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Introduction to Ternary Neural Networks
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{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/kyo-takano/9d8376a35acb5e6be090e1a90271050e/introduction-to-ternary-neural-networks.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "M1pIqKDZxT7Z"
},
"source": [
"Copyright 2024 Kyo Takano\n",
"\n",
"Licensed under [the Apache License, Version 2.0](https://www.apache.org/licenses/LICENSE-2.0).\n",
"\n",
"---\n",
"\n",
"# **Introduction to Ternary Neural Networks**\n",
"\n",
"This notebook introduces you to ternary/binary weight training in contrast to floating point (16bit/32bit mixed-precision) training.\n",
"\n",
"- **Core concepts**:\n",
" - variance normalization\n",
" - weight quantization with straight-through estimator\n",
"- **Toy problem**: Rubik's Cube\n",
"\n",
"> ⚠️ No post-activation quantization as proposed by [BitNet](https://arxiv.org/abs/2310.11453) -- not quite relevant to the topic."
],
"id": "M1pIqKDZxT7Z"
},
{
"cell_type": "markdown",
"metadata": {
"id": "uOiTa1yKCF2z"
},
"source": [
"## Setup"
],
"id": "uOiTa1yKCF2z"
},
{
"cell_type": "code",
"source": [
"!pip install -q alphacube"
],
"metadata": {
"id": "FL9dZe7cBFTa"
},
"id": "FL9dZe7cBFTa",
"execution_count": 1,
"outputs": []
},
{
"cell_type": "code",
"source": [
"import alphacube\n",
"from alphacube.env import get_dataloader"
],
"metadata": {
"id": "dBPbXvFNKowf"
},
"id": "dBPbXvFNKowf",
"execution_count": 2,
"outputs": []
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "QnMTbfM2xT7p",
"outputId": "5513b7d9-63a3-4d49-8c1a-c07c5623ab16"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(device(type='cuda'), 8)"
]
},
"metadata": {},
"execution_count": 3
}
],
"source": [
"import os\n",
"import matplotlib.pyplot as plt\n",
"import torch\n",
"import torch.nn.functional as F\n",
"from torch import nn\n",
"from tqdm import tqdm, trange\n",
"import itertools\n",
"import pandas as pd\n",
"import numpy as np\n",
"import seaborn as sns\n",
"\n",
"\n",
"device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
"\n",
"device, os.cpu_count()"
],
"id": "QnMTbfM2xT7p"
},
{
"cell_type": "markdown",
"source": [
"## Modelling a bit-convertible linear layer\n",
"\n",
"We replace `nn.Linear` with `FlexLinear`, a flexible layer that can optinally quantize its weights & biases into binary or ternary, as defined in `bin_fn`.\n",
"\n",
"Note that\n",
"\n",
"```python\n",
"(x_bits - x).detach() + x\n",
"```\n",
"\n",
"is the basic implementation of **straight-through estimator (STE)**, which keeps the gradients flowing through the quantization operation (`sign`, `round`, etc.) during backpropagation, while using the quantized values in the forward pass.\n"
],
"metadata": {
"id": "F_NWoCAYAuVy"
},
"id": "F_NWoCAYAuVy"
},
{
"cell_type": "code",
"source": [
"class FlexLinear(nn.Linear):\n",
" def __init__(self, in_features, out_features, bias=True, precision=\"float\", reinit=True, rescale=True):\n",
" super().__init__(in_features, out_features, bias)\n",
" self.in_features = in_features\n",
" self.bn = nn.BatchNorm1d(in_features)\n",
" self.precision = precision\n",
"\n",
" if reinit:\n",
" self.reinit()\n",
"\n",
" self.rescale_factor = 1.\n",
" if rescale:\n",
" if self.precision == \"binary\":\n",
" self.rescale_factor = (2 / in_features) ** 0.5\n",
" elif self.precision == \"ternary\":\n",
" # 0.75: variance for round(u(-1, 1) / absmean(u(-1, 1)))\n",
" self.rescale_factor = (2 / (0.75 * in_features)) ** 0.5\n",
"\n",
" self._converted = False\n",
"\n",
" def reinit(self): # naming this method `reset_parameters` would override `nn.Linear.reset_parameters`\n",
" bound = (2 * 3 / self.in_features)**0.5 # sustain the variacne\n",
" nn.init.uniform_(self.weight, a=-bound, b=bound)\n",
" if self.bias is not None:\n",
" nn.init.zeros_(self.bias)\n",
"\n",
" def bin_fn(self, x):\n",
" if self.precision == \"float\":\n",
" return x\n",
" elif self._converted:\n",
" return x\n",
" else:\n",
" if self.precision == \"binary\":\n",
" x_bits = torch.sign(x)\n",
" elif self.precision == \"ternary\":\n",
" x_bits = torch.round(x / (x.abs().mean()))\n",
" x_bits = torch.clamp(x_bits, -1, 1)\n",
" else:\n",
" raise ValueError(\"Unknown precision.\")\n",
" x_bits = (x_bits - x).detach() + x # STE\n",
" return x_bits\n",
"\n",
" def convert(self):\n",
" if not self._converted:\n",
" self.weight.data = self.bin_fn(self.weight)\n",
" self._converted = True\n",
"\n",
" def forward(self, x):\n",
" w_ = self.bin_fn(self.weight)\n",
" x = F.linear(x, w_)\n",
" # normalize if bit (only `fan_out` FLOPs overhead)\n",
" x *= self.rescale_factor\n",
" x += self.bias\n",
" x = F.relu(x)\n",
" x = self.bn(x)\n",
" return x"
],
"metadata": {
"id": "SikH6dEyyyYq"
},
"id": "SikH6dEyyyYq",
"execution_count": 10,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"Define a model based on `FlexLinear`. Note that we want to have full precisions for embedding and output (`head`) layers."
],
"metadata": {
"id": "oj3xAadoRBl5"
},
"id": "oj3xAadoRBl5"
},
{
"cell_type": "code",
"source": [
"class Model(nn.Module):\n",
" def __init__(\n",
" self, hidden_size=4096, num_hidden_layers=8, input_dim=324, output_dim=18,\n",
" precision=\"float\", reinit=True, rescale=True\n",
" ):\n",
" super(Model, self).__init__()\n",
" self.embedding = nn.Linear(input_dim, hidden_size, bias=False)\n",
" nn.init.normal_(self.embedding.weight, std=1/54 ** 0.5) # N(0, 1) / 54\n",
" self.layers = nn.ModuleList([\n",
" FlexLinear(\n",
" hidden_size,\n",
" hidden_size,\n",
" bias=True,\n",
" precision=precision,\n",
" reinit=reinit,\n",
" rescale=rescale\n",
" )\n",
" for i in range(num_hidden_layers)\n",
" ])\n",
" self.head = nn.Linear(hidden_size, output_dim, bias=False)\n",
" nn.init.zeros_(self.head.weight)\n",
"\n",
" def convert(self):\n",
" for layer in self.layers:\n",
" layer.convert()\n",
"\n",
" def forward(self, inputs):\n",
" x = F.one_hot(inputs, 6).reshape(-1, 324).float()\n",
" x = self.embedding(x)\n",
" for layer in self.layers:\n",
" x = layer(x)\n",
" logits = self.head(x)\n",
" return logits"
],
"metadata": {
"id": "zCoBgB6oRBFp"
},
"id": "zCoBgB6oRBFp",
"execution_count": 11,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"## Variance normalization matters"
],
"metadata": {
"id": "lpmpgEuNAe8j"
},
"id": "lpmpgEuNAe8j"
},
{
"cell_type": "code",
"source": [
"hidden_size = 256\n",
"num_hidden_layers = 24\n",
"batch_size = 100\n",
"\n",
"# N(0, 1)\n",
"x_normal = torch.normal(0, torch.ones((batch_size, hidden_size))).to(device)\n",
"\n",
"fig, axs = plt.subplots(2, 2, figsize=(8, 8))\n",
"for i, reinit in enumerate([True, False]):\n",
" for j, rescale in enumerate([True, False]):\n",
" ax = axs[i, j]\n",
" # Target variance after relu; esssentially the same as N(0, 1)\n",
" ax.axhline(1 - 1/np.pi, label=\"target\", ls=\":\", c=\"black\")\n",
" for precision in ['float', 'binary', 'ternary']:\n",
" vars_agg = []\n",
" for _ in range(100):\n",
" vars = []\n",
" model = Model(\n",
" hidden_size,\n",
" num_hidden_layers,\n",
" precision=precision,\n",
" reinit=reinit,\n",
" rescale=rescale\n",
" ) # deep (& narrow)\n",
" model.convert() # Doesn't affect the result\n",
" model.to(device)\n",
" model.eval()\n",
" with torch.no_grad():\n",
" x = x_normal\n",
" for layer in model.layers:\n",
" x = layer(x)\n",
" vars.append(x.var().item())\n",
" vars_agg.append(vars)\n",
"\n",
" var_mean, var_std = np.mean(vars_agg, 0), np.std(vars_agg, 0)\n",
" ax.fill_between(\n",
" np.arange(len(model.layers)) + 1,\n",
" var_mean - var_std, var_mean + var_std,\n",
" alpha=0.1, label=precision\n",
" )\n",
" ax.plot(\n",
" np.arange(len(model.layers)) + 1, var_mean,\n",
" markersize=4, linestyle='-',label=precision\n",
" )\n",
"\n",
" ax.set_ylabel(\"var\")\n",
" ax.set_title(f\"{reinit=}, {rescale=}\")\n",
" if (i, j) == (0, 1):\n",
" ax.legend()\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 791
},
"id": "kdF2wGd9v_6W",
"outputId": "247998fe-951a-479a-9b3e-aea6f1d3839a"
},
"id": "kdF2wGd9v_6W",
"execution_count": 12,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 800x800 with 4 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"Without rescaling the variance of latent vectors, you'll end up with unstable training (and failure). This is because binarization/ternarization significantly increases the variance.\n",
"\n",
"Also, you might have alreadly known & noticed that initialization (variance contrl) only affects for `float` (binarization/ternarization only care percentiles in a distribution).\n",
"\n",
"When training, however, the relative update rates of parameter values can differ.\n",
"For the sake of experiments under the same condition, we'll initialize all models in the same way."
],
"metadata": {
"id": "CFyP5ukjMrFB"
},
"id": "CFyP5ukjMrFB"
},
{
"cell_type": "markdown",
"source": [
"## Train"
],
"metadata": {
"id": "_Ul_3-0u5BUY"
},
"id": "_Ul_3-0u5BUY"
},
{
"cell_type": "markdown",
"source": [
"We'll train models of differnt widths and learning rates but with a fixed depth of 2 hidden layers (excluding the embedding layer).\n",
"\n",
"First, define a function to evaluate a model in the global scope."
],
"metadata": {
"id": "BTqa_X3cDurk"
},
"id": "BTqa_X3cDurk"
},
{
"cell_type": "code",
"source": [
"def train_and_evaluate(disable_tqdm=True, D_factor=256):\n",
" model.to(device)\n",
" model.train()\n",
"\n",
" N = sum(p.numel() for p in model.parameters() if p.requires_grad)\n",
" D = D_factor * N\n",
" num_iters = round(D / (batch_size * 20))\n",
"\n",
" # Train\n",
" history = []\n",
" for i, (batch_x, batch_y) in zip(trange(num_iters, disable=disable_tqdm), dl):\n",
" batch_x, batch_y = batch_x.to(device), batch_y.reshape(-1).to(device)\n",
" with ctx:\n",
" loss = loss_fn(model(batch_x), batch_y)\n",
" loss.backward()\n",
" nn.utils.clip_grad_norm_(model.parameters(), 1.0)\n",
" optimizer.step()\n",
" optimizer.zero_grad()\n",
" if torch.isnan(loss):\n",
" break\n",
" history.append(loss.item())\n",
"\n",
" if torch.isnan(loss):\n",
" eval_loss = np.nan\n",
" else:\n",
" # Evaluate\n",
" model.eval()\n",
" eval_loss = 0.\n",
" num_eval_steps = 100\n",
" for i, (batch_x, batch_y) in zip(range(num_eval_steps), dl):\n",
" batch_x, batch_y = batch_x.to(device), batch_y.reshape(-1).to(device)\n",
" with torch.no_grad():\n",
" loss = loss_fn(model(batch_x), batch_y)\n",
" eval_loss += loss.item() / num_eval_steps\n",
" return eval_loss, history"
],
"metadata": {
"id": "DzljDMMkDopj"
},
"id": "DzljDMMkDopj",
"execution_count": 13,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"Fixed parameters. `df` stores the experimental results"
],
"metadata": {
"id": "twt7PzXYEFaA"
},
"id": "twt7PzXYEFaA"
},
{
"cell_type": "code",
"source": [
"num_hidden_layers = 2\n",
"batch_size = 1000 # number of srambles per batch\n",
"\n",
"dl = get_dataloader(batch_size)\n",
"ctx = torch.cuda.amp.autocast(dtype=torch.bfloat16 if torch.cuda.is_bf16_supported() else torch.float16)\n",
"loss_fn = nn.CrossEntropyLoss()\n",
"\n",
"df = pd.DataFrame(columns=['precision', 'lr', 'hidden_size', 'loss', 'history'])"
],
"metadata": {
"id": "oUQxAP4izJbl"
},
"id": "oUQxAP4izJbl",
"execution_count": 14,
"outputs": []
},
{
"cell_type": "code",
"source": [
"for precision, lr, hidden_size in tqdm(list(itertools.product(\n",
" [\"float\", \"binary\", \"ternary\"],\n",
" 2 ** np.arange(-12, -6+1).astype(float),\n",
" 2 ** np.arange(6, 8+1)\n",
"))):\n",
" if len(df[(df['precision'] == precision) & (df['lr'] == lr) & (df['hidden_size'] == hidden_size)]):\n",
" continue\n",
" model = Model(hidden_size, num_hidden_layers, precision=precision)\n",
" optimizer = torch.optim.AdamW(model.parameters(), lr=lr)\n",
" loss, history = train_and_evaluate()\n",
" df = df.append(dict(precision=precision, lr=lr, hidden_size=hidden_size, loss=loss, history=history), ignore_index=True)"
],
"metadata": {
"id": "9x9bOrLS0mBj",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "df196b07-3be3-428c-9bf8-a65e3ce1174f"
},
"id": "9x9bOrLS0mBj",
"execution_count": 15,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"100%|██████████| 63/63 [33:19<00:00, 31.74s/it]\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"df"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 424
},
"id": "7Ypnrs01cz1k",
"outputId": "b70bb2b9-66c0-42ad-a783-0e162bc79fdb"
},
"id": "7Ypnrs01cz1k",
"execution_count": 16,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" precision lr hidden_size loss \\\n",
"0 float 0.000244 64 2.322925 \n",
"1 float 0.000244 128 2.153020 \n",
"2 float 0.000244 256 1.952464 \n",
"3 float 0.000488 64 2.263166 \n",
"4 float 0.000488 128 2.098551 \n",
".. ... ... ... ... \n",
"58 ternary 0.007812 128 2.078922 \n",
"59 ternary 0.007812 256 25.454539 \n",
"60 ternary 0.015625 64 2.203464 \n",
"61 ternary 0.015625 128 2.112344 \n",
"62 ternary 0.015625 256 5.535123 \n",
"\n",
" history \n",
"0 [2.890625, 2.889309883117676, 2.88827896118164... \n",
"1 [2.890625, 2.8884079456329346, 2.8864104747772... \n",
"2 [2.890625, 2.886087417602539, 2.88174986839294... \n",
"3 [2.890625, 2.88826322555542, 2.886233568191528... \n",
"4 [2.890625, 2.8859212398529053, 2.8814163208007... \n",
".. ... \n",
"58 [2.890625, 2.8204638957977295, 2.7191076278686... \n",
"59 [2.890625, 2.7648541927337646, 2.5826094150543... \n",
"60 [2.890625, 2.8441965579986572, 2.7487394809722... \n",
"61 [2.890625, 2.7824463844299316, 2.6119925975799... \n",
"62 [2.890625, 2.6892051696777344, 2.5137724876403... \n",
"\n",
"[63 rows x 5 columns]"
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" <th></th>\n",
" <th>precision</th>\n",
" <th>lr</th>\n",
" <th>hidden_size</th>\n",
" <th>loss</th>\n",
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" <td>[2.890625, 2.7824463844299316, 2.6119925975799...</td>\n",
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" <td>0.015625</td>\n",
" <td>256</td>\n",
" <td>5.535123</td>\n",
" <td>[2.890625, 2.6892051696777344, 2.5137724876403...</td>\n",
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"type": "dataframe",
"variable_name": "df",
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},
"metadata": {},
"execution_count": 16
}
]
},
{
"cell_type": "code",
"source": [
"hidden_size_space = sorted(set(df.hidden_size))\n",
"fig, axes = plt.subplots(1, len(hidden_size_space), figsize=(1 + 3 * len(hidden_size_space), 3.5))\n",
"if len(hidden_size_space) == 1:\n",
" axes = [axes]\n",
"\n",
"for i, hidden_size in enumerate(hidden_size_space):\n",
" sns.lineplot(x='lr', y='loss', hue='precision', data=df[(df[\"hidden_size\"]==hidden_size)], alpha=0.7, ax=axes[i])\n",
" axes[i].set_title(f\"{hidden_size=}\")\n",
" axes[i].set_ylim(df.loss.min()-0.1, np.log(18))\n",
" axes[i].set_xscale('log', base=2)\n",
"\n",
"plt.tight_layout()\n",
"plt.show()"
],
"metadata": {
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"base_uri": "https://localhost:8080/",
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"id": "_BLfDOvZHA-G",
"outputId": "b17fe535-d516-4723-9983-4fa289a92304"
},
"id": "_BLfDOvZHA-G",
"execution_count": 17,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1000x350 with 3 Axes>"
],
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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"Training efficiency and optimal learing rate decreases as the precision decreases from float to ternary to binary."
],
"metadata": {
"id": "H1DAMf4bEVw0"
},
"id": "H1DAMf4bEVw0"
},
{
"cell_type": "code",
"source": [
"fig, axes = plt.subplots(len(hidden_size_space), 3, figsize=(9, 3*len(hidden_size_space)))\n",
"\n",
"for i, hidden_size in enumerate(hidden_size_space):\n",
" for j, precision in enumerate([\"float\", \"binary\", \"ternary\"]):\n",
" ax = axes[i, j] if len(hidden_size_space) > 1 else axes[j]\n",
" ax.set_xscale('log')\n",
" ax.set_ylim(df.loss.min()-0.1, np.log(18))\n",
" ax.set_title(f\"Learning curves ({precision}, {hidden_size}d)\")\n",
" df_subset = df[(df[\"hidden_size\"]==hidden_size) & (df[\"precision\"]==precision)]\n",
" for lr, h in zip(df_subset.lr, df_subset.history):\n",
" ax.plot(h, alpha=0.7, lw=1, label=np.log2(lr) if (i, j) == (0, 0) else None)\n",
" if (i, j) == (0, 0):\n",
" ax.legend(title=r'$log_{2}\\eta$')\n",
"\n",
"plt.xlabel(\"update steps\")\n",
"plt.ylabel(\"training loss\")\n",
"plt.tight_layout()\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 906
},
"id": "ThLhPaefN77o",
"outputId": "e5f300fc-0e69-43b9-aa92-1f1abc1a7fbf"
},
"id": "ThLhPaefN77o",
"execution_count": 18,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 900x900 with 9 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"Models generally perform best with no weight binarization. Ternary weights works better than binary, but not as much."
],
"metadata": {
"id": "Qj3luQG3H89B"
},
"id": "Qj3luQG3H89B"
},
{
"cell_type": "markdown",
"source": [
"## Train & Use a Ternary NN\n",
"\n",
"We have learned that Ternarization is worse than normal floating points but slightly better than Binarization.\n",
"\n",
"Finally, let's train a ternary neural network with 256 latent dimensions with the known optimal learning rate of $2^{-8}$"
],
"metadata": {
"id": "UJ50SILAShTq"
},
"id": "UJ50SILAShTq"
},
{
"cell_type": "code",
"source": [
"model = Model(256, num_hidden_layers, precision=\"ternary\")\n",
"optimizer = torch.optim.AdamW(model.parameters(), lr=2 ** -8)\n",
"loss, history = train_and_evaluate(disable_tqdm=False)\n",
"plt.plot(history)\n",
"plt.axhline(loss, ls=\":\", c=\"black\")\n",
"plt.xscale(\"log\")\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 451
},
"id": "jEOA3oC0SgzZ",
"outputId": "8026f465-8c9e-48b0-81f8-233be7836b8e"
},
"id": "jEOA3oC0SgzZ",
"execution_count": 19,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"100%|██████████| 2818/2818 [00:59<00:00, 47.00it/s]\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
],
"image/png": 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mT2qWyRWJiEhdVenLNA899BALFy5k5cqVREdHl9mvVatW5Ofnc+DAAWw2GwCvv/46r7zyCsePH//DYwoKCigoKHB8n5mZSUxMjC7TmODBLzbw/Y4UrrwklMkju5ldjoiIuJDyXqZxq8zJR40axbx581ixYsUFgwhAREQE7u7ujiAC0KZNG1JSUigsLMTDw+O8Yzw9PfH09KxMaVLNnvpTaxbvSmXJ7jTW7j/FZc0aml2SiIjUMRW6TGMYBqNGjWL27NksXbqUpk2bXvSY3r17s2/fPux2u6Ntz549RERE/GEQEefSvJEft3c7e5ksYeFuqrDeWURE5A9VKIzEx8czdepUpk2bhr+/PykpKaSkpJCXl+foM3z4cMaOHev4/qGHHuL06dOMHj2aPXv2MH/+fCZMmEB8fHz1/SukRo0e2BIfDxubj6SzcHuK2eWIiEgdU6Ew8sEHH5CRkUH//v2JiIhwfM2YMcPR5/Dhw6XWgsTExPDDDz+wfv16OnbsyKOPPsro0aN5+umnq+9fITUq1N+L+/qc3Sb+lR+SKCqxX+QIERGR8qvSPiO1RfuMmC+7oJj+ryzjZHYhLwxtx109Y80uSUREnFyt7DMi9YefpxuPXtkSgLeW7CW7oNjkikREpK5QGJFyu6N7Y2Ib+nAyu5BJK/abXY6IiNQRCiNSbu42K08NvgSAST/tJy0r3+SKRESkLlAYkQoZ0iGcuJggcgtLeHvJXrPLERGROkBhRCrEYrEw9uqzsyPT1h5mw6HTJlckIiKuTmFEKqxHs4bc0DkKuwGPzdhMVn6R2SWJiIgLUxiRSvnX0HZEBXlz5HQe//x2p9nliIiIC1MYkUoJ8HLnjds6YbXA1xuTmb/1jx96KCIicjEKI1Jp3ZsG81D/5gA8M3sbxzPyLnKEiIjI+RRGpEoeG9iKjtGBZOQVMWbmFux2p9/QV0REnIzCiFSJu83Km7d1wtvdxqp9p5i88oDZJYmIiItRGJEqa9bIj+eubQucfZDezmOZJlckIiKuRGFEqsUd3WMY2CaMwhI7o6dvIr+oxOySRETERSiMSLWwWCy8fFMHQvw82ZuWzUsLd5tdkoiIuAiFEak2Df08eeWWjgB8+vNBEvecMLkiERFxBQojUq0GtA5lRM8mAIyZuYVT2QUmVyQiIs5OYUSq3dghbWgZ6seJrAKe/mYbhqHbfUVEpGwKI1LtvNxtvHl7J9xtFhbvTGX6+iNmlyQiIk5MYURqRLvIQJ4a3BqA57/byf4T2SZXJCIizkphRGrMfZc3o2ezhuQVlfD4jM0UldjNLklERJyQwojUGKvVwmu3xhHg5caW5AzeXrLX7JJERMQJKYxIjYoM8mbCjR0AeG/ZPtYfPG1yRSIi4mwURqTGXdsxkhsvjcJuwINfbODQqRyzSxIRESeiMCK14vmh7WkXGcCpnEJGfLJO+4+IiIiDwojUCj9PN6aM7EZUkDcHT+Vy72e/kFeo59eIiIjCiNSi0AAvPrunO4He7mw+ks4j/9lEse6wERGp9xRGpFa1CPVj8oiueLhZ+XFXKuO+3aEdWkVE6jmFEal1XWODefv2Tlgs8OXaw7y//FezSxIRERMpjIgp/tQ+gnHXtgXglR+S+GZjsskViYiIWRRGxDQjezflgb7NAPjbrK38tPeEyRWJiIgZFEbEVE//6RKui4uk2G7w0NSN7DiWYXZJIiJSyxRGxFRWq4VXb+lIj2bBZBcUc/eU9SSfyTW7LBERqUUKI2I6Tzcb/76rK63D/EnLKmDklPVk5BaZXZaIiNQShRFxCoHe7ky5uxvhAV7sS8vm/s9/Ib9Im6KJiNQHCiPiNCKDvPn0nm74e7qx7uBpnvxqC3a79iAREanrFEbEqVwSHsC/h3fB3WZh/rbjvLhgl9kliYhIDVMYEafTq3kIr94SB8DklQf4+Kf9JlckIiI1SWFEnNLQTlGMvfoSAMbP38W8rcdMrkhERGqKwog4rQf6NmNkr1gAnpixhbX7T5lbkIiI1AiFEXFaFouF565ty+B2YRSW2Ln/81/Yk5pldlkiIlLNFEbEqdmsFt66vTNdmzQgM7+YkZ+sIyUj3+yyRESkGimMiNPzcrcxaXhXmjXy5VhGPiOnrCMrX5uiiYjUFQoj4hIa+Hrw2d3daeTvye6ULB6cuoHCYrvZZYmISDVQGBGXERPsw5SR3fD1sLFq3yn++sUvnMwuMLssERGpIoURcSntowJ5/y9d8LBZWZZ0gj+9uYKlu1PNLktERKpAYURcTr9WjZg7qjetw/w5mV3IPZ/+wj9mbyO3sNjs0kREpBIURsQltYkIYO6o3tx3eVMAvlx7mGvfXsmWI+nmFiYiIhWmMCIuy8vdxrPXtuXL+y4jPMCL/SdzuPGDn3l7yV6KS7S4VUTEVSiMiMvr3SKE7x/rw7UdIyixG7y+eA+3/ns1qZnaj0RExBUojEidEOTjwTt3dObN2zrh7+nGxsPp3Pj+z+zVjq0iIk5PYUTqDIvFwrDOUSwY3YdmjXw5mp7HTR/8zLoDp80uTURELkBhROqcmGAfvn6wF5c2DiIzv5i/TF7Lwm3HzS5LRETKoDAidVIDXw+m3d+Dq9qGUVhs5+FpG/ns54NmlyUiIn9AYUTqLC93Gx/+pQt/6dEYw4Bx3+4gYeEu7HbD7NJEROR3FEakTrNZLbwwtD1PDW4NwL8T9/PEV5v1XBsRESeiMCJ1nsViIX5AC169JQ43q4U5m49x96d68q+IiLOoUBhJSEigW7du+Pv7ExoayrBhw0hKSir38dOnTz97x8OwYRWtU6TKbu4SzeSR3fD57UF7t/57jfYiERFxAhUKI4mJicTHx7NmzRoWL15MUVERgwYNIicn56LHHjx4kDFjxtCnT59KFytSVf1aNWLGAz0J8fNk1/FMbnz/Z/alaS8SEREzWQzDqPRqvhMnThAaGkpiYiJ9+/Yts19JSQl9+/blnnvu4aeffiI9PZ05c+aU+30yMzMJDAwkIyODgICAypYr4nDkdC4jPlnH/pM5BHq7M3lEV7rGBptdlohInVLez+8qrRnJyMgAIDj4wr/En3/+eUJDQ7n33nvLdd6CggIyMzNLfYlUp5hgH2Y91IvOjYPIyCvizx+v5fvt2otERMQMlQ4jdrudxx57jN69e9O+ffsy+61cuZLJkyczadKkcp87ISGBwMBAx1dMTExlyxQpU7CvB9Pu68HANmEUFNt5cOpGXv5+tx6yJyJSyyodRuLj49m+fTvTp08vs09WVhZ33XUXkyZNIiQkpNznHjt2LBkZGY6vI0eOVLZMkQvy9rDx4V8u5e7esQB8sPxX/vzxWtK0sFVEpNZUas3IqFGjmDt3LitWrKBp06Zl9tu8eTOdO3fGZrM52uz2s391Wq1WkpKSaN68+UXfT2tGpDbM23qMv8/aSk5hCSF+nrx9Ryd6NS9/iBYRkdLK+/ldoTBiGAaPPPIIs2fPZvny5bRs2fKC/fPz89m3b1+ptmeffZasrCzeeustWrVqhYeHx0XfV2FEasv+E9k8/OVGdqdkYbXAE1e14uH+LbBaLWaXJiLicsr7+e1WkZPGx8czbdo05s6di7+/PykpKQAEBgbi7e0NwPDhw4mKiiIhIQEvL6/z1pMEBQUBXHCdiYhZmjXyY/bDvXlu7nZmbUjm1UV7SD6Tx4QbOiiQiIjUkAqtGfnggw/IyMigf//+REREOL5mzJjh6HP48GGOH9ddCeK6vD1svHpLHAk3dsBqgenrj/B/326nCnfBi4jIBVRpn5Haoss0YpavNyQzZtYWDANG9opl3HVtsVg0QyIiUh61ss+ISF13U5doXr6xIwCf/nyQF+fv0gyJiEg1UxgRuYhbu8Uw4YYOAHy88gAvf5+kQCIiUo0URkTK4c7LGvP80HYAfJj4K8/O2a7N0UREqonCiEg5De8Zy7+ub4fFAl+uPcw9n/1CVn6R2WWJiLg8hRGRChjRK5YP/9IFL3crK/ac4OYPVpN8JtfsskREXJrCiEgFDW4Xzld/7Ukjf0+SUrMY9t7PbDmSbnZZIiIuS2FEpBI6RgcxJ743l4T7czK7gDsnrWH9wdNmlyUi4pIURkQqKSrIm5kP9qRX84bkFJYw4pN1rN1/yuyyRERcjsKISBX4e7kzeUQ3+rQMIbewhJFT1rP6VwUSEZGKUBgRqSJvDxuThnelb6tG5BWVcPen61i176TZZYmIuAyFEZFq4OVu46O7ujCgdSPyi+yM+GQdL8zbSaZu/RURuSiFEZFq4uVu48O7unBdXCTFdoPJKw8w4JXlzFh/GLtdO7aKiJRFYUSkGnm62Xjnjs58dk93mjXy5VROIX//ehu3T1pDflGJ2eWJiDglhRGRGtCvVSO+H92XZ69pg6+HjXUHTvPi/F1mlyUi4pQURkRqiIeblfv6NOO9P18KwBdrDrFg23GTqxIRcT4KIyI1rH/rUB7s1xyAv8/ayqFTOSZXJCLiXBRGRGrBk4Na0aVJA7IKihk1bRM7jmUwd/NRXvlhNx//tB/D0AJXEam/3MwuQKQ+cLdZeeeOzgx5+ye2Hc3gmrdXntfnvj7NTKhMRMR8mhkRqSWRQd68cWsnPGxWArzc6NqkAQPbhAHw0sLdbDx8xuQKRUTMYTFcYH44MzOTwMBAMjIyCAgIMLsckSopKrHjZrVgsVgwDINH/rOJeVuPExXkzfxHLyfIx8PsEkVEqkV5P781MyJSy9xtViwWCwAWi4WEGzsQ29CHo+l5PPnVFrK0a6uI1DOaGRFxAjuOZXDD+z9TWGzHaoHW4QH0at6QR69oSaCPu9nliYhUimZGRFxIu8hA3r69E00a+mA3YNfxTCavPMDD0zZQoq3kRaSO08yIiJNJy8xn9f5TPP31NvKKSnj0ihY8Mai12WWJiFSYZkZEXFRogBdDO0Xx0k0dAHh76T6WJaWZXJWISM1RGBFxUkM7RXFXjyYAPD5jMzuPZZpckYhIzVAYEXFiz17bhriYINJzi7jh/VV8tf6I2SWJiFQ7rRkRcXJncgp5/KvNLE86AUDXJg2wGwZZ+cUMbBvG4wNb4eGmvytExPmU9/NbYUTEBdjtBu8v38fri/fwvzfXxMUE8e4dnYkJ9jGnOBGRMiiMiNRBO45lsC05gyAfDzLzixg/byeZ+cUEeLnx4V+60KtFiNkliog4KIyI1APJZ3IZNW0Tm4+k426z8OotcQztFGV2WSIigG7tFakXohv4MP2BHlzTMYKiEoPR0zczZdUBs8sSEakQhRERF+flbuOd2ztz7+VNAfjXdzuZtSHZ5KpERMpPYUSkDrBaLTx7TRvu+y2Q/P3rrSzemWpyVSIi5aMwIlJHWCwW/nFNG27uEk2J3eDhLzcwfd1hs8sSEbkoN7MLEJHqY7FYeOnGDhQW2/l2yzGe/mYbW5LTGdwunLYRAYQGeJldoojIeXQ3jUgdZBgG7yw9uy/J7zUN8aVvyxDir2hBqL+CiYjULN3aKyIsS0pj1oZkklKy2H8i27FhWmSgF5NGdCW3sIRj6XkM6RCBu01XbUWkeimMiEgpmflFrPn1FC8t3M3+kzmlXrvx0iheuyUOi8ViUnUiUhdpnxERKSXAy51B7cL55uFeXNY0+Lc2N2xWC99sPMqri5JMrlBE6istYBWpZ4J8PJh2fw/2pWXTvJEv32w6yt9mbeW9Zb/SISqIP7UPN7tEEalnNDMiUg/ZrBZah/vjZrNya9cY/tq3GQDPztnOmZxCjmfk8Z91h3lx/k7SsvJNrlZE6jrNjIgIj1/ViqW709ibls0Vry3nTG6R47Wk1Gw+u7ub1pOISI3RzIiI4OVu45Vb4rBa4ExuERYLdG4chIeblRV7TvDtlmNmlygidZhmRkQEgE4xQfzn/h6kZRXQu0UIwb4evLt0L68u2sPz3+2kb8tGNPD1MLtMEamDNDMiIg6XNWvIdXGRBP8WOh7o25xWYX6cyinkxQW7TK5OROoqhRERKZOHm5WEGztiscCsDclc/dZPDHh1OYdO5Vz8YBGRclIYEZEL6tKkAX+5rAkAu45ncuBkDi/M0yyJiFQfrRkRkYsaO+QSGvp54Ovhxsvf7+bHXancNXktR9Pz8PN0o3NMELd0jaF9VKDZpYqIC9J28CJSIf/6bgdTVh08r93NamFOfG8FEhFxKO/nt2ZGRKRCnriqFflFJQR6e3B5ixAy8or4bPVB1h04zZiZW/h21OV4uOkKsIiUn2ZGRKTKTmYXcNXriZzJLeKpwa05nVPImZxCXrklDptVm6WJ1Fd6UJ6I1JoQP0+evaYtAK8tSmLyygN8s+koGw6dMbkyEXEFCiMiUi1u6BzFpY2DsP9urnXl3hPmFSQiLkNhRESqhdVq4fmh7fHxsDnaftp30sSKRMRVKIyISLVpHxXIL88OZOXfBwCw6XA6P+5MJb+oxOTKRMSZVSiMJCQk0K1bN/z9/QkNDWXYsGEkJSVd8JhJkybRp08fGjRoQIMGDRg4cCDr1q2rUtEi4rx8PNyIbuBD80a+ANz3+S8MfXcVCQt28cHyXymxO/2aeRGpZRUKI4mJicTHx7NmzRoWL15MUVERgwYNIien7K2hly9fzh133MGyZctYvXo1MTExDBo0iKNHj1a5eBFxXvf3aUaovyf+nm4kpWbx7xX7efn73fSduIw+E5eyLy3b7BJFxElU6dbeEydOEBoaSmJiIn379i3XMSUlJTRo0IB3332X4cOHl+sY3dor4rpSM/N5cf7Z7eN/2JFCQbEdgD9f1pjB7cK5tEkD/Dy15ZFIXVQrm55lZGQAEBwcXO5jcnNzKSoquuAxBQUFFBQUOL7PzMysfJEiYqqwAC/evqMzAEkpWby/fB9zNx/jy7WH+XLtYVqF+fH5PZcRHuhlcqUiYpZKL2C12+089thj9O7dm/bt25f7uL///e9ERkYycODAMvskJCQQGBjo+IqJialsmSLiRFqH+/PqLXGl2vakZnPV64ks2pHC2v2nSMvMN6k6ETFLpS/TPPTQQyxcuJCVK1cSHR1drmNeeuklJk6cyPLly+nYsWOZ/f5oZiQmJkaXaUTqiH/M3saXaw/TpUkDikvsbEnOcLx2Sbg/8QNa0D4qkKYhviZWKSJVVd7LNJUKI6NGjWLu3LmsWLGCpk2bluuYV199lfHjx/Pjjz/StWvXCr2f1oyI1C1Z+UUsSzrB4HZhGAZ0f/FHMvOLS/WJCfZmyRP99ZwbERdWI9vBG4bBqFGjmD17NkuXLi13EJk4cSIvvPAC33//fYWDiIjUPf5e7lwfF4mnmw0vdxv9Woee1+fI6Txm/HLEhOpEpLZVKIzEx8czdepUpk2bhr+/PykpKaSkpJCXl+foM3z4cMaOHev4/uWXX+a5557jk08+ITY21nFMdrZu6xORsx7q1xxPNytdmzSgkb+no32mwohIvVChyzQWyx8/fXPKlCmMHDkSgP79+xMbG8unn34KQGxsLIcOHTrvmHHjxvHPf/6zXO+ryzQidV9OQTGeblbcbFYOnsyh/6vL8XCz8u2o3iQs2M0lEf70aNqQvq0a6UnAIi6iRteM1DaFEZH6xW436PivRWQXFNOkoQ+HTuU6XouLCWLqvd3x93I3sUIRKY8aWTMiIlIbrFYLbSL8ARxBJC4mCKsFthxJZ86mo6w/eJq0LN0GLFIXKIyIiFNqE/Hfv6J6NAtmbnxv/vanSwAYP38Xt3y4mvs/32BWeSJSjRRGRMQpxUUHOf77v64/u7HitR0jABxbym85kk6qNkkTcXl6IISIOKXr4iJJyyqgf+tGtA4/e8kmuoEPD/dvzp7ULA6czOHXEzk8NWsr7//5Uj3fRsSFaQGriLikN3/cw5s/7gUgxM+Tr/7ag2aN/EyuSkR+TwtYRaROG9Ezlj9f1pjwAC9OZhfw1KytrNp3ksdnbObgyRzyi0pIPpN78ROJiOk0MyIiLu1oeh5XvZ5IbmGJoy3Ez5NOMUEs2Z3KpLu6MrBtmIkVitRfmhkRkXohKsib27qVfrL3yewCftyVimHAX6duoPC3Ba8i4pwURkTE5d3XpxlhAZ60jQjgrds7lXq4XondYOqa83eBFhHnoeXnIuLyooK8WTP2SscjK/KLShj7zTZiQ3zZfyKHNxbvoXvTYDzcrDTw8Sj1/BsRMZ/WjIhInZRXWIKHm5UbP/iZLUfSHe0+HjYWju5Dk4a+5hUnUk/o2TQiIsDxjDyemrmVlftOOtpah/nTvWkwAH1bNSLIx53Yhr6aMRGpZgojIiK/KSy2M339YdxtVp7/bid5RSXn9YkJ9iZxzACseiKwSLUp7+e31oyISJ3n4WZleM9YAC5vEcIHib8ybe3hUn2OnM5j6e40mof6sTU5nevjIh1rUESkZmlmRETqpcJiO49/tZn5W4872qKCvDmangfA5BFdubKN9icRqQrtMyIicgEeblYSbuxAdANvR9u5IAKw4dAZTucU4gJ/r4m4PM2MiEi9lp5byMnsQpYnpTF+/i5Hu5e7lfwiO91iG/DlfT1K7V0iIuWjmRERkXII8vGgRagfg9uFl2rPLzq7a+v6g2cY+822UjMkLvA3nIhL0QJWEREguoF3qTUjv/f1xmS+23KM6+IiycgrYv/JbOY/0gdvD5sJlYrUPZoZEREBLBYLX953GR/+5VI8f7skc2njIMeaksISO19vTObHXansP5FD4p4TGIbBkdN6MrBIVWlmRETkN7EhvsSG+LJmbEPSsgpo1siXh6ZuJPnM+bMlJ7ILeHVREu8t+5V37ujMdXGRJlQsUjdoAauIyAUcOpVDv1eWX7BPsxBflo7pXyv1iLgSLWAVEakGTRr6cvCla5j1YM8y++w/mcPL3+/GMAxOZhcw4pN1vL98H5+uOkBe4fm7vYpIaZoZEREppyW7Urn3s18qdMyjV7TgiUGta6giEeemmRERkWp2ZZsw1j1zJfsnDGHiTR0Z0iH8oscsTUojM7+IT1cdIC0rvxaqFHE9mhkREamC2KfnX/D16AbeNA3x5ae9Z58avGXcIAK93WujNBHTaWZERKQWzInvfcHXk8/kOYIIwPvL9tV0SSIuRzMjIiJVZBgGS3en0TTEl9iGviSfyePDFec/GficXc//CS93q+OpwHa7waHTucQ29NGTgqVO0cyIiEgtsVgsXNkmjGaN/LBaLTRu6MOEGzpw3+VN/7B/m//7niFvr6SoxI7dbvDvFfsZ8OpyZm5IruXKRZyDZkZERGpIYbGdvhOXkZJZ9sLVsABPUjMLHN8ffOma2ihNpFZoZkRExGQeblZu7hJ9wT6/DyIAT83cwpJdqRiGoQfySb2h7eBFRGpQ58ZBFeo/c0MyMzckExcThKfNyoy/9tA6EqnzNDMiIlKDrrgklDdui+PHJ/rRvWmwo91mtXD9BZ5ns+VIOusOnuanvSfZfjSDt5fspaBYu7lK3aQ1IyIitSQtK58FW49zfacoCovthAd6senwGaKCvOk+YUm5zrHtn4Pw+O2pwp5utposV6TKyvv5rcs0IiK1JNTfi5G9S99h07lxgwqdY8zMLfywIxWAXs0bMvXey7BadRlHXJtmRkREnMCmw2f4+ddTZBcUszc1ix93pZXruKevvoThPZvg4+HGyewCQvw8a7hSkfIr7+e3woiIiJPJKyxhb1oW17+7qtzHPHtNG8bP38XEmzpya7eYGqxOpPwURkREXFxeYQlfrj3E+Pm7KnSc9ioRZ6F9RkREXJy3h427ejap8HFfrD5IWlY+/zd3O30nLuNUdsHFDxIxkWZGREScXEpGPvvSsnlsxiZOZhdW+PhRA1owZnBrABZuO853W4/x8k0d8ffS04OlZukyjYhIHWQYBp+vPsS4b3dU6LjmjXxZ8mR/Yp+eD8CjV7bkiata1USJIg66TCMiUgdZLBZG9IplxG+Xb/w8y7dDw68ncli0I8Xx/UlduhEnopkREREXZBgGp3MKaeDjwfT1R/D1tBET7MPGQ2fKveD1p78NICbYp4YrlfpMl2lEROqpxD0nWLQjhS/XHr5o3xdvaM+d3Rs7nn9jGAZ24+x29SJVpTAiIlLPjZ+3k49XHihX3+aNfOneNJjdKVkkn8njp78NwMtd281L1SiMiIjUc8UlduZsPkYDH3fu/eyXCh+/+PG+tAzzr4HKpL7QAlYRkXrOzWbl5i7RXNkmjKd+u7W3Iq56YwWTVx4gK7+oBqoT+S/NjIiI1BOGYXAiu4DuL5bvCcHnBHi5seG5q3C3WUnLymfFnpNc2zFCl3HkonSZRkRE/lB6biHuNitT1xwiYeHuSp3jkSta8OSgis+2SP2iyzQiIvKHgnw88PV046/9mrP5/66iV/OGFT7HO0v3sXLvSVzg71lxAZoZERERBr+xgqTUrEod29DXg1du6ciA1qGOW4RFQDMjIiJSAU8O+u/W8GvGXlmhY0/lFHLPp7/Q6tmF7D+RXd2lST2gMCIiIlzVNoyXb+rA/EcvJzzQi3fv7ExEoFeFzlFUYnDFa4ml2l75YTdD311JXmFJdZYrdYwu04iIyB/KLyrhkue+r/Bxt3eLAeCyZsE8PmMLAAk3duCO7o2rtT5xfuX9/C7fE5ZERKTe8XK3sfLvA/hy7WEOncphwbaUix8ETF9/pNR/AuQWlmC3G+QXl+DjoY8eKU0zIyIiUi5HTucya0Myi3amsut4ZqXP89otcdzUJZrtRzOICPSioZ9nNVYpzkT7jIiISI05k1NIWlYBg99cUanjb+gcxexNRwE4+NI11VmaOJEauZsmISGBbt264e/vT2hoKMOGDSMpKemix82cOZNLLrkELy8vOnTowIIFCyrytiIi4mQa+HrQOtyf5WP6c0f3GBKf6k9cTFC5jz8XRAAum/AjhcX2GqhSXEWFwkhiYiLx8fGsWbOGxYsXU1RUxKBBg8jJySnzmJ9//pk77riDe++9l02bNjFs2DCGDRvG9u3bq1y8iIiYKzbEl4QbO9KkoS8f/uVS/tqvWYVCCUBqZgGtnl3Ioh3lW5MidU+VLtOcOHGC0NBQEhMT6du37x/2ue2228jJyWHevHmOth49etCpUyc+/PDDPzymoKCAgoICx/eZmZnExMToMo2IiAv4YPmvvPx95baZ1yWbuqVWNj3LyMgAIDg4uMw+q1evZuDAgaXaBg8ezOrVq8s8JiEhgcDAQMdXTExMVcoUEZFaFBlUsf1Jfm/RjhSufG05j8/YzAvzdpKeW1iNlYmzqvT9VXa7nccee4zevXvTvn37MvulpKQQFhZWqi0sLIyUlLKn48aOHcsTTzzh+P7czIiIiDi/aztGsuNYJl2bNCAi0Jvr3l1Z7mMf+GIDAL+eOHv5/+DJHAa1C2Nwu3CCfDxqpF4xX6XDSHx8PNu3b2flyvIPsvLy9PTE01O3eomIuCKb1cIzQ9o4vt/xr8HYDYN3lu7j283HSMnML/e5luxOY8nuNCavPMD8R/vw3Jzt9G4RwnVxkTVRupikUmFk1KhRzJs3jxUrVhAdHX3BvuHh4aSmppZqS01NJTw8vDJvLSIiLsbX8+xHzTND2vDMkDZsS86o0GwJwJ7UbFr+YyFwdjO1azpEcOBUDs1CfPVwvjqgQmtGDMNg1KhRzJ49m6VLl9K0adOLHtOzZ0+WLFlSqm3x4sX07NmzYpWKiEid0CE6kMWPn73pIcTPk6YhvhU+x/PzdnLla4k0HbuA/CI998bVVehumocffphp06Yxd+5cWrdu7WgPDAzE29sbgOHDhxMVFUVCQgJw9tbefv368dJLL3HNNdcwffp0JkyYwMaNGy+41uT3tOmZiEjdVVxip8Vvsx6V8dy1bfHztBHdwIcQP09W7jvJ8J5NcLdZMQyDf323k7AALx7q37waq5byqJEdWMuaCpsyZQojR44EoH///sTGxvLpp586Xp85cybPPvssBw8epGXLlkycOJEhQ4aU920VRkRE6rj03EIGvLqcM7lF1XK+B/o2IyLQi/ZRgdzy4dm7N3XbcO3TdvAiIuJybnh/FZsOp9fIuRVGal+t7DMiIiJSnb5+sBe7nv8Towa0oH1U9f7xOXtTcrWeT6qPZkZERMRpHU3P450le5m+/ki1nK93i4a8dXtnQvSk4FqhyzQiIlJnLE9KY+SU9dV2vvv7NOXKNmFYgNbh/tpQrYYojIiISJ1iGAYWi4Wf9p7grsnrqvXcS5/sx9Q1h/lrv2aEBVR+O3spTWtGRESkTjl3R2eflo1Y9Ns+JSN6NqmWc9/67zV8suoAl01YcvHOUu0qvR28iIiIWVqF+bP7hT/h5W7jvj7NeGfpXr76pfILVE9m//dJ8edmYADSMvMJ9vXAzaa/3WuSLtOIiEidcSw9j14vLa3yeawWsP/26dgpJog58b0dr9ntBlartqAvD12mERGReicyyLtazmP/3Z/pm4+kc+7v9n9+u4Nmzyxg7uaj1fI+cpZmRkREpE6JfXp+rb7fyzd14LZujWv1PV2F7qYREZF6aVtyBv/8bgdjr76ErckZhAd6ERHoxQ3v/1xj79m7RUNW7TuFj4eNZo18GT+sA51igmrs/VyFwoiIiMj/+NusLVVa6FoRnWKCeHJQKy5vEVLms93qOoURERGR/5FXWMKinSlEBnmzLTmD5+ftrJX3fe/OS2ka4kvbyAC++uUI6w6c5qUbO9T5u3TK+/mtW3tFRKTe8PawMbRTFADdYoPZm5bNf9YdrvH3jZ+2EYDbusYw45ezW9v3at6Q9lGBJCzYxeNXtaJtRABWi6Ve3qmjmREREam38otKSNxzArvdwM1mxd1m4W+zthIR6EVcTBCfrz5Ua7WE+HlQVGLw3ajLSdyTxq3dYvB0swGwLy2LSSsO8MiVLYhu4FNrNVWVLtOIiIhU0UcrfmXCgt2mvPejV7TgiUGtAbj0hcWczimkdZg/P/y2+6wrqJNh5NixY4SHhzsWAhUWFlJUVISbmxuenv99AmNOTg4A3t7eWK1nr8cVFRVRWFiIzWbDy8urUn1zc3MxDAMvLy9strNptbi4mIKCAqxWK97e3pXqm5eXh91ux9PTEze3s1fOSkpKyM/Pr1Bfi8WCj89/E3N+fj4lJSV4eHjg7u5e4b52u528vDwAfH19HX0LCgooLi7G3d0dDw+PCvc1DIPc3FwAfHx8zvt5VqRveX721TFO/ujnWR3j5NzPs6rj5H9/nlUdJ2X9PKs6Tn7/86zqOCnr51nZcaLfEfodUVbfIosb09cnc23HCHpPWIxRUozFasXi9t+H69mL8sEAi5s7FuvZn6dRUlz+vvYSjOIisFiwup+tISzAk/7NA/nP2sOl+r5/RxzFhYUU2g3cPb24tmMkNqvFKX9HlHsywXABGRkZBmAARlpamqN9/PjxBmDcd999pfr7+PgYgHHgwAFH2xtvvGEAxp133lmqb0hIiAEY27dvd7R99NFHBmAMHTq0VN8mTZoYgLFu3TpH29SpUw3AGDhwYKm+bdu2NQBj2bJljrbZs2cbgNGrV69Sfbt27WoAxrx58xxtixYtMgAjLi6uVN9+/foZgPHVV1852lauXGkARosWLUr1HTJkiAEYU6ZMcbRt2rTJAIzIyMhSfW+++WYDMN59911H2549ewzACAwMLNV3xIgRBmBMnDjR0ZacnGwAhpubW6m+Dz/8sAEY48aNc7SdOXPG8fMsLCx0tI8ZM8YAjDFjxjjaCgsLHX3PnDnjaB83bpwBGA8//HCp93NzczMAIzk52dE2ceJEAzBGjBhRqm9gYKABGHv27HG0vfvuuwZg3HzzzaX6RkZGGoCxadMmR9uUKVMMwBgyZEipvi1atDAAY+XKlY62r776ygCMfv36leobFxdnAMaiRYscbfPmzTMAo2vXrqX69urVywCM2bNnO9qWLVtmAEbbtm1L9R04cKABGFOnTnW0rVu3zgCMJk2alOo7dOhQAzA++ugjR9v27dsNwAgJCSnV98477zQA44033nC0HThwwAAMHx+fUn3vu+8+AzDGjx/vaEtLS3P8PH9v9OjRBmA888wzjrbs7GxH3+zsbEf7M888YwDG6NGjS51DvyPO0u+Is2rqd0TCq2+eHe+textN/j7P8WXzCzYAI2Lk2462hkMeMwDDu1nXUn3dGkQYgBH254mOtpChTxuA4RnTvlRf99CmBmCE3vqCo63RzWf/bR7hLR1th0/lOH5HfDx1ujHwteVGk7/PM2bMXWjq74hzn98ZGRnGhdTtZbwiIiLVyN/r7CzC1e3DGT+svaPd3eS7YvpMXMaGQ2cAGPv1NvamZQPw6PRNjj67jmc6dpJ1NrpMoynYMvvWlylYXabRZZoL/Tz1O6LsvvX9d4SbuwevLEqiV/MQukX7sjX5DBHBASzckcZLC3dX+TLN2b4FYBjV0Bes7l7n9b29R1Mm3npptf3sK3uZxqXCiBawioiIKzhyOpfbP1rD0fQ8s0u5qP99EGB1UhgRERFxAodP5eLhZqVHwhKzS7mggy9dU+3n1FN7RUREnEDjhj6EB3qx+PG+9G/diA/+fCkHEoaYXdZ50nMLTXtvhREREZFa0DLMn0/v7s7VHSKwWCylLo1s/r+rTKzsrI2Hz5j23gojIiIiJmgXGYCb1YKHmxV/L3fmxvdmwg0d2DJukKPPPb2b1lo9v6bl1Np7/S89m0ZERMQE7jYr2/45GIsFbFYLcTFBxMUEAbDg0T54ultp3siP7k2DeXDqBoZ2iiQ7v5glu9NqpJ78opIaOW95KIyIiIiYxNvD9oftbSP/u9jzT+3DWfvMlTTy8yS7sJgfd6aSW1jCs3O289btnbgkPIDBb66oci15CiMiIiJSlrCAs3uEBHi5c+Ol0QD8pUcTx+sHX7oGwzA4mV1Itxd/BOCFoe14bu4O2kcF4OPuxrqDpy/4Hul5RTVU/cUpjIiIiNQBFouFRv6ebP/XYHILiwn19+KunrGO1+/9dP15l3g83awUFNsBaBXqV5vllqIwIiIiUof4ebrh53n+x/vkkd0AuPXfq1l34OwsSdL4q3lv2T6SUrIY0jGiVuv8PYURERGRemTiTR15+MuNPNi/OQDxA1qYXJHCiIiISL0SG+LLgtF9zC6jFO0zIiIiIqZSGBERERFTKYyIiIiIqRRGRERExFQKIyIiImIqhRERERExlcKIiIiImEphREREREylMCIiIiKmUhgRERERUymMiIiIiKkURkRERMRUCiMiIiJiKoURERERMZWb2QWUh2EYAGRmZppciYiIiJTXuc/tc5/jZXGJMJKVlQVATEyMyZWIiIhIRWVlZREYGFjm6xbjYnHFCdjtdo4dO4a/vz/du3dn/fr1Zfbt1q3bH77+R+2ZmZnExMRw5MgRAgICqr3u6lDWv8cZzl2Z48t7THn6XahPRV9z9rHgzOOgMueoSP+L9a3K6xoL1XtuZ/6dcKHXXXEcgGuMBcMwyMrKIjIyEqu17JUhLjEzYrVaiY6OBsBms11wYJT1+oWOCwgIcNrBdrF/r5nnrszx5T2mPP0u1KeyrznrWHDmcVCZc1Skf2X/P1+e1zUWqvfczvw74UKvu+I4ANcZCxeaETnH5RawxsfHV+r1ix3nrGqy7qqeuzLHl/eY8vS7UJ/KvuasnHkcVOYcFelf2f/Pl+d1jYXqPbcz/0640OuuOA6gbo0Fl7hMU1MyMzMJDAwkIyPDaZOv1A6NBTlHY0FA46C2udzMSHXy9PRk3LhxeHp6ml2KmExjQc7RWBDQOKht9XpmRERERMxXr2dGRERExHwKIyIiImIqhRERERExlcKIiIiImEphREREREylMHIB8+bNo3Xr1rRs2ZKPP/7Y7HLEJDfccAMNGjTg5ptvNrsUMdGRI0fo378/bdu2pWPHjsycOdPsksQk6enpdO3alU6dOtG+fXsmTZpkdkkuT7f2lqG4uJi2bduybNkyAgMD6dKlCz///DMNGzY0uzSpZcuXLycrK4vPPvuMWbNmmV2OmOT48eOkpqbSqVMnUlJS6NKlC3v27MHX19fs0qSWlZSUUFBQgI+PDzk5ObRv355ffvlFnw9VoJmRMqxbt4527doRFRWFn58fV199NYsWLTK7LDFB//798ff3N7sMMVlERASdOnUCIDw8nJCQEE6fPm1uUWIKm82Gj48PAAUFBRiGgf6ur5o6G0ZWrFjBddddR2RkJBaLhTlz5pzX57333iM2NhYvLy8uu+wy1q1b53jt2LFjREVFOb6Piori6NGjtVG6VKOqjgOpO6pzLGzYsIGSkhJiYmJquGqpCdUxFtLT04mLiyM6OpqnnnqKkJCQWqq+bqqzYSQnJ4e4uDjee++9P3x9xowZPPHEE4wbN46NGzcSFxfH4MGDSUtLq+VKpSZpHMg51TUWTp8+zfDhw/noo49qo2ypAdUxFoKCgtiyZQsHDhxg2rRppKam1lb5dZNRDwDG7NmzS7V1797diI+Pd3xfUlJiREZGGgkJCYZhGMaqVauMYcOGOV4fPXq08eWXX9ZKvVIzKjMOzlm2bJlx00031UaZUgsqOxby8/ONPn36GJ9//nltlSo1rCq/F8556KGHjJkzZ9ZkmXVenZ0ZuZDCwkI2bNjAwIEDHW1Wq5WBAweyevVqALp378727ds5evQo2dnZLFy4kMGDB5tVstSA8owDqR/KMxYMw2DkyJFcccUV3HXXXWaVKjWsPGMhNTWVrKwsADIyMlixYgWtW7c2pd66ws3sAsxw8uRJSkpKCAsLK9UeFhbG7t27AXBzc+O1115jwIAB2O12/va3v2mldB1TnnEAMHDgQLZs2UJOTg7R0dHMnDmTnj171na5UoPKMxZWrVrFjBkz6Nixo2ONwRdffEGHDh1qu1ypQeUZC4cOHeKBBx5wLFx95JFHNA6qqF6GkfK6/vrruf76680uQ0z2448/ml2COIHLL78cu91udhniBLp3787mzZvNLqNOqZeXaUJCQrDZbOctOEpNTSU8PNykqqS2aRzIORoLco7GgjnqZRjx8PCgS5cuLFmyxNFmt9tZsmSJpt/rEY0DOUdjQc7RWDBHnb1Mk52dzb59+xzfHzhwgM2bNxMcHEzjxo154oknGDFiBF27dqV79+68+eab5OTkcPfdd5tYtVQ3jQM5R2NBztFYcEIm381TY5YtW2YA532NGDHC0eedd94xGjdubHh4eBjdu3c31qxZY17BUiM0DuQcjQU5R2PB+ejZNCIiImKqerlmRERERJyHwoiIiIiYSmFERERETKUwIiIiIqZSGBERERFTKYyIiIiIqRRGRERExFQKIyIiImIqhRERERExlcKIiIiImEphREREREylMCIiIiKm+n8IWvfl8IS3AwAAAABJRU5ErkJggg==\n"
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"Let's see the distribution of trained parameters by layers, before and after binarization.\n",
"We convert the floating point weights into ternaries in the middle."
],
"metadata": {
"id": "D6c5nZPzT5iy"
},
"id": "D6c5nZPzT5iy"
},
{
"cell_type": "code",
"source": [
"bins = np.linspace(-1, 1, 100)\n",
"\n",
"fig, axes = plt.subplots(1, 2, figsize=(9, 4))\n",
"for _ in range(2):\n",
" for i, layer in enumerate(model.layers):\n",
" axes[_].hist(layer.weight.data.detach().cpu().flatten(), bins=bins, density=True, alpha=0.5, label=f\"layer.{i}\")\n",
" axes[_].set_title([\"Before\", \"After\"][_])\n",
" axes[_].legend()\n",
"\n",
" \"\"\" float -> bits \"\"\"\n",
" model.convert()\n",
"\n",
"plt.show()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 391
},
"id": "ObxcMCjoT3oX",
"outputId": "9a8a42f9-95b2-4896-c4b1-f3aa302121c0"
},
"id": "ObxcMCjoT3oX",
"execution_count": 20,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 900x400 with 2 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"## Solve"
],
"metadata": {
"id": "26FuATp9x2Gg"
},
"id": "26FuATp9x2Gg"
},
{
"cell_type": "markdown",
"source": [
"We have now trained a model & conveted it into a ternary neural network.\n",
"\n",
"Load the trained model onto `alphacube` solver"
],
"metadata": {
"id": "69y7qblw0JIS"
},
"id": "69y7qblw0JIS"
},
{
"cell_type": "code",
"source": [
"alphacube._solver.model = model"
],
"metadata": {
"id": "gcbFg0qJ0D1H"
},
"id": "gcbFg0qJ0D1H",
"execution_count": 21,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"Greedy search (`allow_wide` is for including fat moves like r2)"
],
"metadata": {
"id": "_ikzL4mZ0jpz"
},
"id": "_ikzL4mZ0jpz"
},
{
"cell_type": "code",
"source": [
"alphacube.solve(\n",
" \"F2 D' L2 B2\",\n",
" allow_wide=False,\n",
" beam_width=1\n",
")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "JLY9qneVNDS-",
"outputId": "7ad28b89-ab82-46da-da5c-aedac52327a2"
},
"id": "JLY9qneVNDS-",
"execution_count": 22,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"{'solutions': ['B2 L2 D F2'], 'num_nodes': 4, 'time': 0.08480675400005566}"
]
},
"metadata": {},
"execution_count": 22
}
]
},
{
"cell_type": "markdown",
"source": [
"Beam search (moderate)"
],
"metadata": {
"id": "x9cVFG_-93zm"
},
"id": "x9cVFG_-93zm"
},
{
"cell_type": "code",
"source": [
"alphacube.solve(\n",
" \"R2 D' L' F2 D2 L2 B2 R B'\",\n",
" allow_wide=False,\n",
" beam_width=2 ** 12\n",
")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "fsU1x3rF91ko",
"outputId": "fc0e8401-367e-413f-c809-fb857ce8356b"
},
"id": "fsU1x3rF91ko",
"execution_count": 23,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"{'solutions': [\"B R' B2 L2 D2 F2 L D R2\"],\n",
" 'num_nodes': 28428,\n",
" 'time': 0.2751168370000414}"
]
},
"metadata": {},
"execution_count": 23
}
]
},
{
"cell_type": "markdown",
"source": [
"Beam search (high)"
],
"metadata": {
"id": "R28w8wUt0nrg"
},
"id": "R28w8wUt0nrg"
},
{
"cell_type": "code",
"source": [
"alphacube.solve(\n",
" \"R2 D' L' F2 D2 L2 B2 R B2 D2 L U F D' B'\",\n",
" allow_wide=False,\n",
" beam_width=2 ** 18\n",
")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "EGbCKFE1-59L",
"outputId": "ce329369-437a-4a94-ba32-d25020a35148"
},
"id": "EGbCKFE1-59L",
"execution_count": 25,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"{'solutions': [\"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' L2 D2 L2 R2 U2\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' D2 L2 R2 U2 L2\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' L2 U2 R2 L2 D2\",\n",
" \"U2 L B2 L' B' D F U2 R2 U2 L D L2 B2 D L' R D2 L' R'\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L B2 U2 F2 U' B2 D2 F2 U D\"],\n",
" 'num_nodes': 4245784,\n",
" 'time': 51.751268156999686}"
]
},
"metadata": {},
"execution_count": 25
}
]
},
{
"cell_type": "markdown",
"source": [
"You could actually solve the Rubik's Cube with a ternary neural network."
],
"metadata": {
"id": "8ri3QBz1KJiX"
},
"id": "8ri3QBz1KJiX"
},
{
"cell_type": "markdown",
"source": [
"If you wish to use it as a ***truly*** binary neural net, you can simply split the matrices like:"
],
"metadata": {
"id": "HDqcX949PJpf"
},
"id": "HDqcX949PJpf"
},
{
"cell_type": "code",
"source": [
"class BinarySplit(nn.Module):\n",
" def __init__(self, layer):\n",
" super().__init__()\n",
" self.sparse = False\n",
" if hasattr(layer, \"weight\"):\n",
" self.weight_p = (layer.weight[:, :] == 1).half()\n",
" self.weight_n = (layer.weight[:, :] == -1).half()\n",
" else:\n",
" self.weight_p = layer.weight_p\n",
" self.weight_n = layer.weight_n\n",
"\n",
" self.bias = layer.bias\n",
" self.bn = layer.bn\n",
" self.rescale_factor = layer.rescale_factor\n",
"\n",
" def forward(self, x):\n",
" x_p = F.linear(x, self.weight_p)\n",
" x_n = F.linear(x, self.weight_n)\n",
" x = (x_p - x_n) * self.rescale_factor + self.bias\n",
" x = F.relu(x)\n",
" x = self.bn(x)\n",
" return x\n",
"\n",
"\n",
"for i, layer in enumerate(model.layers):\n",
" model.layers[i] = BinarySplit(layer)\n",
"\n",
"model"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "s3UGkCBrPOO2",
"outputId": "b346a654-9464-4d03-d979-7f34a74427c9"
},
"id": "s3UGkCBrPOO2",
"execution_count": 86,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"Model(\n",
" (embedding): Linear(in_features=324, out_features=256, bias=False)\n",
" (layers): ModuleList(\n",
" (0-1): 2 x BinarySplit(\n",
" (bn): BatchNorm1d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
" )\n",
" )\n",
" (head): Linear(in_features=256, out_features=18, bias=False)\n",
")"
]
},
"metadata": {},
"execution_count": 86
}
]
},
{
"cell_type": "markdown",
"source": [
"It should yield *almost* identical results (there'll be tiny rounding errors). Let's see if this works:"
],
"metadata": {
"id": "rstMF8nrQ1Tn"
},
"id": "rstMF8nrQ1Tn"
},
{
"cell_type": "code",
"source": [
"alphacube._solver.model = model\n",
"alphacube.solve(\n",
" \"R2 D' L' F2 D2 L2 B2 R B2 D2 L U F D' B'\",\n",
" allow_wide=False,\n",
" beam_width=2 ** 18\n",
")"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "YXPdtd12RbQd",
"outputId": "cc6f5652-b122-4b72-ad4f-5424f44d58d9"
},
"id": "YXPdtd12RbQd",
"execution_count": 35,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"{'solutions': [\"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' L2 D2 L2 R2 U2\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' D2 L2 R2 U2 L2\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L U D R2 U' L2 U2 R2 L2 D2\",\n",
" \"U2 L B2 L' B' D F U2 R2 U2 L D L2 B2 D L' R D2 L' R'\",\n",
" \"B D F' U' R2 L B2 L' B2 U2 L B2 U2 F2 U' B2 D2 F2 U D\"],\n",
" 'num_nodes': 4245784,\n",
" 'time': 51.26297661999979}"
]
},
"metadata": {},
"execution_count": 35
}
]
},
{
"cell_type": "markdown",
"source": [
"Also, it *should be* slower because each layer has 2x matmul operations to compute."
],
"metadata": {
"id": "HCUxYebibPGa"
},
"id": "HCUxYebibPGa"
},
{
"cell_type": "code",
"source": [
"x_test = torch.randint(0, 6, (1024, 54)).to(device)"
],
"metadata": {
"id": "AQcGJ9Krst9R"
},
"id": "AQcGJ9Krst9R",
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"model_test = Model(256, num_hidden_layers, precision=\"ternary\").to(device)\n",
"\n",
"%timeit model_test(x_test)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "eRsSjYuEq_JN",
"outputId": "94824791-e2d4-4eb7-b40e-d94d87250980"
},
"id": "eRsSjYuEq_JN",
"execution_count": 92,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"797 µs ± 12 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"for i, layer in enumerate(model_test.layers):\n",
" model_test.layers[i] = BinarySplit(layer)\n",
"\n",
"%timeit model_test(x_test)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "0v-0trykrvzk",
"outputId": "af63cb55-2c0a-44dc-89bb-84cf87c00abf"
},
"id": "0v-0trykrvzk",
"execution_count": 93,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"3.71 ms ± 15.6 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
]
}
]
}
],
"metadata": {
"accelerator": "GPU",
"colab": {
"gpuType": "T4",
"provenance": [],
"machine_shape": "hm",
"include_colab_link": true
},
"kaggle": {
"accelerator": "none",
"dataSources": [
{
"databundleVersionId": 7339171,
"sourceId": 65704,
"sourceType": "competition"
}
],
"dockerImageVersionId": 30626,
"isGpuEnabled": false,
"isInternetEnabled": true,
"language": "python",
"sourceType": "notebook"
},
"kernelspec": {
"display_name": "Python 3",
"name": "python3"
},
"language_info": {
"name": "python"
},
"name": "getting_started.ipynb",
"papermill": {
"default_parameters": {},
"duration": 10.734565,
"end_time": "2023-12-21T15:06:22.363256",
"environment_variables": {},
"exception": null,
"input_path": "__notebook__.ipynb",
"output_path": "__notebook__.ipynb",
"parameters": {},
"start_time": "2023-12-21T15:06:11.628691",
"version": "2.4.0"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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