9F7dGX6j68lxpHuRP/1r/uapPqu8BwCx37ZdaShdiyQwlCXxXqDqg2McNJZ1dm2mElUT7sDnr5pToxP0hcGDJNDZl5d7lROwW6gcYMZ/VyO3iTGE+Njp+bezfGR16OZlZZJwrGrAZa3PsrmOfA+PaxN2LD0g2k93KJDJJD5ADokDPfNXB1lg3+71Mn2ULjjqkP9LrhbqEv5ur5mbVnnifTUzsxJvmkq7P/444EY/5Za2dN3MdZdzxsDDG/O+4s7npR1/e5QQEBAQE3I9Yplkw1ff/DOCnD3EtAQFfEriUakGSv9B59Duq/B6MtMBNy5ufTvYer/r2plQgx48/VH5V1bcdqUS6k74EALhgyYxFUuYkdhrDQ8RqK6yzB/l61fdwR6O12j5DejLUZzrX0wzq1ZYf31MzyHqqUvTZntNYLGUrM53HwwPX3pqoyaVDkVWPDJxJ5yAjpt6Ryonne65/Rmaomwe6vnM9TxdCAWY3Zjp+vuvafSrrOtlXLeF0x91/jUqxzvY1Am3Vs9ae6+n6I+izGl9H+8G+PtPuzM11eaoFjR42amYSzWMnvVL18XcuDvDN+NN6z1o2t/vO+bd3lHHHw8JaYCMbkQAAIABJREFU+wFpG2N+nP8/IOCVghwGSaybCf/BJrEU6tHN+IDs0i3f3490ExnHWrVNwmQHVje7qdW59sUnQlXdUHA0la/alsbU5/7Nc/1cn8JAxdQeU2gq17juxvN0Gi0al8+yz4CpL2STHtI1XLWuX9F9oBEd/6imaA59lXGavhZ5JPMPqK52ZObXz4dJJ9J3IeYtfid8MAk1Cl8vkVfMYbVCtO8SWWYp0bALPQxSO7899lr6mxHf2HR2be5zRxFfCt1HiH4KCAgIOKYIdB8BrzpYL7kvolsoPM0Hl8uEvfuYeJmfHbASGQNo/D1TT+S1OhPCgDovXzGFiCVvcenpWjNit2X3qeQ3cJ4Dzy9t1gyYTkSvn58T0KJJ7MCurcVibpyZeDNZ7ALxU4b5nsWX4CCW5+NnJoWgyqnIa/PPr7OpHkhB+TDM9Ct5Hosc2eaYUestc3DvQzWKnjFVFREDl3ux2nxlQMDhQQ6JWXazcVxMUrvkp+AKcqOp8zkwNfX+RO3WWeoijq50NHR2x76k7fEXAQDP9S5WfZNII5tGhcvwvjZlbiR3//3oRtV3Y6LXi8loN9KorJeGur4Db7O/atVcdjBR09i0cPb/S5Sp3mM69JHzdWxO9ADdp2ijrYkzqezO9FC9EWnm8+Whu35GO/Qtc1XHD5wvIKZoqC161pt+rUOyHUkEEwB0xr7gFIX2Xs/1ncp+X5A58PJMTY9CUb46VDPR9swJDUOj7/TGTL9TiSzjDO6rPf0d5EJ7Tu/0YEJmrOh4ydrLfBYrdxoPCAgICDgeOF5HY8CxQr1QjaLwSVQ7o8/N9QGaZHWTiiNJbgW3D6CaTU73EvPXZqLjbMYSXC5U4pV61BJJBQCbpeZp5DMntzF3FJtBej4PY2T0+jEx2Ha9RLwJvec40me+MnLOfGZyncWa0yE5DWxum4DKkUq9ELL2HRjVgq57ib5LOQ281iteYckmGkF2QNpadc9CgxqmlCey47WgGzONFrtpnEYwLHUdVyPVIkTjYFqRG4Vqo02YZZt3HD/KOF5Gt4CAgICALwuGnWxHCcYYGxSngJcLrVTj88VnYkhK5pDKTuJyKdhxKtJrShQlrI0kkhsSnar6plYl645x7sG2ZclaNYfE14PISNrmSn9CUNi0Jr7XCaNMuDzX1Dr/Qhcq+TPkXkyEeICtufHMUt0Qw/U4XH/EJVBBoc1w2lyfKFYY1fORBrdXOp9KQdrSaKZ+lJn3iTD7cJbpmgWWnunoZ23nT1pr39Y0EnbTgIC7QFFS0SGf35ERnUdhOQHPbT55Mc9XxXW9U8oTEWoJNi3xZjnxm3kbeg1jxzrH7KpRPqzaxu1purtGN9sO1GRjjfssm9Z6Vj8rEUW7Vs046+bBqi3U63wYrEa6lpF1Jp8Z0ZV0I51fChSNSjWTFZFu8olPwLueP6v3T/RgE+r07eJFvcazxSaUY8M8UOKgTqikLkfYSQCFCQTbAIIZKiAgICDgLhA0i4AA1E0RUr+AiQq5AE5RCrUGlV3NNQw0bp0HACRkchIz0wlcqPpGRp3mUop1YNdpXOcce2d4HvE6mNZuHh2rmkPmTVYnrEr7XcpQvxK58R6ZmVLKZr7lS4/WamCQg1qypNm0tFaSac64MODtSEOQzxTnaS73rqc0Z89yBr4LRy7oe5hYfX9t456VSQFbnmG2bXSecaRmpsRTd4jZEAC28nnqDhvykQGEwyIgAEDdFm3tPJvtGlVQi/3Gvz+hja//1fpZuMifm0ZZa403k9ywz1d9+1PNUzjbeSMAICr10BpTtNFa7DbW84WaXg7IZ7Hto4FOFOpbmZHPQWz5Q6NzXoNGgwmr7kakfFfMgCsUKOesvodBqQfDpr8/m764UJMcjFxQaTPWnIbt3OWurMZq2lotdZPPvUlqjUxPF8rHdNzfd0Q5FYJ9qpQ3mulhIbQvuxM1XXHujnCPpYkeupOpfufHDcEMFRAQEBCwFEGzCAi4DRLlxM5OzvDutZ30zeU4RzlF0fi/Ko7sEQf2IKaoqhY5oAsn/bbIdLVK9aKH3kG8SVnVbTIjSTTUKGouxCPRVLHVNZ02j1bt7dhJzNvQGh1r0DyTnneMbxu9/5QIHITGhCOocjIjSRQWR3htQLWIgS9ItQVl/+UM8ravEc50KTvRTtWWyK6STHPGm6ZaZr4IFaCmw0Fbs7rzQgMZJKeiLI9v3W1GOCwCAqBMtv7/ANQPi5KS9g5Gz82N51RpL+25zYnrbbd95A9XYosj3bjFPMN2eqbT2J4589WO+WLVx7Z267mRNiI10/QpQivxoatrpUYgpfTnP4rdxtmxSjHCEFNOTj6DAzo4JOS3JA6ulA6mE3C+ksyoH+MkrWUMl/Q3JSbglCjI9yXBLqPQV0ra60Tu4OJ3LhFWXatzTntquhLTI19zYDTaq0loOM4IZqiAgICAgKUImkVAABZTgwjSVKVTcYwOqWwrJ+hJ/oBEOAFKOTEmuo01aDSQJK1xBBRfP0id6YtNRzmxqV4rnwEATKEaTp8im1rejHM1utT4fBI5NYM69zmpT6KdONroIbypao99fsWWVc1nN1ICPjEjDY2ajjgySqKZGD1ycPfhtKht6PynotfoZ/36rxql69jJneN6Fut3xxh5gsBpRrQqpCFKTkYUNddNOW4Ih0VAwF2ATRGZN0nxAcP+C0lMm5TEJ1XM13ueRmrz58gnAV9fXWN0Mx/RwVP69XFWdi301mdA8wGUkJlngnkeJob4Cjg0ljOjh34tMflpZrTWzN+XfRaTQp85jlO/fjVj8fplrnbcTHQtnFnTUueXBMeSQ5zJnDie3vDj+hwcQl0Ubs2ROepZ23eHYIYKCAgICFiKoFkEBNwFuIRr5LUDlkJX22pS6kTO/DMqNEJKnNGsWezlaoZpRc6MwtFSE6hmIQ7cjVK5o1jUm0Tus5x0N6OypxPrpPhF3FMikW/E6iBPqZ63mM+YgiSm7UM0lh7TiZCzfA9OirfkAG9HlL/g18eai5iu3LhbH0c29SjpkNl4BX1vfuLnHM7UKV9WHF/6IjkRU2g+QlKeQ9AsAgICAgKW4tA0C2PM+wF8B4BNa+2bfN8JAP8SwEUAlwB8n7V22xjzlwG8B64C3z6A/9Za+wmaKwbwBIAr1trvOKw1BwQAzSGTbNeWDO6Y7OdMgyHhowk5RsVBzER+bcoMlpBUpuiIScqf2flYfw4tFac6h6uyQCwOZNYWutD171KdBwFL7pknBVzEutoy8wSHidXtRehORIMA6kSDLV/Vbx8q+XO2d9+/tyH5abhcqq5DNQ/5Tpi8sUYaGLvxdqqBAFmuPo3JzGl+TD54nMNoD9MM9X8D+D8A/AL1/SSAf2+tfa8x5if9/78HwPMA3uEPjm8D8D4A/yld92MAngEQyrgGHApaqZpnxOQ0omgnhhQ3YpPFJNconyR1GyPTYZ/uvB4A8FCpETycdCY8S2coD2OPeJKueTbYW3QNO8WFzTVDM1+UmGJea5WWpENlQZ/191qh3Acuy3rTl2CdWS6upPdXuhA94E4RnXjsy6UWRtf3WKmRXTN/wI5jMr2Ven9xVu9S0h87wOUQ2Z1p8uQDHRetxXxbw0TfXzc94cbJ9LdZPg2Fu6cxnINz56i5o4xDM0NZa38PwK3bur8TwAd8+wMAvst/9g+stSIyfARQtjVjzAUAfw7Azx3WWgMCAgIC7ox77eA+a62VtNRrAM42fOZHAPxb+v+fBfA3ASytB26MeTeAd3+liww4fshylWvyYr9hXCVqYaDl0Nm9odZZaK06x247UUV4v3Bmnq1YpW0OVxUH8S4x0W4Zpb4Ye80lSVTKZdOX4Dq+ULU5J6Pjcy6uG9V2Vks1vwibLTuKub2bu7VwGCpnkItGwXQf23b+PXLo7i3oeOY1Dq5nsUsOcNEc+P43Ss2p6HlndifRZ7qVedLGVN+DEDoCwNR/zxxuPCFtUExOxzm3gvGKRUNZa62rZqcwxnwr3GHxTf7/xefxpDHmnXcx5/vgTFi4fe6AgDuhzjo7b2qwZHKKYncY8GHBdCGmMl+o4p776w9iZTXlQkBV8R8yrXAUj1TYiyhRLqWcBqEwT8lPMgVH9ri1cPW6Gt25N19xbkRMPgfJf+D3xIl0kgy4m+kBR0ut7s/VAbci5aGqnpX+akdkZpNDZmeqpsFOqoeV5Iywf2HiGWTHMfk56P7in+A+rsUeUMe9joa6bowr5eX/rQyIxpg3w5mavtNaK7/obwTwF4wxlwD8IoB3GWP++b1dckBAQEDAvdYs/jWAHwLwXv/vrwGAMeZhAL8M4AettZ+VD1trfwrAT/nPvBPAT1hrf+AerzkgoGb+KMmZrVC5a+LLrbJmISYbjsxhzUIkb86q5gzp3DOfzko2h82boWq5Cw1mLs6TYPOLZJ2ztjAj6pCZl8IjIj/cmmq9jranQOFnZrqQpmiuHrHWTv1a+T1HkWoJw0wd04LRTLU005JsbX1nsiY212WkIUrWPWsjAYtxmKGz/w+AdwI4ZYy5DOCn4Q6Jf2WM+REAXwTwff7jfxvASQD/1BgDAPmiouEBAQEBAfcextqjadp3PouQoB7w8mDQ1ZBXkciH40tV36nVt1btldjVR5AaFYBKvDH5NjrEDSXV9RL6zV4uPlW1T8euQt1pCq3l0NsbhXP2PhhraGzE2g6cZpBT6OqYnMktr1GcsVr2dUrO6udnH3Hzt7626hsQBfqmueSuIT/LSXOxarPjW8A+kR3rchr6RFH+QKFruen9G9eyP676Xpd8U9UW7eEF+8m5+3DuxbhQrVC0oEmmfQdj1ZbSxIXWRsT7NZ3N56McLeRPLhLUQwZ3QEBAQMBSBNE7IOA2iMTJPoGiVJ6lXssl8E0og5s/K9nM7D84yJxkzKypLPlL5nKPEtlOJBer9l7pJNo1nKj6VinZ7JaPjOKs6Q4l1Ulxo4x8B5L1DWgG+R5RiK+Veq+zbaexMIV5r9QKc6fwMIB6XW+u5Cc8UvsUjRVD38+acXNNLPtZlEdqxbq13qRKglzju+uflbU18X/wczKT7zhz4dIpzZlQOHDhQ2sNZd0fZwTNIiAgICBgKYJmERBwG5qijDjKRmoicD4GR/GMPf8R11YQagmu98AlStMGbqWSJGvBJFLJnosfSX4CJ9JxzobkUbTNylwft9m3cBBRPQz/TMwBNaKcjN3IRSalVsd5fRPj3lkK4mai9yyRWzx/YfT5x8ZpRAn5fFjzyPz8/D1IlJMkRALANNdnkvuPZqrt1IpgeQ2zKEPuBRA0i4CAgICAu0DQLAICbkPkbdiWpFRmJu170sG8UMm6n5yu2qtwEUtlNE/ql1KNBjK5VxFWHGFUkuQtOQcnC7WfZyy5+wislUKvt1ThbctotnS1FmKg7Yj/gIIjmQ5ExErWBlapXkXh/RtcQ2O1VP9BEbm1clY2a1kDe3JufmbQTf17GcdK+Ngv5okGt0jzkGz3mAgTi0S/k2nlk1CZmdtZ5jSOdksjtMakeRw3BtqgWQQEBAQELEU4LAICAgICliIk5QUE3IZl5TRbqTMzscli0H5g7nPTXMM0V9suwYxNL1mpYayFN3lxuG2LqDcyH7JaM2MRKjMW0XlwISFBF2pamhKdh9CBcGjpaqzPJNQdI6uJfEwNIgWfOhQOGxHD65a9NHcNkyJG3hnNSX0FmQHXzYNufURhwvcSAsRJqWYueX97hZavlXBZoDmQgVlnuV7J8UFIygsICAgI+AoQRO+AgNugZVWpdkP7QW37mgkccsk0HkJZcYM0C9Ei+olWksspzFWUmFWj0nxhuKyrWwvTcYwpdPWGdbUbzvrkOABoaQ2xqs5FRrTkbQpzlQp4a7E+58lSy83sGieRr4Ac+aUmsN2MXJkaTtpbK6n6oCdQZM2By6o24aR5RK/3W9UY+k45aVCc+ZesalOJr3DXpRoiB1MNoy19omU71fGas9trmGmq2tosU/LC44agWQQEBAQELEXQLAICbgMndgnyguz7UWdufEZaRCud9yvsT53dPKPiOjUKch+Gu9Kb9xMAKpFzjW2mC+kYF6Y6hM7PhYyu7zmCvTjWtfcoJDQrnJaTp6p5DCLVHISAcGL1ObvQ0NmWp9sYQX0ae5H6B0Y+DHV/ov6DrEvUIb7SHScyDiOdq+d9LZxIOIr0WYXmhBMdmUJdMMvmE/By+k4M+ZTEZ5WHgkgAgmYREBAQEHAXCJpFQMBdgCNjxr7oTklScNxRW79ItxlpIxtdVwd6LT5f9d3ItG536iX+lIojCcUGoOVI9xKV1pkUUO7ZJrqMYan29VbqNI8LXQ10YYrw6/gMgDrp3gGRCu76iCLxAwBK8QFoFBJHcK2ST2E3ctef6D1W9Z03b6R7uev3KXIpomgsiYzi4k+TmLQoH9nFWuGp9usAaElYAJhm+k6j1D0/1+3eG89rI8czKmoeQbMICAgICFiKoFkEBEApPgAg9ZImF7rptDQySCjK98YvVH3dWO3768ZpD7O2SsEtnz+xVqqfYJqoNnJQuPj+M4VGCE2NfnYzvgQAOF9ohNCEoqmuG7eWNavSfJ9yKoq2k7hPFFo8qQ0t6rMTO4me8zTOFhr5dMWXUzUkX54pVPK/Gbn1My35Ceg7mUWPu/tANYcNohNpFU5juWk+X/WdKzSySzCNVJs6VTTktsT6zvue7p3XtJWq5mB9bshKS78HKYkLABPvZ+JIOOk7jgiaRUBAQEDAUgTNIiAAdbt0ls0TxE1mSsQndOWcATwqNMpm5Av8HEyuVn29vpPYb0WqrUwKiizyuQA7UD+BZGUDWjb0anyZ+tQWn8BJ5mPKc9iyX6zaQoE+Mmrn3ydSP5Gya1nfJEoKdblkagPA9Ygyo/1cxqjmcsvqs9woncawQn6IbaP3F2r1rqHcjQbyQ8k0B4Bt8plIFBb7iYrYaVPXcUXvk2mEVeyj2namqiFy1Ft1zZEvpXp3CJpFQEBAQMBSBM0iIAD1zN1Wy9nqs/yAPqESdRq7/AKOojHEgxT5DPCY8jGkEM8JKkUaxxrTv1s46XcALU6U0Jwi1jFfEtOZS9nSgmjLObJpO3daxslYs7o3SvVJlJF7Ps6QXqcM7VXv/2BpnjPMe77sKed+tIgCveez2selSvYPUDb6inXPXTTQugPqi1mhsrNSEAnQDPFBrJqN+FdWSNvZTjRaS0rlrrTUT5RE6sfZG7u1WCqpy9recUPQLAICAgICliJoFgEBqPsfJMuXJcpeV6OQRKMYztS+fyLVaCmRZPNU/QeSmbwbq29jr1SfxtT7LyZ0TWSpEI/3GZwvlFuqJFbcrcjNOyhVM+E8hy3rfAY7UD/AKNYSo5KT0YlUW+GypVLOtU2st1yI6Ya/P2s2rGUIqyz7aa4l6n9JfKGjIVjzeE3VNv5dHFBW+EnSjNZ95NWl6OmqTzSfGeWjZDn5NHy51L2prmOaqZ9FMrxbqXJczch3tYiV+KgiaBYBAQEBAUsRNIuAgNsgEiXnXjAkFp+ZZkuyZUvNBfaDFH7OLatx/pwNncbOlr4LrafQoWzogc9J4FKqI7LZt6yztXMp1TFFPnV8tNVerhFMXAq2suuTsLwfabRS6nMy2uSHGEM1L9EoYtpSDiLVXJhtVnAre75qryXOf9EnnwS/02nkoqXYT8MY+2gqrpchPFLsJ2mRz2I8c+9nNFUNj7+zKHIRZEWp+SzHTZtgBM0iICAgIGApgmYREHAbIs88yrkXZakSfSt10VBjitlnTqK4ynbWaKbUayknIvV97FnKufAV6jas+j5yijba9jkHHXux6uNs6p3I+U9OF8o91aPIqhu+nsaZ5HEdtzq+aS4BqGdwr1CG9a3YzZ+RNrFmWQtw/g3xrQD1bPF9//x5pFL6g3h91Z75ebfti1UfZ6CL/0PWCQDn7euqtkSOjUiLECZejpDaLXX+JHbP3071PgeUlV96n0aSaFTYcUbQLAICAgICliJoFgEBAOJYazPEkWvPMo126rZUih4kLldimqtNvhOtVu310kmyk1ht/pJnwdXdipgq4Xn7PPMp7Vv1Oez6ehJrRv0oGdR/MPQMtQPDfhZtX/H+lT7Z/PtWxzcN5sY3jL6TkXVtjnDaiJThNvPXjahG9jox4EblRQDAVRJP10p9Z2PPmrttdHydNB9xFWxT1nib6n2kcHkWNT+Q5F6QhrTXUc1LapAwN9SMvtPZzH0/g7bmYezVtE3Voo4DgmYREBAQELAUQbMICABQcAW7hspoBxOKr287LYD5ovbI7p2kTqLdoygbyQy+lqjkuz3VaKAocn+KN6leBdeT2MucRL0bqZ0+M+on2fX+D7bzc7bxOHPzbrWUJ2mXork2D/4YANAZqLQflSpLSo1vjjbqlap53Ird/TmnYRPE9hq5XAZh1wWAK4mOj6zzNezN9J1tp6qZlT7Ka1TqO9minAuplLefqeYxiZ3msEvcUJu7H63aceyelTXEKX1nEvk0nBIv2DHTJhiviGZhjLlkjPmUMeYpY8wTvu97jTF/bIwpjTFvo8/+GWPMk/7zTxpj3vVKrDkgICDgOOOV1Cy+1Vp7k/7/0wC+B8D/edvnbgL489bal4wxbwLwGwDOIyAgICDgnsFYe++TTIwxlwC87bbDQsZ+B8BPWGufaBgzALYAnLPW3lEfNMbYYGULeLlgDP+WnEkkitQkE9F4v30WtyPzjtEeUUewmUgcsyk5jUe5UoNIAiA70vl6oRiXRDSgbjKa2bG/pqBrKJEwd+adAdGWlEtI82qkgf5eE6t0HrFRB3RFoc4JcvT+uFyqQMgH3frdODuw5Zm4P6dtYd+btKRkLQDsj9UkleduLfzdWqtBB8czAS9/0lr7tqaRV8rBbQH8pjcrvftLuO4vAvijRQeFMebdxpgnxLQVEBAQEPDy4JUSvb/JWnvFuEopv2WM+Yy19vfudIEx5qsB/D0Af3bRZ6y17wPwPv/54ygWBBwS1vtfVbUlaW9n9Lmqb6P/hqp90ifebeafrfoKL7FyghhL2aIxnKGku5uJhraKlM5lVfeNOmZfwmcAAA8YTbpLrdJtP1d+DEC9+FDfaDjwrdQlq53FY3pP2h6u+nKn69AwU6Ywvxq5ZDYmP+SkuaGnHtkr1QF9KlKiwMLTqTOR4EOljh/467egpH+P2a+t2pF1MbefM09VfYOWe9eDSN95TuSQuaf+aCcaors7UjqWyFN/tFPVcEYTTdo7bnhFNAtr7RX/7yaAXwHw9jt93hhzwX/ur1hrv3D4KwwICAgIYNxzzcIY0wcQWWv3ffvPAvg7d/j8OoBfB/CT1tr/eI+WGXDEwARxArbZ97sXq7b4B/ZJc4jI/t5LnKQ5aWkYZy9SKVsK9YwTtf93Pa35w/bhqu9apGGkEy85P0BJed1S7fNCQd6jdURW/RejyMV8nLEqBaf0zLcSR23+WKnSfiei4kqydkqUW4v1/lNfqEhCVAFgxVDoa+l8MWtQn8w5eifbhftsTnQjrzNKtz7ydCpfiNTCvELFozpeSxqDyBGNak6pl3v75OdY82vqF6qhHaSaaGlSX5CK1gF1GVVlcVnzmDB55DELo30lNIuzAD5kjPkEgD8E8OvW2n9njPluY8xlAH8SwK8bY37Df/6/B/BaAH/bh9o+ZbjQb0BAQEDAoeOeaxbW2ucAfG1D/6/AmZpu7/8ZAD9zD5YWcITBdONS1IijiVhzkAQ61jymOUX5eOmSC+kwaaAUDeIEso3I2frbhsgFyacgmoUhugsmCtyFS3rLoD6HgosTeZoN1iZKinScNoxzO8N0bk4uriSRUVOjRIAZvR8hPVwnao1WTLKon7aDfuN45n0dTGVe0PyyFiYqLEqK1vLvja/vem0oBUc76TUSeca+Gf4dSHGkgiKkYENZ1YCAgICAgIUIiQgBxwJloVpAU/x8RhQf4t9IEyX9aydqy5fIpTRRA7dpkLtaROo3hcsJGJWaBwHSIlJfVGhmKQ+CNB/JmUgp2sjSn2/Lk/aVpT5bQc+55jWSCVGtM1Y83Xhey93Q8a7189N4Ss/c9aSErI3MCv2sFG3iaKn9TN+FPPd6pNFWLMMn/mUNrPpBWEszMk4U60KHwhoW+64kt2MS63fPVPOijcaUhxER4WSZq+Z4HBA0i4CAgICApQiaRcCxwLJs3CxXW7cUOspyJaoz5mLVlszlcoGUnlpv9ybNYeTzB/aM2vR3IyUwkMzjqdXYjanRnIDSS94ROTUM3SCzzpdQLHjOHRetjoHRyJ681Gij3f+/vXNnjuyqovC6z25Jo9fMiLGHMR4D5uEqAhL4CyYiIYCAjHLkH0JKQOKiiInJ+Ak8qiiqwGBwmRnjGc1oXlKr1a/7OATnnLtXq1vVA1W2LPf6oqt+3XNvl6r3OnvvtTO/lhutVXBVpHKGSbBAJwvzIrVYs279a89Si9K36fNjlD8g87/thqqMQi5kCOtaT0GDoMJ1HcNM/b4Ervzy92JEfRqxN6VHhobTxnJPMc80pvGxcwOtllQ7OVIe64aUhRBCiJVIWQgBoKGIM7rJcOQ+GFvn8CT3e9UzqpA6qe35+F9VU2QalUO08vafz/kHH5mz7fYM5n1Uh2qlR84iX65MivmNo4T8pNxilc8J7PNrsjPfDD0bQ+oKr0lZzBK/lhMa9Zq2dn/iWNeW3sMW5U14X+6s2og70KMFOftJvaDKpnE4f7wPAPCUVEQScyGk5qJKqckjq5dZ7mk482u+yC8rqojB+J5dxxL7+nVBykIIIcRKpCyEOMeyvWoescrHEfaJmvV89Dml/e9+6ffXuRpnQtU0MfKvMzv38dR8iKaVf+2zws5TN6QsQkQ82bIO7Zw6rM/qEPlntuc+SSxyHzZHYX1WYdTQfTgZ3gvrtN6QB7lF7FHZFNTPkvVMJUQfLHaKrcinahSe536WF7hv65s+mrtOADgu7P73644tAAAJ5ElEQVTEiiVWc0XGI2Y9rBLS4FQ7pWqnZd9t0yzPTa0bUhZCCCFWImUhxAVwzgIUcfPMg0iZm4NrjHJ5rkWR+Si8T9VQfRrFGvfqM1g0XvStj8P1m7AmW8dpY/mPGHnz5/Ne/I3i6wtr5vxBP6yvplGtdKqu/4D3/JmzyldTldSPwp8f501wh3TpLPJP0kVvp4Yqj8rQ33Ay+U/32F7PfLaq1vfRDKY2r6K7DPJz2iEPsOhAy70VDXljxZxF25oaWmekLIQQQqzkUiblfRZoUp74f4mKIs2sD4CrpbrJalT5M/f+8PzOpkXzedg/5zzAfvFGdxyVBU+am+9G9u8bkJrgqXGjyjvYVhQFb5WmbG6m/lzch8AqZQcHAICzZHlXcqzcOq4tsp82Vs3Uo3vVrZkqh/ZKrwJ61OcxdtbfsAPfX8I+TQOYK293f1rqiWhsrc2SPFPMX3An/EZhXfnT2q9/Vtt15DRVL+aJ6rXq1P78TcoTQghxhVDoLcQ5Yre3oyh92ZxmnoHBVTrjsK/OlU/RT2oCUw7HtVX7bGZeRRSJ5SnGsCi6CIMWsmT5v+zrpZ8f9sT9u3uMu5Vnmb+WHpZH9o/bf86tEwAaWG5mM0zV40l/DU03Psi8itpw5p30Mf7SHQ8brxKSzNQMzwgfuqcL54xzuwHr3zhITI0d59bN/XTqq8Ru9d/CeZ5ObWJhzO0AQLbMXbgitdIszgVfZ6QshBBCrETKQohzREXAyoH3xGP0edC3udw8RyFGqjfLbyw8z5E7E/sP+qlVM207yznsNv7xQ4rMr9HsiFthOh/Pe0B+e+G1R8k9e5oi9yz1OYE+LNpnXm38JD6ed/F+Yj0Jr4XZEcxhaiopVjlVztx/o9MuAPSwOFuCVUbP+VzCLVjOIeVYN3wUzyh/mHmFxxVazOnEV071S/pMqiZDyOPwxMR1RspCCCHESvRjIYQQYiXahhJry7KktT/220jcrNXS87GM9nhGdhxUftm0ZsNxnkF12B3fKb/bHW+EcaOHLdl5kFFgEWw2RmQk2Ka2JZS1/lqet5Y0382+bJ/f+n2agraGuEz3busTwxU15d1zlqDup359bE44ZwcSxrbWtE0Vy3kB4E7xbQBAj0bJ3k//YesL2z83GisXPkotGf1x+wEAoM2+0z32DGTeGODhS9G8kQ0fr5dfs2vK/SClx4Pfd4/xwKsiX74lt65IWQghhFiJlIVYW7LMIsdljVe93MpMh5PHC8+fjD7ojrn8MlpacDJ3GbstjW2Fj7iPUrPD2IaVqcaIvIapjU/o/M9KX9o6mplF+bUte38WGvD6zq45JQuT3WAAeEKzTNluow7J5lFqCmp4Zvfk0TVfssulv9wAF9e/SY2EbG2y394Mz5vy4GR9bMqrYAOhzmpTLtHaZJSZBUhsJGS7j02yZW/TeH0WM1/rv9odRzsQ4ZGyEEIIsRIpC7G2pBc0uC2nXXikLCxyr2rLJbgQkbJFeIyiD6cWDfN/Xx7itnFjn7OXWelrhC24d/uvdcfXU18y+rC1PMOMy1SDiigpZ3A2N4I0WJyQeeK4skFJZWhgi0OQgPncTFQUXA57OrX8TBBOKJLFgU/AfK4jwoOUorVJLKFdeG0YcZtldlOLcP8HY8st3dr+Vnechu+E81VsdJgrlJ5Dt0MIIcRKpCzE2lJdYBAXjQQrGi607LX7G2Y9UbU2yOf58K8Lr40Rd6/Y6x6bpBSlhyi6aUw5bFDlUvee2iw62NriduNVSNWz93O10zREz21qCqkg5TMKkfkwMfO/Pq110/m1tG5RYQHATsi/9Ml2/DkZGcYqq0lrkTuvJZr9DclC5LS1aqjtMCjpWmt2Ilv5QXcc8xebdP629XmcuXsOa56chUZJrorjCq9JZfdaSFkIIYR4CaQsxNqybIgRYEaCPBb1otcuIyqTOKoUAJpQeVM1lkdg07+uJ4BsvZvczlmFnAKbE/KefhWqlWqKzJ+M/t4d72165cE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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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     },
     "metadata": {
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    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "md_lfo = LFO(name='md_lfo', n_secs=N_SAMPLES/SAMPLERATE, rate_range=(0.1, 10.0))\n",
    "md = ModulatedDelay(name='md', sr=SAMPLERATE)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    (md_lfo, {'rate': 'LFO_RATE', 'level': 'LFO_LEVEL'}),\n",
    "    (md, {'audio': 'harmor', 'delay_ms': 'MD_DELAY', 'phase': 'md_lfo', 'depth': 'MD_DEPTH', 'mix': 'MD_MIX'})\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF, 'LFO_LEVEL': torch.ones(1)}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C', 'LFO_RATE', 'LFO_LEVEL', 'MD_DELAY', 'MD_DEPTH', 'MD_MIX']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q', 'md_delay_ms', 'md_phase', 'md_depth', 'md_mix']"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_cf_3')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [16:36<00:00, 20.08it/s]skipped 6437 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[2], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7f249a1ede48>"
      ]
     },
     "metadata": {},
     "execution_count": 11
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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  {
   "cell_type": "markdown",
   "source": [
    "## Harmor_cffixed\n",
    "- Harmor_2osc with flanger/chorus\n",
    "- rate=1Hz depth=0.1\n",
    "- only mix (0~0.5) and delay_ms (1~40.0 ms) is changed\n"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "cf = ChorusFlanger(name='cf', sr=SAMPLERATE, delay_range=(1.0, 40.0))\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    (cf, {'audio': 'harmor', 'delay_ms': 'CF_DELAY', 'rate': 'CF_RATE', 'depth': 'CF_DEPTH', 'mix': 'CF_MIX'})\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF, 'CF_RATE': torch.ones(1), 'CF_DEPTH': torch.ones(1)*0.1}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C', 'CF_DELAY', 'CF_MIX']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q', 'cf_delay_ms', 'cf_mix']"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_cffixed')\n",
    "# render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[11], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7ff743277470>"
      ]
     },
     "metadata": {},
     "execution_count": 9
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
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     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "source": [
    "param = torch.load(param_files[0])\n",
    "param.keys()"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "dict_keys(['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q', 'cf_delay_ms', 'cf_mix'])"
      ]
     },
     "metadata": {},
     "execution_count": 10
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Harmor_rev\n",
    "- Harmor_2osc with reverb\n",
    "    - decay\n",
    "    - gain\n"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "reverb = DecayReverb(name='reverb', ir_length=16000)\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    (reverb, {'audio': 'harmor', 'gain': 'RE_GAIN', 'decay': 'RE_DECAY'})\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C', 'RE_GAIN', 'RE_DECAY']).to('cuda')\n",
    "save_params = ['harmor_amplitudes', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_cutoff', 'harmor_q', 'reverb_gain', 'reverb_decay']"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_rev')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [13:09<00:00, 25.34it/s]skipped 5290 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "audio_files = glob.glob(audio_dir+'/*.wav')\n",
    "param_files = glob.glob(param_dir+'/*.pt')\n",
    "print(len(audio_files), len(param_files))\n",
    "audio, sr = librosa.load(audio_files[40], sr=16000)\n",
    "mel = librosa.feature.melspectrogram(y=audio, sr=16000, power=2.0)\n",
    "mel_db = librosa.power_to_db(mel, np.max)\n",
    "librosa.display.specshow(mel_db, sr=16000, y_axis='mel')"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "20000 20000\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x7fe8282d45f8>"
      ]
     },
     "metadata": {},
     "execution_count": 9
    },
    {
     "output_type": "display_data",
     "data": {
      "image/png": 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2u+7MUFkhNpuz1feU7dPF6bnxfSM8R8eNWxhONWWBWa/PK4yL6MSPy/cVp+vyta9G8wl4mZVjxr5CXqciY26mEq01zOfPP6J63TfTYOZiOhHZPvB2rj6Fa4XcCwC4NnE5F32iE+GF5eb4cwBmo8pqcadsV3wC4ySX8aOp8EWNp87MxZX2Cl2AFE8F1AylUCgUivvAoyl6P+HgUqp7PnPYUB5Gv7pVtm95KbgH6WMkhdMoKmmLepnuw0nsrCukXnLnGtzbEZuZYj9WxnA7yPubYznPzkR2GObzDnKuXbExcjYlzhdpJXL9+xO3fZAxUaFoXm9EX3B9mZALGsoTGU7cvcpy0TZ6pLmFE2vxJIXizqFmqMcESUVs/nFM0VBVxzDLfo52LBTmoThSu6BoK7h9W7GMaVWYLsS12UxUITqOut+VF5CMvrtj3+aCRrxY7E+d+apPH3A2reU+tDYzYubaslKPe5R7MxE5MvqpLByL6porFIo7gZqhFAqFQnEfeHJE7ycUodwqaxOtqjjIA9vsJJMaD+NISPea1pmnEnrUVV/PuhaJrFCldiihWqFIqgppEVWvZbBmwZFRgTQwJW0kprbxtb+LCSf6iYM8hsspGVvRPAaxRHgFxzUn4lWoxkdedAGog1qheJDQxeIRR8VH8SSx+CQ4cqdZdQl+x2oSYrtUSNJftCB0dhsu9HYybVKvhM7W4mCGkq3BjwAAqz7TL6FD9yhyac9nbqdU5e8W5GO+aVyGegey6FmKwBr6fTPKtb7RE1bZgDiSBSYnk5YWR1IoHjzUDKVQKBSKQ6EO7gd2Pll32Rkd6DzqleWy76R5W9let25ffg6riUj5Jxrz17BE9SqCdedYjWtTSDvxORFkBULi6WKXqIbFWk14mnpT5/juJIv5lvYmTqKvRGxGkuu/MnTz5xrcHHe05TmpOOmP24GthHzi6FPS36J6GH06wJ6vg7EJMs0RD9UEziR1M5MCjntDcaAv0kxmkhsfw2iqYPqLItEmVQNTzEMd3AqFQqG4D6jP4gGBpcxFFB6cob1VE+ku8ut1FononE2FVbbq2WhDjQfXljDXuExWINZYKpcaz7ssUPcaAUv+hsj3tifJ3Hl4+7XRvObA2PSaQ7R4M3q+gt6InCI9UmI6PqKX80D2yRkeQno3U7lnnIcRwnD3IslN6RUSTpv5Eq2jiZR6PUzKniEnfAy18VCcUrUJxb1CzVCPOOLYRfZUK92yL8slJ6HwH75j7XeXfcciKcvasG5h6htxMFtvFGpZiTA6H4tTPFCY96fi1B5R8aC2Z7rlPIwpVbndt87kcy16rezbyy6X7ZATwtFM9VgWyPAx3x0SkyydPy8cTQfTvisUigcBNUMpFAqF4j6gmsVDQExhsK36WQBAEkm9Cm6fNV8CAKhQ+dWmle2FN4+crckxu1WqZ+GHsbM45Ey0Kfb1dEPMXONinq4jOMoBoelgcsBBJu2QZ7FLDBscetvyiRwTqq/KpVaDRrORS77I2IgWcdUXSmQiQA4w2B06jWY2z0LGs5aiUCgYB2sWj+bX9AlHTh+5UDUvogUipna17Wg6plZMTwlFtDQ862w0Plf27U8l/6DhaTym5POoew7y5pTrgks7sL4OyI+wVOV93f+75EcYUym+wD3F3E79Qg625XmkhlY+4IGCBJBKevvEJMt0H9vDV/FmsGlO7fIKxYOHmqEUCoVCcShUs3jICFFUrG00qifKdnD2tiPJdt7JRMquxD4yiUj1mLoj9/adhPpSrwV0knltApCyq9VY+jZTLrvq/meiQGaQfXXsoozSSCg21qhueGzmZRRDB6jDaUYn7XHaQZrHWhfcnI2UXU2LPWo7zWJveLHsy0jbUDOUQnH3UJ/Fgzof8yhV5MMYkvKaiTDBHjMXpF2szR2rE4sZKRQ1qtD3lXmYwof9WF2e43IiC0fwNXCYa80vAl0qXrRaE5NQmjvTVTVm05XsO8rcBIaZTCQhuo4wvp+Jn4W5paZ+LreI4rxOCX673jx2Q/LoZnwaoyycZ/G7G3pfG8gCvG/E/7EbuTDaxEryY2bETLaXX/Nzkgg0S2mFg8yN53DoCVUvzHM3cebzKvy+HGIdorrc9qON7ApRdZGRez7Ntg/aXfHUQqOhFAqFQnEfUDPUAwInbbHEtu+lR66bXdRFik3jM3PHWiJtoxg6mpCETDdVSlYLpqScyp6OSKI3CxLjgvWpS+rKIJcxYx/lVCMzVCumPAqvUXA0VI00g9SXVe3T9hnNwgvXu1OukSHtPe8AvzogDYky/Ea+eMZMngdHVvlnMTRiBtsyV2V8vuP3Eyl/SpFX09yN6xUyhqOtxlOX7MdagrUcbeX6p4+QtSs4/fND9lMoDoIuFkeMYF4Yja+UfenkWtne8fW4qxWpET2oygKyA2fSWsvFj9HMJFpqkjtTx5i+An0KifV1jEpacUAWtilFOO1n0m75RSKlD3BvKotJ+EROKFP81piyrf0iUKUFpC7D4QvlYYNYwycz53I7xLTScSZ6WCSGuVx0nSr9bWcuMuqK+XzZt9H/bNmuJe6eWkokHI6vl+0Qcqu+DYVCoGYohUKhUBwK1SzeInAiXqf+TNkOju+YyqKeLd5etlcKN47NXK2K7LtccxJ1l7QJTrYLCkWrQlK+l/i5j81IITCqU8kXbg9Jewn1sdQRtk8KjsCiGtnePJWQ5pBZ1kxiP0aOyb7sEO01ptyR62Tmuxk7apGccju6DbnnIZkvnQh3lBZHUihuD9UsFAqFQnEoVLM4YgTSvDgSzSKUQgWAmnEZ2obW7So9lmbs2uzMZQd38EVUySdQj+dDStnPHRzcMVF4NMiBPfLO7tkaGFy7IbDKyng+VtjOc+bt4fwVLrVKw4Ozm/0YHOFd997yITnQuSJg4X0R4d7SlNy8vB+psLcPV2Wn9qLaFYbCUNm/wf2LtisUjyM0z+IRREQmqSRxkVEFlw2l+Pxu4zkAQKd6uuxbxdmynRq379AKHXfAc8W7yvZaRShEtryDeD8S0067kA/v1Ock9I1sb1rZvh3dcHMmB/JMnkKx5beLmagdSx5KL7s5t52jyUIJ1fHkxtw1KRSK+4HmWSgUCoXiPvB4it6PISIyPfEaXfVhnAk5wL8y+Y6yveKzgMeFSOkVMo+s1NwjZKK/ZSq7GhzDxOxR5jmwuapDb0Ivc+SE1UjqXbACOvXtW6loAzMMtZ6apD+VTna6B2c8m7nGM85sH7pLfTeGYsYJDm42c92aSLr35fiS2w7RTNjMFzSbnZHU2+DQ5kDqqE5vhUKgi8UDQjWR4kEhjh8AlnzORCuS7cfzU2V73S8SU7KJn23JwrJec1/UzHLOgnxllxNP3UF1t1er8mGd+sikWf9E4IaS/VoV+bAOsmSur1MX+34vdfMbUyW9JlGHTPJQY1s+0IXlPA/XHlOEFO+b+vYe5XZMlpnHyif9kRsgIzNYb/pOALM1ujlp72LqEtR2m8+WfZsNWTgaxj2/KSipb/SKzM/nZCy1pJY6U39kPqkvjoS2ZTh2CX4JUcHw9tHY5d7EMflZCFnmeLBm/SGcFOjaM7XCCR0/V/a9jKfCpxXmUpBvZbbiYxjHfhzZN9CJxJFQnGS5HD/kGy2qZf7meSkeTRyZGcoYc84Y8+vGmD8yxnzOGPPDvn/VGPMxY8wr/v+VN437KmNMZoz5c9T3D/wxXjbG/FNjFuUlKxQKheKocGQObmPMKQCnrLV/aIzpAPgEgD8D4C8D2LbWfsgY8xMAVqy1H/RjYgAfA5AC+Ii19heMMV8P4KcAfLM/9G8D+Elr7W8ccv5HwsEd8ivqVTHZLNUk5n/JnAQATKm4zzP5c2X7WNWZRHhV52io9brb0iI+jeUq16t2/6+Q5hF2ZW2jWWFWWbcDEw2y5rA7cVKoofFtysnoTd19Z1mRcy4CTQhngDO2xtHceL7+y750xQ7Zrvg1Dqy6XEMjtSL5vxG5zO5hTnkW5EyPjdOc9lMxTS1ypnPuzKNeXClI9DO1xAlJZRUAkOdES0P3RPG04CEUP7LWXgdw3bd7xpiXAZwB8F0A3ud3+yiA3wDwQf/3XwfwrwF8FR8KQB1AFS4CNAFw86jm/aARqMcHI4lgGowulu1rbx4A4FUyNay0nUmF1fR+KtQU1cSp/8frL5V9a1boQhLrTEpMF5754kIVevznIHTgU/+xu2ZulX0nrSx2Lb9YWcsfe6JF91/uPbL5b0cSjdWDY21tQ0xzK8Vq2R4atxpcKj4tc17gP9in+8gU728VHsY57xUHLRIBykCrOAxvSTSUMeY8gPcA+H0AJ/xCAgA3AJzw+5wB8N0A/hmPtdb+LoBfh1t4rgP4VWvtywec5wPGmI8bYz5+BJehUCgUTy2O3E5jjGnDaQs/Yq3dNzNOLWuN2DJ+GsAHrbUF72OMeQHAO4EyeeBjxphvstb+1pvPZa39MIAP+3GPRQJJMA+w4/L5le8s2yuFk/gv2k+VfUvN82X7RfO1AIBTVHuhGc+zziaRSO67E6c5rNbknKs1uecbI3fr1q3ka5xpiVwRymlfHYoZqBHL9sw7k4dUr+KsFSLEsXUaRTOSfJIuzWWSOyfvkv2msq9fkbKpY+MinwbVF8q+vUwYYkNOx87gC2UfawEhj0XNLArFneNIFwtjTAK3UPwLa+0v+u6bxphT1trr3q+x4fvfC+Dn/UKxDuDbjTEZgBcB/J61tu+P+e8AfB2AucXiUUT4MFXJZ7FclyiclcjVzh5DPobP5lQcqeqiS84W31r2ccjosbo7Pn/sVyXIpuR5Yu6lC35OK+TbaFKhozNN9+HvEHfUciI2/33vkzjdlEWpTfsGHqibqUT2MGtsYEbvUWgth/YGP8vpXMbfGgnTrsTliLltt3ixbPd9ZvaNJbnPTSuLabdw7SkXPDJihtnMX/NzlsWsPxHLZ59CbhWKpwVHGQ1lAPwsgJettf+INv3fAH7At38AwL8BAGvtBWvteWvteQC/AOC/s9b+EoBLAL7FGFPxi8+3AFhohlIoFArF0eAoNYtvAPB9AD5jjAk2lL8B4EMA/pUx5gcBvAHgew85zi8AeD+Az8A5u3/FWvv/HM2UHzyCqSMdiyv7Vibx5/1qoLaQCJqkKbHq44nLyYhBxYkgUn46dDQdWSFj7AxPkvQGBCl/h2pQNKgQUpDyreXcBpGy96bzUUx8zlC8aGci5+xPKBorCqy1Mr5FSXubI7dvL5N7sklmpJ3Ixf83rdQAYTqRa76ORTqRGt0J5S9seJNfRhFMPXo+k4lz7EcU7RTyHBSKpxXKDfUIol4TnqdgshpQglSVPmLditt3GeITSKzYodbhTC6c9X3NOpNLbuRjfAZiJgsYE7dTTtFYl2JnhmHup1UriYYVv7AZWmxyI/tu+qp1GeRjfY5o2UMFuxvRxbKvl0vo6v7IhbTOJrVJmKtCobhXKDeUQqFQKO4Dqlk8BDRqEmWU5c6xnVMewfPL/2XZPpM7zeJUVVhh2cEdzEztRMxUxxtMreFQoQizpSSUTZW+lQWJfETHNFNDOwQ+XRefPBq0Q2hVDhBFAjfVZiraCrFx4JR3sHPS4D4FLr3m/xgWi5PfNuFyOvYi0cZupn9Utmu+hC3zRe2NLpXtyXQDbwbTuUReo2HT4uMIvqbw/j1OuSOKo8B9ahbGmG/y2dXc9xUPYmoKhUKhePRxR5qFMWYI4D8B+PPW2g3f94fW2kd2wXjQmkWgQwBEsgSAds3RdXQq4jNoQuiujvk8iZYRcsAzTWkv1wKpnpzruPiqca7pNuQU+tquzJOunawL62qdChmFAkXjXNb6VuIk8zpRdHRaMn6UOmd2jQgJxxO5l4uIBDOi8wh0H6wZtBbQhWzSMc82iC7D6yZ7U9nOpIIbqTtXL2N2XTlXz2shAwrNrZGoM/TxxFtjCRToWbn+EFLbtqLNjSioYBj5sqwQKbxnRRuZWCelp+QUj71TvVFZK/t204tlezx1+0aUb5PlMj5k8Fcqy2Vfnu/jdqgmkpX/fOt9AIAaJAT5ln29bKeFO1Y6lXOOKFx4uelCk3MKCtgdSFBi05cKXq6fL/v2yY90L+HG/JsLAQx8zXWq4TKeuqAEpl1R3Avun7uGWXUAACAASURBVO7jC3D8TP/BGPOD1trfAQ6gt3xCYXFvrJiFNwRFZAaKFtw5NvPw9tAfUTRTxchcMhvNjeEKdlWfP8HUi1W/SByUtxj72toV5ouietcNz1ZbJQf3lBhkYz+/NJfXKywQgHz4Z0xbNJeKr8p3dSRjLg8pKdCbz5hJljHyiwFTXIypql6owFeLZAXZJh6p8Mw4ObQLilDzeRychxEWCEA+qDF9+KeeiZYX6GZVzEBhMeD3rLCUW+LNROYgY0BYLMkAwBQx4bjNQoIj1iLJQ3k9/z0AswsEjx9ONv21yaLJCNF8Ec2vkcjHftFiwQy0h9GRBDbbgsxkfK8qsaPTnxTzJkTFg8GdLhbWWvtvjTFfAPAvjTEfAQ55ugqFQqF4YnCnZqhPWmvf49ttAB8B8D3W2kfTg4xHz8Hdapxf2B8ktdNNseidKmTfFxvO7NClgkY3RyKdhtoWnE29PJOZHaRkOWfNaw7Tgs04sj3Uxtgl0w9neI+LedbYGVZcf/ytiWzfIetAyCpnzWKdTG+rfv63KA/ksztyzX88ddLvxCyWcvtwbLJ72eWybzAWUsRa4qVQKtXKzuqybnrcoTFi/gkmo8eJfC/UE19tv7vsO8ikpHiacbAZ6p6joYwxz1hrLx2+58PBo7ZYHAa2z657plkAWDPnAQAxXUvNype1YZ3/oG7EZLOaSLvlM99qxLfR9IfKybJWnQlf8H1k2+omXHzJtXN755ZIjmYKixRX0htk0l7xfpwBjdmlpL7NsfvIZaTc7qEv230eB5spOE8j2OUrVL2w4BrhntW3ILruw8wkCsWTgXv0WRhj/hfc3tz0Q/czLYVCoVA8HjhM9Gaq778D4G8d4VyeSAQ2WY485tKaDV+CtVuV3Iu3WzEVnKySfcaDndlB+mcz1TEq9x00BvYFB5qNhJzKS1QcKTibh+S05gisjo9s4lKojKAkJJEcf3sy/6r1MiqlSg7oQGDI0U6tsezbrYrjN+DmULSptdyZjwKhIABsEt1HVplnm02tRNk0vZY3E81EWkhw9s44WKmc6MhvLwpKRPH7stM41Prm7QdF8xxWvOgwBFaAVvX4wu39sdO8JpPFpWIWnTciB/8iBl/WlvPCOaY1WunxxW0XC2vtR0PbGPMj/LfizlDxtYnrVQmZrFeWyvaz0XsAAG2KUulU5Ed4vOE+kuxTWPSJPj5j85cPUt1/sG9NZLEKPgteQDoUpRMWCe5jk1Oop31QfFhgnSXL0cz44Ovg6n1jMpNdGrq5MpPtSbq+kGA4JNPVWp0YcH2YcINCb5u5VCcc+2S+oZEIppGhGt6Ri6iZUsGoKSVN1r3PY0w+jwGFwYZF4LCKeZY+sJFfjCJ6uDPV90KE1l1EEDGa/v2bXfRuze84Ux5A3sMQ0svXtOjDz6G9heXqgUoH/7jjbug+1GirUCgUTykeHw/wYwoxQ3HZUYpC8VJsbkVl7xYi/S3KydgZy7odaDZY82DzUahPlC9Y6gdk+uExQTPIDhAPgkZSpwipQSaSfVrmQSyOttr2UVIpUZS0yMwVoqn49JsUGXXTs9LyvWEtI+RRjHKRgod0z0e+eFJq2EwkyH3Z2QnF9AeKEEBMSVmezvUBd06ZwVJ6nt9Z3e57NUOlU8d0XBdloTSXufPPJ/hZy5rDnZmPlJ33ycVto6GMMT3Ib7YJlBV6DFzuRXfhwEcAj0s0VDA/VBMxU73Y/BNl+6R1NuYJqfG7kVCcLxfOJHKmJmaUbpUzq+efb62soS19XJwofNiZ24nDXMf+u3jY+EEmH9BQnY/HtSoyz3UyI438AYY0/upYop02ImdfXy8ka34nkjDWL/Y/5uZR0MeczEiL7OvsP7BhnOGKg9JWu7viycU9RkNZSwUDFAqFQvHU4tEXvZ9wBCl1PBGaglFLTAJp4RyGGcTZPIFIybciNz6hetejTCKDAmdShWw2ae6OtVwVm8QKkSelXrIfjIu5MQDQy10y3DGKSlquUqEknz9xZSzmmNSIlD82bs5vg9TAmJAGtD12Wsinis+WfUOfaAcAVTgtKo1E22AsN11Z2t3hq2VfRprFIhSLtlvWhu7MTKRQPKnQehYKhUKhOBRaz+LI5+HmkFBIYVIR/0Ld9zdi2f6lEJPhStVpCex72MvE5n6y7nwe63VZ9znzOmRJN+hW7Plyp8doDFOEhJBXliS49kXPH7MeswNbxm+l1p9HtBHWbGITyqpKH5dYDc7q/lTGL1XlAsY+9fzWRLSVrWinbEeeXHGf/BicR7GTOrZVzpMYE9tqcNLea5jqo4g4nncvHsZaq3gacf+ss08tAs3zavP5sq8ZiTM6MS4BYKmQvjWIqyd87FvkLV6ry0co5A9w0ht/lp5tOpNNNZLtq3VxsE69Gatbk75GXTiTmm3XzikBLvJ0HZYWgPoKxc/7tagynw8IAAhkqjlZbnKKVsp9je7xiOp298RktSiZrz+RfXP/sR9ShFVODLdXPBttmguFeGykPbWhBviZsq9H1CLXk68BAFwbSzSUpdyUy5FjSH2meKHsW4olQu164bmhiJsqohKyG+aiv045fhK5+SVEEd4iKvtdOG6q/lRoSZjOPPORSZwoOM3EzBdKzEaR3MflquSWvNN+mesjKpjtqbwzIYDiRiwcWXv5Vbk+n3NRo3yUrYmY+UIi41nzJViEoXE5KTeyz5V9BRWvKsqkRBGEkljuVcgPYT6rdnKybId7vU2mx5AJxDlO7USCIvbGjq1omAprEUe13QsOS1R8nKFmKIVCoVAciqdes6hVnXQSmEgBkZIAYCl20unJXAqtdKi2QSt2t7BDJp0lot5Y9oJcl+Lb16siJa9VfaGdRKSsaiTbuzUnvbabVNyoIftWar4oTp2oJ+RSELWcdG5mnrSbn2HbDzmrTdCCOHY2XiBXkJnIDkWKsr6SUzuVvuWeSIS5b077VNZ0h6VIXw9jLDdtQJpH0LJmaU/IAT91++5nXDyJTW7unqyMRANkM1/cd4V+1hN5zqt1OdZJewwAsEMVq7j2xfGp0xjGFJTQRtXvJ3OuxxxU4N6vKxXJfaha4m0J+1VFnUtISwi5IWMKJGhTMGPQKDgQoVWRe76RurlkuUjrzUjGT33xp6VCtKE2Sewj40xaxwsxp3YSeWZp7n5TEYVLjxfkuUSQ7VWq59H1IeIRx2iTEjD2Wl7UknP2Jo4QcrV6XuYMqSECf3tZGxhPJSy9Ervnz/k0i0ruMpipuOJ/dIeNeVygPos7REQ0CZwT0fGcO7VI1PM1I0Vl2oV7edZjofNYJvt723+wO7SYMLVFyDU7VZcPDxcKOulNUpbs6/zhDIWMlslMFag3alS9rj8mbqWO+xHzx7rZEJPLNJunqB0v4H5ijIh6IxRF6k/l+PtEh95N3Pw5RSSlSn99b1K7QRFgvJSFpL/NlPwo9GGf5Lc3NfyxdeaXPkVgtSHPfNl/EDfi62VfQh/2XT++QtURjf8I3hxJhBfzNLVj194cv1L2ZWTnm+Yu8otpMzp1MTONps5nM53KnJv1c2V7pX5h7jpWi3meqArdyW3yA12eOJq4KOKCTlRd0VOHxMSRtdSQ30FAekDS3v7gCwDExwcIVY7rd/Nifx/7mUJRqGoiY4KZa0QV+xjhN12hD/xkurlw36cH91mDW6FQKBRPN1SzOGIEB3mTVHaWzloVt50dn2eKC2X72ZqTlDiaaGdC0mXFHetsm8pZkuAf2FyvDESyDhncnCF9nAateYGY6TqmJIyHehZsxcpntAA3bmMkg66PRDNZ9uaJBqWFczTXZurGfXYg0UzP18T8UfXz30jlmJchbKk73lkc6koDwM5AJPZuw0nko6kcnx2b6cQ5mWNiqp2l83j8oogC62yVaEtGVBDqcSrkpDhKHEHxo0cdj8picRiC2s0fpnOdry/bq9YlrnHt5R6ZB1Zzt9icI58L032M/Vf8lbGYJzaMU8s7ZJJ4MRKfTFiXdjL5GC+iGzljxYyxVhMzVkiw42ibS9EbMifrImNetBI506YonhBttBOJSYDNPHtwH3OONsppftuDL7q+x/CjrlA8XKgZSqFQKBT3gUdf9H4CwcleQaNoVI+VfcuQWPDjPhafx1QKiqLxNRf6mTjQm5V5IsGaFcn/hHVmmFMVcQYep6y9kBS3R8WHTlZJ8zHOlLE/JdZU0lAbPnLqGDl4exOJQrlmnGbCpVCTQuZyNnbXvJJTTD+kdkQN5wEAN43E1PepaE+z5u5fEouDdddrG4ASASoU9wI1Qz0gMGtpQrGra823AZiNjOFkrFOFC80dEQX0e7tiHgqRgKm4HGbagax1ucqJfmJfH3r/we6Es6V9hBTV1W5RoaFb43mF8yRFY4XiRVzdjiIyy6RCrnQ3JGqlJX9NRD31Jp/I7HEAoDedpzt/ZU9MTxm9x5FfWHczuaeLMrw5zLQPMXltTy4CAGoUJcPZ3iExLCvETMchl9PMV9K7zwSv+wXT4q93vgIAMKa64ulE7klg6OVoo3QsCXqHYRF78qLxHKbKWfHKvfWoQM1QCoVCobgPqBlqAdjkU6s5BzNHM8WkJSxXXCz7CsWsrxDdx5IvkcpO50WcTLkVie5Yjag9fAIf51bUiPojFCDqJETxUZ2nGeDxSeyOWa0yq+p8laUk4aQz6Z/6BDcekxOFR+E1jpSS4nh77jWTAeVZJHRNIaluayKmM47MGvv2GYrgminkVF6WnP/mSMx0u56zihPxpoXkJFxOnJkuN/N0FACwEf0xAGDNnC/7QPlzwQHPqPgduhBz48BInsDEOmd9lWhLGIPCaSsx5J5xjY3g7GdHfz0WDfeEfc4dJxYNaDcROo/En5ePv095IEk0X/ecz7VaOQ8A6FDS3l5LtLWtqbtnIfoPAOpGTI+DwgVgjDIJxEgo6CNaINfyMxl4MyRrLlWf28QUIb1UrlkDIO4OqlkoFAqF4lAcmWZhjPkIgO8EsGGti5E0xqwC+JcAzgO4COB7rbU7xpi/COCDcDwUPQD/rbX203SsGMDHAVy11n7nUc05gG2pE58ZG4jaAMCAym36zO0oEikvIik4ytx2zpPYJ/t7OBPb7I+TlBok6pSI6qYLaq0mnFmbzssALLkHLaOZi2SYk5YQRleINTajDOpwJNYWWMsIAnvI1AaAipHzb4/naSyCHwUA9ny2t6HnMFv21ZdtpXPukU8m+C84A3yXriU45lMishtD7sUwcnZ9pp4YQiTyhhHpOWAAsf+HMOdJIQ58E7m+1Mi708+FBiL4tCaQcOBBJnkQgUhvaiWrm30ikQ/BnlJJV9Ysaj70OCXJOyEtJkjuPKeIsqmD/6NPdVfapHkMrbv+CVF47E/FZzHO/D2l82eR+Iz2x07in2Zyzyqx+FfKDG7ScDLSGFKfQV6tyLMZ+99uRn4aDW64dxyZg9sY880A+gB+jhaLfwBg21r7IWPMTwBYsdZ+0Bjz9QBe9gvHtwH429bar6Fj/SiA9wLo3uli8VY7uNl0lSRiajjdfg8AoAP5YfUgP7gVuPyGdarB/e5l+REf9+wJN4nhld2m6/67uzpDMS5zCWy2GX1Yb3mGWF5y1msyPjimt+h3tUXUGbFfrNipfZqsFMFxTZVSZ3icbvhrYb6sMw1KiitC0h0VVKIa26/sOZPbDuVZNDmAwPN19WgxfN2bjgBgN7sMYDYpbzSWaKoQoHCs+Y6yL6fFpDd2NB81iibbGbxctsMHqZoQD5H/GHPy21E7dZmi5uzSNwMQcxgA3EyFemTkzTPMlMrvtIkCt9Xi31S4lsMc3IyYKHCK3D3Lg6jgw2JhmNVVP/xHgIfg4LbW/iaAN6eFfheAj/r2RwH8Gb/v71hrg2j2ewDOhgHGmLMAvgPAzxzVXBUKhUJxe7zVDu4T1trAvnYDoIQCwQ8C+Hf0908D+HEAh9YDN8Z8AMAH7neS94JZ05VoDpf3fxsAEJHky9LlVtMxnF4mGobe7leX7VV/2ZsQZ9w1fKFsv806zWWVik8UNJdR7iS+TkUkslB8qJdxngSF29rJ3HFiMsnUvHTJksZmKma64DjemIo61CCJNPZS4jKxkl4ZiBQ78lrE9kTGpySFX4+cFNwzcp/3JuK4rPl72UvJDDKZdzofhLE/7zUi5WME6XtxUVfBwyalY8n76v7vAJg1XS0sJUuYCW0tj3V7af5uwm1zMpkdhjBva1WbeFh4aNFQ1lrrTEUCY8y3wi0W3+j/Dj6PTxhj3ncHx/wwgA/7sY9EAkn4wVqKrJlh1gxFa0i9rlv58Nc8jXVMPoNuJDTSbePGc9W5zalERqX+w9+yRMNcOPv9Wo2jkWT8jZHPQ6CCQ0P6ke4YpwQ2iEIaE4lc2bfOFr1kZHuNfDqb/iORUEGmqZ1XcqdkcJtduNy8b/Q/VfYxHUqIfuE8g3sBm4ke90p5CIu9ndx+N4XiALzV0VA3jTGnAMD/X4qGxph3w5mavstaG0S6bwDwp40xFwH8PID3G2P++Vs7ZYVCoVAcaQa3MeY8gH9LDu6fArBFDu5Va+2PG2OeAfDvAXy/tfZ3DjjW+wD82KPq4D4IK+13AZiNGbcksT8TfdncmLdXxTq37r3E+xN2YFMUjHdCnmrJus/1YUIQ0MqCCKsJhQu16Fb1puE4i2tkh8gt7uMM8JAtvkdz5oJQ4bwtYp1txrLvhg+S4Ux1rkcR3tk+mdHYTHXCF3LiQIAvZlJ74lL2SQDAcCJmIo52m3pnK5fSHVNM/k7POYZNtLjubDDvzNC6eKd5ZKhgUSHRQEcR888O5Ge73woAyMiMtCjaam9EhI8LTHesARuKTAp1Nip0zodthlPcCx5CDW5jzP8J4H0A1o0xVwD8LQAfAvCvjDE/COANAN/rd/+bANYA/K++4lh20IQVCoVC8dZDuaEWjpVxdV92lWtQHKu/vWw3Pc9TDyKlnbEvlu3TsauqtlaT8Z2EQhJ98xSZ/5cTzuB2EvOJukiETapwt+eznDOy+a9QVbx21dmoJ+Tz2El9zH7B2oi8B2sNJ/HW6TwbAwnnDTkbnLsxJnLDmq/Ux24jzrnY8VX5RpQ7cbYpzta2LyW7OZSbcm0kUnzIWu9Rdb3dKfs/3E3lPIsBRam+1nPjp7TDhApyTL0zdaVKfh6qrtf1McNDCufdGosvIJRLvUk5AyHbODdU/tVIbkZmnGQeMpkBKQsKAHWvmazHz5V9HAabGneu1IqGwhrslxsXNHGhTRUfKbQ51BC5OJKchFfNf5bj+9ogaxU5//H8VNke+vyKppX3pE5aVPCd7UQS3JFAtg+NO+/ISj7LMJd7EZgSuNTq1NBvwrow5lBeFgCuTsWnFdCoSGhvyCDfzUSb2u59Zm4Mfw8WhTvz9oRKMicVdy9CDghwd079hwPlhlIoFArFfeCp1Cw4WandOA9gNjP0eOVtZTvUKeYa2i2iAF+puXaXtIUlYnMN3E/dikh5x+uS+NT1nE512t4mzaDVctuTmkg09ZV5NtN4iTKwiXvKBOrxCvUFkZL7kvm62qhT1hyL6SFyivuK+TkhW9AHwE79taYUbcTH8o4WS36KYkisrwOfoU0UWOM9mf9o4ObNNcSHxDPVm7j+CWlDPaoR3vM1xpmPanMi9yr4anp0/h0KMlquzm+ve0cSZ6rv0phkgdjG1QfNgj726QQw31WVIty63mfE/izWJkMiJyc/LvJT9acHJM2FY9I58+L23xbeN3yH8kM+R/xKcYRaUPzalCk68JNm+vyUNMSQtMmFvUakrQQtZY+KcI2taIu9iQsTrleWy75GJBnkqdeSONN8QBnwldh9c9KJaFBZJpqVXJ/MmZMSA9N1lnEtcmaHuJdvu2oWCoVCobgPPPxwoYcAS5JEWNXjmkQgjYmfZ+ptyVOSnDOy9YeypRMSzFn4ChIZcy+NyVY/8fZtMrWiQSLdxB+4UqV6Ej3yNVTdCcyIpQiOlnIHNiRxBSnekNHassgWNA7qM8zXsUizIJRaAklxvK8NIVo8fkpahLefg6TcYsxt/z9J1nnG98y91sxnNeF77jWKfkblZxew2vb4mHQpI39e1hxYIt6fzm8PUh5rAyN65tZPhTnC+JjhkYzonkwXPDKuq94kzbGLUIOEtQkZP1kg0rMkGc47PEhb9MOrpLpwNB1L9AHVSM4QNKLpTF0SQXGbPkC0mHzM9yfUiudIPBnV9zxbE9ImMsqHCppFYAQGgDHxfQWNYpE2AQADHw3GrLec+xN7X0dBfhCmW1k0hhMtF9GdHGU+kGoWCoVCoTgUT6XP4jCwTyOOnK+i23im7OPVf5o76eR8/evKvpOFaCnnWy4igllnmYBvtRZI/eQ5vNAW8XPN16bIZ4gAxW7Z8TUnWrGM4Sil1EvXmxO5F7Uo5DnImKWErslrTilJ5j2SwpcSJwl1acyAaldUo2ArljlvT2TOwRewRPUy1ija69qw7o85z3QLSBQVKybXRuxTsH4/2c5EiPteJB9lssOIpLtgw16rLK4tEXJb2BY+JAbbi9FFP2fyQ1knhe5R1NyQIp9CHgfnMUwociZIocHO/WbUIxfZk1Gm/XokkUtfWTsPYNamvTOR5xey6oeRnLNbCAVNsOUPjUjWXF2w5kvtcj0LrgeyA2ffnxBrLteu6Kcu8iuOF+eurDQuAJhl/OX7tzVwFDjLTbnmEEHFVQ7TQiT/Ue5s/du9kuD6niTzZv2Zhf2pJ5xcpC08ulCfhUKhUCjuA7pYKBQKheJQqBnqno7NRX+cilurCrlfUJkBMQ+0IbUN6pS4dAwu2SqmY3Iy2PGG6+faD2xeCQ7Tk6S9M/VGSFDbGov5IYRHLlfZGckhl+7/Dh2Hy5aGFlN0sH80OIjZF7o3ZQe/2/kZiUaeMTO97vPCrg/JNESOyeAYnXLxH7CD2t0UZurdMBfL9mb6CgBgdADdRyV2z6eRSIJVt3K6bG9NXgUA9EeXyj4OaUwqjtrlbhhYF2GmnkTpDL29SSOiEPCuDwsHgHck3zK372YkSX+hROobe7++8LhNX16Y79ndUJQE0y47ZTmBLfMmIWbFPQwVClnl8NE3g+8jqBTtUdcTeTyhZiiFQqFQ3AdUszhiBOmHCeS4nkWQrtZbUpXtJVrYO7Ebx2GILGUvVd01cngg01gsCmkM25nCokmJhs3KPNEgV9ULYZR1IgJkLSIct00hwHtU1jSEUa7XmSJdxtf8XJlO43MDuWchnHkFUqmONYtNKnFann9BYtXNvlA7NKtCAzEkeoYApnSo+noZXML0frWIowBrwGeXv3Vu+5AczCG8c3/0WtnHWgA73svth2g5iyrtFTNhpLen0VA8DKhmoVAoFIr7gGoW94lgI25TaG2F7N+12Em/Z/BS2deg4kZLfnxCUuCzHZHi2l567xCFyCjnMFzX36SkwDr5EoJyMLWsG8CPEXWgRe0Qejqh5MNFbB/s5wjhtDx+jyg0+jMJbvPUE0ytEfnjdipUvY+S6i4O3MXOUl8QEWItzEO2B9p0ALg6cMfdHlO4MJHu7fgaeEsQWvmYpOSKf1YcblsjW/iepyi/Gr1O1+S2J1bCsgOVDCBhppfwR3RNoiFdiB0R4NgIrfmuleqAy+YMgNkiUGuFaEuna84Pw3QgY9JQL1pHR75Pob3LVMgytu5ZsobG17JWuLrzgVAQAG7iVTpX359fQmdzun8tX6+cfRabVNe87v1HK3XxBzKR4o2hIz3kMNksUM23hPiTtaHN/T905ybfTo0qVhpfMGpvdFHGkzbZbb4AAKhSLfZeKs9kNL4CYNaP1KDk3yx3z9LOJOVRUqCn/jhQA/PWhjiW8/P87i1kVzULhUKhUNwHnnrNol5zUS6BAhqYjYJpRU7iOZGfK/vWIgnjaXsCvkAoCABrNZFCg0awVhWJZ72a0XbXZsm9viDB7lhbJLalFWlbrzEkTRlTlSARmEBwSGJBoP4w5HMA+TyMvxZTp/s3Qxro25UDZA2/3ZKfgo8fiAILCuuyqdwf67UE4lTDuCf3dzp27dFINLgRaTGjqdPMepQIyEmDIVmQ425S0lzC9iolN3KCYbiU6QKKEEA0J3K5IFmgjU1ozNBri/xIeH7hlvOvlXXFMCe+5fx4TtTmWQeZ1n3LEyWaA5LSgpY2S/s+f08Cceab9w0FrZjipCuPr/TJcaIj05kELfQgIsUQYbco+bVJrzEF2GFnXMzMnefB82cfIZ8/zGkRbQkA7E6dZJ9SwmYyQ/cR+WNypB9R1PioPo76G0A0y4A0Em2toLdmAtcfyhC/GWOvBdataNCf2fk/VLNQKBQKxb3j4YcLPQRUE8l5aFWd3ZipFYI2AQANX1Sla8TP0KDIoRCFxPZxpqEOEmWdpFTWHBq+wFB/Kqs/FzeK/bES8glU21R0yEvcETOMLxABLBGsmZA/wXTPxCpXCj9MNMgiqw99mtE8+FxhXyaPI4ktaA6sTbBAG7ShnHjSmCgwaFNj0ia4HYTTEdGVpAf4X8rxJOXbUotYLEt5gbSkTXHHnNcSqrQ99cdvkT9pRtnyx+TnyGcf+FtaPUC8C1L2DJ0k3d7wTvK7eWMsJwsahSV9hSX74Eeq0/x2JouvJYB9UmF+3DfLSj//UMyCY/JryKSK0ieTjv2Pkq9j5lh+AvGMisZztm/umiEUjbxGwdoEEyGOvR9sDPEdxORnSfy9HpK/rEH+iRBN1ic/UM2KOrYfuYSkFIsLKoWCWhmdn/1MJd36gvu8CKpZKBQKheJQPJWaBec59NJASieVaHYrl8t27MtI9ik+fH8idsNTFD0RkJMUO60F+7jcapbChl765RKhbAsPPo18T/r6Q9Fygq1+pS12y/g6RYR4Mr4JkfI1ak7S4LKnuwOJ2FhuuWMlRBQ4HFKeiJ9zsy73bErz3xu5yJsaa0OkTe2lbv5XqVTrM20hqNv3hYq2qWDRtZFoXkES3J0uloKD3Z+zaWrcNwAAIABJREFUxrmoT5CO+xQswsJnkBSZ4ns4Qw3u2qxNbIzl/djz0VR9IyVKA7nk8Zo8u8tjyYCuebtyK5brnLHfe7s1R2X1rLyHn7e/CwC4EH1l2XchkWioNE/83OU6WTN4vT/y55QdliskBUehOJI8x5fNF8v2ufw8AGApljE7ucyv5+9Fncqipkbe2cRf/5jowtuF2NLLUgEkJVdJSt71UVoDyrGJxvOyMBMZVo0vHkTki5sjuaaQTzPJ5DkGSwQguSlc3CiKiDAzcxJ/OrlR9q13vrxsj6buOzSeSvZ5YA9wx3K/7dFYMu0X0ZK/VVDNQqFQKBSH4qmPhjr8OD5DmnhoAvcPADTJ/xHAsdKRH/+S+fqyb5lopkP0RT2WdftkQ6T0U17QOF0nyZyiWLYn8wbH9dr8M90kbqjgX2FuJ/a5hBKwnGdxI6VCOsm8/ZvzIIItn03KNxZQiJ9ukJ+E5tpNXP+Y8knYvn7RKyGbi+qKQsqJcob69pQ4ibxTpk8S5cVI8htqxj3fZ/LnaIycP1zJa56KHAA2JpITsDd0WdD16rGyb7X+nD+OSI5cojPkVPTTm2Vfpy58VCEbm/MQppSzEKTfhMr/nquJlnHeumi+43WRxjla6gsDF3p2I75S9nHOQoiYmc6UHRUpPxQI4jGrOCvbfWTO5fTjZV+ygG69QjkJSTRPEd+kQkMtK7/JDfvHAIDd0Ruyvea0gEBVDgD9XMqa7qXOghDyIe4WZf4E/d7rnkMLkGc2oDyNRx+aZ6FQKBSK+4BqFvcAZrtMYidxBfsiAKzWn5d9ffTDCSsZ3mx3DRm5xymbl23FFzrztubF9vPFc+37cqWBQwpYXOClQWJmiEy5MRIpku3jgYeJs4XZVt2puHPtT0niIs2p5tt9KqW6RpFVgZtqTBEynKEd7Oe3Uiq+lFPbx6L3IknUGFNESWr3/fnFljyaiq07MNCebryn7Fuh59M37rgJRbYMjNidb6ZOS7EU5RJs2X3OBr4H+zNnA8+i8OeU+xAykAHgpeXvBTBbmGvfSBTNTuQk7lEh94Ht+/2ykA9H6olPKZ04+zsXH4qpiNgkc/ec7fvpVHyH5VXM3BN56RteYu9URXIPZUvd+bfm5sfcWOUR7zvD+UmHahYKhUKhuA88ldFQd4OgRXQbYvesx2I3tb505po5X/YxJ0/ds822YrnVu5lIT8uxs2s3E5EC2xRMfyqYRWlOt1Kx5YfM4joFi8+UG/UCNTPEBs3g0kDm8WUtyiPxU1mhyJ1RJu0QpcOh8Q06f1AS2lORPPfGImWHuR4j1tl1qsex64OsOMO5m0h7lIf4eDonaXZZ4c47pbohnUIy9Pe8xDuOxWfAaCeuNsmzufAQrVVlgttTp01eN6KZcJZsYAOYsfn7uiYxx9GT5Dv2PocgoQNALRENdrl+3l1TIRrSVv9zNGt3rGoiGtC59teU7S+NnwUAdOndujyQd65vnbbUNnLNvUjm0my4uXCG8DAX1tqlmtOcTxjRqocUDXZ5/Afu/LUzZd+xujAtD3yJ1P1UIhGLgqPpnC9mNXq27FupyW/yqpHSqAGJ18IasdzHtJAItJ2B83PcTV2Ow3CnNTYeR6hmoVAoFIpDoZrFIQg24CnFjBuqwBakw7QiUmoG0TzqPiW3RVnfx+oSsRJqNzAnUI2k9JrP/GYmWa6qd8WbYHvT+TwCd16372YqUlqoJ1GQv4prVwTNYpm4e1oV1lyMn+diHqCACkn+MUUTXRlM/Dwpd2NBli2R785s3xq4a2HOnZWqHKvu80ASyuDOSSK2Poomjt5W9mWRaFmFcfsmMxUR5QI7Phein4m2sh1LlE3Da55VinwqvP8iSuSiOL4/aKsZvWfMURZyAli8O04x+4uOGdgHAGGYTSnCrF2Rn//S1J1rj7SJEOEEiJaUk52fbf6RnxhrHk0rOUjrDcf8OqVjsn8kaFyNRH47zKoQfIMp5HdWg9zfwFo7Ji0hMD5zLY5qJJGMwb8yIt8J5zzcqcYRkW+G8ySC/6WgqLVHETx/1ubm9nsrJqNQKBSKxxtPZTQUV/BaFBnE/PYX6t8AAFgvJGZ+SJmnTZ+ReqoqEsXpFmkRftHuUj0K5gwKaJCUfqwmmdFNn/NQjcTmfzMV+zlnfges1yjz2kvXn94VyftcM0jOrK1Iu+3rSFxLRSLj2hLLPjO7RRxWzMOULaidwaytN/1x61RDg6WWZ30GOWdIXxuJ9BNqc/Rm+KLmz0XK1kwex00vvDN11S5lMwefDFcfPNeaZ1jtUTANs6ne9H9wxcITTXfNzIG0mc7X03gleqXsWyokh2cVThtqU4YwR5htT90706eotbc3xX5+tuX2XaMcHL5nn/dCNM+P/WBBSbzcl3eTteXA9srHZP/Ivie/ujYWzYI15MCJlFEeScq1Hbxv8ExNNAPGa97Xw5GGK9Zpfh3SYDmrfArPyxaJbyWiN3EKd61cNyTU5QCAmtdS9qeSYf1s9avn5nazkKzwlPwYWe6z5gu5pwW1g5aSjuX8/L0K37FF37C7Afu5JtNrGg2lUCgUinvHE69ZrLTfBQA4n8iKf95IrPnxhreVkk1+hWz1QRJbr4pkzxXmup4/aakqEkGnLnbjTtu1G13itFmXe15Z85IiRUMZYns1Db+dIofQEikbQbqLuVQeXUAAE1IFiY778gXZ0Bynbhc4FYgnCJNsft8Fce4z24dyz2YoUn3+hd0hm/lQ7l+26cZRYBCmfeKJSt29SEdU4yKVe1Lxzy+jrPMRsf4Ofe2Lbk2eoyUtZ+rH8e3bHcvxWUsLENZWrkUuz2ycz2uIs5UKzcxxAGDK28N5aHxCTMfH6k6iZg1vj7i3wrmGNA++jqCFcsXFPdJqV32Nlg5pm8xg2/McZlwxcbighghrm/w7W8RqO6utxv6YFCHnp8eJ/lxl8oqvmHhjJO9hN5F3puNpDXYoku/6VDSLsXHjnicOLo7QC3lGXO+iR/lAgUOsIM2AKyEet06znJBvaCOSCLzAKrubSQSZId9g5n8gFcqEZ82mnbjvYOkPA3Bx55cfLc3CGHPRGPMZY8ynjDEf931/3hjzOWNMYYx5L+37p4wxn/D7f8IY8/6HMWeFQqF4mvEwo6G+1Vq7SX9/FsD3APjf3rTfJoD/ylp7zRjzJQB+FcAZKBQKheItwyMTOmutfRkAzJsqnlhrP0l/fg5AwxhTs9beEVdCJ3FkbCuFOPu6RNTXrbrzcVLZEjmjl7xjd4nothtkSgjmJzY9tVsUvujNT0mXnMkrYvIwK04FNGSGmmF4C8lyM2YoonwI5icKgwSp0ggqMKnCpU7PfWxSCiYhcmAujI3NyPQ0nsxvZ/C5wvFrVCKSj+/nYug+mL7c03B1xYAIG+tU9Kbn+qN4gekMQKUy3x8Ppa/mTSlLHQlkyMh8MvUmlfiA4wfqdzYZhb46mWkaVOo1UM0zbfyETEKFN+lEWGyGsgsq2HBQxFLD3etiQfABH6uaLf4kBPMZn5PNQA1/L9rJYRQacnx+zUPNIianZJNUchvTHiCkkwVRnNT9sZgwk01fPU9hHxsxx735+wPMUuE0Mwoz9Sb8JSqpTLmj5VzYNMVmskBhz0m8ET3Hpk80rVn+HZ6k8S60eM9cK/tqFBoczEtVI31FLM9nybhj1SGh/BdxMB6Wg9sC+DVvVvrAXYz7swD+8KCFwhjzAWPMx4NpS6FQKBQPBg9Ls/hGa+1VY8xxAB8zxnzeWvubtxtgjHkXgL8P4L84aB9r7YcBfNjvbwHgRt8pJvtVoSH+vV1J9on23C1Yr79Y9p0rJFkr0HWcrku4KgvBkV+9u8TxzdQV7+w6SZK1EXaWnmu5ubCUttYSibbV9qR3PSKtI8ckFxUKuNITSSIoEX0qftReEI67TJrRvnfWspC1PxHNZtU7ftkBemUoTrQlL10uUwhwj8YH6fRUm5OuiHTPS4Ib+yLxTArRpt4YuAQyltI4tDdIpDPlMBc4Zrcnskc/ozBRL71/2bLMf0iaxdXUvTMnazJnllh3PG08U7SH12NA5+Fw3Ys9d65TTblPN0YiBQbHKzt6+Z0LUbScvHiOGL7ftVT32+UArw3kPWLpW+ZMxbE8Lf4GKYMcOhx5upPVmpyUCS/DtLiE6aKyq9dIWxxQbPNzHff8m/TFIr8z9ibzyavrdU8RTvO4PpRB+z7ceDlhzUKOuTVx21+LXi37ViBhpr3IJRV+vieT6hM548ATTnbsCm0XcstAEXMjFs1gJxdn9RX/zo9ycUoPJ2K5H08cnX0cS/JjHNPHxyMdX5vrA4BBzSWSNqvzZRYW4aFoFta6wGVr7QaA/wvAfHAywRhz1u/3/dbaV2+3r0KhUCgePN7y0FljTAtAZK3t+fbHAPxda+2v+O2/AeDHrLUhSmoZwH8A8Hestb94F+e5Z4ryWlXsgoF+oFOVQjR1IzQKTU+psExEdQmd90zDSQec4DWkovKhdOdKzdAYmUtI4OMSokywF6i7d8llsE9V7d+57KkvSGLqeem2U5mX/ABgxx+LJT86JMalfVn6WGJreDH3TIvt2ySl+uM/TxVplxMm3bN+nouLL22kbvsbfdHAphTaO/aJWW0j2liDiByb3s/DFOocvhhoPtrkR4pm7oXbd0zhvluZxPGG8MYThbwzNZ90NiQL6kYsyVxDK9QXAUwBH+g2OCmsGYkfLtCJM9HgV0TvK9sX2u6lYumQJf/rKakMHh0q8TrM3b3aANFhGLl/3cI9zDrZ/7kE7MQnHd6MbpV9e5Aw0BW4e5WDE/FEdQn3kotQbRqi6fDFlSKwnyef69so/rhsB9r1gyg+QtJbtSqh9lk+nNs3poJTEb1zee58Eo86FXocy/csz7cfqdDZEwB+2xjzaQB/AOCXrbW/Yoz5bmPMFQBfB+CXjTG/6vf/7wG8AOBv+lDbT3nzlUKhUCjeIjzxSXn3i6Ti7ONLzfNybFpjQ/TBCTy/eLsvKj+MxJZ5y75etpeNiwJ+RyTFkd6+zDQb7vmwTX2feCyCksJSItORB42CiQY30vn4gCZJ3rEXo7kUaU6S+3ri7KIc5dEiNSP4dHYpUe9mJhLxZuwkym8iimrWrAIGJJDtkmrT9UmLAzLQX07l/l73pUEjK3MKCUwA0C+crbZuRBtsEfljwJcn5+WaSPNgyoqAPSq0tANnI64ZUZ2ClLuXi/14OBEpO1A+sOR6ov3usl2P3Fx3plI2dH90qWxn3q6dVMT+/M72t5XtM9bJV9sQaoubRsaHEq+dSOQwtp+H4kVc5ItxLHFEgZ1C7uOGuVi2+5l75kzIOZ7KPav6UsVcajXncqWe+pu1qSu93y/bceTeyVZNaHnCubgIFRdHSv39f9SJ/o4aTLRY2NEjpVkoFAqF4jHDI5Nn8bDBRUs6dcn5CxINFzeK6bYFG+s6RTw0SfoKZGuGpNitsUh/wZbPNnfWAoL0PiKCtxFpEYFanEnf+hM5VisJdOKYQ0SaAftUQtnT84lIeTdHTE6Yz83ZkK06WUAqtxaJXbeRP+OvTbYzBXrwwzARH8ef58UCoj+ifW9PHPX0F4yQ8jE1djdypTlnKLSt0IEHsIY2oGcS/A9TkljXSKLOIk+0WMictiIXucLUChHZwifeF1GPpSwpUzeEyJkq2cff3hHNYWqcFnh5+AdlX5POf7zhNNzlQqTIZEwSpdecCopAiuk9zmvumlaI3DCDXH/QAlYg9u/IyrXAX1dED31UE4l+EcV5SpFF5/w706QiU+2OzCVo80wEWPgIudSQn4do22/WHMHf5uBl2V6TZxJKtWYZaUBV0VxClBH7LGJ6z7NcxpVzOqSULhfEMl7iv5fyu3eDek1K1Q7T1w7cTzULhUKhUByKp8Zn0aidLduTTCJPcl9gpdOUPIsXat9Ytpd8lNN6RSRClqiDxPssVephKflMw+3LUjSTmQUwbfkSRQaFWHcec30kEue2jyzip8jx550kZKlKX8iP4OJCfP4QbbU7WZztu1oN2oyM2ZuJ1grnkTFbJBwFJemFDvlZ6PyLSONCnD8g2bx8/AHfH69EEB/jjOYVXB2c58AFo0Ko/wsUrcXFqUI0GF/THh1rw1OUn27RDfZgrfD6SOz314yzn68VouEsVyiyxv9Oa5QJz5nFW2On+e2R/f09S6Itv6MbssplLrfG8scX99xFceGtNoXQ9b1mNc4Xfy+Cz2o2gk72DdriFmX6s2YbflM10qaON+T+NSvzL0WftL2LQ/c7Zg00RCIyFf2AmApu+Gimm5H4bpYgmsMWnO+LS+ZyQavg0zkTvVT21SkfaDdyORFbhfiZ9kbSblZd5nZKvps4micBnZIfiynMp9n23L6M4G8NUVnA4sgsjv4cT66oz0KhUCgU944nXrM4ufR1AGYLvbet+A9OUXRFANMUn2z6bGOmYyIhJ9AoLycisXQq0j7RcJJejbil2nUqINNx4mmlKuJPTlJ6xWsmEUm+VAURpiRKWtAHwCyQyKy3+ZtkseZgx/6dYFGCjr+IgTwb0PZsfh6MMI5Zz7OhHKziizMVJASNKUs2HTlJLyeeIuZuGvoMd84a7xEFeXjj+eo5g35z4s51gTLpm8TpdH3kXoYaUYCPaS7bfjzf+pA5Hai8AaBK47f8XFmD7JKGGai9ZynI7dx2/jU3iFspXAtrFtepoNSWnzNn5Y8pnydofnxOzoMJrWO1xRTlYX4b6WL5NChJPD/WdusLCobxXPa95nl5SEwI/vJqB4jEl/w7yzlC7CcLfpxRLteU0R0OeSisAeU0/urQ/ba5iNMIoo6GUrwctccInE2xlXd/QBngPevGbww+W/YlFWFvWK27CM02hHuKtZx25LSoE4VEYv7u3j9VzUKhUCgU944nPhoqRFew3ZG1ieWquwVVEmkCpwwArPriR13iHuKiLCvVee6nZSqa0/b8SK0maRPEOVRpe1syUbqQ2bZkXjVV4i7i0KaSQdbMjTlo+x2DMs0ZQTNhkqwK7WsPsGuX8wuaBdnva3Qs6zmbLPUlbZHOan3XzkZcVpUYUH2hpM5EXu9eymyh7v/csmQs5zrmnz8XD6rQM39+ydm69+iYLTp/KADEpWaDFNyqLM7mDZrL4ADW167v5jvLDLIhNYc5sJipdVHxpFMNeU/D68EaFnOgLeLbWko4GsqNa9LvgN+4wOrcpCJdzKeVlEy9MoY1r9DP17ToWhNSwYNmVCMNhOd0tjXPVLuVyjknZdSd+BFYc5Cov8Xv+zFfhOxGShoQZaUnPgerTVF5bSs+kZbXXAakYnO02Q2fLW7aMv80Z+4pz2RMT439KyHrvYIFoZILoJqFQqFQKA7FE++zCIgicTqc7H5V2Q7x7bz6tuN5NpF3my+V8WSjDJnHO2O5j6ebIr8EiehYjSRXsusG1COOgJJ2KHN5rjVcuD31bLLXRuRUIQz89tUq50m4PpYcWcp7W2fgx8p1cjnQvq+9kCyQ/ABgnIcSnVQHgCTzIIWyTXyFbPmbPv6fj9mjEp5Byt2lvm5lnn23RtFaLDEHJejSUN6P2XKcblyVRKlnmjK/oDlcp1Kt6YIIt2uk+YRrCZFkAHB1QeLwG735dwMATvjyvxN6aLuUT3Pch3NxBBhzd4VSwafrcp/4/lz3TLrMMfbKnhz/fMcdeJnmz4rnq7353JdVysof+3mndHmXBvPlTHk8R7CFDP56LBd1ojF/fzdJM7g8cJrT8bpogF3S0INPaWssY26lMqeQ7c4+gwp9JyS3gyLISAvJvFPudSN+AsZO4aKpEip7uozTc/vdIj6rRiT5PCHrfpRtlX27lDNi/flXO/LtMqRF9FKXJ7LaFPaJG3u/pT4LhUKhUNw7nnjNImRmrzRfKLeNphKf3B+5jMUQNQUAXwJph8pZDQrt4QLsm5kTD883JAqhRVFGa7VgK5a5cXx/yMngKIx9Mms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      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Use Envelope"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "n_oscs = 2\n",
    "harmor = Harmor(n_samples=N_SAMPLES, name='harmor', sep_amp=True, n_oscs=n_oscs)\n",
    "enva = ADSREnvelope(name='enva', max_value=0.6, channels=2)\n",
    "envc = ADSREnvelope(name='envc', channels=1)\n",
    "cf = ChorusFlanger(name='cf', sr=SAMPLERATE, delay_range=(1.0, 40.0))\n",
    "dag = [\n",
    "    (enva, {'floor': 'AMP_FLOOR', 'peak': 'PEAK_A', 'attack': 'AT_A', 'decay': 'DE_A', 'sus_level': 'SU_A', 'release': 'RE_A', 'note_off': 'NO', 'noise_mag': 'NOISE_A'}),\n",
    "    (envc, {'floor': 'CUT_FLOOR', 'peak': 'PEAK_C', 'attack': 'AT_C', 'decay': 'DE_C', 'sus_level': 'SU_C', 'release': 'RE_C', 'note_off': 'NO', 'noise_mag': 'NOISE_C'}),\n",
    "    (harmor, {'amplitudes': 'enva', 'osc_mix': 'M_OSC', 'f0_hz': 'BFRQ', 'f0_mult': 'MULT', 'cutoff': 'envc', 'q': 'Q_FILT'}),\n",
    "    (cf, {'audio': 'harmor', 'delay_ms': 'CF_DELAY', 'rate': 'CF_RATE', 'depth': 'CF_DEPTH', 'mix': 'CF_MIX'})\n",
    "    ]\n",
    "fixed_params = {'AMP_FLOOR':torch.zeros(1), 'NO': torch.ones(1)*NOTE_OFF, 'CF_RATE': torch.ones(1), 'CF_DEPTH': torch.ones(1)*0.1, 'NOISE_A':torch.zeros(1), 'NOISE_C':torch.zeros(1)}\n",
    "synth = Synthesizer(dag, fixed_params=fixed_params, static_params=['BFRQ', 'MULT', 'M_OSC', 'Q_FILT', 'NOISE_A', 'NOISE_C', 'CF_DELAY', 'CF_MIX']).to('cuda')\n",
    "save_params = ['enva_peak', 'enva_attack', 'enva_decay', 'enva_sus_level', 'enva_release', 'envc_peak', 'envc_attack', 'envc_decay', 'envc_sus_level', 'envc_release', 'harmor_osc_mix', 'harmor_f0_hz', 'harmor_f0_mult', 'harmor_q', 'cf_delay_ms', 'cf_mix']"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "audio_dir, param_dir = make_dirs('harmor_cffenv')\n",
    "render_dataset(synth, save_params, audio_dir, param_dir)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "100%|██████████| 20000/20000 [05:15<00:00, 63.30it/s]skipped 6982 quiet sounds\n",
      "\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [],
   "outputs": [],
   "metadata": {}
  }
 ]
}