From 1ba2b6ee7fe97fff704f103c90b2ec8ca19a703e Mon Sep 17 00:00:00 2001
From: Abdurrahman Rajab <rajab-2@windowslive.com>
Date: Sun, 10 Sep 2023 19:43:27 +0300
Subject: [PATCH] docs: add functions output for quickstart (#53)

---
 quickstart.ipynb | 2920 ++++++++++++++++++++++++++++++++--------------
 1 file changed, 2013 insertions(+), 907 deletions(-)

diff --git a/quickstart.ipynb b/quickstart.ipynb
index a7df297a..c2510fb9 100644
--- a/quickstart.ipynb
+++ b/quickstart.ipynb
@@ -1,909 +1,2015 @@
 {
- "cells": [
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {
-    "collapsed": false
-   },
-   "source": [
-    "# Quickstart"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {
-    "collapsed": false
-   },
-   "source": [
-    "Get up to speed with Ivy with a quick, general introduction of its features and capabilities!"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "⚠️ If you are running this notebook in Colab, you will have to install `Ivy` and some extra packages manually. You can do so by running the cell below ⬇️\n",
-    "\n",
-    "If you want to run the notebook locally but don't have Ivy installed just yet, you can check out the [Setting Up section of the docs.](https://unify.ai/docs/ivy/overview/contributing/setting_up.html)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "!pip install ivy\n",
-    "!pip install dm-haiku\n",
-    "!pip install kornia\n",
-    "!pip install timm\n",
-    "!pip install pyvis\n",
-    "exit()"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In this notebook we'll go over the basic aspects of Ivy, which is both a transpiler and a ML framework that you can use to write framework-agnostic code and to integrate code from any framework into your existing code, tools, or infrastructure!"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Let's import Ivy and get started!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import ivy"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Get familiar with Ivy"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "When used as a ML framework, Ivy allows you to write framework-agnostic code that can be executed as native code in your framework of choice. This means that when executed, Ivy code will use the appropriate functions and data structures, allowing you to seamlessly integrate your code with any other code and to leverage any framework-specific benefits."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "To change the backend, we simply have to call `ivy.set_backend()` and pass the framework we want to use as a string, for example:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "ivy.set_backend(\"torch\")"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Now let's take a look at the data structures of Ivy. The main one is `ivy.Array`, which is an abstraction of the `array` class of the backends with extra functionalities. You can also access the corresponding class directly through `ivy.NativeArray`. \n",
-    "\n",
-    "There is also another structure called the `ivy.Container`, which is a subclass of dict that is optimized for recursive operations. If you want to learn more about it, you can defer to the following [link](https://unify.ai/docs/ivy/overview/design/ivy_as_a_framework/ivy_container.html)!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "ivy.set_backend(\"torch\")\n",
-    "\n",
-    "x = ivy.array([1, 2, 3])\n",
-    "print(type(x))\n",
-    "\n",
-    "x = ivy.native_array([1, 2, 3])\n",
-    "print(type(x))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Functional API"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In a similar manner, Ivy's functional API wraps the functional API of the backends, and therefore uses native operations under the hood. Let's see an example of this."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "ivy.set_backend(\"jax\")\n",
-    "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
-    "output = ivy.matmul(x1, x2)\n",
-    "print(type(output.to_native()))\n",
-    "\n",
-    "ivy.set_backend(\"tensorflow\")\n",
-    "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
-    "output = ivy.matmul(x1, x2)\n",
-    "print(type(output.to_native()))\n",
-    "\n",
-    "ivy.set_backend(\"torch\")\n",
-    "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
-    "output = ivy.matmul(x1, x2)\n",
-    "print(type(output.to_native()))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "As expected, calling `ivy.matmul` with different backends performs the corresponding operation in each one of the frameworks."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Using the functional API, we can define any framework-independent function that we want:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def sigmoid(z):\n",
-    "    return ivy.divide(1, (1 + ivy.exp(-z)))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Stateful API"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Ivy also has a stateful API which builds on its functional API and the `ivy.Container` class to provide high-level classes such as optimizers, network layers, or trainable modules."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The most important stateful class within Ivy is `ivy.Module`, which can be used to create trainable layers and entire networks. A very simple example of an `ivy.Module` could be:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "class Regressor(ivy.Module):\n",
-    "    def __init__(self, input_dim, output_dim):\n",
-    "        self.linear0 = ivy.Linear(input_dim, 128)\n",
-    "        self.linear1 = ivy.Linear(128, output_dim)\n",
-    "        ivy.Module.__init__(self)\n",
-    "\n",
-    "    def _forward(self, x):\n",
-    "        x = self.linear0(x)\n",
-    "        x = ivy.functional.relu(x)\n",
-    "        x = self.linear1(x)\n",
-    "        return x"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "To use this model, we would simply have to set a backend and instantiate the model:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "ivy.set_backend('torch')  # set backend to PyTorch\n",
-    "\n",
-    "model = Regressor(input_dim=1, output_dim=1)\n",
-    "optimizer = ivy.Adam(0.1)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Now we can generate some sample data and train the model using Ivy as well."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "n_training_examples = 2000\n",
-    "noise = ivy.random.random_normal(shape=(n_training_examples, 1), mean=0, std=0.1)\n",
-    "x = ivy.linspace(-6, 3, n_training_examples).reshape((n_training_examples, 1))\n",
-    "y = 0.2 * x ** 2 + 0.5 * x + 0.1 + noise"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def loss_fn(pred, target):\n",
-    "    return ivy.mean((pred - target)**2)\n",
-    "\n",
-    "for epoch in range(50):\n",
-    "    # forward pass\n",
-    "    pred = model(x)\n",
-    "\n",
-    "    # compute loss and gradients\n",
-    "    loss, grads = ivy.execute_with_gradients(lambda v: loss_fn(pred, y), model.v)\n",
-    "\n",
-    "    # update parameters\n",
-    "    model.v = optimizer.step(model.v, grads)\n",
-    "\n",
-    "    # print current loss\n",
-    "    print(f'Epoch: {epoch + 1:2d} --- Loss: {ivy.to_numpy(loss).item():.5f}')\n",
-    "\n",
-    "print('Finished training!')"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Compiling code"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We have just explored how to create framework agnostic functions and models with Ivy. Nonetheless, due to the wrapping Ivy performs on top of native functions, there is a slight performance overhead introduced with each function call. To address this, we can use Ivy's graph compiler."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The purpose of the Graph Compiler is to extract a fully functional, efficient graph composed only of functions from the corresponding functional APIs of the underlying framework (backend)."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "On top of using the Graph Compiler to remove the overhead introduced by Ivy, it can also be used with functions and modules written in any framework. In this case, the GC will decompose any high-level API into a fully-functional graph of functions from said framework."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "As an example, let's write a simple `normalize` function using Ivy:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def normalize(x):\n",
-    "    mean = ivy.mean(x)\n",
-    "    std = ivy.std(x)\n",
-    "    return ivy.divide(ivy.subtract(x, mean), std)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "To compile this function, simply call `ivy.compile()`. To specify the underlying framework, you can pass the name of the framework as an argument using `to`. Otherwise, the current backend will be used by default."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import torch\n",
-    "x0 = torch.tensor([1., 2., 3.])\n",
-    "normalize_comp = ivy.compile(normalize, to=\"torch\", args=(x0,))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "This results in the following graph:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from IPython.display import HTML\n",
-    "normalize_comp.show(fname=\"graph.html\", notebook=True)\n",
-    "HTML(filename=\"graph.html\")"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "As anticipated, the compiled function, which uses native `torch` operations directly, is faster than the original function:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "%%timeit\n",
-    "normalize(x0)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "%%timeit\n",
-    "normalize_comp(x0)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Additionally, we can set the `return_backend_compiled_fn` arg to `True` to apply the (native) target framework compilation function to Ivy's compiled graph, making the resulting function even more efficient."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "normalize_native_comp = ivy.compile(normalize, return_backend_compiled_fn=True, to=\"torch\", args=(x0,))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "%%timeit\n",
-    "normalize_native_comp(x0)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In the example above, we compiled the function eagerly, which means that the compilation process happened immediately, as we have passed the arguments for tracing. However, if we don't pass any arguments to the `compile` function, compilation will occur lazily, and the graph will be built only when we call the compiled function for the first time. To summarize:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import torch\n",
-    "\n",
-    "x1 = torch.tensor([1., 2., 3.])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Arguments are available -> compilation happens eagerly\n",
-    "eager_graph = ivy.compile(normalize, to=\"torch\", args=(x1,))\n",
-    "\n",
-    "# eager_graph is now torch code and runs efficiently\n",
-    "ret = eager_graph(x1)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Arguments are not available -> compilation happens lazily\n",
-    "lazy_graph = ivy.compile(normalize, to=\"torch\")\n",
-    "\n",
-    "# The compiled graph is initialized, compilation will happen here\n",
-    "ret = lazy_graph(x1)\n",
-    "\n",
-    "# lazy_graph is now torch code and runs efficiently\n",
-    "ret = lazy_graph(x1)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Ivy as a Transpiler"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We have just learned how to write framework-agnostic code and compile it into an efficient graph. However, many codebases, libraries, and models have already been developed (and will continue to be!) using other frameworks."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "To allow for speed-of-thought research and development, Ivy also allows you to use any code directly into your project, regardless of the framework it was written in. No matter what ML code you want to use, Ivy's Transpiler is the tool for the job 🛠️"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Any function"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Let's start by transpiling a very simple `torch` function."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def normalize(x):\n",
-    "    mean = torch.mean(x)\n",
-    "    std = torch.std(x)\n",
-    "    return torch.div(torch.sub(x, mean), std)\n",
-    "\n",
-    "jax_normalize = ivy.transpile(normalize, source=\"torch\", to=\"jax\")"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Similar to `compile`, the `transpile` function can be used eagerly or lazily. In this particular example, transpilation is being performed lazily, since we haven't passed any arguments or keyword arguments to `ivy.transpile`."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import jax\n",
-    "key = jax.random.PRNGKey(42)\n",
-    "jax.config.update('jax_enable_x64', True)\n",
-    "x = jax.random.uniform(key, shape=(10,))\n",
-    "\n",
-    "jax_out = jax_normalize(x)\n",
-    "print(jax_out, type(jax_out))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "That's pretty much it! You can now use any function you need in your projects regardless of the framework you're using 🚀\n",
-    "\n",
-    "However, transpiling functions one by one is far from ideal. But don't worry, with `transpile`, you can transpile entire libraries at once and easily bring them into your projects. Let's see how this works by transpiling `kornia`, a widely-used computer vision library written in `torch`:"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Any library"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import kornia\n",
-    "import requests\n",
-    "import jax.numpy as jnp\n",
-    "import numpy as np\n",
-    "from PIL import Image"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Let's get the transpiled library by calling `transpile`."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "jax_kornia = ivy.transpile(kornia, source=\"torch\", to=\"jax\")"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Now let's get a sample image and preprocess so that it has the format kornia expects:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "url = \"http://images.cocodataset.org/train2017/000000000034.jpg\"\n",
-    "raw_img = Image.open(requests.get(url, stream=True).raw)\n",
-    "img = jnp.transpose(jnp.array(raw_img), (2, 0, 1))\n",
-    "img = jnp.expand_dims(img, 0) / 255\n",
-    "display(raw_img)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "And we can call any function from kornia in `jax`, as simple as that!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "out = jax_kornia.enhance.sharpness(img, 10)\n",
-    "type(out)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Finally, let's see if the transformation has been applied correctly:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "np_image = np.uint8(np.array(out[0])*255)\n",
-    "display(Image.fromarray(np.transpose(np_image, (1, 2, 0))))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "It's worth noting that every operation in the transpiled functions is performed natively in the target framework, which means that gradients can be tracked and the resulting functions are fully differentiable. Even after transpilation, you can still take advantage of the powerful features of your chosen framework."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "While transpiling functions and libraries is useful, trainable modules play a critical role in ML and DL. The good news is that Ivy makes it just as easy to transpile modules and models from one framework to another with just one line of code."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Any model"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "For the purpose of this demonstration, let's define a very basic CNN block using the Sequential API of `keras`."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import tensorflow as tf\n",
-    "\n",
-    "model = tf.keras.Sequential([\n",
-    "    tf.keras.layers.Conv2D(32, kernel_size=(3, 3), activation='relu', input_shape=(28, 28, 3)),\n",
-    "    tf.keras.layers.Flatten(),\n",
-    "    tf.keras.layers.Dense(10, activation='softmax')\n",
-    "])"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The model we just defined is an instance of `tf.keras.Model`. Using `ivy.transpile`, we can effortlessly convert it into a `torch.nn.Module`, for instance."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "input_array = tf.random.normal((1, 28, 28, 3))\n",
-    "torch_model = ivy.transpile(model, to=\"torch\", args=(input_array,))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "After transpilation, we can pass a `torch` tensor and obtain the expected output. As mentioned previously, all operations are now PyTorch native functions, making them differentiable. Additionally, Ivy automatically converts all parameters of the original model to the new one, allowing you to transpile pre-trained models and fine-tune them in your preferred framework."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "isinstance(torch_model, torch.nn.Module)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "input_array = torch.rand((1, 28, 28, 3)).to(ivy.default_device(as_native=\"True\"))\n",
-    "torch_model.to(ivy.default_device(as_native=\"True\"))\n",
-    "output_array = torch_model(input_array)\n",
-    "print(output_array)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "While we have only transpiled a simple model for demonstration purposes, we can certainly transpile more complex models as well. Let's take a model from `timm` and see how we can build upon transpiled modules."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import timm"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We will only be using the encoder, so we can remove the unnecessary layers by setting `num_classes=0`, and then pass `pretrained=True` to download the pre-trained parameters."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "mlp_encoder = timm.create_model(\"mixer_b16_224\", pretrained=True, num_classes=0)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Let's transpile the model to tensorflow with `ivy.transpile` 🔀"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "noise = torch.randn(1, 3, 224, 224)\n",
-    "tf_mlp_encoder = ivy.transpile(mlp_encoder, to=\"tensorflow\", args=(noise,))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "And now let's build a model on top of our pretrained encoder!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "class Classifier(tf.keras.Model):\n",
-    "    def __init__(self):\n",
-    "        super(Classifier, self).__init__()\n",
-    "        self.encoder = tf_mlp_encoder\n",
-    "        self.output_dense = tf.keras.layers.Dense(units=1000, activation=\"softmax\")\n",
-    "\n",
-    "    def call(self, x):\n",
-    "        x = self.encoder(x)\n",
-    "        return self.output_dense(x)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "model = Classifier()\n",
-    "\n",
-    "x = tf.random.normal(shape=(1, 3, 224, 224))\n",
-    "ret = model(x)\n",
-    "print(type(ret), ret.shape)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "As the encoder now consists of `tensorflow` functions, we can extend the transpiled modules as much as we want, leveraging existing weights and the tools and infrastructure of all frameworks 🚀"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {
-    "collapsed": false
-   },
-   "source": [
-    "## Round Up"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "That's about it! You are now prepared to start using Ivy on your own! However, there are still plenty of useful resources to explore. If you want to delve deeper into Ivy's features and learn how to use them, you can visit the [Demos](https://unify.ai/demos/) page and go through the notebooks 📚"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.0"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 0
+  "cells": [
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "collapsed": false,
+        "id": "wAXslfQWdnpj"
+      },
+      "source": [
+        "# Quickstart"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "collapsed": false,
+        "id": "938vMDsEdnpn"
+      },
+      "source": [
+        "Get up to speed with Ivy with a quick, general introduction of its features and capabilities!"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "xkgrTiu_dnpn"
+      },
+      "source": [
+        "⚠️ If you are running this notebook in Colab, you will have to install `Ivy` and some extra packages manually. You can do so by running the cell below ⬇️\n",
+        "\n",
+        "If you want to run the notebook locally but don't have Ivy installed just yet, you can check out the [Setting Up section of the docs.](https://unify.ai/docs/ivy/overview/contributing/setting_up.html)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "vtvRQFuUdnpo",
+        "outputId": "4ec2ef6c-4311-4411-849a-0d68f4dbbefe"
+      },
+      "outputs": [],
+      "source": [
+        "!pip install ivy\n",
+        "!pip install dm-haiku\n",
+        "!pip install kornia\n",
+        "!pip install timm\n",
+        "!pip install pyvis\n",
+        "exit()"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "3BPjT6qgdnpq"
+      },
+      "source": [
+        "In this notebook we'll go over the basic aspects of Ivy, which is both a transpiler and a ML framework that you can use to write framework-agnostic code and to integrate code from any framework into your existing code, tools, or infrastructure!"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "c6j_QWstdnpq"
+      },
+      "source": [
+        "Let's import Ivy and get started!"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 1,
+      "metadata": {
+        "id": "kds_Sk-Hdnpr"
+      },
+      "outputs": [],
+      "source": [
+        "import ivy"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "lRDQiOmpdnpr"
+      },
+      "source": [
+        "## Get familiar with Ivy"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "PpMlr-updnps"
+      },
+      "source": [
+        "When used as a ML framework, Ivy allows you to write framework-agnostic code that can be executed as native code in your framework of choice. This means that when executed, Ivy code will use the appropriate functions and data structures, allowing you to seamlessly integrate your code with any other code and to leverage any framework-specific benefits."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "zFslKIUfdnps"
+      },
+      "source": [
+        "To change the backend, we simply have to call `ivy.set_backend()` and pass the framework we want to use as a string, for example:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "zF6t8SNQdnps",
+        "outputId": "aec9ce44-4ac4-42c6-c19a-748b17e62bcd"
+      },
+      "outputs": [],
+      "source": [
+        "ivy.set_backend(\"torch\")"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "c906S63xdnpt"
+      },
+      "source": [
+        "Now let's take a look at the data structures of Ivy. The main one is `ivy.Array`, which is an abstraction of the `array` class of the backends with extra functionalities. You can also access the corresponding class directly through `ivy.NativeArray`.\n",
+        "\n",
+        "There is also another structure called the `ivy.Container`, which is a subclass of dict that is optimized for recursive operations. If you want to learn more about it, you can defer to the following [link](https://unify.ai/docs/ivy/overview/design/ivy_as_a_framework/ivy_container.html)!"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 3,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "EXQlQgc7dnpt",
+        "outputId": "dd92627c-e196-4e42-b15d-fcafde5338d4"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "<class 'ivy.data_classes.array.array.Array'>\n",
+            "<class 'torch.Tensor'>\n"
+          ]
+        }
+      ],
+      "source": [
+        "ivy.set_backend(\"torch\")\n",
+        "\n",
+        "x = ivy.array([1, 2, 3])\n",
+        "print(type(x))\n",
+        "\n",
+        "x = ivy.native_array([1, 2, 3])\n",
+        "print(type(x))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "opl1tnFJdnpt"
+      },
+      "source": [
+        "### Functional API"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "DyfN0Jlednpt"
+      },
+      "source": [
+        "In a similar manner, Ivy's functional API wraps the functional API of the backends, and therefore uses native operations under the hood. Let's see an example of this."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "GAL-8MNldnpt",
+        "outputId": "642ff3df-7c46-46b2-ccbd-53e841ecd948"
+      },
+      "outputs": [],
+      "source": [
+        "ivy.set_backend(\"jax\")\n",
+        "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
+        "output = ivy.matmul(x1, x2)\n",
+        "print(type(output.to_native()))\n",
+        "\n",
+        "ivy.set_backend(\"tensorflow\")\n",
+        "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
+        "output = ivy.matmul(x1, x2)\n",
+        "print(type(output.to_native()))\n",
+        "\n",
+        "ivy.set_backend(\"torch\")\n",
+        "x1, x2 = ivy.array([[1], [2], [3]]), ivy.array([[1, 2, 3]])\n",
+        "output = ivy.matmul(x1, x2)\n",
+        "print(type(output.to_native()))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "gt36oNNndnpu"
+      },
+      "source": [
+        "As expected, calling `ivy.matmul` with different backends performs the corresponding operation in each one of the frameworks."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "0Xx60YKIdnpu"
+      },
+      "source": [
+        "Using the functional API, we can define any framework-independent function that we want:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 5,
+      "metadata": {
+        "id": "yBJrEJSadnpu"
+      },
+      "outputs": [],
+      "source": [
+        "def sigmoid(z):\n",
+        "    return ivy.divide(1, (1 + ivy.exp(-z)))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "dTnr3w1mdnpu"
+      },
+      "source": [
+        "### Stateful API"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "skzgLn1Bdnpu"
+      },
+      "source": [
+        "Ivy also has a stateful API which builds on its functional API and the `ivy.Container` class to provide high-level classes such as optimizers, network layers, or trainable modules."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "yJGsAR8idnpu"
+      },
+      "source": [
+        "The most important stateful class within Ivy is `ivy.Module`, which can be used to create trainable layers and entire networks. A very simple example of an `ivy.Module` could be:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 6,
+      "metadata": {
+        "id": "E8aWoh_Bdnpv"
+      },
+      "outputs": [],
+      "source": [
+        "class Regressor(ivy.Module):\n",
+        "    def __init__(self, input_dim, output_dim):\n",
+        "        self.linear0 = ivy.Linear(input_dim, 128)\n",
+        "        self.linear1 = ivy.Linear(128, output_dim)\n",
+        "        ivy.Module.__init__(self)\n",
+        "\n",
+        "    def _forward(self, x):\n",
+        "        x = self.linear0(x)\n",
+        "        x = ivy.functional.relu(x)\n",
+        "        x = self.linear1(x)\n",
+        "        return x"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "gGUST9DUdnpv"
+      },
+      "source": [
+        "To use this model, we would simply have to set a backend and instantiate the model:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 7,
+      "metadata": {
+        "id": "xkc-OT0pdnpv"
+      },
+      "outputs": [],
+      "source": [
+        "ivy.set_backend('torch')  # set backend to PyTorch\n",
+        "\n",
+        "model = Regressor(input_dim=1, output_dim=1)\n",
+        "optimizer = ivy.Adam(0.1)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "zfv-k0ujdnpv"
+      },
+      "source": [
+        "Now we can generate some sample data and train the model using Ivy as well."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 8,
+      "metadata": {
+        "id": "20adxCJjdnpv"
+      },
+      "outputs": [],
+      "source": [
+        "n_training_examples = 2000\n",
+        "noise = ivy.random.random_normal(shape=(n_training_examples, 1), mean=0, std=0.1)\n",
+        "x = ivy.linspace(-6, 3, n_training_examples).reshape((n_training_examples, 1))\n",
+        "y = 0.2 * x ** 2 + 0.5 * x + 0.1 + noise"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 9,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "ybvFsaP0dnpv",
+        "outputId": "7a7a8694-adef-43d9-989f-13653329306c"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "Epoch:  1 --- Loss: 3.98249\n",
+            "Epoch:  2 --- Loss: 0.89087\n",
+            "Epoch:  3 --- Loss: 1.46657\n",
+            "Epoch:  4 --- Loss: 3.02381\n",
+            "Epoch:  5 --- Loss: 4.31187\n",
+            "Epoch:  6 --- Loss: 4.70573\n",
+            "Epoch:  7 --- Loss: 4.27567\n",
+            "Epoch:  8 --- Loss: 3.23747\n",
+            "Epoch:  9 --- Loss: 2.04200\n",
+            "Epoch: 10 --- Loss: 1.15823\n",
+            "Epoch: 11 --- Loss: 0.93438\n",
+            "Epoch: 12 --- Loss: 1.34362\n",
+            "Epoch: 13 --- Loss: 1.75147\n",
+            "Epoch: 14 --- Loss: 1.67296\n",
+            "Epoch: 15 --- Loss: 1.22539\n",
+            "Epoch: 16 --- Loss: 0.72924\n",
+            "Epoch: 17 --- Loss: 0.44463\n",
+            "Epoch: 18 --- Loss: 0.41892\n",
+            "Epoch: 19 --- Loss: 0.54684\n",
+            "Epoch: 20 --- Loss: 0.68940\n",
+            "Epoch: 21 --- Loss: 0.76004\n",
+            "Epoch: 22 --- Loss: 0.73009\n",
+            "Epoch: 23 --- Loss: 0.62310\n",
+            "Epoch: 24 --- Loss: 0.49164\n",
+            "Epoch: 25 --- Loss: 0.38300\n",
+            "Epoch: 26 --- Loss: 0.32089\n",
+            "Epoch: 27 --- Loss: 0.30799\n",
+            "Epoch: 28 --- Loss: 0.33137\n",
+            "Epoch: 29 --- Loss: 0.34693\n",
+            "Epoch: 30 --- Loss: 0.34378\n",
+            "Epoch: 31 --- Loss: 0.33053\n",
+            "Epoch: 32 --- Loss: 0.29921\n",
+            "Epoch: 33 --- Loss: 0.25972\n",
+            "Epoch: 34 --- Loss: 0.22526\n",
+            "Epoch: 35 --- Loss: 0.20647\n",
+            "Epoch: 36 --- Loss: 0.20639\n",
+            "Epoch: 37 --- Loss: 0.21835\n",
+            "Epoch: 38 --- Loss: 0.22816\n",
+            "Epoch: 39 --- Loss: 0.22445\n",
+            "Epoch: 40 --- Loss: 0.20553\n",
+            "Epoch: 41 --- Loss: 0.17947\n",
+            "Epoch: 42 --- Loss: 0.15775\n",
+            "Epoch: 43 --- Loss: 0.14719\n",
+            "Epoch: 44 --- Loss: 0.14685\n",
+            "Epoch: 45 --- Loss: 0.15043\n",
+            "Epoch: 46 --- Loss: 0.15094\n",
+            "Epoch: 47 --- Loss: 0.14465\n",
+            "Epoch: 48 --- Loss: 0.13272\n",
+            "Epoch: 49 --- Loss: 0.11996\n",
+            "Epoch: 50 --- Loss: 0.11149\n",
+            "Finished training!\n"
+          ]
+        }
+      ],
+      "source": [
+        "def loss_fn(pred, target):\n",
+        "    return ivy.mean((pred - target)**2)\n",
+        "\n",
+        "for epoch in range(50):\n",
+        "    # forward pass\n",
+        "    pred = model(x)\n",
+        "\n",
+        "    # compute loss and gradients\n",
+        "    loss, grads = ivy.execute_with_gradients(lambda v: loss_fn(pred, y), model.v)\n",
+        "\n",
+        "    # update parameters\n",
+        "    model.v = optimizer.step(model.v, grads)\n",
+        "\n",
+        "    # print current loss\n",
+        "    print(f'Epoch: {epoch + 1:2d} --- Loss: {ivy.to_numpy(loss).item():.5f}')\n",
+        "\n",
+        "print('Finished training!')"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "YvrRxXPvdnpw"
+      },
+      "source": [
+        "## Compiling code"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "Ete0sgpldnpw"
+      },
+      "source": [
+        "We have just explored how to create framework agnostic functions and models with Ivy. Nonetheless, due to the wrapping Ivy performs on top of native functions, there is a slight performance overhead introduced with each function call. To address this, we can use Ivy's graph compiler."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "-DfwERs2dnpw"
+      },
+      "source": [
+        "The purpose of the Graph Compiler is to extract a fully functional, efficient graph composed only of functions from the corresponding functional APIs of the underlying framework (backend)."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "93kBDFmYdnpw"
+      },
+      "source": [
+        "On top of using the Graph Compiler to remove the overhead introduced by Ivy, it can also be used with functions and modules written in any framework. In this case, the GC will decompose any high-level API into a fully-functional graph of functions from said framework."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "ceEO7EEKdnpw"
+      },
+      "source": [
+        "As an example, let's write a simple `normalize` function using Ivy:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 10,
+      "metadata": {
+        "id": "seNYCE7Ednpw"
+      },
+      "outputs": [],
+      "source": [
+        "def normalize(x):\n",
+        "    mean = ivy.mean(x)\n",
+        "    std = ivy.std(x)\n",
+        "    return ivy.divide(ivy.subtract(x, mean), std)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "aAm-znVadnpw"
+      },
+      "source": [
+        "To compile this function, simply call `ivy.compile()`. To specify the underlying framework, you can pass the name of the framework as an argument using `to`. Otherwise, the current backend will be used by default."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "Tp2MAIiudnpw",
+        "outputId": "894e8348-a7ec-4826-e851-eb621fa11b6b"
+      },
+      "outputs": [],
+      "source": [
+        "import torch\n",
+        "x0 = torch.tensor([1., 2., 3.])\n",
+        "normalize_comp = ivy.compile(normalize, to=\"torch\", args=(x0,))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "Cnx8JvOjdnpw"
+      },
+      "source": [
+        "This results in the following graph:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 12,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 351
+        },
+        "id": "g_0Hsg1Rdnpw",
+        "outputId": "0055e87b-7910-4703-ce8d-9e22167141ea"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "graph.html\n"
+          ]
+        },
+        {
+          "data": {
+            "text/html": [
+              "<html>\n",
+              "    <head>\n",
+              "        <meta charset=\"utf-8\">\n",
+              "        \n",
+              "            <script>function neighbourhoodHighlight(params) {\n",
+              "  // console.log(\"in nieghbourhoodhighlight\");\n",
+              "  allNodes = nodes.get({ returnType: \"Object\" });\n",
+              "  // originalNodes = JSON.parse(JSON.stringify(allNodes));\n",
+              "  // if something is selected:\n",
+              "  if (params.nodes.length > 0) {\n",
+              "    highlightActive = true;\n",
+              "    var i, j;\n",
+              "    var selectedNode = params.nodes[0];\n",
+              "    var degrees = 2;\n",
+              "\n",
+              "    // mark all nodes as hard to read.\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      // nodeColors[nodeId] = allNodes[nodeId].color;\n",
+              "      allNodes[nodeId].color = \"rgba(200,200,200,0.5)\";\n",
+              "      if (allNodes[nodeId].hiddenLabel === undefined) {\n",
+              "        allNodes[nodeId].hiddenLabel = allNodes[nodeId].label;\n",
+              "        allNodes[nodeId].label = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "    var connectedNodes = network.getConnectedNodes(selectedNode);\n",
+              "    var allConnectedNodes = [];\n",
+              "\n",
+              "    // get the second degree nodes\n",
+              "    for (i = 1; i < degrees; i++) {\n",
+              "      for (j = 0; j < connectedNodes.length; j++) {\n",
+              "        allConnectedNodes = allConnectedNodes.concat(\n",
+              "          network.getConnectedNodes(connectedNodes[j])\n",
+              "        );\n",
+              "      }\n",
+              "    }\n",
+              "\n",
+              "    // all second degree nodes get a different color and their label back\n",
+              "    for (i = 0; i < allConnectedNodes.length; i++) {\n",
+              "      // allNodes[allConnectedNodes[i]].color = \"pink\";\n",
+              "      allNodes[allConnectedNodes[i]].color = \"rgba(150,150,150,0.75)\";\n",
+              "      if (allNodes[allConnectedNodes[i]].hiddenLabel !== undefined) {\n",
+              "        allNodes[allConnectedNodes[i]].label =\n",
+              "          allNodes[allConnectedNodes[i]].hiddenLabel;\n",
+              "        allNodes[allConnectedNodes[i]].hiddenLabel = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "\n",
+              "    // all first degree nodes get their own color and their label back\n",
+              "    for (i = 0; i < connectedNodes.length; i++) {\n",
+              "      // allNodes[connectedNodes[i]].color = undefined;\n",
+              "      allNodes[connectedNodes[i]].color = nodeColors[connectedNodes[i]];\n",
+              "      if (allNodes[connectedNodes[i]].hiddenLabel !== undefined) {\n",
+              "        allNodes[connectedNodes[i]].label =\n",
+              "          allNodes[connectedNodes[i]].hiddenLabel;\n",
+              "        allNodes[connectedNodes[i]].hiddenLabel = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "\n",
+              "    // the main node gets its own color and its label back.\n",
+              "    // allNodes[selectedNode].color = undefined;\n",
+              "    allNodes[selectedNode].color = nodeColors[selectedNode];\n",
+              "    if (allNodes[selectedNode].hiddenLabel !== undefined) {\n",
+              "      allNodes[selectedNode].label = allNodes[selectedNode].hiddenLabel;\n",
+              "      allNodes[selectedNode].hiddenLabel = undefined;\n",
+              "    }\n",
+              "  } else if (highlightActive === true) {\n",
+              "    // console.log(\"highlightActive was true\");\n",
+              "    // reset all nodes\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      // allNodes[nodeId].color = \"purple\";\n",
+              "      allNodes[nodeId].color = nodeColors[nodeId];\n",
+              "      // delete allNodes[nodeId].color;\n",
+              "      if (allNodes[nodeId].hiddenLabel !== undefined) {\n",
+              "        allNodes[nodeId].label = allNodes[nodeId].hiddenLabel;\n",
+              "        allNodes[nodeId].hiddenLabel = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "    highlightActive = false;\n",
+              "  }\n",
+              "\n",
+              "  // transform the object into an array\n",
+              "  var updateArray = [];\n",
+              "  if (params.nodes.length > 0) {\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      if (allNodes.hasOwnProperty(nodeId)) {\n",
+              "        // console.log(allNodes[nodeId]);\n",
+              "        updateArray.push(allNodes[nodeId]);\n",
+              "      }\n",
+              "    }\n",
+              "    nodes.update(updateArray);\n",
+              "  } else {\n",
+              "    // console.log(\"Nothing was selected\");\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      if (allNodes.hasOwnProperty(nodeId)) {\n",
+              "        // console.log(allNodes[nodeId]);\n",
+              "        // allNodes[nodeId].color = {};\n",
+              "        updateArray.push(allNodes[nodeId]);\n",
+              "      }\n",
+              "    }\n",
+              "    nodes.update(updateArray);\n",
+              "  }\n",
+              "}\n",
+              "\n",
+              "function filterHighlight(params) {\n",
+              "  allNodes = nodes.get({ returnType: \"Object\" });\n",
+              "  // if something is selected:\n",
+              "  if (params.nodes.length > 0) {\n",
+              "    filterActive = true;\n",
+              "    let selectedNodes = params.nodes;\n",
+              "\n",
+              "    // hiding all nodes and saving the label\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      allNodes[nodeId].hidden = true;\n",
+              "      if (allNodes[nodeId].savedLabel === undefined) {\n",
+              "        allNodes[nodeId].savedLabel = allNodes[nodeId].label;\n",
+              "        allNodes[nodeId].label = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "\n",
+              "    for (let i=0; i < selectedNodes.length; i++) {\n",
+              "      allNodes[selectedNodes[i]].hidden = false;\n",
+              "      if (allNodes[selectedNodes[i]].savedLabel !== undefined) {\n",
+              "        allNodes[selectedNodes[i]].label = allNodes[selectedNodes[i]].savedLabel;\n",
+              "        allNodes[selectedNodes[i]].savedLabel = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "\n",
+              "  } else if (filterActive === true) {\n",
+              "    // reset all nodes\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      allNodes[nodeId].hidden = false;\n",
+              "      if (allNodes[nodeId].savedLabel !== undefined) {\n",
+              "        allNodes[nodeId].label = allNodes[nodeId].savedLabel;\n",
+              "        allNodes[nodeId].savedLabel = undefined;\n",
+              "      }\n",
+              "    }\n",
+              "    filterActive = false;\n",
+              "  }\n",
+              "\n",
+              "  // transform the object into an array\n",
+              "  var updateArray = [];\n",
+              "  if (params.nodes.length > 0) {\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      if (allNodes.hasOwnProperty(nodeId)) {\n",
+              "        updateArray.push(allNodes[nodeId]);\n",
+              "      }\n",
+              "    }\n",
+              "    nodes.update(updateArray);\n",
+              "  } else {\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      if (allNodes.hasOwnProperty(nodeId)) {\n",
+              "        updateArray.push(allNodes[nodeId]);\n",
+              "      }\n",
+              "    }\n",
+              "    nodes.update(updateArray);\n",
+              "  }\n",
+              "}\n",
+              "\n",
+              "function selectNode(nodes) {\n",
+              "  network.selectNodes(nodes);\n",
+              "  neighbourhoodHighlight({ nodes: nodes });\n",
+              "  return nodes;\n",
+              "}\n",
+              "\n",
+              "function selectNodes(nodes) {\n",
+              "  network.selectNodes(nodes);\n",
+              "  filterHighlight({nodes: nodes});\n",
+              "  return nodes;\n",
+              "}\n",
+              "\n",
+              "function highlightFilter(filter) {\n",
+              "  let selectedNodes = []\n",
+              "  let selectedProp = filter['property']\n",
+              "  if (filter['item'] === 'node') {\n",
+              "    let allNodes = nodes.get({ returnType: \"Object\" });\n",
+              "    for (let nodeId in allNodes) {\n",
+              "      if (allNodes[nodeId][selectedProp] && filter['value'].includes((allNodes[nodeId][selectedProp]).toString())) {\n",
+              "        selectedNodes.push(nodeId)\n",
+              "      }\n",
+              "    }\n",
+              "  }\n",
+              "  else if (filter['item'] === 'edge'){\n",
+              "    let allEdges = edges.get({returnType: 'object'});\n",
+              "    // check if the selected property exists for selected edge and select the nodes connected to the edge\n",
+              "    for (let edge in allEdges) {\n",
+              "      if (allEdges[edge][selectedProp] && filter['value'].includes((allEdges[edge][selectedProp]).toString())) {\n",
+              "        selectedNodes.push(allEdges[edge]['from'])\n",
+              "        selectedNodes.push(allEdges[edge]['to'])\n",
+              "      }\n",
+              "    }\n",
+              "  }\n",
+              "  selectNodes(selectedNodes)\n",
+              "}</script>\n",
+              "            <style>.vis-overlay{bottom:0;left:0;position:absolute;right:0;top:0;z-index:10}.vis-active{box-shadow:0 0 10px #86d5f8}.vis [class*=span]{min-height:0;width:auto}div.vis-color-picker{background-color:#fff;border-radius:15px;box-shadow:0 0 10px 0 rgba(0,0,0,.5);display:none;height:444px;left:30px;margin-left:30px;margin-top:-140px;padding:10px;position:absolute;top:0;width:310px;z-index:1}div.vis-color-picker div.vis-arrow{left:5px;position:absolute;top:147px}div.vis-color-picker div.vis-arrow:after,div.vis-color-picker div.vis-arrow:before{border:solid transparent;content:\" \";height:0;pointer-events:none;position:absolute;right:100%;top:50%;width:0}div.vis-color-picker div.vis-arrow:after{border-color:hsla(0,0%,100%,0) #fff hsla(0,0%,100%,0) hsla(0,0%,100%,0);border-width:30px;margin-top:-30px}div.vis-color-picker div.vis-color{cursor:pointer;height:289px;position:absolute;width:289px}div.vis-color-picker 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div.vis-navigation 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div.vis-manipulation 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div.vis-manipulation div.vis-none:hover{box-shadow:1px 1px 8px transparent;cursor:default}div.vis-network div.vis-manipulation div.vis-none:active{box-shadow:1px 1px 8px transparent}div.vis-network div.vis-manipulation div.vis-none{line-height:23px;padding:0}div.vis-network div.vis-manipulation div.notification{font-weight:700;margin:2px}div.vis-network div.vis-manipulation 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div.vis-edit-mode button.vis-button.vis-edit,div.vis-network div.vis-manipulation button.vis-button.vis-edit{background-image:url(\"data:image/png;base64,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div.vis-edit-mode button.vis-button.vis-edit.vis-edit-mode{background-color:#fcfcfc;border:1px solid #ccc}div.vis-network div.vis-manipulation button.vis-button.vis-connect{background-image:url(\"data:image/png;base64,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div.vis-manipulation button.vis-button.vis-delete{background-image:url(\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAACXBIWXMAAAsTAAALEwEAmpwYAAAKT2lDQ1BQaG90b3Nob3AgSUNDIHByb2ZpbGUAAHjanVNnVFPpFj333vRCS4iAlEtvUhUIIFJCi4AUkSYqIQkQSoghodkVUcERRUUEG8igiAOOjoCMFVEsDIoK2AfkIaKOg6OIisr74Xuja9a89+bN/rXXPues852zzwfACAyWSDNRNYAMqUIeEeCDx8TG4eQuQIEKJHAAEAizZCFz/SMBAPh+PDwrIsAHvgABeNMLCADATZvAMByH/w/qQplcAYCEAcB0kThLCIAUAEB6jkKmAEBGAYCdmCZTAKAEAGDLY2LjAFAtAGAnf+bTAICd+Jl7AQBblCEVAaCRACATZYhEAGg7AKzPVopFAFgwABRmS8Q5ANgtADBJV2ZIALC3AMDOEAuyAAgMADBRiIUpAAR7AGDIIyN4AISZABRG8lc88SuuEOcqAAB4mbI8uSQ5RYFbCC1xB1dXLh4ozkkXKxQ2YQJhmkAuwnmZGTKBNA/g88wAAKCRFRHgg/P9eM4Ors7ONo62Dl8t6r8G/yJiYuP+5c+rcEAAAOF0ftH+LC+zGoA7BoBt/qIl7gRoXgugdfeLZrIPQLUAoOnaV/Nw+H48PEWhkLnZ2eXk5NhKxEJbYcpXff5nwl/AV/1s+X48/Pf14L7iJIEyXYFHBPjgwsz0TKUcz5IJhGLc5o9H/LcL//wd0yLESWK5WCoU41EScY5EmozzMqUiiUKSKcUl0v9k4t8s+wM+3zUAsGo+AXuRLahdYwP2SycQWHTA4vcAAPK7b8HUKAgDgGiD4c93/+8//UegJQCAZkmScQAAXkQkLlTKsz/HCAAARKCBKrBBG/TBGCzABhzBBdzBC/xgNoRCJMTCQhBCCmSAHHJgKayCQiiGzbAdKmAv1EAdNMBRaIaTcA4uwlW4Dj1wD/phCJ7BKLyBCQRByAgTYSHaiAFiilgjjggXmYX4IcFIBBKLJCDJiBRRIkuRNUgxUopUIFVIHfI9cgI5h1xGupE7yAAygvyGvEcxlIGyUT3UDLVDuag3GoRGogvQZHQxmo8WoJvQcrQaPYw2oefQq2gP2o8+Q8cwwOgYBzPEbDAuxsNCsTgsCZNjy7EirAyrxhqwVqwDu4n1Y8+xdwQSgUXACTYEd0IgYR5BSFhMWE7YSKggHCQ0EdoJNwkDhFHCJyKTqEu0JroR+cQYYjIxh1hILCPWEo8TLxB7iEPENyQSiUMyJ7mQAkmxpFTSEtJG0m5SI+ksqZs0SBojk8naZGuyBzmULCAryIXkneTD5DPkG+Qh8lsKnWJAcaT4U+IoUspqShnlEOU05QZlmDJBVaOaUt2ooVQRNY9aQq2htlKvUYeoEzR1mjnNgxZJS6WtopXTGmgXaPdpr+h0uhHdlR5Ol9BX0svpR+iX6AP0dwwNhhWDx4hnKBmbGAcYZxl3GK+YTKYZ04sZx1QwNzHrmOeZD5lvVVgqtip8FZHKCpVKlSaVGyovVKmqpqreqgtV81XLVI+pXlN9rkZVM1PjqQnUlqtVqp1Q61MbU2epO6iHqmeob1Q/pH5Z/YkGWcNMw09DpFGgsV/jvMYgC2MZs3gsIWsNq4Z1gTXEJrHN2Xx2KruY/R27iz2qqaE5QzNKM1ezUvOUZj8H45hx+Jx0TgnnKKeX836K3hTvKeIpG6Y0TLkxZVxrqpaXllirSKtRq0frvTau7aedpr1Fu1n7gQ5Bx0onXCdHZ4/OBZ3nU9lT3acKpxZNPTr1ri6qa6UbobtEd79up+6Ynr5egJ5Mb6feeb3n+hx9L/1U/W36p/VHDFgGswwkBtsMzhg8xTVxbzwdL8fb8VFDXcNAQ6VhlWGX4YSRudE8o9VGjUYPjGnGXOMk423GbcajJgYmISZLTepN7ppSTbmmKaY7TDtMx83MzaLN1pk1mz0x1zLnm+eb15vft2BaeFostqi2uGVJsuRaplnutrxuhVo5WaVYVVpds0atna0l1rutu6cRp7lOk06rntZnw7Dxtsm2qbcZsOXYBtuutm22fWFnYhdnt8Wuw+6TvZN9un2N/T0HDYfZDqsdWh1+c7RyFDpWOt6azpzuP33F9JbpL2dYzxDP2DPjthPLKcRpnVOb00dnF2e5c4PziIuJS4LLLpc+Lpsbxt3IveRKdPVxXeF60vWdm7Obwu2o26/uNu5p7ofcn8w0nymeWTNz0MPIQ+BR5dE/C5+VMGvfrH5PQ0+BZ7XnIy9jL5FXrdewt6V3qvdh7xc+9j5yn+M+4zw33jLeWV/MN8C3yLfLT8Nvnl+F30N/I/9k/3r/0QCngCUBZwOJgUGBWwL7+Hp8Ib+OPzrbZfay2e1BjKC5QRVBj4KtguXBrSFoyOyQrSH355jOkc5pDoVQfujW0Adh5mGLw34MJ4WHhVeGP45wiFga0TGXNXfR3ENz30T6RJZE3ptnMU85ry1KNSo+qi5qPNo3ujS6P8YuZlnM1VidWElsSxw5LiquNm5svt/87fOH4p3iC+N7F5gvyF1weaHOwvSFpxapLhIsOpZATIhOOJTwQRAqqBaMJfITdyWOCnnCHcJnIi/RNtGI2ENcKh5O8kgqTXqS7JG8NXkkxTOlLOW5hCepkLxMDUzdmzqeFpp2IG0yPTq9MYOSkZBxQqohTZO2Z+pn5mZ2y6xlhbL+xW6Lty8elQfJa7OQrAVZLQq2QqboVFoo1yoHsmdlV2a/zYnKOZarnivN7cyzytuQN5zvn//tEsIS4ZK2pYZLVy0dWOa9rGo5sjxxedsK4xUFK4ZWBqw8uIq2Km3VT6vtV5eufr0mek1rgV7ByoLBtQFr6wtVCuWFfevc1+1dT1gvWd+1YfqGnRs+FYmKrhTbF5cVf9go3HjlG4dvyr+Z3JS0qavEuWTPZtJm6ebeLZ5bDpaql+aXDm4N2dq0Dd9WtO319kXbL5fNKNu7g7ZDuaO/PLi8ZafJzs07P1SkVPRU+lQ27tLdtWHX+G7R7ht7vPY07NXbW7z3/T7JvttVAVVN1WbVZftJ+7P3P66Jqun4lvttXa1ObXHtxwPSA/0HIw6217nU1R3SPVRSj9Yr60cOxx++/p3vdy0NNg1VjZzG4iNwRHnk6fcJ3/ceDTradox7rOEH0x92HWcdL2pCmvKaRptTmvtbYlu6T8w+0dbq3nr8R9sfD5w0PFl5SvNUyWna6YLTk2fyz4ydlZ19fi753GDborZ752PO32oPb++6EHTh0kX/i+c7vDvOXPK4dPKy2+UTV7hXmq86X23qdOo8/pPTT8e7nLuarrlca7nuer21e2b36RueN87d9L158Rb/1tWeOT3dvfN6b/fF9/XfFt1+cif9zsu72Xcn7q28T7xf9EDtQdlD3YfVP1v+3Njv3H9qwHeg89HcR/cGhYPP/pH1jw9DBY+Zj8uGDYbrnjg+OTniP3L96fynQ89kzyaeF/6i/suuFxYvfvjV69fO0ZjRoZfyl5O/bXyl/erA6xmv28bCxh6+yXgzMV70VvvtwXfcdx3vo98PT+R8IH8o/2j5sfVT0Kf7kxmTk/8EA5jz/GMzLdsAAEEOaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjUtYzAyMSA3OS4xNTQ5MTEsIDIwMTMvMTAvMjktMTE6NDc6MTYgICAgICAgICI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIKICAgICAgICAgICAgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIgogICAgICAgICAgICB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIKICAgICAgICAgICAgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIKICAgICAgICAgICAgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiCiAgICAgICAgICAgIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPHhtcDpDcmVhdG9yVG9vbD5BZG9iZSBQaG90b3Nob3AgQ0MgKFdpbmRvd3MpPC94bXA6Q3JlYXRvclRvb2w+CiAgICAgICAgIDx4bXA6Q3JlYXRlRGF0ZT4yMDE0LTAxLTIyVDE5OjI0OjUxKzAxOjAwPC94bXA6Q3JlYXRlRGF0ZT4KICAgICAgICAgPHhtcDpNZXRhZGF0YURhdGU+MjAxNC0wMi0wNFQxNDo0MTowNCswMTowMDwveG1wOk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div.vis-edit-mode div.vis-label,div.vis-network div.vis-manipulation div.vis-label{line-height:25px;margin:0 0 0 23px}div.vis-network div.vis-manipulation div.vis-separator-line{background-color:#bdbdbd;display:inline-block;float:left;height:21px;margin:0 7px 0 15px;width:1px}</style>\n",
+              "            <script>/**\n",
+              " * vis-network\n",
+              " * https://visjs.github.io/vis-network/\n",
+              " *\n",
+              " * A dynamic, browser-based visualization library.\n",
+              " *\n",
+              " * @version 9.1.2\n",
+              " * @date    2022-03-28T20:17:35.342Z\n",
+              " *\n",
+              " * @copyright (c) 2011-2017 Almende B.V, http://almende.com\n",
+              " * @copyright (c) 2017-2019 visjs contributors, https://github.com/visjs\n",
+              " *\n",
+              " * @license\n",
+              " * vis.js is dual licensed under both\n",
+              " *\n",
+              " *   1. The Apache 2.0 License\n",
+              " *      http://www.apache.org/licenses/LICENSE-2.0\n",
+              " *\n",
+              " *   and\n",
+              " *\n",
+              " *   2. The MIT License\n",
+              " *      http://opensource.org/licenses/MIT\n",
+              " *\n",
+              " * vis.js may be distributed under either license.\n",
+              " */\n",
+              "!function(t,e){\"object\"==typeof exports&&\"undefined\"!=typeof module?e(exports):\"function\"==typeof define&&define.amd?define([\"exports\"],e):e((t=\"undefined\"!=typeof globalThis?globalThis:t||self).vis=t.vis||{})}(this,(function(t){\"use strict\";var e=\"undefined\"!=typeof globalThis?globalThis:\"undefined\"!=typeof window?window:\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:{},i=function(t){return t&&t.Math==Math&&t},n=i(\"object\"==typeof globalThis&&globalThis)||i(\"object\"==typeof window&&window)||i(\"object\"==typeof self&&self)||i(\"object\"==typeof e&&e)||function(){return this}()||Function(\"return this\")(),o=function(t){try{return!!t()}catch(t){return!0}},r=!o((function(){var t=function(){}.bind();return\"function\"!=typeof t||t.hasOwnProperty(\"prototype\")})),s=r,a=Function.prototype,h=a.apply,l=a.call,d=\"object\"==typeof Reflect&&Reflect.apply||(s?l.bind(h):function(){return 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6&t&&e.push(ng),t&cg&&e.push(ig),e},i.directionTest=function(t){var e=this.options,i=!0,n=t.distance,o=t.direction,r=t.deltaX,s=t.deltaY;return o&e.direction||(6&e.direction?(o=0===r?1:r<0?2:4,i=r!==this.pX,n=Math.abs(t.deltaX)):(o=0===s?1:s<0?8:dg,i=s!==this.pY,n=Math.abs(t.deltaY))),t.direction=o,i&&n>e.threshold&&o&e.direction},i.attrTest=function(t){return ry.prototype.attrTest.call(this,t)&&(2&this.state||!(2&this.state)&&this.directionTest(t))},i.emit=function(e){this.pX=e.deltaX,this.pY=e.deltaY;var i=sy(e.direction);i&&(e.additionalEvent=this.options.event+i),t.prototype.emit.call(this,e)},e}(ry),hy=function(t){function e(e){return void 0===e&&(e={}),t.call(this,Rv({event:\"swipe\",threshold:10,velocity:.3,direction:30,pointers:1},e))||this}Lv(e,t);var i=e.prototype;return i.getTouchAction=function(){return ay.prototype.getTouchAction.call(this)},i.attrTest=function(e){var i,n=this.options.direction;return 30&n?i=e.overallVelocity:6&n?i=e.overallVelocityX:n&cg&&(i=e.overallVelocityY),t.prototype.attrTest.call(this,e)&&n&e.offsetDirection&&e.distance>this.options.threshold&&e.maxPointers===this.options.pointers&&Xv(i)>this.options.velocity&&4&e.eventType},i.emit=function(t){var e=sy(t.offsetDirection);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)},e}(ry),ly=function(t){function e(e){return void 0===e&&(e={}),t.call(this,Rv({event:\"pinch\",threshold:0,pointers:2},e))||this}Lv(e,t);var i=e.prototype;return i.getTouchAction=function(){return[eg]},i.attrTest=function(e){return t.prototype.attrTest.call(this,e)&&(Math.abs(e.scale-1)>this.options.threshold||2&this.state)},i.emit=function(e){if(1!==e.scale){var i=e.scale<1?\"in\":\"out\";e.additionalEvent=this.options.event+i}t.prototype.emit.call(this,e)},e}(ry),dy=function(t){function e(e){return void 0===e&&(e={}),t.call(this,Rv({event:\"rotate\",threshold:0,pointers:2},e))||this}Lv(e,t);var 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Jg},i.reset=function(){clearTimeout(this._timer)},i.emit=function(t){8===this.state&&(t&&4&t.eventType?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=Gv(),this.manager.emit(this.options.event,this._input)))},e}(ny),uy={domEvents:!1,touchAction:Qv,enable:!0,inputTarget:null,inputClass:null,cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}},fy=[[dy,{enable:!1}],[ly,{enable:!1},[\"rotate\"]],[hy,{direction:6}],[ay,{direction:6},[\"swipe\"]],[oy],[oy,{event:\"doubletap\",taps:2},[\"tap\"]],[cy]];function py(t,e){var i,n=t.element;n.style&&(pg(t.options.cssProps,(function(o,r){i=Kv(n.style,r),e?(t.oldCssProps[i]=n.style[i],n.style[i]=o):n.style[i]=t.oldCssProps[i]||\"\"})),e||(t.oldCssProps={}))}var vy=function(){function t(t,e){var 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Supported are strings: rgb, hex, rgba. Object: rgb ({r:r,g:g,b:b,[a:a]}). Supplied: \"+gv(t));this._setColor(i,e)}}},{key:\"show\",value:function(){void 0!==this.closeCallback&&(this.closeCallback(),this.closeCallback=void 0),this.applied=!1,this.frame.style.display=\"block\",this._generateHueCircle()}},{key:\"_hide\",value:function(){var t=this,e=!(arguments.length>0&&void 0!==arguments[0])||arguments[0];!0===e&&(this.previousColor=un({},this.color)),!0===this.applied&&this.updateCallback(this.initialColor),this.frame.style.display=\"none\",Sv((function(){void 0!==t.closeCallback&&(t.closeCallback(),t.closeCallback=void 0)}),0)}},{key:\"_save\",value:function(){this.updateCallback(this.color),this.applied=!1,this._hide()}},{key:\"_apply\",value:function(){this.applied=!0,this.updateCallback(this.color),this._updatePicker(this.color)}},{key:\"_loadLast\",value:function(){void 0!==this.previousColor?this.setColor(this.previousColor,!1):alert(\"There is no last color to load...\")}},{key:\"_setColor\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];!0===e&&(this.initialColor=un({},t)),this.color=t;var i=ym(t.r,t.g,t.b),n=2*Math.PI,o=this.r*i.s,r=this.centerCoordinates.x+o*Math.sin(n*i.h),s=this.centerCoordinates.y+o*Math.cos(n*i.h);this.colorPickerSelector.style.left=r-.5*this.colorPickerSelector.clientWidth+\"px\",this.colorPickerSelector.style.top=s-.5*this.colorPickerSelector.clientHeight+\"px\",this._updatePicker(t)}},{key:\"_setOpacity\",value:function(t){this.color.a=t/100,this._updatePicker(this.color)}},{key:\"_setBrightness\",value:function(t){var e=ym(this.color.r,this.color.g,this.color.b);e.v=t/100;var i=wm(e.h,e.s,e.v);i.a=this.color.a,this.color=i,this._updatePicker()}},{key:\"_updatePicker\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.color,e=ym(t.r,t.g,t.b),i=this.colorPickerCanvas.getContext(\"2d\");void 0===this.pixelRation&&(this.pixelRatio=(window.devicePixelRatio||1)/(i.webkitBackingStorePixelRatio||i.mozBackingStorePixelRatio||i.msBackingStorePixelRatio||i.oBackingStorePixelRatio||i.backingStorePixelRatio||1)),i.setTransform(this.pixelRatio,0,0,this.pixelRatio,0,0);var n=this.colorPickerCanvas.clientWidth,o=this.colorPickerCanvas.clientHeight;i.clearRect(0,0,n,o),i.putImageData(this.hueCircle,0,0),i.fillStyle=\"rgba(0,0,0,\"+(1-e.v)+\")\",i.circle(this.centerCoordinates.x,this.centerCoordinates.y,this.r),jv(i).call(i),this.brightnessRange.value=100*e.v,this.opacityRange.value=100*t.a,this.initialColorDiv.style.backgroundColor=\"rgba(\"+this.initialColor.r+\",\"+this.initialColor.g+\",\"+this.initialColor.b+\",\"+this.initialColor.a+\")\",this.newColorDiv.style.backgroundColor=\"rgba(\"+this.color.r+\",\"+this.color.g+\",\"+this.color.b+\",\"+this.color.a+\")\"}},{key:\"_setSize\",value:function(){this.colorPickerCanvas.style.width=\"100%\",this.colorPickerCanvas.style.height=\"100%\",this.colorPickerCanvas.width=289*this.pixelRatio,this.colorPickerCanvas.height=289*this.pixelRatio}},{key:\"_create\",value:function(){var t,e,i,n;if(this.frame=document.createElement(\"div\"),this.frame.className=\"vis-color-picker\",this.colorPickerDiv=document.createElement(\"div\"),this.colorPickerSelector=document.createElement(\"div\"),this.colorPickerSelector.className=\"vis-selector\",this.colorPickerDiv.appendChild(this.colorPickerSelector),this.colorPickerCanvas=document.createElement(\"canvas\"),this.colorPickerDiv.appendChild(this.colorPickerCanvas),this.colorPickerCanvas.getContext){var o=this.colorPickerCanvas.getContext(\"2d\");this.pixelRatio=(window.devicePixelRatio||1)/(o.webkitBackingStorePixelRatio||o.mozBackingStorePixelRatio||o.msBackingStorePixelRatio||o.oBackingStorePixelRatio||o.backingStorePixelRatio||1),this.colorPickerCanvas.getContext(\"2d\").setTransform(this.pixelRatio,0,0,this.pixelRatio,0,0)}else{var r=document.createElement(\"DIV\");r.style.color=\"red\",r.style.fontWeight=\"bold\",r.style.padding=\"10px\",r.innerText=\"Error: your browser does not support HTML canvas\",this.colorPickerCanvas.appendChild(r)}this.colorPickerDiv.className=\"vis-color\",this.opacityDiv=document.createElement(\"div\"),this.opacityDiv.className=\"vis-opacity\",this.brightnessDiv=document.createElement(\"div\"),this.brightnessDiv.className=\"vis-brightness\",this.arrowDiv=document.createElement(\"div\"),this.arrowDiv.className=\"vis-arrow\",this.opacityRange=document.createElement(\"input\");try{this.opacityRange.type=\"range\",this.opacityRange.min=\"0\",this.opacityRange.max=\"100\"}catch(t){}this.opacityRange.value=\"100\",this.opacityRange.className=\"vis-range\",this.brightnessRange=document.createElement(\"input\");try{this.brightnessRange.type=\"range\",this.brightnessRange.min=\"0\",this.brightnessRange.max=\"100\"}catch(t){}this.brightnessRange.value=\"100\",this.brightnessRange.className=\"vis-range\",this.opacityDiv.appendChild(this.opacityRange),this.brightnessDiv.appendChild(this.brightnessRange);var s=this;this.opacityRange.onchange=function(){s._setOpacity(this.value)},this.opacityRange.oninput=function(){s._setOpacity(this.value)},this.brightnessRange.onchange=function(){s._setBrightness(this.value)},this.brightnessRange.oninput=function(){s._setBrightness(this.value)},this.brightnessLabel=document.createElement(\"div\"),this.brightnessLabel.className=\"vis-label vis-brightness\",this.brightnessLabel.innerText=\"brightness:\",this.opacityLabel=document.createElement(\"div\"),this.opacityLabel.className=\"vis-label vis-opacity\",this.opacityLabel.innerText=\"opacity:\",this.newColorDiv=document.createElement(\"div\"),this.newColorDiv.className=\"vis-new-color\",this.newColorDiv.innerText=\"new\",this.initialColorDiv=document.createElement(\"div\"),this.initialColorDiv.className=\"vis-initial-color\",this.initialColorDiv.innerText=\"initial\",this.cancelButton=document.createElement(\"div\"),this.cancelButton.className=\"vis-button vis-cancel\",this.cancelButton.innerText=\"cancel\",this.cancelButton.onclick=zn(t=this._hide).call(t,this,!1),this.applyButton=document.createElement(\"div\"),this.applyButton.className=\"vis-button vis-apply\",this.applyButton.innerText=\"apply\",this.applyButton.onclick=zn(e=this._apply).call(e,this),this.saveButton=document.createElement(\"div\"),this.saveButton.className=\"vis-button vis-save\",this.saveButton.innerText=\"save\",this.saveButton.onclick=zn(i=this._save).call(i,this),this.loadButton=document.createElement(\"div\"),this.loadButton.className=\"vis-button vis-load\",this.loadButton.innerText=\"load last\",this.loadButton.onclick=zn(n=this._loadLast).call(n,this),this.frame.appendChild(this.colorPickerDiv),this.frame.appendChild(this.arrowDiv),this.frame.appendChild(this.brightnessLabel),this.frame.appendChild(this.brightnessDiv),this.frame.appendChild(this.opacityLabel),this.frame.appendChild(this.opacityDiv),this.frame.appendChild(this.newColorDiv),this.frame.appendChild(this.initialColorDiv),this.frame.appendChild(this.cancelButton),this.frame.appendChild(this.applyButton),this.frame.appendChild(this.saveButton),this.frame.appendChild(this.loadButton)}},{key:\"_bindHammer\",value:function(){var t=this;this.drag={},this.pinch={},this.hammer=new Hy(this.colorPickerCanvas),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.on(\"hammer.input\",(function(e){e.isFirst&&t._moveSelector(e)})),this.hammer.on(\"tap\",(function(e){t._moveSelector(e)})),this.hammer.on(\"panstart\",(function(e){t._moveSelector(e)})),this.hammer.on(\"panmove\",(function(e){t._moveSelector(e)})),this.hammer.on(\"panend\",(function(e){t._moveSelector(e)}))}},{key:\"_generateHueCircle\",value:function(){if(!1===this.generated){var t=this.colorPickerCanvas.getContext(\"2d\");void 0===this.pixelRation&&(this.pixelRatio=(window.devicePixelRatio||1)/(t.webkitBackingStorePixelRatio||t.mozBackingStorePixelRatio||t.msBackingStorePixelRatio||t.oBackingStorePixelRatio||t.backingStorePixelRatio||1)),t.setTransform(this.pixelRatio,0,0,this.pixelRatio,0,0);var e,i,n,o,r=this.colorPickerCanvas.clientWidth,s=this.colorPickerCanvas.clientHeight;t.clearRect(0,0,r,s),this.centerCoordinates={x:.5*r,y:.5*s},this.r=.49*r;var a,h=2*Math.PI/360,l=1/this.r;for(n=0;n<360;n++)for(o=0;o<this.r;o++)e=this.centerCoordinates.x+o*Math.sin(h*n),i=this.centerCoordinates.y+o*Math.cos(h*n),a=wm(.002777777777777778*n,o*l,1),t.fillStyle=\"rgb(\"+a.r+\",\"+a.g+\",\"+a.b+\")\",t.fillRect(e-.5,i-.5,2,2);t.strokeStyle=\"rgba(0,0,0,1)\",t.circle(this.centerCoordinates.x,this.centerCoordinates.y,this.r),t.stroke(),this.hueCircle=t.getImageData(0,0,r,s)}this.generated=!0}},{key:\"_moveSelector\",value:function(t){var e=this.colorPickerDiv.getBoundingClientRect(),i=t.center.x-e.left,n=t.center.y-e.top,o=.5*this.colorPickerDiv.clientHeight,r=.5*this.colorPickerDiv.clientWidth,s=i-r,a=n-o,h=Math.atan2(s,a),l=.98*Math.min(Math.sqrt(s*s+a*a),r),d=Math.cos(h)*l+o,c=Math.sin(h)*l+r;this.colorPickerSelector.style.top=d-.5*this.colorPickerSelector.clientHeight+\"px\",this.colorPickerSelector.style.left=c-.5*this.colorPickerSelector.clientWidth+\"px\";var u=h/(2*Math.PI);u=u<0?u+1:u;var f=l/this.r,p=ym(this.color.r,this.color.g,this.color.b);p.h=u,p.s=f;var v=wm(p.h,p.s,p.v);v.a=this.color.a,this.color=v,this.initialColorDiv.style.backgroundColor=\"rgba(\"+this.initialColor.r+\",\"+this.initialColor.g+\",\"+this.initialColor.b+\",\"+this.initialColor.a+\")\",this.newColorDiv.style.backgroundColor=\"rgba(\"+this.color.r+\",\"+this.color.g+\",\"+this.color.b+\",\"+this.color.a+\")\"}}]),t}();function Im(){for(var t=arguments.length,e=new Array(t),i=0;i<t;i++)e[i]=arguments[i];if(e.length<1)throw new TypeError(\"Invalid arguments.\");if(1===e.length)return document.createTextNode(e[0]);var n=document.createElement(e[0]);return n.appendChild(Im.apply(void 0,Jc(au(e).call(e,1)))),n}var Bm,zm=function(){function t(e,i,n){var o=arguments.length>3&&void 0!==arguments[3]?arguments[3]:1,r=arguments.length>4&&void 0!==arguments[4]?arguments[4]:function(){return!1};Yd(this,t),this.parent=e,this.changedOptions=[],this.container=i,this.allowCreation=!1,this.hideOption=r,this.options={},this.initialized=!1,this.popupCounter=0,this.defaultOptions={enabled:!1,filter:!0,container:void 0,showButton:!0},un(this.options,this.defaultOptions),this.configureOptions=n,this.moduleOptions={},this.domElements=[],this.popupDiv={},this.popupLimit=5,this.popupHistory={},this.colorPicker=new Dm(o),this.wrapper=void 0}return Kd(t,[{key:\"setOptions\",value:function(t){if(void 0!==t){this.popupHistory={},this._removePopup();var e=!0;if(\"string\"==typeof t)this.options.filter=t;else if(lu(t))this.options.filter=t.join();else if(\"object\"===Qc(t)){if(null==t)throw new TypeError(\"options cannot be null\");void 0!==t.container&&(this.options.container=t.container),void 0!==Xf(t)&&(this.options.filter=Xf(t)),void 0!==t.showButton&&(this.options.showButton=t.showButton),void 0!==t.enabled&&(e=t.enabled)}else\"boolean\"==typeof t?(this.options.filter=!0,e=t):\"function\"==typeof t&&(this.options.filter=t,e=!0);!1===Xf(this.options)&&(e=!1),this.options.enabled=e}this._clean()}},{key:\"setModuleOptions\",value:function(t){this.moduleOptions=t,!0===this.options.enabled&&(this._clean(),void 0!==this.options.container&&(this.container=this.options.container),this._create())}},{key:\"_create\",value:function(){this._clean(),this.changedOptions=[];var t=Xf(this.options),e=0,i=!1;for(var n in this.configureOptions)Object.prototype.hasOwnProperty.call(this.configureOptions,n)&&(this.allowCreation=!1,i=!1,\"function\"==typeof t?i=(i=t(n,[]))||this._handleObject(this.configureOptions[n],[n],!0):!0!==t&&-1===Fp(t).call(t,n)||(i=!0),!1!==i&&(this.allowCreation=!0,e>0&&this._makeItem([]),this._makeHeader(n),this._handleObject(this.configureOptions[n],[n])),e++);this._makeButton(),this._push()}},{key:\"_push\",value:function(){this.wrapper=document.createElement(\"div\"),this.wrapper.className=\"vis-configuration-wrapper\",this.container.appendChild(this.wrapper);for(var t=0;t<this.domElements.length;t++)this.wrapper.appendChild(this.domElements[t]);this._showPopupIfNeeded()}},{key:\"_clean\",value:function(){for(var t=0;t<this.domElements.length;t++)this.wrapper.removeChild(this.domElements[t]);void 0!==this.wrapper&&(this.container.removeChild(this.wrapper),this.wrapper=void 0),this.domElements=[],this._removePopup()}},{key:\"_getValue\",value:function(t){for(var e=this.moduleOptions,i=0;i<t.length;i++){if(void 0===e[t[i]]){e=void 0;break}e=e[t[i]]}return e}},{key:\"_makeItem\",value:function(t){if(!0===this.allowCreation){var e=document.createElement(\"div\");e.className=\"vis-configuration vis-config-item vis-config-s\"+t.length;for(var i=arguments.length,n=new Array(i>1?i-1:0),o=1;o<i;o++)n[o-1]=arguments[o];return Fu(n).call(n,(function(t){e.appendChild(t)})),this.domElements.push(e),this.domElements.length}return 0}},{key:\"_makeHeader\",value:function(t){var e=document.createElement(\"div\");e.className=\"vis-configuration vis-config-header\",e.innerText=t,this._makeItem([],e)}},{key:\"_makeLabel\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]&&arguments[2],n=document.createElement(\"div\");if(n.className=\"vis-configuration vis-config-label vis-config-s\"+e.length,!0===i){for(;n.firstChild;)n.removeChild(n.firstChild);n.appendChild(Im(\"i\",\"b\",t))}else n.innerText=t+\":\";return n}},{key:\"_makeDropdown\",value:function(t,e,i){var n=document.createElement(\"select\");n.className=\"vis-configuration vis-config-select\";var o=0;void 0!==e&&-1!==Fp(t).call(t,e)&&(o=Fp(t).call(t,e));for(var r=0;r<t.length;r++){var s=document.createElement(\"option\");s.value=t[r],r===o&&(s.selected=\"selected\"),s.innerText=t[r],n.appendChild(s)}var a=this;n.onchange=function(){a._update(this.value,i)};var h=this._makeLabel(i[i.length-1],i);this._makeItem(i,h,n)}},{key:\"_makeRange\",value:function(t,e,i){var n=t[0],o=t[1],r=t[2],s=t[3],a=document.createElement(\"input\");a.className=\"vis-configuration vis-config-range\";try{a.type=\"range\",a.min=o,a.max=r}catch(t){}a.step=s;var h=\"\",l=0;if(void 0!==e){var d=1.2;e<0&&e*d<o?(a.min=Math.ceil(e*d),l=a.min,h=\"range increased\"):e/d<o&&(a.min=Math.ceil(e/d),l=a.min,h=\"range increased\"),e*d>r&&1!==r&&(a.max=Math.ceil(e*d),l=a.max,h=\"range increased\"),a.value=e}else a.value=n;var c=document.createElement(\"input\");c.className=\"vis-configuration vis-config-rangeinput\",c.value=a.value;var u=this;a.onchange=function(){c.value=this.value,u._update(Number(this.value),i)},a.oninput=function(){c.value=this.value};var f=this._makeLabel(i[i.length-1],i),p=this._makeItem(i,f,a,c);\"\"!==h&&this.popupHistory[p]!==l&&(this.popupHistory[p]=l,this._setupPopup(h,p))}},{key:\"_makeButton\",value:function(){var t=this;if(!0===this.options.showButton){var e=document.createElement(\"div\");e.className=\"vis-configuration vis-config-button\",e.innerText=\"generate options\",e.onclick=function(){t._printOptions()},e.onmouseover=function(){e.className=\"vis-configuration vis-config-button hover\"},e.onmouseout=function(){e.className=\"vis-configuration vis-config-button\"},this.optionsContainer=document.createElement(\"div\"),this.optionsContainer.className=\"vis-configuration vis-config-option-container\",this.domElements.push(this.optionsContainer),this.domElements.push(e)}}},{key:\"_setupPopup\",value:function(t,e){var i=this;if(!0===this.initialized&&!0===this.allowCreation&&this.popupCounter<this.popupLimit){var n=document.createElement(\"div\");n.id=\"vis-configuration-popup\",n.className=\"vis-configuration-popup\",n.innerText=t,n.onclick=function(){i._removePopup()},this.popupCounter+=1,this.popupDiv={html:n,index:e}}}},{key:\"_removePopup\",value:function(){void 0!==this.popupDiv.html&&(this.popupDiv.html.parentNode.removeChild(this.popupDiv.html),clearTimeout(this.popupDiv.hideTimeout),clearTimeout(this.popupDiv.deleteTimeout),this.popupDiv={})}},{key:\"_showPopupIfNeeded\",value:function(){var t=this;if(void 0!==this.popupDiv.html){var e=this.domElements[this.popupDiv.index].getBoundingClientRect();this.popupDiv.html.style.left=e.left+\"px\",this.popupDiv.html.style.top=e.top-30+\"px\",document.body.appendChild(this.popupDiv.html),this.popupDiv.hideTimeout=Sv((function(){t.popupDiv.html.style.opacity=0}),1500),this.popupDiv.deleteTimeout=Sv((function(){t._removePopup()}),1800)}}},{key:\"_makeCheckbox\",value:function(t,e,i){var n=document.createElement(\"input\");n.type=\"checkbox\",n.className=\"vis-configuration vis-config-checkbox\",n.checked=t,void 0!==e&&(n.checked=e,e!==t&&(\"object\"===Qc(t)?e!==t.enabled&&this.changedOptions.push({path:i,value:e}):this.changedOptions.push({path:i,value:e})));var o=this;n.onchange=function(){o._update(this.checked,i)};var r=this._makeLabel(i[i.length-1],i);this._makeItem(i,r,n)}},{key:\"_makeTextInput\",value:function(t,e,i){var n=document.createElement(\"input\");n.type=\"text\",n.className=\"vis-configuration vis-config-text\",n.value=e,e!==t&&this.changedOptions.push({path:i,value:e});var o=this;n.onchange=function(){o._update(this.value,i)};var r=this._makeLabel(i[i.length-1],i);this._makeItem(i,r,n)}},{key:\"_makeColorField\",value:function(t,e,i){var n=this,o=t[1],r=document.createElement(\"div\");\"none\"!==(e=void 0===e?o:e)?(r.className=\"vis-configuration vis-config-colorBlock\",r.style.backgroundColor=e):r.className=\"vis-configuration vis-config-colorBlock none\",e=void 0===e?o:e,r.onclick=function(){n._showColorPicker(e,r,i)};var s=this._makeLabel(i[i.length-1],i);this._makeItem(i,s,r)}},{key:\"_showColorPicker\",value:function(t,e,i){var n=this;e.onclick=function(){},this.colorPicker.insertTo(e),this.colorPicker.show(),this.colorPicker.setColor(t),this.colorPicker.setUpdateCallback((function(t){var o=\"rgba(\"+t.r+\",\"+t.g+\",\"+t.b+\",\"+t.a+\")\";e.style.backgroundColor=o,n._update(o,i)})),this.colorPicker.setCloseCallback((function(){e.onclick=function(){n._showColorPicker(t,e,i)}}))}},{key:\"_handleObject\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:[],i=arguments.length>2&&void 0!==arguments[2]&&arguments[2],n=!1,o=Xf(this.options),r=!1;for(var s in t)if(Object.prototype.hasOwnProperty.call(t,s)){n=!0;var a=t[s],h=om(e,s);if(\"function\"==typeof o&&!1===(n=o(s,e))&&!lu(a)&&\"string\"!=typeof a&&\"boolean\"!=typeof a&&a instanceof Object&&(this.allowCreation=!1,n=this._handleObject(a,h,!0),this.allowCreation=!1===i),!1!==n){r=!0;var l=this._getValue(h);if(lu(a))this._handleArray(a,l,h);else if(\"string\"==typeof a)this._makeTextInput(a,l,h);else if(\"boolean\"==typeof a)this._makeCheckbox(a,l,h);else if(a instanceof Object){if(!this.hideOption(e,s,this.moduleOptions))if(void 0!==a.enabled){var d=om(h,\"enabled\"),c=this._getValue(d);if(!0===c){var u=this._makeLabel(s,h,!0);this._makeItem(h,u),r=this._handleObject(a,h)||r}else this._makeCheckbox(a,c,h)}else{var f=this._makeLabel(s,h,!0);this._makeItem(h,f),r=this._handleObject(a,h)||r}}else console.error(\"dont know how to handle\",a,s,h)}}return r}},{key:\"_handleArray\",value:function(t,e,i){\"string\"==typeof t[0]&&\"color\"===t[0]?(this._makeColorField(t,e,i),t[1]!==e&&this.changedOptions.push({path:i,value:e})):\"string\"==typeof t[0]?(this._makeDropdown(t,e,i),t[0]!==e&&this.changedOptions.push({path:i,value:e})):\"number\"==typeof t[0]&&(this._makeRange(t,e,i),t[0]!==e&&this.changedOptions.push({path:i,value:Number(e)}))}},{key:\"_update\",value:function(t,e){var i=this._constructOptions(t,e);this.parent.body&&this.parent.body.emitter&&this.parent.body.emitter.emit&&this.parent.body.emitter.emit(\"configChange\",i),this.initialized=!0,this.parent.setOptions(i)}},{key:\"_constructOptions\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{},n=i;t=\"false\"!==(t=\"true\"===t||t)&&t;for(var o=0;o<e.length;o++)\"global\"!==e[o]&&(void 0===n[e[o]]&&(n[e[o]]={}),o!==e.length-1?n=n[e[o]]:n[e[o]]=t);return i}},{key:\"_printOptions\",value:function(){for(var t=this.getOptions();this.optionsContainer.firstChild;)this.optionsContainer.removeChild(this.optionsContainer.firstChild);this.optionsContainer.appendChild(Im(\"pre\",\"const options = \"+gv(t,null,2)))}},{key:\"getOptions\",value:function(){for(var t={},e=0;e<this.changedOptions.length;e++)this._constructOptions(this.changedOptions[e].value,this.changedOptions[e].path,t);return t}}]),t}(),Nm=function(){function t(e,i){Yd(this,t),this.container=e,this.overflowMethod=i||\"cap\",this.x=0,this.y=0,this.padding=5,this.hidden=!1,this.frame=document.createElement(\"div\"),this.frame.className=\"vis-tooltip\",this.container.appendChild(this.frame)}return Kd(t,[{key:\"setPosition\",value:function(t,e){this.x=Ep(t),this.y=Ep(e)}},{key:\"setText\",value:function(t){if(t instanceof Element){for(;this.frame.firstChild;)this.frame.removeChild(this.frame.firstChild);this.frame.appendChild(t)}else this.frame.innerText=t}},{key:\"show\",value:function(t){if(void 0===t&&(t=!0),!0===t){var e=this.frame.clientHeight,i=this.frame.clientWidth,n=this.frame.parentNode.clientHeight,o=this.frame.parentNode.clientWidth,r=0,s=0;if(\"flip\"==this.overflowMethod){var a=!1,h=!0;this.y-e<this.padding&&(h=!1),this.x+i>o-this.padding&&(a=!0),r=a?this.x-i:this.x,s=h?this.y-e:this.y}else(s=this.y-e)+e+this.padding>n&&(s=n-e-this.padding),s<this.padding&&(s=this.padding),(r=this.x)+i+this.padding>o&&(r=o-i-this.padding),r<this.padding&&(r=this.padding);this.frame.style.left=r+\"px\",this.frame.style.top=s+\"px\",this.frame.style.visibility=\"visible\",this.hidden=!1}else 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o=this.measureText(n,i),r=un({},kx(o));r.text=e,r.width=o.width,r.mod=i,void 0!==e&&\"\"!==e||(r.width=0),this.lines[t].blocks.push(r),this.lines[t].width+=r.width}},{key:\"curWidth\",value:function(){var t=this.lines[this.current];return void 0===t?0:t.width}},{key:\"append\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:\"normal\";this._add(this.current,t,e)}},{key:\"newLine\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:\"normal\";this._add(this.current,t,e),this.current++}},{key:\"determineLineHeights\",value:function(){for(var t=0;t<this.lines.length;t++){var e=this.lines[t],i=0;if(void 0!==e.blocks)for(var n=0;n<e.blocks.length;n++){var o=e.blocks[n];i<o.height&&(i=o.height)}e.height=i}}},{key:\"determineLabelSize\",value:function(){for(var t=0,e=0,i=0;i<this.lines.length;i++){var n=this.lines[i];n.width>t&&(t=n.width),e+=n.height}this.width=t,this.height=e}},{key:\"removeEmptyBlocks\",value:function(){for(var t=[],e=0;e<this.lines.length;e++){var i=this.lines[e];if(0!==i.blocks.length&&(e!==this.lines.length-1||0!==i.width)){var n={};un(n,i),n.blocks=[];for(var o=void 0,r=[],s=0;s<i.blocks.length;s++){var a=i.blocks[s];0!==a.width?r.push(a):void 0===o&&(o=a)}0===r.length&&void 0!==o&&r.push(o),n.blocks=r,t.push(n)}}return t}},{key:\"finalize\",value:function(){this.determineLineHeights(),this.determineLabelSize();var t=this.removeEmptyBlocks();return{width:this.width,height:this.height,lines:t}}}]),t}(),kE={\"<b>\":/<b>/,\"<i>\":/<i>/,\"<code>\":/<code>/,\"</b>\":/<\\/b>/,\"</i>\":/<\\/i>/,\"</code>\":/<\\/code>/,\"*\":/\\*/,_:/_/,\"`\":/`/,afterBold:/[^*]/,afterItal:/[^_]/,afterMono:/[^`]/},_E=function(){function t(e){Yd(this,t),this.text=e,this.bold=!1,this.ital=!1,this.mono=!1,this.spacing=!1,this.position=0,this.buffer=\"\",this.modStack=[],this.blocks=[]}return Kd(t,[{key:\"mod\",value:function(){return 0===this.modStack.length?\"normal\":this.modStack[0]}},{key:\"modName\",value:function(){return 0===this.modStack.length?\"normal\":\"mono\"===this.modStack[0]?\"mono\":this.bold&&this.ital?\"boldital\":this.bold?\"bold\":this.ital?\"ital\":void 0}},{key:\"emitBlock\",value:function(){this.spacing&&(this.add(\" \"),this.spacing=!1),this.buffer.length>0&&(this.blocks.push({text:this.buffer,mod:this.modName()}),this.buffer=\"\")}},{key:\"add\",value:function(t){\" \"===t&&(this.spacing=!0),this.spacing&&(this.buffer+=\" \",this.spacing=!1),\" \"!=t&&(this.buffer+=t)}},{key:\"parseWS\",value:function(t){return!!/[ \\t]/.test(t)&&(this.mono?this.add(t):this.spacing=!0,!0)}},{key:\"setTag\",value:function(t){this.emitBlock(),this[t]=!0,this.modStack.unshift(t)}},{key:\"unsetTag\",value:function(t){this.emitBlock(),this[t]=!1,this.modStack.shift()}},{key:\"parseStartTag\",value:function(t,e){return!(this.mono||this[t]||!this.match(e))&&(this.setTag(t),!0)}},{key:\"match\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1],i=this.prepareRegExp(t),n=Kc(i,2),o=n[0],r=n[1],s=o.test(this.text.substr(this.position,r));return s&&e&&(this.position+=r-1),s}},{key:\"parseEndTag\",value:function(t,e,i){var n=this.mod()===t;return!(!(n=\"mono\"===t?n&&this.mono:n&&!this.mono)||!this.match(e))&&(void 0!==i?(this.position===this.text.length-1||this.match(i,!1))&&this.unsetTag(t):this.unsetTag(t),!0)}},{key:\"replace\",value:function(t,e){return!!this.match(t)&&(this.add(e),this.position+=length-1,!0)}},{key:\"prepareRegExp\",value:function(t){var e,i;if(t instanceof RegExp)i=t,e=1;else{var n=kE[t];i=void 0!==n?n:new RegExp(t),e=t.length}return[i,e]}}]),t}(),xE=function(){function t(e,i,n,o){var r=this;Yd(this,t),this.ctx=e,this.parent=i,this.selected=n,this.hover=o;this.lines=new wE((function(t,i){if(void 0===t)return 0;var s=r.parent.getFormattingValues(e,n,o,i),a=0;\"\"!==t&&(a=r.ctx.measureText(t).width);return{width:a,values:s}}))}return Kd(t,[{key:\"process\",value:function(t){if(!mE(t))return this.lines.finalize();var e=this.parent.fontOptions;t=(t=t.replace(/\\r\\n/g,\"\\n\")).replace(/\\r/g,\"\\n\");var i=String(t).split(\"\\n\"),n=i.length;if(e.multi)for(var o=0;o<n;o++){var r=this.splitBlocks(i[o],e.multi);if(void 0!==r)if(0!==r.length){if(e.maxWdt>0)for(var s=0;s<r.length;s++){var a=r[s].mod,h=r[s].text;this.splitStringIntoLines(h,a,!0)}else for(var l=0;l<r.length;l++){var d=r[l].mod,c=r[l].text;this.lines.append(c,d)}this.lines.newLine()}else this.lines.newLine(\"\")}else if(e.maxWdt>0)for(var u=0;u<n;u++)this.splitStringIntoLines(i[u]);else for(var f=0;f<n;f++)this.lines.newLine(i[f]);return this.lines.finalize()}},{key:\"decodeMarkupSystem\",value:function(t){var e=\"none\";return\"markdown\"===t||\"md\"===t?e=\"markdown\":!0!==t&&\"html\"!==t||(e=\"html\"),e}},{key:\"splitHtmlBlocks\",value:function(t){for(var e=new _E(t),i=function(t){return!!/&/.test(t)&&(e.replace(e.text,\"&lt;\",\"<\")||e.replace(e.text,\"&amp;\",\"&\")||e.add(\"&\"),!0)};e.position<e.text.length;){var n=e.text.charAt(e.position);e.parseWS(n)||/</.test(n)&&(e.parseStartTag(\"bold\",\"<b>\")||e.parseStartTag(\"ital\",\"<i>\")||e.parseStartTag(\"mono\",\"<code>\")||e.parseEndTag(\"bold\",\"</b>\")||e.parseEndTag(\"ital\",\"</i>\")||e.parseEndTag(\"mono\",\"</code>\"))||i(n)||e.add(n),e.position++}return e.emitBlock(),e.blocks}},{key:\"splitMarkdownBlocks\",value:function(t){for(var e=this,i=new _E(t),n=!0,o=function(t){return!!/\\\\/.test(t)&&(i.position<e.text.length+1&&(i.position++,t=e.text.charAt(i.position),/ \\t/.test(t)?i.spacing=!0:(i.add(t),n=!1)),!0)};i.position<i.text.length;){var r=i.text.charAt(i.position);i.parseWS(r)||o(r)||(n||i.spacing)&&(i.parseStartTag(\"bold\",\"*\")||i.parseStartTag(\"ital\",\"_\")||i.parseStartTag(\"mono\",\"`\"))||i.parseEndTag(\"bold\",\"*\",\"afterBold\")||i.parseEndTag(\"ital\",\"_\",\"afterItal\")||i.parseEndTag(\"mono\",\"`\",\"afterMono\")||(i.add(r),n=!1),i.position++}return i.emitBlock(),i.blocks}},{key:\"splitBlocks\",value:function(t,e){var i=this.decodeMarkupSystem(e);return\"none\"===i?[{text:t,mod:\"normal\"}]:\"markdown\"===i?this.splitMarkdownBlocks(t):\"html\"===i?this.splitHtmlBlocks(t):void 0}},{key:\"overMaxWidth\",value:function(t){var e=this.ctx.measureText(t).width;return this.lines.curWidth()+e>this.parent.fontOptions.maxWdt}},{key:\"getLongestFit\",value:function(t){for(var e=\"\",i=0;i<t.length;){var n=e+(\"\"===e?\"\":\" \")+t[i];if(this.overMaxWidth(n))break;e=n,i++}return i}},{key:\"getLongestFitWord\",value:function(t){for(var e=0;e<t.length&&!this.overMaxWidth(au(t).call(t,0,e));)e++;return e}},{key:\"splitStringIntoLines\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:\"normal\",i=arguments.length>2&&void 0!==arguments[2]&&arguments[2];this.parent.getFormattingValues(this.ctx,this.selected,this.hover,e);for(var n=(t=(t=t.replace(/^( +)/g,\"$1\\r\")).replace(/([^\\r][^ ]*)( +)/g,\"$1\\r$2\\r\")).split(\"\\r\");n.length>0;){var o=this.getLongestFit(n);if(0===o){var r=n[0],s=this.getLongestFitWord(r);this.lines.newLine(au(r).call(r,0,s),e),n[0]=au(r).call(r,s)}else{var a=o;\" \"===n[o-1]?o--:\" \"===n[a]&&a++;var h=au(n).call(n,0,o).join(\"\");o==n.length&&i?this.lines.append(h,e):this.lines.newLine(h,e),n=au(n).call(n,a)}}}}]),t}(),EE=[\"bold\",\"ital\",\"boldital\",\"mono\"],OE=function(){function t(e,i){var n=arguments.length>2&&void 0!==arguments[2]&&arguments[2];Yd(this,t),this.body=e,this.pointToSelf=!1,this.baseSize=void 0,this.fontOptions={},this.setOptions(i),this.size={top:0,left:0,width:0,height:0,yLine:0},this.isEdgeLabel=n}return Kd(t,[{key:\"setOptions\",value:function(t){if(this.elementOptions=t,this.initFontOptions(t.font),mE(t.label)?this.labelDirty=!0:t.label=void 0,void 0!==t.font&&null!==t.font)if(\"string\"==typeof t.font)this.baseSize=this.fontOptions.size;else if(\"object\"===Qc(t.font)){var e=t.font.size;void 0!==e&&(this.baseSize=e)}}},{key:\"initFontOptions\",value:function(e){var i=this;hm(EE,(function(t){i.fontOptions[t]={}})),t.parseFontString(this.fontOptions,e)?this.fontOptions.vadjust=0:hm(e,(function(t,e){null!=t&&\"object\"!==Qc(t)&&(i.fontOptions[e]=t)}))}},{key:\"constrain\",value:function(t){var e={constrainWidth:!1,maxWdt:-1,minWdt:-1,constrainHeight:!1,minHgt:-1,valign:\"middle\"},i=Mm(t,\"widthConstraint\");if(\"number\"==typeof i)e.maxWdt=Number(i),e.minWdt=Number(i);else if(\"object\"===Qc(i)){var n=Mm(t,[\"widthConstraint\",\"maximum\"]);\"number\"==typeof n&&(e.maxWdt=Number(n));var o=Mm(t,[\"widthConstraint\",\"minimum\"]);\"number\"==typeof o&&(e.minWdt=Number(o))}var r=Mm(t,\"heightConstraint\");if(\"number\"==typeof r)e.minHgt=Number(r);else if(\"object\"===Qc(r)){var s=Mm(t,[\"heightConstraint\",\"minimum\"]);\"number\"==typeof s&&(e.minHgt=Number(s));var a=Mm(t,[\"heightConstraint\",\"valign\"]);\"string\"==typeof a&&(\"top\"!==a&&\"bottom\"!==a||(e.valign=a))}return e}},{key:\"update\",value:function(t,e){this.setOptions(t,!0),this.propagateFonts(e),nm(this.fontOptions,this.constrain(e)),this.fontOptions.chooser=gE(\"label\",e)}},{key:\"adjustSizes\",value:function(t){var e=t?t.right+t.left:0;this.fontOptions.constrainWidth&&(this.fontOptions.maxWdt-=e,this.fontOptions.minWdt-=e);var i=t?t.top+t.bottom:0;this.fontOptions.constrainHeight&&(this.fontOptions.minHgt-=i)}},{key:\"addFontOptionsToPile\",value:function(t,e){for(var i=0;i<e.length;++i)this.addFontToPile(t,e[i])}},{key:\"addFontToPile\",value:function(t,e){if(void 0!==e&&void 0!==e.font&&null!==e.font){var i=e.font;t.push(i)}}},{key:\"getBasicOptions\",value:function(e){for(var i={},n=0;n<e.length;++n){var o=e[n],r={};t.parseFontString(r,o)&&(o=r),hm(o,(function(t,e){void 0!==t&&(Object.prototype.hasOwnProperty.call(i,e)||(-1!==Fp(EE).call(EE,e)?i[e]={}:i[e]=t))}))}return i}},{key:\"getFontOption\",value:function(e,i,n){for(var o,r=0;r<e.length;++r){var s=e[r];if(Object.prototype.hasOwnProperty.call(s,i)){if(null==(o=s[i]))continue;var a={};if(t.parseFontString(a,o)&&(o=a),Object.prototype.hasOwnProperty.call(o,n))return o[n]}}if(Object.prototype.hasOwnProperty.call(this.fontOptions,n))return this.fontOptions[n];throw new Error(\"Did not find value for multi-font for property: '\"+n+\"'\")}},{key:\"getFontOptions\",value:function(t,e){for(var i={},n=[\"color\",\"size\",\"face\",\"mod\",\"vadjust\"],o=0;o<n.length;++o){var r=n[o];i[r]=this.getFontOption(t,e,r)}return i}},{key:\"propagateFonts\",value:function(t){var e=this,i=[];this.addFontOptionsToPile(i,t),this.fontOptions=this.getBasicOptions(i);for(var n=function(t){var n=EE[t],o=e.fontOptions[n];hm(e.getFontOptions(i,n),(function(t,e){o[e]=t})),o.size=Number(o.size),o.vadjust=Number(o.vadjust)},o=0;o<EE.length;++o)n(o)}},{key:\"draw\",value:function(t,e,i,n,o){var r=arguments.length>5&&void 0!==arguments[5]?arguments[5]:\"middle\";if(void 0!==this.elementOptions.label){var s=this.fontOptions.size*this.body.view.scale;this.elementOptions.label&&s<this.elementOptions.scaling.label.drawThreshold-1||(s>=this.elementOptions.scaling.label.maxVisible&&(s=Number(this.elementOptions.scaling.label.maxVisible)/this.body.view.scale),this.calculateLabelSize(t,n,o,e,i,r),this._drawBackground(t),this._drawText(t,e,this.size.yLine,r,s))}}},{key:\"_drawBackground\",value:function(t){if(void 0!==this.fontOptions.background&&\"none\"!==this.fontOptions.background){t.fillStyle=this.fontOptions.background;var e=this.getSize();t.fillRect(e.left,e.top,e.width,e.height)}}},{key:\"_drawText\",value:function(t,e,i){var n=arguments.length>3&&void 0!==arguments[3]?arguments[3]:\"middle\",o=arguments.length>4?arguments[4]:void 0,r=this._setAlignment(t,e,i,n),s=Kc(r,2);e=s[0],i=s[1],t.textAlign=\"left\",e-=this.size.width/2,this.fontOptions.valign&&this.size.height>this.size.labelHeight&&(\"top\"===this.fontOptions.valign&&(i-=(this.size.height-this.size.labelHeight)/2),\"bottom\"===this.fontOptions.valign&&(i+=(this.size.height-this.size.labelHeight)/2));for(var a=0;a<this.lineCount;a++){var h=this.lines[a];if(h&&h.blocks){var l=0;this.isEdgeLabel||\"center\"===this.fontOptions.align?l+=(this.size.width-h.width)/2:\"right\"===this.fontOptions.align&&(l+=this.size.width-h.width);for(var d=0;d<h.blocks.length;d++){var c=h.blocks[d];t.font=c.font;var u=this._getColor(c.color,o,c.strokeColor),f=Kc(u,2),p=f[0],v=f[1];c.strokeWidth>0&&(t.lineWidth=c.strokeWidth,t.strokeStyle=v,t.lineJoin=\"round\"),t.fillStyle=p,c.strokeWidth>0&&t.strokeText(c.text,e+l,i+c.vadjust),t.fillText(c.text,e+l,i+c.vadjust),l+=c.width}i+=h.height}}}},{key:\"_setAlignment\",value:function(t,e,i,n){if(this.isEdgeLabel&&\"horizontal\"!==this.fontOptions.align&&!1===this.pointToSelf){e=0,i=0;\"top\"===this.fontOptions.align?(t.textBaseline=\"alphabetic\",i-=4):\"bottom\"===this.fontOptions.align?(t.textBaseline=\"hanging\",i+=4):t.textBaseline=\"middle\"}else t.textBaseline=n;return[e,i]}},{key:\"_getColor\",value:function(t,e,i){var n=t||\"#000000\",o=i||\"#ffffff\";if(e<=this.elementOptions.scaling.label.drawThreshold){var r=Math.max(0,Math.min(1,1-(this.elementOptions.scaling.label.drawThreshold-e)));n=pm(n,r),o=pm(o,r)}return[n,o]}},{key:\"getTextSize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1],i=arguments.length>2&&void 0!==arguments[2]&&arguments[2];return this._processLabel(t,e,i),{width:this.size.width,height:this.size.height,lineCount:this.lineCount}}},{key:\"getSize\",value:function(){var t=this.size.left,e=this.size.top-1;if(this.isEdgeLabel){var i=.5*-this.size.width;switch(this.fontOptions.align){case\"middle\":t=i,e=.5*-this.size.height;break;case\"top\":t=i,e=-(this.size.height+2);break;case\"bottom\":t=i,e=2}}return{left:t,top:e,width:this.size.width,height:this.size.height}}},{key:\"calculateLabelSize\",value:function(t,e,i){var n=arguments.length>3&&void 0!==arguments[3]?arguments[3]:0,o=arguments.length>4&&void 0!==arguments[4]?arguments[4]:0,r=arguments.length>5&&void 0!==arguments[5]?arguments[5]:\"middle\";this._processLabel(t,e,i),this.size.left=n-.5*this.size.width,this.size.top=o-.5*this.size.height,this.size.yLine=o+.5*(1-this.lineCount)*this.fontOptions.size,\"hanging\"===r&&(this.size.top+=.5*this.fontOptions.size,this.size.top+=4,this.size.yLine+=4)}},{key:\"getFormattingValues\",value:function(t,e,i,n){var o=function(t,e,i){return\"normal\"===e?\"mod\"===i?\"\":t[i]:void 0!==t[e][i]?t[e][i]:t[i]},r={color:o(this.fontOptions,n,\"color\"),size:o(this.fontOptions,n,\"size\"),face:o(this.fontOptions,n,\"face\"),mod:o(this.fontOptions,n,\"mod\"),vadjust:o(this.fontOptions,n,\"vadjust\"),strokeWidth:this.fontOptions.strokeWidth,strokeColor:this.fontOptions.strokeColor};(e||i)&&(\"normal\"===n&&!0===this.fontOptions.chooser&&this.elementOptions.labelHighlightBold?r.mod=\"bold\":\"function\"==typeof this.fontOptions.chooser&&this.fontOptions.chooser(r,this.elementOptions.id,e,i));var s=\"\";return void 0!==r.mod&&\"\"!==r.mod&&(s+=r.mod+\" \"),s+=r.size+\"px \"+r.face,t.font=s.replace(/\"/g,\"\"),r.font=t.font,r.height=r.size,r}},{key:\"differentState\",value:function(t,e){return t!==this.selectedState||e!==this.hoverState}},{key:\"_processLabelText\",value:function(t,e,i,n){return new xE(t,this,e,i).process(n)}},{key:\"_processLabel\",value:function(t,e,i){if(!1!==this.labelDirty||this.differentState(e,i)){var n=this._processLabelText(t,e,i,this.elementOptions.label);this.fontOptions.minWdt>0&&n.width<this.fontOptions.minWdt&&(n.width=this.fontOptions.minWdt),this.size.labelHeight=n.height,this.fontOptions.minHgt>0&&n.height<this.fontOptions.minHgt&&(n.height=this.fontOptions.minHgt),this.lines=n.lines,this.lineCount=n.lines.length,this.size.width=n.width,this.size.height=n.height,this.selectedState=e,this.hoverState=i,this.labelDirty=!1}}},{key:\"visible\",value:function(){return 0!==this.size.width&&0!==this.size.height&&void 0!==this.elementOptions.label&&!(this.fontOptions.size*this.body.view.scale<this.elementOptions.scaling.label.drawThreshold-1)}}],[{key:\"parseFontString\",value:function(t,e){if(!e||\"string\"!=typeof e)return!1;var i=e.split(\" \");return t.size=+i[0].replace(\"px\",\"\"),t.face=i[1],t.color=i[2],!0}}]),t}(),CE=function(){function t(e,i,n){Yd(this,t),this.body=i,this.labelModule=n,this.setOptions(e),this.top=void 0,this.left=void 0,this.height=void 0,this.width=void 0,this.radius=void 0,this.margin=void 0,this.refreshNeeded=!0,this.boundingBox={top:0,left:0,right:0,bottom:0}}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t}},{key:\"_setMargins\",value:function(t){this.margin={},this.options.margin&&(\"object\"==Qc(this.options.margin)?(this.margin.top=this.options.margin.top,this.margin.right=this.options.margin.right,this.margin.bottom=this.options.margin.bottom,this.margin.left=this.options.margin.left):(this.margin.top=this.options.margin,this.margin.right=this.options.margin,this.margin.bottom=this.options.margin,this.margin.left=this.options.margin)),t.adjustSizes(this.margin)}},{key:\"_distanceToBorder\",value:function(t,e){var i=this.options.borderWidth;return t&&this.resize(t),Math.min(Math.abs(this.width/2/Math.cos(e)),Math.abs(this.height/2/Math.sin(e)))+i}},{key:\"enableShadow\",value:function(t,e){e.shadow&&(t.shadowColor=e.shadowColor,t.shadowBlur=e.shadowSize,t.shadowOffsetX=e.shadowX,t.shadowOffsetY=e.shadowY)}},{key:\"disableShadow\",value:function(t,e){e.shadow&&(t.shadowColor=\"rgba(0,0,0,0)\",t.shadowBlur=0,t.shadowOffsetX=0,t.shadowOffsetY=0)}},{key:\"enableBorderDashes\",value:function(t,e){if(!1!==e.borderDashes)if(void 0!==t.setLineDash){var i=e.borderDashes;!0===i&&(i=[5,15]),t.setLineDash(i)}else console.warn(\"setLineDash is not supported in this browser. The dashed borders cannot be used.\"),this.options.shapeProperties.borderDashes=!1,e.borderDashes=!1}},{key:\"disableBorderDashes\",value:function(t,e){!1!==e.borderDashes&&(void 0!==t.setLineDash?t.setLineDash([0]):(console.warn(\"setLineDash is not supported in this browser. The dashed borders cannot be used.\"),this.options.shapeProperties.borderDashes=!1,e.borderDashes=!1))}},{key:\"needsRefresh\",value:function(t,e){return!0===this.refreshNeeded?(this.refreshNeeded=!1,!0):void 0===this.width||this.labelModule.differentState(t,e)}},{key:\"initContextForDraw\",value:function(t,e){var i=e.borderWidth/this.body.view.scale;t.lineWidth=Math.min(this.width,i),t.strokeStyle=e.borderColor,t.fillStyle=e.color}},{key:\"performStroke\",value:function(t,e){var i=e.borderWidth/this.body.view.scale;t.save(),i>0&&(this.enableBorderDashes(t,e),t.stroke(),this.disableBorderDashes(t,e)),t.restore()}},{key:\"performFill\",value:function(t,e){t.save(),t.fillStyle=e.color,this.enableShadow(t,e),jv(t).call(t),this.disableShadow(t,e),t.restore(),this.performStroke(t,e)}},{key:\"_addBoundingBoxMargin\",value:function(t){this.boundingBox.left-=t,this.boundingBox.top-=t,this.boundingBox.bottom+=t,this.boundingBox.right+=t}},{key:\"_updateBoundingBox\",value:function(t,e,i,n,o){void 0!==i&&this.resize(i,n,o),this.left=t-this.width/2,this.top=e-this.height/2,this.boundingBox.left=this.left,this.boundingBox.top=this.top,this.boundingBox.bottom=this.top+this.height,this.boundingBox.right=this.left+this.width}},{key:\"updateBoundingBox\",value:function(t,e,i,n,o){this._updateBoundingBox(t,e,i,n,o)}},{key:\"getDimensionsFromLabel\",value:function(t,e,i){this.textSize=this.labelModule.getTextSize(t,e,i);var n=this.textSize.width,o=this.textSize.height;return 0===n&&(n=14,o=14),{width:n,height:o}}}]),t}();function SE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var TE=function(t){zk(i,t);var e=SE(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._setMargins(o),r}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover;if(this.needsRefresh(e,i)){var n=this.getDimensionsFromLabel(t,e,i);this.width=n.width+this.margin.right+this.margin.left,this.height=n.height+this.margin.top+this.margin.bottom,this.radius=this.width/2}}},{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o),this.left=e-this.width/2,this.top=i-this.height/2,this.initContextForDraw(t,r),Fn(t,this.left,this.top,this.width,this.height,r.borderRadius),this.performFill(t,r),this.updateBoundingBox(e,i,t,n,o),this.labelModule.draw(t,this.left+this.textSize.width/2+this.margin.left,this.top+this.textSize.height/2+this.margin.top,n,o)}},{key:\"updateBoundingBox\",value:function(t,e,i,n,o){this._updateBoundingBox(t,e,i,n,o);var r=this.options.shapeProperties.borderRadius;this._addBoundingBoxMargin(r)}},{key:\"distanceToBorder\",value:function(t,e){t&&this.resize(t);var i=this.options.borderWidth;return Math.min(Math.abs(this.width/2/Math.cos(e)),Math.abs(this.height/2/Math.sin(e)))+i}}]),i}(CE);function ME(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var PE=function(t){zk(i,t);var e=ME(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o)).labelOffset=0,r.selected=!1,r}return Kd(i,[{key:\"setOptions\",value:function(t,e,i){this.options=t,void 0===e&&void 0===i||this.setImages(e,i)}},{key:\"setImages\",value:function(t,e){e&&this.selected?(this.imageObj=e,this.imageObjAlt=t):(this.imageObj=t,this.imageObjAlt=e)}},{key:\"switchImages\",value:function(t){var e=t&&!this.selected||!t&&this.selected;if(this.selected=t,void 0!==this.imageObjAlt&&e){var i=this.imageObj;this.imageObj=this.imageObjAlt,this.imageObjAlt=i}}},{key:\"_getImagePadding\",value:function(){var t={top:0,right:0,bottom:0,left:0};if(this.options.imagePadding){var e=this.options.imagePadding;\"object\"==Qc(e)?(t.top=e.top,t.right=e.right,t.bottom=e.bottom,t.left=e.left):(t.top=e,t.right=e,t.bottom=e,t.left=e)}return t}},{key:\"_resizeImage\",value:function(){var t,e;if(!1===this.options.shapeProperties.useImageSize){var i=1,n=1;this.imageObj.width&&this.imageObj.height&&(this.imageObj.width>this.imageObj.height?i=this.imageObj.width/this.imageObj.height:n=this.imageObj.height/this.imageObj.width),t=2*this.options.size*i,e=2*this.options.size*n}else{var o=this._getImagePadding();t=this.imageObj.width+o.left+o.right,e=this.imageObj.height+o.top+o.bottom}this.width=t,this.height=e,this.radius=.5*this.width}},{key:\"_drawRawCircle\",value:function(t,e,i,n){this.initContextForDraw(t,n),Nn(t,e,i,n.size),this.performFill(t,n)}},{key:\"_drawImageAtPosition\",value:function(t,e){if(0!=this.imageObj.width){t.globalAlpha=void 0!==e.opacity?e.opacity:1,this.enableShadow(t,e);var i=1;!0===this.options.shapeProperties.interpolation&&(i=this.imageObj.width/this.width/this.body.view.scale);var n=this._getImagePadding(),o=this.left+n.left,r=this.top+n.top,s=this.width-n.left-n.right,a=this.height-n.top-n.bottom;this.imageObj.drawImageAtPosition(t,i,o,r,s,a),this.disableShadow(t,e)}}},{key:\"_drawImageLabel\",value:function(t,e,i,n,o){var r=0;if(void 0!==this.height){r=.5*this.height;var s=this.labelModule.getTextSize(t,n,o);s.lineCount>=1&&(r+=s.height/2)}var a=i+r;this.options.label&&(this.labelOffset=r),this.labelModule.draw(t,e,a,n,o,\"hanging\")}}]),i}(CE);function DE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var IE=function(t){zk(i,t);var e=DE(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._setMargins(o),r}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover;if(this.needsRefresh(e,i)){var n=this.getDimensionsFromLabel(t,e,i),o=Math.max(n.width+this.margin.right+this.margin.left,n.height+this.margin.top+this.margin.bottom);this.options.size=o/2,this.width=o,this.height=o,this.radius=this.width/2}}},{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o),this.left=e-this.width/2,this.top=i-this.height/2,this._drawRawCircle(t,e,i,r),this.updateBoundingBox(e,i),this.labelModule.draw(t,this.left+this.textSize.width/2+this.margin.left,i,n,o)}},{key:\"updateBoundingBox\",value:function(t,e){this.boundingBox.top=e-this.options.size,this.boundingBox.left=t-this.options.size,this.boundingBox.right=t+this.options.size,this.boundingBox.bottom=e+this.options.size}},{key:\"distanceToBorder\",value:function(t){return t&&this.resize(t),.5*this.width}}]),i}(PE);function BE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var zE=function(t){zk(i,t);var e=BE(i);function i(t,n,o,r,s){var a;return Yd(this,i),(a=e.call(this,t,n,o)).setImages(r,s),a}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover,n=void 0===this.imageObj.src||void 0===this.imageObj.width||void 0===this.imageObj.height;if(n){var o=2*this.options.size;return this.width=o,this.height=o,void(this.radius=.5*this.width)}this.needsRefresh(e,i)&&this._resizeImage()}},{key:\"draw\",value:function(t,e,i,n,o,r){this.switchImages(n),this.resize();var s=e,a=i;\"top-left\"===this.options.shapeProperties.coordinateOrigin?(this.left=e,this.top=i,s+=this.width/2,a+=this.height/2):(this.left=e-this.width/2,this.top=i-this.height/2),this._drawRawCircle(t,s,a,r),t.save(),t.clip(),this._drawImageAtPosition(t,r),t.restore(),this._drawImageLabel(t,s,a,n,o),this.updateBoundingBox(e,i)}},{key:\"updateBoundingBox\",value:function(t,e){\"top-left\"===this.options.shapeProperties.coordinateOrigin?(this.boundingBox.top=e,this.boundingBox.left=t,this.boundingBox.right=t+2*this.options.size,this.boundingBox.bottom=e+2*this.options.size):(this.boundingBox.top=e-this.options.size,this.boundingBox.left=t-this.options.size,this.boundingBox.right=t+this.options.size,this.boundingBox.bottom=e+this.options.size),this.boundingBox.left=Math.min(this.boundingBox.left,this.labelModule.size.left),this.boundingBox.right=Math.max(this.boundingBox.right,this.labelModule.size.left+this.labelModule.size.width),this.boundingBox.bottom=Math.max(this.boundingBox.bottom,this.boundingBox.bottom+this.labelOffset)}},{key:\"distanceToBorder\",value:function(t){return t&&this.resize(t),.5*this.width}}]),i}(PE);function NE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var FE=function(t){zk(i,t);var e=NE(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover,n=arguments.length>3&&void 0!==arguments[3]?arguments[3]:{size:this.options.size};if(this.needsRefresh(e,i)){var o,r;this.labelModule.getTextSize(t,e,i);var s=2*n.size;this.width=null!==(o=this.customSizeWidth)&&void 0!==o?o:s,this.height=null!==(r=this.customSizeHeight)&&void 0!==r?r:s,this.radius=.5*this.width}}},{key:\"_drawShape\",value:function(t,e,i,n,o,r,s,a){var h,l=this;return this.resize(t,r,s,a),this.left=n-this.width/2,this.top=o-this.height/2,this.initContextForDraw(t,a),(h=e,Object.prototype.hasOwnProperty.call(Ln,h)?Ln[h]:function(t){for(var e=arguments.length,i=new Array(e>1?e-1:0),n=1;n<e;n++)i[n-1]=arguments[n];CanvasRenderingContext2D.prototype[h].call(t,i)})(t,n,o,a.size),this.performFill(t,a),void 0!==this.options.icon&&void 0!==this.options.icon.code&&(t.font=(r?\"bold \":\"\")+this.height/2+\"px \"+(this.options.icon.face||\"FontAwesome\"),t.fillStyle=this.options.icon.color||\"black\",t.textAlign=\"center\",t.textBaseline=\"middle\",t.fillText(this.options.icon.code,n,o)),{drawExternalLabel:function(){if(void 0!==l.options.label){l.labelModule.calculateLabelSize(t,r,s,n,o,\"hanging\");var e=o+.5*l.height+.5*l.labelModule.size.height;l.labelModule.draw(t,n,e,r,s,\"hanging\")}l.updateBoundingBox(n,o)}}}},{key:\"updateBoundingBox\",value:function(t,e){this.boundingBox.top=e-this.options.size,this.boundingBox.left=t-this.options.size,this.boundingBox.right=t+this.options.size,this.boundingBox.bottom=e+this.options.size,void 0!==this.options.label&&this.labelModule.size.width>0&&(this.boundingBox.left=Math.min(this.boundingBox.left,this.labelModule.size.left),this.boundingBox.right=Math.max(this.boundingBox.right,this.labelModule.size.left+this.labelModule.size.width),this.boundingBox.bottom=Math.max(this.boundingBox.bottom,this.boundingBox.bottom+this.labelModule.size.height))}}]),i}(CE);function AE(t,e){var i=bu(t);if(hd){var n=hd(t);e&&(n=Xf(n).call(n,(function(e){return bd(t,e).enumerable}))),i.push.apply(i,n)}return i}function jE(t){for(var e=1;e<arguments.length;e++){var i,n,o=null!=arguments[e]?arguments[e]:{};e%2?Fu(i=AE(Object(o),!0)).call(i,(function(e){$d(t,e,o[e])})):Pd?Ad(t,Pd(o)):Fu(n=AE(Object(o))).call(n,(function(e){Ud(t,e,bd(o,e))}))}return t}function RE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var LE=function(t){zk(i,t);var e=RE(i);function i(t,n,o,r){var s;return Yd(this,i),(s=e.call(this,t,n,o,r)).ctxRenderer=r,s}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o,r),this.left=e-this.width/2,this.top=i-this.height/2,t.save();var s=this.ctxRenderer({ctx:t,id:this.options.id,x:e,y:i,state:{selected:n,hover:o},style:jE({},r),label:this.options.label});if(null!=s.drawNode&&s.drawNode(),t.restore(),s.drawExternalLabel){var a=s.drawExternalLabel;s.drawExternalLabel=function(){t.save(),a(),t.restore()}}return s.nodeDimensions&&(this.customSizeWidth=s.nodeDimensions.width,this.customSizeHeight=s.nodeDimensions.height),s}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function HE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var WE=function(t){zk(i,t);var e=HE(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._setMargins(o),r}return Kd(i,[{key:\"resize\",value:function(t,e,i){if(this.needsRefresh(e,i)){var n=this.getDimensionsFromLabel(t,e,i).width+this.margin.right+this.margin.left;this.width=n,this.height=n,this.radius=this.width/2}}},{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o),this.left=e-this.width/2,this.top=i-this.height/2,this.initContextForDraw(t,r),jn(t,e-this.width/2,i-this.height/2,this.width,this.height),this.performFill(t,r),this.updateBoundingBox(e,i,t,n,o),this.labelModule.draw(t,this.left+this.textSize.width/2+this.margin.left,this.top+this.textSize.height/2+this.margin.top,n,o)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(CE);function qE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var VE=function(t){zk(i,t);var e=qE(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"diamond\",4,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function UE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var YE=function(t){zk(i,t);var e=UE(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"circle\",2,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t){return t&&this.resize(t),this.options.size}}]),i}(FE);function XE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var GE=function(t){zk(i,t);var e=XE(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover;if(this.needsRefresh(e,i)){var n=this.getDimensionsFromLabel(t,e,i);this.height=2*n.height,this.width=n.width+n.height,this.radius=.5*this.width}}},{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o),this.left=e-.5*this.width,this.top=i-.5*this.height,this.initContextForDraw(t,r),An(t,this.left,this.top,this.width,this.height),this.performFill(t,r),this.updateBoundingBox(e,i,t,n,o),this.labelModule.draw(t,e,i,n,o)}},{key:\"distanceToBorder\",value:function(t,e){t&&this.resize(t);var i=.5*this.width,n=.5*this.height,o=Math.sin(e)*i,r=Math.cos(e)*n;return i*n/Math.sqrt(o*o+r*r)}}]),i}(CE);function KE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var $E=function(t){zk(i,t);var e=KE(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._setMargins(o),r}return Kd(i,[{key:\"resize\",value:function(t,e,i){this.needsRefresh(e,i)&&(this.iconSize={width:Number(this.options.icon.size),height:Number(this.options.icon.size)},this.width=this.iconSize.width+this.margin.right+this.margin.left,this.height=this.iconSize.height+this.margin.top+this.margin.bottom,this.radius=.5*this.width)}},{key:\"draw\",value:function(t,e,i,n,o,r){var s=this;return this.resize(t,n,o),this.options.icon.size=this.options.icon.size||50,this.left=e-this.width/2,this.top=i-this.height/2,this._icon(t,e,i,n,o,r),{drawExternalLabel:function(){if(void 0!==s.options.label){s.labelModule.draw(t,s.left+s.iconSize.width/2+s.margin.left,i+s.height/2+5,n)}s.updateBoundingBox(e,i)}}}},{key:\"updateBoundingBox\",value:function(t,e){if(this.boundingBox.top=e-.5*this.options.icon.size,this.boundingBox.left=t-.5*this.options.icon.size,this.boundingBox.right=t+.5*this.options.icon.size,this.boundingBox.bottom=e+.5*this.options.icon.size,void 0!==this.options.label&&this.labelModule.size.width>0){this.boundingBox.left=Math.min(this.boundingBox.left,this.labelModule.size.left),this.boundingBox.right=Math.max(this.boundingBox.right,this.labelModule.size.left+this.labelModule.size.width),this.boundingBox.bottom=Math.max(this.boundingBox.bottom,this.boundingBox.bottom+this.labelModule.size.height+5)}}},{key:\"_icon\",value:function(t,e,i,n,o,r){var s=Number(this.options.icon.size);void 0!==this.options.icon.code?(t.font=[null!=this.options.icon.weight?this.options.icon.weight:n?\"bold\":\"\",(null!=this.options.icon.weight&&n?5:0)+s+\"px\",this.options.icon.face].join(\" \"),t.fillStyle=this.options.icon.color||\"black\",t.textAlign=\"center\",t.textBaseline=\"middle\",this.enableShadow(t,r),t.fillText(this.options.icon.code,e,i),this.disableShadow(t,r)):console.error(\"When using the icon shape, you need to define the code in the icon options object. This can be done per node or globally.\")}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(CE);function ZE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var QE=function(t){zk(i,t);var e=ZE(i);function i(t,n,o,r,s){var a;return Yd(this,i),(a=e.call(this,t,n,o)).setImages(r,s),a}return Kd(i,[{key:\"resize\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.selected,i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this.hover,n=void 0===this.imageObj.src||void 0===this.imageObj.width||void 0===this.imageObj.height;if(n){var o=2*this.options.size;return this.width=o,void(this.height=o)}this.needsRefresh(e,i)&&this._resizeImage()}},{key:\"draw\",value:function(t,e,i,n,o,r){t.save(),this.switchImages(n),this.resize();var s=e,a=i;if(\"top-left\"===this.options.shapeProperties.coordinateOrigin?(this.left=e,this.top=i,s+=this.width/2,a+=this.height/2):(this.left=e-this.width/2,this.top=i-this.height/2),!0===this.options.shapeProperties.useBorderWithImage){var h=this.options.borderWidth,l=this.options.borderWidthSelected||2*this.options.borderWidth,d=(n?l:h)/this.body.view.scale;t.lineWidth=Math.min(this.width,d),t.beginPath();var c=n?this.options.color.highlight.border:o?this.options.color.hover.border:this.options.color.border,u=n?this.options.color.highlight.background:o?this.options.color.hover.background:this.options.color.background;void 0!==r.opacity&&(c=pm(c,r.opacity),u=pm(u,r.opacity)),t.strokeStyle=c,t.fillStyle=u,t.rect(this.left-.5*t.lineWidth,this.top-.5*t.lineWidth,this.width+t.lineWidth,this.height+t.lineWidth),jv(t).call(t),this.performStroke(t,r),t.closePath()}this._drawImageAtPosition(t,r),this._drawImageLabel(t,s,a,n,o),this.updateBoundingBox(e,i),t.restore()}},{key:\"updateBoundingBox\",value:function(t,e){this.resize(),\"top-left\"===this.options.shapeProperties.coordinateOrigin?(this.left=t,this.top=e):(this.left=t-this.width/2,this.top=e-this.height/2),this.boundingBox.left=this.left,this.boundingBox.top=this.top,this.boundingBox.bottom=this.top+this.height,this.boundingBox.right=this.left+this.width,void 0!==this.options.label&&this.labelModule.size.width>0&&(this.boundingBox.left=Math.min(this.boundingBox.left,this.labelModule.size.left),this.boundingBox.right=Math.max(this.boundingBox.right,this.labelModule.size.left+this.labelModule.size.width),this.boundingBox.bottom=Math.max(this.boundingBox.bottom,this.boundingBox.bottom+this.labelOffset))}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(PE);function JE(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var tO=function(t){zk(i,t);var e=JE(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"square\",2,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function eO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var iO=function(t){zk(i,t);var e=eO(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"hexagon\",4,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function nO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var oO=function(t){zk(i,t);var e=nO(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"star\",4,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function rO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var sO=function(t){zk(i,t);var e=rO(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._setMargins(o),r}return Kd(i,[{key:\"resize\",value:function(t,e,i){this.needsRefresh(e,i)&&(this.textSize=this.labelModule.getTextSize(t,e,i),this.width=this.textSize.width+this.margin.right+this.margin.left,this.height=this.textSize.height+this.margin.top+this.margin.bottom,this.radius=.5*this.width)}},{key:\"draw\",value:function(t,e,i,n,o,r){this.resize(t,n,o),this.left=e-this.width/2,this.top=i-this.height/2,this.enableShadow(t,r),this.labelModule.draw(t,this.left+this.textSize.width/2+this.margin.left,this.top+this.textSize.height/2+this.margin.top,n,o),this.disableShadow(t,r),this.updateBoundingBox(e,i,t,n,o)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(CE);function aO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var hO=function(t){zk(i,t);var e=aO(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"triangle\",3,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function lO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var dO=function(t){zk(i,t);var e=lO(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"draw\",value:function(t,e,i,n,o,r){return this._drawShape(t,\"triangleDown\",3,e,i,n,o,r)}},{key:\"distanceToBorder\",value:function(t,e){return this._distanceToBorder(t,e)}}]),i}(FE);function cO(t,e){var i=bu(t);if(hd){var n=hd(t);e&&(n=Xf(n).call(n,(function(e){return bd(t,e).enumerable}))),i.push.apply(i,n)}return i}function uO(t){for(var e=1;e<arguments.length;e++){var i,n,o=null!=arguments[e]?arguments[e]:{};e%2?Fu(i=cO(Object(o),!0)).call(i,(function(e){$d(t,e,o[e])})):Pd?Ad(t,Pd(o)):Fu(n=cO(Object(o))).call(n,(function(e){Ud(t,e,bd(o,e))}))}return t}var fO=function(){function t(e,i,n,o,r,s){Yd(this,t),this.options=Cm(r),this.globalOptions=r,this.defaultOptions=s,this.body=i,this.edges=[],this.id=void 0,this.imagelist=n,this.grouplist=o,this.x=void 0,this.y=void 0,this.baseSize=this.options.size,this.baseFontSize=this.options.font.size,this.predefinedPosition=!1,this.selected=!1,this.hover=!1,this.labelModule=new OE(this.body,this.options,!1),this.setOptions(e)}return Kd(t,[{key:\"attachEdge\",value:function(t){var e;-1===Fp(e=this.edges).call(e,t)&&this.edges.push(t)}},{key:\"detachEdge\",value:function(t){var e,i,n=Fp(e=this.edges).call(e,t);-1!=n&&ff(i=this.edges).call(i,n,1)}},{key:\"setOptions\",value:function(e){var i=this.options.shape;if(e){if(void 0!==e.color&&(this._localColor=e.color),void 0!==e.id&&(this.id=e.id),void 0===this.id)throw new Error(\"Node must have an id\");t.checkMass(e,this.id),void 0!==e.x&&(null===e.x?(this.x=void 0,this.predefinedPosition=!1):(this.x=Ep(e.x),this.predefinedPosition=!0)),void 0!==e.y&&(null===e.y?(this.y=void 0,this.predefinedPosition=!1):(this.y=Ep(e.y),this.predefinedPosition=!0)),void 0!==e.size&&(this.baseSize=e.size),void 0!==e.value&&(e.value=lE(e.value)),t.parseOptions(this.options,e,!0,this.globalOptions,this.grouplist);var n=[e,this.options,this.defaultOptions];return this.chooser=gE(\"node\",n),this._load_images(),this.updateLabelModule(e),void 0!==e.opacity&&t.checkOpacity(e.opacity)&&(this.options.opacity=e.opacity),this.updateShape(i),void 0!==e.hidden||void 0!==e.physics}}},{key:\"_load_images\",value:function(){if((\"circularImage\"===this.options.shape||\"image\"===this.options.shape)&&void 0===this.options.image)throw new Error(\"Option image must be defined for node type '\"+this.options.shape+\"'\");if(void 0!==this.options.image){if(void 0===this.imagelist)throw new Error(\"Internal Error: No images provided\");if(\"string\"==typeof this.options.image)this.imageObj=this.imagelist.load(this.options.image,this.options.brokenImage,this.id);else{if(void 0===this.options.image.unselected)throw new Error(\"No unselected image provided\");this.imageObj=this.imagelist.load(this.options.image.unselected,this.options.brokenImage,this.id),void 0!==this.options.image.selected?this.imageObjAlt=this.imagelist.load(this.options.image.selected,this.options.brokenImage,this.id):this.imageObjAlt=void 0}}}},{key:\"getFormattingValues\",value:function(){var t={color:this.options.color.background,opacity:this.options.opacity,borderWidth:this.options.borderWidth,borderColor:this.options.color.border,size:this.options.size,borderDashes:this.options.shapeProperties.borderDashes,borderRadius:this.options.shapeProperties.borderRadius,shadow:this.options.shadow.enabled,shadowColor:this.options.shadow.color,shadowSize:this.options.shadow.size,shadowX:this.options.shadow.x,shadowY:this.options.shadow.y};if(this.selected||this.hover?!0===this.chooser?this.selected?(null!=this.options.borderWidthSelected?t.borderWidth=this.options.borderWidthSelected:t.borderWidth*=2,t.color=this.options.color.highlight.background,t.borderColor=this.options.color.highlight.border,t.shadow=this.options.shadow.enabled):this.hover&&(t.color=this.options.color.hover.background,t.borderColor=this.options.color.hover.border,t.shadow=this.options.shadow.enabled):\"function\"==typeof this.chooser&&(this.chooser(t,this.options.id,this.selected,this.hover),!1===t.shadow&&(t.shadowColor===this.options.shadow.color&&t.shadowSize===this.options.shadow.size&&t.shadowX===this.options.shadow.x&&t.shadowY===this.options.shadow.y||(t.shadow=!0))):t.shadow=this.options.shadow.enabled,void 0!==this.options.opacity){var e=this.options.opacity;t.borderColor=pm(t.borderColor,e),t.color=pm(t.color,e),t.shadowColor=pm(t.shadowColor,e)}return t}},{key:\"updateLabelModule\",value:function(e){void 0!==this.options.label&&null!==this.options.label||(this.options.label=\"\"),t.updateGroupOptions(this.options,uO(uO({},e),{},{color:e&&e.color||this._localColor||void 0}),this.grouplist);var i=this.grouplist.get(this.options.group,!1),n=[e,this.options,i,this.globalOptions,this.defaultOptions];this.labelModule.update(this.options,n),void 0!==this.labelModule.baseSize&&(this.baseFontSize=this.labelModule.baseSize)}},{key:\"updateShape\",value:function(t){if(t===this.options.shape&&this.shape)this.shape.setOptions(this.options,this.imageObj,this.imageObjAlt);else switch(this.options.shape){case\"box\":this.shape=new TE(this.options,this.body,this.labelModule);break;case\"circle\":this.shape=new IE(this.options,this.body,this.labelModule);break;case\"circularImage\":this.shape=new zE(this.options,this.body,this.labelModule,this.imageObj,this.imageObjAlt);break;case\"custom\":this.shape=new LE(this.options,this.body,this.labelModule,this.options.ctxRenderer);break;case\"database\":this.shape=new WE(this.options,this.body,this.labelModule);break;case\"diamond\":this.shape=new VE(this.options,this.body,this.labelModule);break;case\"dot\":this.shape=new YE(this.options,this.body,this.labelModule);break;case\"ellipse\":default:this.shape=new GE(this.options,this.body,this.labelModule);break;case\"icon\":this.shape=new $E(this.options,this.body,this.labelModule);break;case\"image\":this.shape=new QE(this.options,this.body,this.labelModule,this.imageObj,this.imageObjAlt);break;case\"square\":this.shape=new tO(this.options,this.body,this.labelModule);break;case\"hexagon\":this.shape=new iO(this.options,this.body,this.labelModule);break;case\"star\":this.shape=new oO(this.options,this.body,this.labelModule);break;case\"text\":this.shape=new sO(this.options,this.body,this.labelModule);break;case\"triangle\":this.shape=new hO(this.options,this.body,this.labelModule);break;case\"triangleDown\":this.shape=new dO(this.options,this.body,this.labelModule)}this.needsRefresh()}},{key:\"select\",value:function(){this.selected=!0,this.needsRefresh()}},{key:\"unselect\",value:function(){this.selected=!1,this.needsRefresh()}},{key:\"needsRefresh\",value:function(){this.shape.refreshNeeded=!0}},{key:\"getTitle\",value:function(){return this.options.title}},{key:\"distanceToBorder\",value:function(t,e){return this.shape.distanceToBorder(t,e)}},{key:\"isFixed\",value:function(){return this.options.fixed.x&&this.options.fixed.y}},{key:\"isSelected\",value:function(){return this.selected}},{key:\"getValue\",value:function(){return this.options.value}},{key:\"getLabelSize\",value:function(){return this.labelModule.size()}},{key:\"setValueRange\",value:function(t,e,i){if(void 0!==this.options.value){var n=this.options.scaling.customScalingFunction(t,e,i,this.options.value),o=this.options.scaling.max-this.options.scaling.min;if(!0===this.options.scaling.label.enabled){var r=this.options.scaling.label.max-this.options.scaling.label.min;this.options.font.size=this.options.scaling.label.min+n*r}this.options.size=this.options.scaling.min+n*o}else this.options.size=this.baseSize,this.options.font.size=this.baseFontSize;this.updateLabelModule()}},{key:\"draw\",value:function(t){var e=this.getFormattingValues();return this.shape.draw(t,this.x,this.y,this.selected,this.hover,e)||{}}},{key:\"updateBoundingBox\",value:function(t){this.shape.updateBoundingBox(this.x,this.y,t)}},{key:\"resize\",value:function(t){var e=this.getFormattingValues();this.shape.resize(t,this.selected,this.hover,e)}},{key:\"getItemsOnPoint\",value:function(t){var e=[];return this.labelModule.visible()&&yE(this.labelModule.getSize(),t)&&e.push({nodeId:this.id,labelId:0}),yE(this.shape.boundingBox,t)&&e.push({nodeId:this.id}),e}},{key:\"isOverlappingWith\",value:function(t){return this.shape.left<t.right&&this.shape.left+this.shape.width>t.left&&this.shape.top<t.bottom&&this.shape.top+this.shape.height>t.top}},{key:\"isBoundingBoxOverlappingWith\",value:function(t){return this.shape.boundingBox.left<t.right&&this.shape.boundingBox.right>t.left&&this.shape.boundingBox.top<t.bottom&&this.shape.boundingBox.bottom>t.top}}],[{key:\"checkOpacity\",value:function(t){return 0<=t&&t<=1}},{key:\"checkCoordinateOrigin\",value:function(t){return void 0===t||\"center\"===t||\"top-left\"===t}},{key:\"updateGroupOptions\",value:function(e,i,n){var o;if(void 0!==n){var r=e.group;if(void 0!==i&&void 0!==i.group&&r!==i.group)throw new Error(\"updateGroupOptions: group values in options don't match.\");if(\"number\"==typeof r||\"string\"==typeof r&&\"\"!=r){var s=n.get(r);void 0!==s.opacity&&void 0===i.opacity&&(t.checkOpacity(s.opacity)||(console.error(\"Invalid option for node opacity. Value must be between 0 and 1, found: \"+s.opacity),s.opacity=void 0));var a=Xf(o=vE(i)).call(o,(function(t){return null!=i[t]}));a.push(\"font\"),im(a,e,s),e.color=gm(e.color)}}}},{key:\"parseOptions\",value:function(e,i){var n=arguments.length>2&&void 0!==arguments[2]&&arguments[2],o=arguments.length>3&&void 0!==arguments[3]?arguments[3]:{},r=arguments.length>4?arguments[4]:void 0,s=[\"color\",\"fixed\",\"shadow\"];if(im(s,e,i,n),t.checkMass(i),void 0!==e.opacity&&(t.checkOpacity(e.opacity)||(console.error(\"Invalid option for node opacity. Value must be between 0 and 1, found: \"+e.opacity),e.opacity=void 0)),void 0!==i.opacity&&(t.checkOpacity(i.opacity)||(console.error(\"Invalid option for node opacity. 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Kd(i,null,[{key:\"draw\",value:function(t,e){if(e.image){t.save(),t.translate(e.point.x,e.point.y),t.rotate(Math.PI/2+e.angle);var i=null!=e.imageWidth?e.imageWidth:e.image.width,n=null!=e.imageHeight?e.imageHeight:e.image.height;e.image.drawImageAtPosition(t,1,-i/2,0,i,n),t.restore()}return!1}}]),i}(zO),FO=function(t){zk(i,t);var e=BO(i);function i(){return Yd(this,i),e.apply(this,arguments)}return Kd(i,null,[{key:\"draw\",value:function(t,e){var i=[{x:0,y:0},{x:-1,y:.3},{x:-.9,y:0},{x:-1,y:-.3}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),i}(zO),AO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:-1,y:0},{x:0,y:.3},{x:-.4,y:0},{x:0,y:-.3}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),jO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i={x:-.4,y:0};zO.transform(i,e),t.strokeStyle=t.fillStyle,t.fillStyle=\"rgba(0, 0, 0, 0)\";var n=Math.PI,o=e.angle-n/2,r=e.angle+n/2;return t.beginPath(),t.arc(i.x,i.y,.4*e.length,o,r,!1),t.stroke(),!0}}]),t}(),RO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i={x:-.3,y:0};zO.transform(i,e),t.strokeStyle=t.fillStyle,t.fillStyle=\"rgba(0, 0, 0, 0)\";var n=Math.PI,o=e.angle+n/2,r=e.angle+3*n/2;return t.beginPath(),t.arc(i.x,i.y,.4*e.length,o,r,!1),t.stroke(),!0}}]),t}(),LO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:.02,y:0},{x:-1,y:.3},{x:-1,y:-.3}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),HO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:0,y:.3},{x:0,y:-.3},{x:-1,y:0}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),WO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i={x:-.4,y:0};return zO.transform(i,e),Nn(t,i.x,i.y,.4*e.length),!0}}]),t}(),qO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:0,y:.5},{x:0,y:-.5},{x:-.15,y:-.5},{x:-.15,y:.5}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),VO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:0,y:.3},{x:0,y:-.3},{x:-.6,y:-.3},{x:-.6,y:.3}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),UO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:0,y:0},{x:-.5,y:-.3},{x:-1,y:0},{x:-.5,y:.3}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),YO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i=[{x:-1,y:.3},{x:-.5,y:0},{x:-1,y:-.3},{x:0,y:0}];return zO.transform(i,e),zO.drawPath(t,i),!0}}]),t}(),XO=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"draw\",value:function(t,e){var i;switch(e.type&&(i=e.type.toLowerCase()),i){case\"image\":return NO.draw(t,e);case\"circle\":return WO.draw(t,e);case\"box\":return VO.draw(t,e);case\"crow\":return AO.draw(t,e);case\"curve\":return jO.draw(t,e);case\"diamond\":return UO.draw(t,e);case\"inv_curve\":return RO.draw(t,e);case\"triangle\":return LO.draw(t,e);case\"inv_triangle\":return HO.draw(t,e);case\"bar\":return qO.draw(t,e);case\"vee\":return YO.draw(t,e);default:return FO.draw(t,e)}}}]),t}();function GO(t,e){var i=bu(t);if(hd){var n=hd(t);e&&(n=Xf(n).call(n,(function(e){return bd(t,e).enumerable}))),i.push.apply(i,n)}return i}function KO(t){for(var e=1;e<arguments.length;e++){var i,n,o=null!=arguments[e]?arguments[e]:{};e%2?Fu(i=GO(Object(o),!0)).call(i,(function(e){$d(t,e,o[e])})):Pd?Ad(t,Pd(o)):Fu(n=GO(Object(o))).call(n,(function(e){Ud(t,e,bd(o,e))}))}return t}var $O=function(){function t(e,i,n){Yd(this,t),this._body=i,this._labelModule=n,this.color={},this.colorDirty=!0,this.hoverWidth=1.5,this.selectionWidth=2,this.setOptions(e),this.fromPoint=this.from,this.toPoint=this.to}return Kd(t,[{key:\"connect\",value:function(){this.from=this._body.nodes[this.options.from],this.to=this._body.nodes[this.options.to]}},{key:\"cleanup\",value:function(){return!1}},{key:\"setOptions\",value:function(t){this.options=t,this.from=this._body.nodes[this.options.from],this.to=this._body.nodes[this.options.to],this.id=this.options.id}},{key:\"drawLine\",value:function(t,e,i,n){var o=arguments.length>4&&void 0!==arguments[4]?arguments[4]:this.getViaNode();t.strokeStyle=this.getColor(t,e),t.lineWidth=e.width,!1!==e.dashes?this._drawDashedLine(t,e,o):this._drawLine(t,e,o)}},{key:\"_drawLine\",value:function(t,e,i,n,o){if(this.from!=this.to)this._line(t,e,i,n,o);else{var r=Kc(this._getCircleData(t),3),s=r[0],a=r[1],h=r[2];this._circle(t,e,s,a,h)}}},{key:\"_drawDashedLine\",value:function(t,e,i,n,o){t.lineCap=\"round\";var r=lu(e.dashes)?e.dashes:[5,5];if(void 0!==t.setLineDash){if(t.save(),t.setLineDash(r),t.lineDashOffset=0,this.from!=this.to)this._line(t,e,i);else{var s=Kc(this._getCircleData(t),3),a=s[0],h=s[1],l=s[2];this._circle(t,e,a,h,l)}t.setLineDash([0]),t.lineDashOffset=0,t.restore()}else{if(this.from!=this.to)Rn(t,this.from.x,this.from.y,this.to.x,this.to.y,r);else{var d=Kc(this._getCircleData(t),3),c=d[0],u=d[1],f=d[2];this._circle(t,e,c,u,f)}this.enableShadow(t,e),t.stroke(),this.disableShadow(t,e)}}},{key:\"findBorderPosition\",value:function(t,e,i){return this.from!=this.to?this._findBorderPosition(t,e,i):this._findBorderPositionCircle(t,e,i)}},{key:\"findBorderPositions\",value:function(t){if(this.from!=this.to)return{from:this._findBorderPosition(this.from,t),to:this._findBorderPosition(this.to,t)};var e,i=Kc(au(e=this._getCircleData(t)).call(e,0,2),2),n=i[0],o=i[1];return{from:this._findBorderPositionCircle(this.from,t,{x:n,y:o,low:.25,high:.6,direction:-1}),to:this._findBorderPositionCircle(this.from,t,{x:n,y:o,low:.6,high:.8,direction:1})}}},{key:\"_getCircleData\",value:function(t){var e=this.options.selfReference.size;void 0!==t&&void 0===this.from.shape.width&&this.from.shape.resize(t);var i=bE(t,this.options.selfReference.angle,e,this.from);return[i.x,i.y,e]}},{key:\"_pointOnCircle\",value:function(t,e,i,n){var o=2*n*Math.PI;return{x:t+i*Math.cos(o),y:e-i*Math.sin(o)}}},{key:\"_findBorderPositionCircle\",value:function(t,e,i){var n,o=i.x,r=i.y,s=i.low,a=i.high,h=i.direction,l=this.options.selfReference.size,d=.5*(s+a),c=0;!0===this.options.arrowStrikethrough&&(-1===h?c=this.options.endPointOffset.from:1===h&&(c=this.options.endPointOffset.to));var u=0;do{d=.5*(s+a),n=this._pointOnCircle(o,r,l,d);var f=Math.atan2(t.y-n.y,t.x-n.x),p=t.distanceToBorder(e,f)+c-Math.sqrt(Math.pow(n.x-t.x,2)+Math.pow(n.y-t.y,2));if(Math.abs(p)<.05)break;p>0?h>0?s=d:a=d:h>0?a=d:s=d,++u}while(s<=a&&u<10);return KO(KO({},n),{},{t:d})}},{key:\"getLineWidth\",value:function(t,e){return!0===t?Math.max(this.selectionWidth,.3/this._body.view.scale):!0===e?Math.max(this.hoverWidth,.3/this._body.view.scale):Math.max(this.options.width,.3/this._body.view.scale)}},{key:\"getColor\",value:function(t,e){if(!1!==e.inheritsColor){if(\"both\"===e.inheritsColor&&this.from.id!==this.to.id){var i=t.createLinearGradient(this.from.x,this.from.y,this.to.x,this.to.y),n=this.from.options.color.highlight.border,o=this.to.options.color.highlight.border;return!1===this.from.selected&&!1===this.to.selected?(n=pm(this.from.options.color.border,e.opacity),o=pm(this.to.options.color.border,e.opacity)):!0===this.from.selected&&!1===this.to.selected?o=this.to.options.color.border:!1===this.from.selected&&!0===this.to.selected&&(n=this.from.options.color.border),i.addColorStop(0,n),i.addColorStop(1,o),i}return\"to\"===e.inheritsColor?pm(this.to.options.color.border,e.opacity):pm(this.from.options.color.border,e.opacity)}return pm(e.color,e.opacity)}},{key:\"_circle\",value:function(t,e,i,n,o){this.enableShadow(t,e);var r=0,s=2*Math.PI;if(!this.options.selfReference.renderBehindTheNode){var a=this.options.selfReference.angle,h=this.options.selfReference.angle+Math.PI,l=this._findBorderPositionCircle(this.from,t,{x:i,y:n,low:a,high:h,direction:-1}),d=this._findBorderPositionCircle(this.from,t,{x:i,y:n,low:a,high:h,direction:1});r=Math.atan2(l.y-n,l.x-i),s=Math.atan2(d.y-n,d.x-i)}t.beginPath(),t.arc(i,n,o,r,s,!1),t.stroke(),this.disableShadow(t,e)}},{key:\"getDistanceToEdge\",value:function(t,e,i,n,o,r){if(this.from!=this.to)return this._getDistanceToEdge(t,e,i,n,o,r);var s=Kc(this._getCircleData(void 0),3),a=s[0],h=s[1],l=s[2],d=a-o,c=h-r;return Math.abs(Math.sqrt(d*d+c*c)-l)}},{key:\"_getDistanceToLine\",value:function(t,e,i,n,o,r){var s=i-t,a=n-e,h=((o-t)*s+(r-e)*a)/(s*s+a*a);h>1?h=1:h<0&&(h=0);var l=t+h*s-o,d=e+h*a-r;return Math.sqrt(l*l+d*d)}},{key:\"getArrowData\",value:function(t,e,i,n,o,r){var s,a,h,l,d,c,u,f=r.width;\"from\"===e?(h=this.from,l=this.to,d=r.fromArrowScale<0,c=Math.abs(r.fromArrowScale),u=r.fromArrowType):\"to\"===e?(h=this.to,l=this.from,d=r.toArrowScale<0,c=Math.abs(r.toArrowScale),u=r.toArrowType):(h=this.to,l=this.from,d=r.middleArrowScale<0,c=Math.abs(r.middleArrowScale),u=r.middleArrowType);var p=15*c+3*f;if(h!=l){var v=p/IO(h.x-l.x,h.y-l.y);if(\"middle\"!==e)if(!0===this.options.smooth.enabled){var g=this._findBorderPosition(h,t,{via:i}),y=this.getPoint(g.t+v*(\"from\"===e?1:-1),i);s=Math.atan2(g.y-y.y,g.x-y.x),a=g}else s=Math.atan2(h.y-l.y,h.x-l.x),a=this._findBorderPosition(h,t);else{var m=(d?-v:v)/2,b=this.getPoint(.5+m,i),w=this.getPoint(.5-m,i);s=Math.atan2(b.y-w.y,b.x-w.x),a=this.getPoint(.5,i)}}else{var k=Kc(this._getCircleData(t),3),_=k[0],x=k[1],E=k[2];if(\"from\"===e){var O=this.options.selfReference.angle,C=this.options.selfReference.angle+Math.PI,S=this._findBorderPositionCircle(this.from,t,{x:_,y:x,low:O,high:C,direction:-1});s=-2*S.t*Math.PI+1.5*Math.PI+.1*Math.PI,a=S}else if(\"to\"===e){var T=this.options.selfReference.angle,M=this.options.selfReference.angle+Math.PI,P=this._findBorderPositionCircle(this.from,t,{x:_,y:x,low:T,high:M,direction:1});s=-2*P.t*Math.PI+1.5*Math.PI-1.1*Math.PI,a=P}else{var D=this.options.selfReference.angle/(2*Math.PI);a=this._pointOnCircle(_,x,E,D),s=-2*D*Math.PI+1.5*Math.PI+.1*Math.PI}}return{point:a,core:{x:a.x-.9*p*Math.cos(s),y:a.y-.9*p*Math.sin(s)},angle:s,length:p,type:u}}},{key:\"drawArrowHead\",value:function(t,e,i,n,o){t.strokeStyle=this.getColor(t,e),t.fillStyle=t.strokeStyle,t.lineWidth=e.width,XO.draw(t,o)&&(this.enableShadow(t,e),jv(t).call(t),this.disableShadow(t,e))}},{key:\"enableShadow\",value:function(t,e){!0===e.shadow&&(t.shadowColor=e.shadowColor,t.shadowBlur=e.shadowSize,t.shadowOffsetX=e.shadowX,t.shadowOffsetY=e.shadowY)}},{key:\"disableShadow\",value:function(t,e){!0===e.shadow&&(t.shadowColor=\"rgba(0,0,0,0)\",t.shadowBlur=0,t.shadowOffsetX=0,t.shadowOffsetY=0)}},{key:\"drawBackground\",value:function(t,e){if(!1!==e.background){var i={strokeStyle:t.strokeStyle,lineWidth:t.lineWidth,dashes:t.dashes};t.strokeStyle=e.backgroundColor,t.lineWidth=e.backgroundSize,this.setStrokeDashed(t,e.backgroundDashes),t.stroke(),t.strokeStyle=i.strokeStyle,t.lineWidth=i.lineWidth,t.dashes=i.dashes,this.setStrokeDashed(t,e.dashes)}}},{key:\"setStrokeDashed\",value:function(t,e){if(!1!==e)if(void 0!==t.setLineDash){var i=lu(e)?e:[5,5];t.setLineDash(i)}else console.warn(\"setLineDash is not supported in this browser. The dashed stroke cannot be used.\");else void 0!==t.setLineDash?t.setLineDash([]):console.warn(\"setLineDash is not supported in this browser. The dashed stroke cannot be used.\")}}]),t}();function ZO(t,e){var i=bu(t);if(hd){var n=hd(t);e&&(n=Xf(n).call(n,(function(e){return bd(t,e).enumerable}))),i.push.apply(i,n)}return i}function QO(t){for(var e=1;e<arguments.length;e++){var i,n,o=null!=arguments[e]?arguments[e]:{};e%2?Fu(i=ZO(Object(o),!0)).call(i,(function(e){$d(t,e,o[e])})):Pd?Ad(t,Pd(o)):Fu(n=ZO(Object(o))).call(n,(function(e){Ud(t,e,bd(o,e))}))}return t}function JO(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var tC=function(t){zk(i,t);var e=JO(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_findBorderPositionBezier\",value:function(t,e){var i,n,o=arguments.length>2&&void 0!==arguments[2]?arguments[2]:this._getViaCoordinates(),r=10,s=.2,a=!1,h=1,l=0,d=this.to,c=this.options.endPointOffset?this.options.endPointOffset.to:0;t.id===this.from.id&&(d=this.from,a=!0,c=this.options.endPointOffset?this.options.endPointOffset.from:0),!1===this.options.arrowStrikethrough&&(c=0);var u=0;do{n=.5*(l+h),i=this.getPoint(n,o);var f=Math.atan2(d.y-i.y,d.x-i.x),p=d.distanceToBorder(e,f)+c,v=Math.sqrt(Math.pow(i.x-d.x,2)+Math.pow(i.y-d.y,2)),g=p-v;if(Math.abs(g)<s)break;g<0?!1===a?l=n:h=n:!1===a?h=n:l=n,++u}while(l<=h&&u<r);return QO(QO({},i),{},{t:n})}},{key:\"_getDistanceToBezierEdge\",value:function(t,e,i,n,o,r,s){var a,h,l,d,c,u=1e9,f=t,p=e;for(h=1;h<10;h++)l=.1*h,d=Math.pow(1-l,2)*t+2*l*(1-l)*s.x+Math.pow(l,2)*i,c=Math.pow(1-l,2)*e+2*l*(1-l)*s.y+Math.pow(l,2)*n,h>0&&(u=(a=this._getDistanceToLine(f,p,d,c,o,r))<u?a:u),f=d,p=c;return u}},{key:\"_bezierCurve\",value:function(t,e,i,n){t.beginPath(),t.moveTo(this.fromPoint.x,this.fromPoint.y),null!=i&&null!=i.x?null!=n&&null!=n.x?t.bezierCurveTo(i.x,i.y,n.x,n.y,this.toPoint.x,this.toPoint.y):t.quadraticCurveTo(i.x,i.y,this.toPoint.x,this.toPoint.y):t.lineTo(this.toPoint.x,this.toPoint.y),this.drawBackground(t,e),this.enableShadow(t,e),t.stroke(),this.disableShadow(t,e)}},{key:\"getViaNode\",value:function(){return this._getViaCoordinates()}}]),i}($O);function eC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var iC=function(t){zk(i,t);var e=eC(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o)).via=r.via,r._boundFunction=function(){r.positionBezierNode()},r._body.emitter.on(\"_repositionBezierNodes\",r._boundFunction),r}return Kd(i,[{key:\"setOptions\",value:function(t){SO(Ak(i.prototype),\"setOptions\",this).call(this,t);var e=!1;this.options.physics!==t.physics&&(e=!0),this.options=t,this.id=this.options.id,this.from=this._body.nodes[this.options.from],this.to=this._body.nodes[this.options.to],this.setupSupportNode(),this.connect(),!0===e&&(this.via.setOptions({physics:this.options.physics}),this.positionBezierNode())}},{key:\"connect\",value:function(){this.from=this._body.nodes[this.options.from],this.to=this._body.nodes[this.options.to],void 0===this.from||void 0===this.to||!1===this.options.physics||this.from.id===this.to.id?this.via.setOptions({physics:!1}):this.via.setOptions({physics:!0})}},{key:\"cleanup\",value:function(){return this._body.emitter.off(\"_repositionBezierNodes\",this._boundFunction),void 0!==this.via&&(delete this._body.nodes[this.via.id],this.via=void 0,!0)}},{key:\"setupSupportNode\",value:function(){if(void 0===this.via){var t=\"edgeId:\"+this.id,e=this._body.functions.createNode({id:t,shape:\"circle\",physics:!0,hidden:!0});this._body.nodes[t]=e,this.via=e,this.via.parentEdgeId=this.id,this.positionBezierNode()}}},{key:\"positionBezierNode\",value:function(){void 0!==this.via&&void 0!==this.from&&void 0!==this.to?(this.via.x=.5*(this.from.x+this.to.x),this.via.y=.5*(this.from.y+this.to.y)):void 0!==this.via&&(this.via.x=0,this.via.y=0)}},{key:\"_line\",value:function(t,e,i){this._bezierCurve(t,e,i)}},{key:\"_getViaCoordinates\",value:function(){return this.via}},{key:\"getViaNode\",value:function(){return this.via}},{key:\"getPoint\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.via;if(this.from===this.to){var i=this._getCircleData(),n=Kc(i,3),o=n[0],r=n[1],s=n[2],a=2*Math.PI*(1-t);return{x:o+s*Math.sin(a),y:r+s-s*(1-Math.cos(a))}}return{x:Math.pow(1-t,2)*this.fromPoint.x+2*t*(1-t)*e.x+Math.pow(t,2)*this.toPoint.x,y:Math.pow(1-t,2)*this.fromPoint.y+2*t*(1-t)*e.y+Math.pow(t,2)*this.toPoint.y}}},{key:\"_findBorderPosition\",value:function(t,e){return this._findBorderPositionBezier(t,e,this.via)}},{key:\"_getDistanceToEdge\",value:function(t,e,i,n,o,r){return this._getDistanceToBezierEdge(t,e,i,n,o,r,this.via)}}]),i}(tC);function nC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var oC=function(t){zk(i,t);var e=nC(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_line\",value:function(t,e,i){this._bezierCurve(t,e,i)}},{key:\"getViaNode\",value:function(){return this._getViaCoordinates()}},{key:\"_getViaCoordinates\",value:function(){var t,e,i=this.options.smooth.roundness,n=this.options.smooth.type,o=Math.abs(this.from.x-this.to.x),r=Math.abs(this.from.y-this.to.y);if(\"discrete\"===n||\"diagonalCross\"===n){var s,a;s=a=o<=r?i*r:i*o,this.from.x>this.to.x&&(s=-s),this.from.y>=this.to.y&&(a=-a);var h=this.from.x+s,l=this.from.y+a;return\"discrete\"===n&&(o<=r?h=o<i*r?this.from.x:h:l=r<i*o?this.from.y:l),{x:h,y:l}}if(\"straightCross\"===n){var d=(1-i)*o,c=(1-i)*r;return o<=r?(d=0,this.from.y<this.to.y&&(c=-c)):(this.from.x<this.to.x&&(d=-d),c=0),{x:this.to.x+d,y:this.to.y+c}}if(\"horizontal\"===n){var u=(1-i)*o;return this.from.x<this.to.x&&(u=-u),{x:this.to.x+u,y:this.from.y}}if(\"vertical\"===n){var f=(1-i)*r;return this.from.y<this.to.y&&(f=-f),{x:this.from.x,y:this.to.y+f}}if(\"curvedCW\"===n){o=this.to.x-this.from.x,r=this.from.y-this.to.y;var p=Math.sqrt(o*o+r*r),v=Math.PI,g=(Math.atan2(r,o)+(.5*i+.5)*v)%(2*v);return{x:this.from.x+(.5*i+.5)*p*Math.sin(g),y:this.from.y+(.5*i+.5)*p*Math.cos(g)}}if(\"curvedCCW\"===n){o=this.to.x-this.from.x,r=this.from.y-this.to.y;var y=Math.sqrt(o*o+r*r),m=Math.PI,b=(Math.atan2(r,o)+(.5*-i+.5)*m)%(2*m);return{x:this.from.x+(.5*i+.5)*y*Math.sin(b),y:this.from.y+(.5*i+.5)*y*Math.cos(b)}}t=e=o<=r?i*r:i*o,this.from.x>this.to.x&&(t=-t),this.from.y>=this.to.y&&(e=-e);var w=this.from.x+t,k=this.from.y+e;return o<=r?w=this.from.x<=this.to.x?this.to.x<w?this.to.x:w:this.to.x>w?this.to.x:w:k=this.from.y>=this.to.y?this.to.y>k?this.to.y:k:this.to.y<k?this.to.y:k,{x:w,y:k}}},{key:\"_findBorderPosition\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{};return this._findBorderPositionBezier(t,e,i.via)}},{key:\"_getDistanceToEdge\",value:function(t,e,i,n,o,r){var s=arguments.length>6&&void 0!==arguments[6]?arguments[6]:this._getViaCoordinates();return this._getDistanceToBezierEdge(t,e,i,n,o,r,s)}},{key:\"getPoint\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this._getViaCoordinates(),i=t,n=Math.pow(1-i,2)*this.fromPoint.x+2*i*(1-i)*e.x+Math.pow(i,2)*this.toPoint.x,o=Math.pow(1-i,2)*this.fromPoint.y+2*i*(1-i)*e.y+Math.pow(i,2)*this.toPoint.y;return{x:n,y:o}}}]),i}(tC);function rC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var sC=function(t){zk(i,t);var e=rC(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_getDistanceToBezierEdge2\",value:function(t,e,i,n,o,r,s,a){for(var h=1e9,l=t,d=e,c=[0,0,0,0],u=1;u<10;u++){var f=.1*u;c[0]=Math.pow(1-f,3),c[1]=3*f*Math.pow(1-f,2),c[2]=3*Math.pow(f,2)*(1-f),c[3]=Math.pow(f,3);var p=c[0]*t+c[1]*s.x+c[2]*a.x+c[3]*i,v=c[0]*e+c[1]*s.y+c[2]*a.y+c[3]*n;if(u>0){var g=this._getDistanceToLine(l,d,p,v,o,r);h=g<h?g:h}l=p,d=v}return h}}]),i}(tC);function aC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var hC=function(t){zk(i,t);var e=aC(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_line\",value:function(t,e,i){var n=i[0],o=i[1];this._bezierCurve(t,e,n,o)}},{key:\"_getViaCoordinates\",value:function(){var t,e,i,n,o=this.from.x-this.to.x,r=this.from.y-this.to.y,s=this.options.smooth.roundness;return(Math.abs(o)>Math.abs(r)||!0===this.options.smooth.forceDirection||\"horizontal\"===this.options.smooth.forceDirection)&&\"vertical\"!==this.options.smooth.forceDirection?(e=this.from.y,n=this.to.y,t=this.from.x-s*o,i=this.to.x+s*o):(e=this.from.y-s*r,n=this.to.y+s*r,t=this.from.x,i=this.to.x),[{x:t,y:e},{x:i,y:n}]}},{key:\"getViaNode\",value:function(){return this._getViaCoordinates()}},{key:\"_findBorderPosition\",value:function(t,e){return this._findBorderPositionBezier(t,e)}},{key:\"_getDistanceToEdge\",value:function(t,e,i,n,o,r){var s=arguments.length>6&&void 0!==arguments[6]?arguments[6]:this._getViaCoordinates(),a=Kc(s,2),h=a[0],l=a[1];return this._getDistanceToBezierEdge2(t,e,i,n,o,r,h,l)}},{key:\"getPoint\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this._getViaCoordinates(),i=Kc(e,2),n=i[0],o=i[1],r=t,s=[Math.pow(1-r,3),3*r*Math.pow(1-r,2),3*Math.pow(r,2)*(1-r),Math.pow(r,3)],a=s[0]*this.fromPoint.x+s[1]*n.x+s[2]*o.x+s[3]*this.toPoint.x,h=s[0]*this.fromPoint.y+s[1]*n.y+s[2]*o.y+s[3]*this.toPoint.y;return{x:a,y:h}}}]),i}(sC);function lC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var dC=function(t){zk(i,t);var e=lC(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_line\",value:function(t,e){t.beginPath(),t.moveTo(this.fromPoint.x,this.fromPoint.y),t.lineTo(this.toPoint.x,this.toPoint.y),this.enableShadow(t,e),t.stroke(),this.disableShadow(t,e)}},{key:\"getViaNode\",value:function(){}},{key:\"getPoint\",value:function(t){return{x:(1-t)*this.fromPoint.x+t*this.toPoint.x,y:(1-t)*this.fromPoint.y+t*this.toPoint.y}}},{key:\"_findBorderPosition\",value:function(t,e){var i=this.to,n=this.from;t.id===this.from.id&&(i=this.from,n=this.to);var o=Math.atan2(i.y-n.y,i.x-n.x),r=i.x-n.x,s=i.y-n.y,a=Math.sqrt(r*r+s*s),h=(a-t.distanceToBorder(e,o))/a;return{x:(1-h)*n.x+h*i.x,y:(1-h)*n.y+h*i.y,t:0}}},{key:\"_getDistanceToEdge\",value:function(t,e,i,n,o,r){return this._getDistanceToLine(t,e,i,n,o,r)}}]),i}($O),cC=function(){function t(e,i,n,o,r){if(Yd(this,t),void 0===i)throw new Error(\"No body provided\");this.options=Cm(o),this.globalOptions=o,this.defaultOptions=r,this.body=i,this.imagelist=n,this.id=void 0,this.fromId=void 0,this.toId=void 0,this.selected=!1,this.hover=!1,this.labelDirty=!0,this.baseWidth=this.options.width,this.baseFontSize=this.options.font.size,this.from=void 0,this.to=void 0,this.edgeType=void 0,this.connected=!1,this.labelModule=new OE(this.body,this.options,!0),this.setOptions(e)}return Kd(t,[{key:\"setOptions\",value:function(e){if(e){var i=void 0!==e.physics&&this.options.physics!==e.physics||void 0!==e.hidden&&(this.options.hidden||!1)!==(e.hidden||!1)||void 0!==e.from&&this.options.from!==e.from||void 0!==e.to&&this.options.to!==e.to;t.parseOptions(this.options,e,!0,this.globalOptions),void 0!==e.id&&(this.id=e.id),void 0!==e.from&&(this.fromId=e.from),void 0!==e.to&&(this.toId=e.to),void 0!==e.title&&(this.title=e.title),void 0!==e.value&&(e.value=lE(e.value));var n=[e,this.options,this.defaultOptions];return this.chooser=gE(\"edge\",n),this.updateLabelModule(e),i=this.updateEdgeType()||i,this._setInteractionWidths(),this.connect(),i}}},{key:\"getFormattingValues\",value:function(){var t=!0===this.options.arrows.to||!0===this.options.arrows.to.enabled,e=!0===this.options.arrows.from||!0===this.options.arrows.from.enabled,i=!0===this.options.arrows.middle||!0===this.options.arrows.middle.enabled,n=this.options.color.inherit,o={toArrow:t,toArrowScale:this.options.arrows.to.scaleFactor,toArrowType:this.options.arrows.to.type,toArrowSrc:this.options.arrows.to.src,toArrowImageWidth:this.options.arrows.to.imageWidth,toArrowImageHeight:this.options.arrows.to.imageHeight,middleArrow:i,middleArrowScale:this.options.arrows.middle.scaleFactor,middleArrowType:this.options.arrows.middle.type,middleArrowSrc:this.options.arrows.middle.src,middleArrowImageWidth:this.options.arrows.middle.imageWidth,middleArrowImageHeight:this.options.arrows.middle.imageHeight,fromArrow:e,fromArrowScale:this.options.arrows.from.scaleFactor,fromArrowType:this.options.arrows.from.type,fromArrowSrc:this.options.arrows.from.src,fromArrowImageWidth:this.options.arrows.from.imageWidth,fromArrowImageHeight:this.options.arrows.from.imageHeight,arrowStrikethrough:this.options.arrowStrikethrough,color:n?void 0:this.options.color.color,inheritsColor:n,opacity:this.options.color.opacity,hidden:this.options.hidden,length:this.options.length,shadow:this.options.shadow.enabled,shadowColor:this.options.shadow.color,shadowSize:this.options.shadow.size,shadowX:this.options.shadow.x,shadowY:this.options.shadow.y,dashes:this.options.dashes,width:this.options.width,background:this.options.background.enabled,backgroundColor:this.options.background.color,backgroundSize:this.options.background.size,backgroundDashes:this.options.background.dashes};if(this.selected||this.hover)if(!0===this.chooser){if(this.selected){var r=this.options.selectionWidth;\"function\"==typeof r?o.width=r(o.width):\"number\"==typeof r&&(o.width+=r),o.width=Math.max(o.width,.3/this.body.view.scale),o.color=this.options.color.highlight,o.shadow=this.options.shadow.enabled}else if(this.hover){var s=this.options.hoverWidth;\"function\"==typeof s?o.width=s(o.width):\"number\"==typeof s&&(o.width+=s),o.width=Math.max(o.width,.3/this.body.view.scale),o.color=this.options.color.hover,o.shadow=this.options.shadow.enabled}}else\"function\"==typeof this.chooser&&(this.chooser(o,this.options.id,this.selected,this.hover),void 0!==o.color&&(o.inheritsColor=!1),!1===o.shadow&&(o.shadowColor===this.options.shadow.color&&o.shadowSize===this.options.shadow.size&&o.shadowX===this.options.shadow.x&&o.shadowY===this.options.shadow.y||(o.shadow=!0)));else o.shadow=this.options.shadow.enabled,o.width=Math.max(o.width,.3/this.body.view.scale);return o}},{key:\"updateLabelModule\",value:function(t){var e=[t,this.options,this.globalOptions,this.defaultOptions];this.labelModule.update(this.options,e),void 0!==this.labelModule.baseSize&&(this.baseFontSize=this.labelModule.baseSize)}},{key:\"updateEdgeType\",value:function(){var t=this.options.smooth,e=!1,i=!0;return void 0!==this.edgeType&&((this.edgeType instanceof iC&&!0===t.enabled&&\"dynamic\"===t.type||this.edgeType instanceof hC&&!0===t.enabled&&\"cubicBezier\"===t.type||this.edgeType instanceof oC&&!0===t.enabled&&\"dynamic\"!==t.type&&\"cubicBezier\"!==t.type||this.edgeType instanceof dC&&!1===t.type.enabled)&&(i=!1),!0===i&&(e=this.cleanup())),!0===i?!0===t.enabled?\"dynamic\"===t.type?(e=!0,this.edgeType=new iC(this.options,this.body,this.labelModule)):\"cubicBezier\"===t.type?this.edgeType=new hC(this.options,this.body,this.labelModule):this.edgeType=new oC(this.options,this.body,this.labelModule):this.edgeType=new dC(this.options,this.body,this.labelModule):this.edgeType.setOptions(this.options),e}},{key:\"connect\",value:function(){this.disconnect(),this.from=this.body.nodes[this.fromId]||void 0,this.to=this.body.nodes[this.toId]||void 0,this.connected=void 0!==this.from&&void 0!==this.to,!0===this.connected?(this.from.attachEdge(this),this.to.attachEdge(this)):(this.from&&this.from.detachEdge(this),this.to&&this.to.detachEdge(this)),this.edgeType.connect()}},{key:\"disconnect\",value:function(){this.from&&(this.from.detachEdge(this),this.from=void 0),this.to&&(this.to.detachEdge(this),this.to=void 0),this.connected=!1}},{key:\"getTitle\",value:function(){return this.title}},{key:\"isSelected\",value:function(){return this.selected}},{key:\"getValue\",value:function(){return this.options.value}},{key:\"setValueRange\",value:function(t,e,i){if(void 0!==this.options.value){var n=this.options.scaling.customScalingFunction(t,e,i,this.options.value),o=this.options.scaling.max-this.options.scaling.min;if(!0===this.options.scaling.label.enabled){var r=this.options.scaling.label.max-this.options.scaling.label.min;this.options.font.size=this.options.scaling.label.min+n*r}this.options.width=this.options.scaling.min+n*o}else this.options.width=this.baseWidth,this.options.font.size=this.baseFontSize;this._setInteractionWidths(),this.updateLabelModule()}},{key:\"_setInteractionWidths\",value:function(){\"function\"==typeof this.options.hoverWidth?this.edgeType.hoverWidth=this.options.hoverWidth(this.options.width):this.edgeType.hoverWidth=this.options.hoverWidth+this.options.width,\"function\"==typeof this.options.selectionWidth?this.edgeType.selectionWidth=this.options.selectionWidth(this.options.width):this.edgeType.selectionWidth=this.options.selectionWidth+this.options.width}},{key:\"draw\",value:function(t){var e=this.getFormattingValues();if(!e.hidden){var i=this.edgeType.getViaNode();this.edgeType.drawLine(t,e,this.selected,this.hover,i),this.drawLabel(t,i)}}},{key:\"drawArrows\",value:function(t){var e=this.getFormattingValues();if(!e.hidden){var i=this.edgeType.getViaNode(),n={};this.edgeType.fromPoint=this.edgeType.from,this.edgeType.toPoint=this.edgeType.to,e.fromArrow&&(n.from=this.edgeType.getArrowData(t,\"from\",i,this.selected,this.hover,e),!1===e.arrowStrikethrough&&(this.edgeType.fromPoint=n.from.core),e.fromArrowSrc&&(n.from.image=this.imagelist.load(e.fromArrowSrc)),e.fromArrowImageWidth&&(n.from.imageWidth=e.fromArrowImageWidth),e.fromArrowImageHeight&&(n.from.imageHeight=e.fromArrowImageHeight)),e.toArrow&&(n.to=this.edgeType.getArrowData(t,\"to\",i,this.selected,this.hover,e),!1===e.arrowStrikethrough&&(this.edgeType.toPoint=n.to.core),e.toArrowSrc&&(n.to.image=this.imagelist.load(e.toArrowSrc)),e.toArrowImageWidth&&(n.to.imageWidth=e.toArrowImageWidth),e.toArrowImageHeight&&(n.to.imageHeight=e.toArrowImageHeight)),e.middleArrow&&(n.middle=this.edgeType.getArrowData(t,\"middle\",i,this.selected,this.hover,e),e.middleArrowSrc&&(n.middle.image=this.imagelist.load(e.middleArrowSrc)),e.middleArrowImageWidth&&(n.middle.imageWidth=e.middleArrowImageWidth),e.middleArrowImageHeight&&(n.middle.imageHeight=e.middleArrowImageHeight)),e.fromArrow&&this.edgeType.drawArrowHead(t,e,this.selected,this.hover,n.from),e.middleArrow&&this.edgeType.drawArrowHead(t,e,this.selected,this.hover,n.middle),e.toArrow&&this.edgeType.drawArrowHead(t,e,this.selected,this.hover,n.to)}}},{key:\"drawLabel\",value:function(t,e){if(void 0!==this.options.label){var i,n=this.from,o=this.to;if(this.labelModule.differentState(this.selected,this.hover)&&this.labelModule.getTextSize(t,this.selected,this.hover),n.id!=o.id){this.labelModule.pointToSelf=!1,i=this.edgeType.getPoint(.5,e),t.save();var r=this._getRotation(t);0!=r.angle&&(t.translate(r.x,r.y),t.rotate(r.angle)),this.labelModule.draw(t,i.x,i.y,this.selected,this.hover),t.restore()}else{this.labelModule.pointToSelf=!0;var s=bE(t,this.options.selfReference.angle,this.options.selfReference.size,n);i=this._pointOnCircle(s.x,s.y,this.options.selfReference.size,this.options.selfReference.angle),this.labelModule.draw(t,i.x,i.y,this.selected,this.hover)}}}},{key:\"getItemsOnPoint\",value:function(t){var e=[];if(this.labelModule.visible()){var i=this._getRotation();yE(this.labelModule.getSize(),t,i)&&e.push({edgeId:this.id,labelId:0})}var n={left:t.x,top:t.y};return this.isOverlappingWith(n)&&e.push({edgeId:this.id}),e}},{key:\"isOverlappingWith\",value:function(t){if(this.connected){var e=this.from.x,i=this.from.y,n=this.to.x,o=this.to.y,r=t.left,s=t.top;return this.edgeType.getDistanceToEdge(e,i,n,o,r,s)<10}return!1}},{key:\"_getRotation\",value:function(t){var e=this.edgeType.getViaNode(),i=this.edgeType.getPoint(.5,e);void 0!==t&&this.labelModule.calculateLabelSize(t,this.selected,this.hover,i.x,i.y);var n={x:i.x,y:this.labelModule.size.yLine,angle:0};if(!this.labelModule.visible())return n;if(\"horizontal\"===this.options.font.align)return n;var o=this.from.y-this.to.y,r=this.from.x-this.to.x,s=Math.atan2(o,r);return(s<-1&&r<0||s>0&&r<0)&&(s+=Math.PI),n.angle=s,n}},{key:\"_pointOnCircle\",value:function(t,e,i,n){return{x:t+i*Math.cos(n),y:e-i*Math.sin(n)}}},{key:\"select\",value:function(){this.selected=!0}},{key:\"unselect\",value:function(){this.selected=!1}},{key:\"cleanup\",value:function(){return this.edgeType.cleanup()}},{key:\"remove\",value:function(){this.cleanup(),this.disconnect(),delete this.body.edges[this.id]}},{key:\"endPointsValid\",value:function(){return void 0!==this.body.nodes[this.fromId]&&void 0!==this.body.nodes[this.toId]}}],[{key:\"parseOptions\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]&&arguments[2],n=arguments.length>3&&void 0!==arguments[3]?arguments[3]:{},o=arguments.length>4&&void 0!==arguments[4]&&arguments[4],r=[\"endPointOffset\",\"arrowStrikethrough\",\"id\",\"from\",\"hidden\",\"hoverWidth\",\"labelHighlightBold\",\"length\",\"line\",\"opacity\",\"physics\",\"scaling\",\"selectionWidth\",\"selfReferenceSize\",\"selfReference\",\"to\",\"title\",\"value\",\"width\",\"font\",\"chosen\",\"widthConstraint\"];if(em(r,t,e,i),void 0!==e.endPointOffset&&void 0!==e.endPointOffset.from&&(ok(e.endPointOffset.from)?t.endPointOffset.from=e.endPointOffset.from:(t.endPointOffset.from=void 0!==n.endPointOffset.from?n.endPointOffset.from:0,console.error(\"endPointOffset.from is not a valid number\"))),void 0!==e.endPointOffset&&void 0!==e.endPointOffset.to&&(ok(e.endPointOffset.to)?t.endPointOffset.to=e.endPointOffset.to:(t.endPointOffset.to=void 0!==n.endPointOffset.to?n.endPointOffset.to:0,console.error(\"endPointOffset.to is not a valid number\"))),mE(e.label)?t.label=e.label:mE(t.label)||(t.label=void 0),Sm(t,e,\"smooth\",n),Sm(t,e,\"shadow\",n),Sm(t,e,\"background\",n),void 0!==e.dashes&&null!==e.dashes?t.dashes=e.dashes:!0===i&&null===e.dashes&&(t.dashes=Kp(n.dashes)),void 0!==e.scaling&&null!==e.scaling?(void 0!==e.scaling.min&&(t.scaling.min=e.scaling.min),void 0!==e.scaling.max&&(t.scaling.max=e.scaling.max),Sm(t.scaling,e.scaling,\"label\",n.scaling)):!0===i&&null===e.scaling&&(t.scaling=Kp(n.scaling)),void 0!==e.arrows&&null!==e.arrows)if(\"string\"==typeof e.arrows){var s=e.arrows.toLowerCase();t.arrows.to.enabled=-1!=Fp(s).call(s,\"to\"),t.arrows.middle.enabled=-1!=Fp(s).call(s,\"middle\"),t.arrows.from.enabled=-1!=Fp(s).call(s,\"from\")}else{if(\"object\"!==Qc(e.arrows))throw new Error(\"The arrow newOptions can only be an object or a string. Refer to the documentation. You used:\"+gv(e.arrows));Sm(t.arrows,e.arrows,\"to\",n.arrows),Sm(t.arrows,e.arrows,\"middle\",n.arrows),Sm(t.arrows,e.arrows,\"from\",n.arrows)}else!0===i&&null===e.arrows&&(t.arrows=Kp(n.arrows));if(void 0!==e.color&&null!==e.color){var a=$y(e.color)?{color:e.color,highlight:e.color,hover:e.color,inherit:!1,opacity:1}:e.color,h=t.color;if(o)nm(h,n.color,!1,i);else for(var l in h)Object.prototype.hasOwnProperty.call(h,l)&&delete h[l];if($y(h))h.color=h,h.highlight=h,h.hover=h,h.inherit=!1,void 0===a.opacity&&(h.opacity=1);else{var d=!1;void 0!==a.color&&(h.color=a.color,d=!0),void 0!==a.highlight&&(h.highlight=a.highlight,d=!0),void 0!==a.hover&&(h.hover=a.hover,d=!0),void 0!==a.inherit&&(h.inherit=a.inherit),void 0!==a.opacity&&(h.opacity=Math.min(1,Math.max(0,a.opacity))),!0===d?h.inherit=!1:void 0===h.inherit&&(h.inherit=\"from\")}}else!0===i&&null===e.color&&(t.color=Cm(n.color));!0===i&&null===e.font&&(t.font=Cm(n.font)),Object.prototype.hasOwnProperty.call(e,\"selfReferenceSize\")&&(console.warn(\"The selfReferenceSize property has been deprecated. Please use selfReference property instead. The selfReference can be set like thise selfReference:{size:30, angle:Math.PI / 4}\"),t.selfReference.size=e.selfReferenceSize)}}]),t}(),uC=function(){function t(e,i,n){var o,r=this;Yd(this,t),this.body=e,this.images=i,this.groups=n,this.body.functions.createEdge=zn(o=this.create).call(o,this),this.edgesListeners={add:function(t,e){r.add(e.items)},update:function(t,e){r.update(e.items)},remove:function(t,e){r.remove(e.items)}},this.options={},this.defaultOptions={arrows:{to:{enabled:!1,scaleFactor:1,type:\"arrow\"},middle:{enabled:!1,scaleFactor:1,type:\"arrow\"},from:{enabled:!1,scaleFactor:1,type:\"arrow\"}},endPointOffset:{from:0,to:0},arrowStrikethrough:!0,color:{color:\"#848484\",highlight:\"#848484\",hover:\"#848484\",inherit:\"from\",opacity:1},dashes:!1,font:{color:\"#343434\",size:14,face:\"arial\",background:\"none\",strokeWidth:2,strokeColor:\"#ffffff\",align:\"horizontal\",multi:!1,vadjust:0,bold:{mod:\"bold\"},boldital:{mod:\"bold italic\"},ital:{mod:\"italic\"},mono:{mod:\"\",size:15,face:\"courier new\",vadjust:2}},hidden:!1,hoverWidth:1.5,label:void 0,labelHighlightBold:!0,length:void 0,physics:!0,scaling:{min:1,max:15,label:{enabled:!0,min:14,max:30,maxVisible:30,drawThreshold:5},customScalingFunction:function(t,e,i,n){if(e===t)return.5;var o=1/(e-t);return Math.max(0,(n-t)*o)}},selectionWidth:1.5,selfReference:{size:20,angle:Math.PI/4,renderBehindTheNode:!0},shadow:{enabled:!1,color:\"rgba(0,0,0,0.5)\",size:10,x:5,y:5},background:{enabled:!1,color:\"rgba(111,111,111,1)\",size:10,dashes:!1},smooth:{enabled:!0,type:\"dynamic\",forceDirection:\"none\",roundness:.5},title:void 0,width:1,value:void 0},nm(this.options,this.defaultOptions),this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t,e,i=this;this.body.emitter.on(\"_forceDisableDynamicCurves\",(function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];\"dynamic\"===t&&(t=\"continuous\");var n=!1;for(var o in i.body.edges)if(Object.prototype.hasOwnProperty.call(i.body.edges,o)){var r=i.body.edges[o],s=i.body.data.edges.get(o);if(null!=s){var a=s.smooth;void 0!==a&&!0===a.enabled&&\"dynamic\"===a.type&&(void 0===t?r.setOptions({smooth:!1}):r.setOptions({smooth:{type:t}}),n=!0)}}!0===e&&!0===n&&i.body.emitter.emit(\"_dataChanged\")})),this.body.emitter.on(\"_dataUpdated\",(function(){i.reconnectEdges()})),this.body.emitter.on(\"refreshEdges\",zn(t=this.refresh).call(t,this)),this.body.emitter.on(\"refresh\",zn(e=this.refresh).call(e,this)),this.body.emitter.on(\"destroy\",(function(){hm(i.edgesListeners,(function(t,e){i.body.data.edges&&i.body.data.edges.off(e,t)})),delete i.body.functions.createEdge,delete i.edgesListeners.add,delete i.edgesListeners.update,delete i.edgesListeners.remove,delete i.edgesListeners}))}},{key:\"setOptions\",value:function(t){if(void 0!==t){cC.parseOptions(this.options,t,!0,this.defaultOptions,!0);var e=!1;if(void 0!==t.smooth)for(var i in this.body.edges)Object.prototype.hasOwnProperty.call(this.body.edges,i)&&(e=this.body.edges[i].updateEdgeType()||e);if(void 0!==t.font)for(var n in this.body.edges)Object.prototype.hasOwnProperty.call(this.body.edges,n)&&this.body.edges[n].updateLabelModule();void 0===t.hidden&&void 0===t.physics&&!0!==e||this.body.emitter.emit(\"_dataChanged\")}}},{key:\"setData\",value:function(t){var e=this,i=arguments.length>1&&void 0!==arguments[1]&&arguments[1],n=this.body.data.edges;if(Qx(\"id\",t))this.body.data.edges=t;else if(lu(t))this.body.data.edges=new Kx,this.body.data.edges.add(t);else{if(t)throw new TypeError(\"Array or DataSet expected\");this.body.data.edges=new Kx}if(n&&hm(this.edgesListeners,(function(t,e){n.off(e,t)})),this.body.edges={},this.body.data.edges){hm(this.edgesListeners,(function(t,i){e.body.data.edges.on(i,t)}));var o=this.body.data.edges.getIds();this.add(o,!0)}this.body.emitter.emit(\"_adjustEdgesForHierarchicalLayout\"),!1===i&&this.body.emitter.emit(\"_dataChanged\")}},{key:\"add\",value:function(t){for(var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1],i=this.body.edges,n=this.body.data.edges,o=0;o<t.length;o++){var r=t[o],s=i[r];s&&s.disconnect();var a=n.get(r,{showInternalIds:!0});i[r]=this.create(a)}this.body.emitter.emit(\"_adjustEdgesForHierarchicalLayout\"),!1===e&&this.body.emitter.emit(\"_dataChanged\")}},{key:\"update\",value:function(t){for(var e=this.body.edges,i=this.body.data.edges,n=!1,o=0;o<t.length;o++){var r=t[o],s=i.get(r),a=e[r];void 0!==a?(a.disconnect(),n=a.setOptions(s)||n,a.connect()):(this.body.edges[r]=this.create(s),n=!0)}!0===n?(this.body.emitter.emit(\"_adjustEdgesForHierarchicalLayout\"),this.body.emitter.emit(\"_dataChanged\")):this.body.emitter.emit(\"_dataUpdated\")}},{key:\"remove\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];if(0!==t.length){var i=this.body.edges;hm(t,(function(t){var e=i[t];void 0!==e&&e.remove()})),e&&this.body.emitter.emit(\"_dataChanged\")}}},{key:\"refresh\",value:function(){var t=this;hm(this.body.edges,(function(e,i){var n=t.body.data.edges.get(i);void 0!==n&&e.setOptions(n)}))}},{key:\"create\",value:function(t){return new cC(t,this.body,this.images,this.options,this.defaultOptions)}},{key:\"reconnectEdges\",value:function(){var t,e=this.body.nodes,i=this.body.edges;for(t in e)Object.prototype.hasOwnProperty.call(e,t)&&(e[t].edges=[]);for(t in i)if(Object.prototype.hasOwnProperty.call(i,t)){var n=i[t];n.from=null,n.to=null,n.connect()}}},{key:\"getConnectedNodes\",value:function(t){var e=[];if(void 0!==this.body.edges[t]){var i=this.body.edges[t];void 0!==i.fromId&&e.push(i.fromId),void 0!==i.toId&&e.push(i.toId)}return e}},{key:\"_updateState\",value:function(){this._addMissingEdges(),this._removeInvalidEdges()}},{key:\"_removeInvalidEdges\",value:function(){var t=this,e=[];hm(this.body.edges,(function(i,n){var o=t.body.nodes[i.toId],r=t.body.nodes[i.fromId];void 0!==o&&!0===o.isCluster||void 0!==r&&!0===r.isCluster||void 0!==o&&void 0!==r||e.push(n)})),this.remove(e,!1)}},{key:\"_addMissingEdges\",value:function(){var t=this.body.data.edges;if(null!=t){var e=this.body.edges,i=[];Fu(t).call(t,(function(t,n){void 0===e[n]&&i.push(n)})),this.add(i,!0)}}}]),t}(),fC=function(){function t(e,i,n){Yd(this,t),this.body=e,this.physicsBody=i,this.barnesHutTree,this.setOptions(n),this._rng=jy(\"BARNES HUT SOLVER\")}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t,this.thetaInversed=1/this.options.theta,this.overlapAvoidanceFactor=1-Math.max(0,Math.min(1,this.options.avoidOverlap))}},{key:\"solve\",value:function(){if(0!==this.options.gravitationalConstant&&this.physicsBody.physicsNodeIndices.length>0){var t,e=this.body.nodes,i=this.physicsBody.physicsNodeIndices,n=i.length,o=this._formBarnesHutTree(e,i);this.barnesHutTree=o;for(var r=0;r<n;r++)(t=e[i[r]]).options.mass>0&&this._getForceContributions(o.root,t)}}},{key:\"_getForceContributions\",value:function(t,e){this._getForceContribution(t.children.NW,e),this._getForceContribution(t.children.NE,e),this._getForceContribution(t.children.SW,e),this._getForceContribution(t.children.SE,e)}},{key:\"_getForceContribution\",value:function(t,e){if(t.childrenCount>0){var i=t.centerOfMass.x-e.x,n=t.centerOfMass.y-e.y,o=Math.sqrt(i*i+n*n);o*t.calcSize>this.thetaInversed?this._calculateForces(o,i,n,e,t):4===t.childrenCount?this._getForceContributions(t,e):t.children.data.id!=e.id&&this._calculateForces(o,i,n,e,t)}}},{key:\"_calculateForces\",value:function(t,e,i,n,o){0===t&&(e=t=.1),this.overlapAvoidanceFactor<1&&n.shape.radius&&(t=Math.max(.1+this.overlapAvoidanceFactor*n.shape.radius,t-n.shape.radius));var r=this.options.gravitationalConstant*o.mass*n.options.mass/Math.pow(t,3),s=e*r,a=i*r;this.physicsBody.forces[n.id].x+=s,this.physicsBody.forces[n.id].y+=a}},{key:\"_formBarnesHutTree\",value:function(t,e){for(var i,n=e.length,o=t[e[0]].x,r=t[e[0]].y,s=t[e[0]].x,a=t[e[0]].y,h=1;h<n;h++){var l=t[e[h]],d=l.x,c=l.y;l.options.mass>0&&(d<o&&(o=d),d>s&&(s=d),c<r&&(r=c),c>a&&(a=c))}var u=Math.abs(s-o)-Math.abs(a-r);u>0?(r-=.5*u,a+=.5*u):(o+=.5*u,s-=.5*u);var f=Math.max(1e-5,Math.abs(s-o)),p=.5*f,v=.5*(o+s),g=.5*(r+a),y={root:{centerOfMass:{x:0,y:0},mass:0,range:{minX:v-p,maxX:v+p,minY:g-p,maxY:g+p},size:f,calcSize:1/f,children:{data:null},maxWidth:0,level:0,childrenCount:4}};this._splitBranch(y.root);for(var m=0;m<n;m++)(i=t[e[m]]).options.mass>0&&this._placeInTree(y.root,i);return y}},{key:\"_updateBranchMass\",value:function(t,e){var i=t.centerOfMass,n=t.mass+e.options.mass,o=1/n;i.x=i.x*t.mass+e.x*e.options.mass,i.x*=o,i.y=i.y*t.mass+e.y*e.options.mass,i.y*=o,t.mass=n;var r=Math.max(Math.max(e.height,e.radius),e.width);t.maxWidth=t.maxWidth<r?r:t.maxWidth}},{key:\"_placeInTree\",value:function(t,e,i){1==i&&void 0!==i||this._updateBranchMass(t,e);var n,o=t.children.NW.range;n=o.maxX>e.x?o.maxY>e.y?\"NW\":\"SW\":o.maxY>e.y?\"NE\":\"SE\",this._placeInRegion(t,e,n)}},{key:\"_placeInRegion\",value:function(t,e,i){var n=t.children[i];switch(n.childrenCount){case 0:n.children.data=e,n.childrenCount=1,this._updateBranchMass(n,e);break;case 1:n.children.data.x===e.x&&n.children.data.y===e.y?(e.x+=this._rng(),e.y+=this._rng()):(this._splitBranch(n),this._placeInTree(n,e));break;case 4:this._placeInTree(n,e)}}},{key:\"_splitBranch\",value:function(t){var e=null;1===t.childrenCount&&(e=t.children.data,t.mass=0,t.centerOfMass.x=0,t.centerOfMass.y=0),t.childrenCount=4,t.children.data=null,this._insertRegion(t,\"NW\"),this._insertRegion(t,\"NE\"),this._insertRegion(t,\"SW\"),this._insertRegion(t,\"SE\"),null!=e&&this._placeInTree(t,e)}},{key:\"_insertRegion\",value:function(t,e){var i,n,o,r,s=.5*t.size;switch(e){case\"NW\":i=t.range.minX,n=t.range.minX+s,o=t.range.minY,r=t.range.minY+s;break;case\"NE\":i=t.range.minX+s,n=t.range.maxX,o=t.range.minY,r=t.range.minY+s;break;case\"SW\":i=t.range.minX,n=t.range.minX+s,o=t.range.minY+s,r=t.range.maxY;break;case\"SE\":i=t.range.minX+s,n=t.range.maxX,o=t.range.minY+s,r=t.range.maxY}t.children[e]={centerOfMass:{x:0,y:0},mass:0,range:{minX:i,maxX:n,minY:o,maxY:r},size:.5*t.size,calcSize:2*t.calcSize,children:{data:null},maxWidth:0,level:t.level+1,childrenCount:0}}},{key:\"_debug\",value:function(t,e){void 0!==this.barnesHutTree&&(t.lineWidth=1,this._drawBranch(this.barnesHutTree.root,t,e))}},{key:\"_drawBranch\",value:function(t,e,i){void 0===i&&(i=\"#FF0000\"),4===t.childrenCount&&(this._drawBranch(t.children.NW,e),this._drawBranch(t.children.NE,e),this._drawBranch(t.children.SE,e),this._drawBranch(t.children.SW,e)),e.strokeStyle=i,e.beginPath(),e.moveTo(t.range.minX,t.range.minY),e.lineTo(t.range.maxX,t.range.minY),e.stroke(),e.beginPath(),e.moveTo(t.range.maxX,t.range.minY),e.lineTo(t.range.maxX,t.range.maxY),e.stroke(),e.beginPath(),e.moveTo(t.range.maxX,t.range.maxY),e.lineTo(t.range.minX,t.range.maxY),e.stroke(),e.beginPath(),e.moveTo(t.range.minX,t.range.maxY),e.lineTo(t.range.minX,t.range.minY),e.stroke()}}]),t}(),pC=function(){function t(e,i,n){Yd(this,t),this._rng=jy(\"REPULSION SOLVER\"),this.body=e,this.physicsBody=i,this.setOptions(n)}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t}},{key:\"solve\",value:function(){for(var t,e,i,n,o,r,s,a,h=this.body.nodes,l=this.physicsBody.physicsNodeIndices,d=this.physicsBody.forces,c=this.options.nodeDistance,u=-2/3/c,f=0;f<l.length-1;f++){s=h[l[f]];for(var p=f+1;p<l.length;p++)t=(a=h[l[p]]).x-s.x,e=a.y-s.y,0===(i=Math.sqrt(t*t+e*e))&&(t=i=.1*this._rng()),i<2*c&&(r=i<.5*c?1:u*i+1.3333333333333333,n=t*(r/=i),o=e*r,d[s.id].x-=n,d[s.id].y-=o,d[a.id].x+=n,d[a.id].y+=o)}}}]),t}(),vC=function(){function t(e,i,n){Yd(this,t),this.body=e,this.physicsBody=i,this.setOptions(n)}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t,this.overlapAvoidanceFactor=Math.max(0,Math.min(1,this.options.avoidOverlap||0))}},{key:\"solve\",value:function(){for(var t=this.body.nodes,e=this.physicsBody.physicsNodeIndices,i=this.physicsBody.forces,n=this.options.nodeDistance,o=0;o<e.length-1;o++)for(var r=t[e[o]],s=o+1;s<e.length;s++){var a=t[e[s]];if(r.level===a.level){var h=n+this.overlapAvoidanceFactor*((r.shape.radius||0)/2+(a.shape.radius||0)/2),l=a.x-r.x,d=a.y-r.y,c=Math.sqrt(l*l+d*d),u=void 0;u=c<h?-Math.pow(.05*c,2)+Math.pow(.05*h,2):0,0!==c&&(u/=c);var f=l*u,p=d*u;i[r.id].x-=f,i[r.id].y-=p,i[a.id].x+=f,i[a.id].y+=p}}}}]),t}(),gC=function(){function t(e,i,n){Yd(this,t),this.body=e,this.physicsBody=i,this.setOptions(n)}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t}},{key:\"solve\",value:function(){for(var t,e,i,n,o,r=this.physicsBody.physicsEdgeIndices,s=this.body.edges,a=0;a<r.length;a++)!0===(e=s[r[a]]).connected&&e.toId!==e.fromId&&void 0!==this.body.nodes[e.toId]&&void 0!==this.body.nodes[e.fromId]&&(void 0!==e.edgeType.via?(t=void 0===e.options.length?this.options.springLength:e.options.length,i=e.to,n=e.edgeType.via,o=e.from,this._calculateSpringForce(i,n,.5*t),this._calculateSpringForce(n,o,.5*t)):(t=void 0===e.options.length?1.5*this.options.springLength:e.options.length,this._calculateSpringForce(e.from,e.to,t)))}},{key:\"_calculateSpringForce\",value:function(t,e,i){var n=t.x-e.x,o=t.y-e.y,r=Math.max(Math.sqrt(n*n+o*o),.01),s=this.options.springConstant*(i-r)/r,a=n*s,h=o*s;void 0!==this.physicsBody.forces[t.id]&&(this.physicsBody.forces[t.id].x+=a,this.physicsBody.forces[t.id].y+=h),void 0!==this.physicsBody.forces[e.id]&&(this.physicsBody.forces[e.id].x-=a,this.physicsBody.forces[e.id].y-=h)}}]),t}(),yC=function(){function t(e,i,n){Yd(this,t),this.body=e,this.physicsBody=i,this.setOptions(n)}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t}},{key:\"solve\",value:function(){for(var t,e,i,n,o,r,s,a,h,l,d=this.body.edges,c=.5,u=this.physicsBody.physicsEdgeIndices,f=this.physicsBody.physicsNodeIndices,p=this.physicsBody.forces,v=0;v<f.length;v++){var g=f[v];p[g].springFx=0,p[g].springFy=0}for(var y=0;y<u.length;y++)!0===(e=d[u[y]]).connected&&(t=void 0===e.options.length?this.options.springLength:e.options.length,i=e.from.x-e.to.x,n=e.from.y-e.to.y,a=0===(a=Math.sqrt(i*i+n*n))?.01:a,o=i*(s=this.options.springConstant*(t-a)/a),r=n*s,e.to.level!=e.from.level?(void 0!==p[e.toId]&&(p[e.toId].springFx-=o,p[e.toId].springFy-=r),void 0!==p[e.fromId]&&(p[e.fromId].springFx+=o,p[e.fromId].springFy+=r)):(void 0!==p[e.toId]&&(p[e.toId].x-=c*o,p[e.toId].y-=c*r),void 0!==p[e.fromId]&&(p[e.fromId].x+=c*o,p[e.fromId].y+=c*r)));s=1;for(var m=0;m<f.length;m++){var b=f[m];h=Math.min(s,Math.max(-s,p[b].springFx)),l=Math.min(s,Math.max(-s,p[b].springFy)),p[b].x+=h,p[b].y+=l}for(var w=0,k=0,_=0;_<f.length;_++){var x=f[_];w+=p[x].x,k+=p[x].y}for(var E=w/f.length,O=k/f.length,C=0;C<f.length;C++){var S=f[C];p[S].x-=E,p[S].y-=O}}}]),t}(),mC=function(){function t(e,i,n){Yd(this,t),this.body=e,this.physicsBody=i,this.setOptions(n)}return Kd(t,[{key:\"setOptions\",value:function(t){this.options=t}},{key:\"solve\",value:function(){for(var t,e,i,n,o=this.body.nodes,r=this.physicsBody.physicsNodeIndices,s=this.physicsBody.forces,a=0;a<r.length;a++){t=-(n=o[r[a]]).x,e=-n.y,i=Math.sqrt(t*t+e*e),this._calculateForces(i,t,e,s,n)}}},{key:\"_calculateForces\",value:function(t,e,i,n,o){var r=0===t?0:this.options.centralGravity/t;n[o.id].x=e*r,n[o.id].y=i*r}}]),t}();function bC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var wC=function(t){zk(i,t);var e=bC(i);function i(t,n,o){var r;return Yd(this,i),(r=e.call(this,t,n,o))._rng=jy(\"FORCE ATLAS 2 BASED REPULSION SOLVER\"),r}return Kd(i,[{key:\"_calculateForces\",value:function(t,e,i,n,o){0===t&&(e=t=.1*this._rng()),this.overlapAvoidanceFactor<1&&n.shape.radius&&(t=Math.max(.1+this.overlapAvoidanceFactor*n.shape.radius,t-n.shape.radius));var r=n.edges.length+1,s=this.options.gravitationalConstant*o.mass*n.options.mass*r/Math.pow(t,2),a=e*s,h=i*s;this.physicsBody.forces[n.id].x+=a,this.physicsBody.forces[n.id].y+=h}}]),i}(fC);function kC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var _C=function(t){zk(i,t);var e=kC(i);function i(t,n,o){return Yd(this,i),e.call(this,t,n,o)}return Kd(i,[{key:\"_calculateForces\",value:function(t,e,i,n,o){if(t>0){var r=o.edges.length+1,s=this.options.centralGravity*r*o.options.mass;n[o.id].x=e*s,n[o.id].y=i*s}}}]),i}(mC),xC=function(){function t(e){Yd(this,t),this.body=e,this.physicsBody={physicsNodeIndices:[],physicsEdgeIndices:[],forces:{},velocities:{}},this.physicsEnabled=!0,this.simulationInterval=1e3/60,this.requiresTimeout=!0,this.previousStates={},this.referenceState={},this.freezeCache={},this.renderTimer=void 0,this.adaptiveTimestep=!1,this.adaptiveTimestepEnabled=!1,this.adaptiveCounter=0,this.adaptiveInterval=3,this.stabilized=!1,this.startedStabilization=!1,this.stabilizationIterations=0,this.ready=!1,this.options={},this.defaultOptions={enabled:!0,barnesHut:{theta:.5,gravitationalConstant:-2e3,centralGravity:.3,springLength:95,springConstant:.04,damping:.09,avoidOverlap:0},forceAtlas2Based:{theta:.5,gravitationalConstant:-50,centralGravity:.01,springConstant:.08,springLength:100,damping:.4,avoidOverlap:0},repulsion:{centralGravity:.2,springLength:200,springConstant:.05,nodeDistance:100,damping:.09,avoidOverlap:0},hierarchicalRepulsion:{centralGravity:0,springLength:100,springConstant:.01,nodeDistance:120,damping:.09},maxVelocity:50,minVelocity:.75,solver:\"barnesHut\",stabilization:{enabled:!0,iterations:1e3,updateInterval:50,onlyDynamicEdges:!1,fit:!0},timestep:.5,adaptiveTimestep:!0,wind:{x:0,y:0}},un(this.options,this.defaultOptions),this.timestep=.5,this.layoutFailed=!1,this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t=this;this.body.emitter.on(\"initPhysics\",(function(){t.initPhysics()})),this.body.emitter.on(\"_layoutFailed\",(function(){t.layoutFailed=!0})),this.body.emitter.on(\"resetPhysics\",(function(){t.stopSimulation(),t.ready=!1})),this.body.emitter.on(\"disablePhysics\",(function(){t.physicsEnabled=!1,t.stopSimulation()})),this.body.emitter.on(\"restorePhysics\",(function(){t.setOptions(t.options),!0===t.ready&&t.startSimulation()})),this.body.emitter.on(\"startSimulation\",(function(){!0===t.ready&&t.startSimulation()})),this.body.emitter.on(\"stopSimulation\",(function(){t.stopSimulation()})),this.body.emitter.on(\"destroy\",(function(){t.stopSimulation(!1),t.body.emitter.off()})),this.body.emitter.on(\"_dataChanged\",(function(){t.updatePhysicsData()}))}},{key:\"setOptions\",value:function(t){if(void 0!==t)if(!1===t)this.options.enabled=!1,this.physicsEnabled=!1,this.stopSimulation();else if(!0===t)this.options.enabled=!0,this.physicsEnabled=!0,this.startSimulation();else{this.physicsEnabled=!0,im([\"stabilization\"],this.options,t),Sm(this.options,t,\"stabilization\"),void 0===t.enabled&&(this.options.enabled=!0),!1===this.options.enabled&&(this.physicsEnabled=!1,this.stopSimulation());var e=this.options.wind;e&&((\"number\"!=typeof e.x||ek(e.x))&&(e.x=0),(\"number\"!=typeof e.y||ek(e.y))&&(e.y=0)),this.timestep=this.options.timestep}this.init()}},{key:\"init\",value:function(){var t;\"forceAtlas2Based\"===this.options.solver?(t=this.options.forceAtlas2Based,this.nodesSolver=new wC(this.body,this.physicsBody,t),this.edgesSolver=new gC(this.body,this.physicsBody,t),this.gravitySolver=new _C(this.body,this.physicsBody,t)):\"repulsion\"===this.options.solver?(t=this.options.repulsion,this.nodesSolver=new pC(this.body,this.physicsBody,t),this.edgesSolver=new gC(this.body,this.physicsBody,t),this.gravitySolver=new mC(this.body,this.physicsBody,t)):\"hierarchicalRepulsion\"===this.options.solver?(t=this.options.hierarchicalRepulsion,this.nodesSolver=new vC(this.body,this.physicsBody,t),this.edgesSolver=new yC(this.body,this.physicsBody,t),this.gravitySolver=new mC(this.body,this.physicsBody,t)):(t=this.options.barnesHut,this.nodesSolver=new fC(this.body,this.physicsBody,t),this.edgesSolver=new gC(this.body,this.physicsBody,t),this.gravitySolver=new mC(this.body,this.physicsBody,t)),this.modelOptions=t}},{key:\"initPhysics\",value:function(){!0===this.physicsEnabled&&!0===this.options.enabled?!0===this.options.stabilization.enabled?this.stabilize():(this.stabilized=!1,this.ready=!0,this.body.emitter.emit(\"fit\",{},this.layoutFailed),this.startSimulation()):(this.ready=!0,this.body.emitter.emit(\"fit\"))}},{key:\"startSimulation\",value:function(){var t;!0===this.physicsEnabled&&!0===this.options.enabled?(this.stabilized=!1,this.adaptiveTimestep=!1,this.body.emitter.emit(\"_resizeNodes\"),void 0===this.viewFunction&&(this.viewFunction=zn(t=this.simulationStep).call(t,this),this.body.emitter.on(\"initRedraw\",this.viewFunction),this.body.emitter.emit(\"_startRendering\"))):this.body.emitter.emit(\"_redraw\")}},{key:\"stopSimulation\",value:function(){var t=!(arguments.length>0&&void 0!==arguments[0])||arguments[0];this.stabilized=!0,!0===t&&this._emitStabilized(),void 0!==this.viewFunction&&(this.body.emitter.off(\"initRedraw\",this.viewFunction),this.viewFunction=void 0,!0===t&&this.body.emitter.emit(\"_stopRendering\"))}},{key:\"simulationStep\",value:function(){var t=Eu();this.physicsTick(),(Eu()-t<.4*this.simulationInterval||!0===this.runDoubleSpeed)&&!1===this.stabilized&&(this.physicsTick(),this.runDoubleSpeed=!0),!0===this.stabilized&&this.stopSimulation()}},{key:\"_emitStabilized\",value:function(){var t=this,e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.stabilizationIterations;(this.stabilizationIterations>1||!0===this.startedStabilization)&&Sv((function(){t.body.emitter.emit(\"stabilized\",{iterations:e}),t.startedStabilization=!1,t.stabilizationIterations=0}),0)}},{key:\"physicsStep\",value:function(){this.gravitySolver.solve(),this.nodesSolver.solve(),this.edgesSolver.solve(),this.moveNodes()}},{key:\"adjustTimeStep\",value:function(){!0===this._evaluateStepQuality()?this.timestep=1.2*this.timestep:this.timestep/1.2<this.options.timestep?this.timestep=this.options.timestep:(this.adaptiveCounter=-1,this.timestep=Math.max(this.options.timestep,this.timestep/1.2))}},{key:\"physicsTick\",value:function(){if(this._startStabilizing(),!0!==this.stabilized){if(!0===this.adaptiveTimestep&&!0===this.adaptiveTimestepEnabled)this.adaptiveCounter%this.adaptiveInterval==0?(this.timestep=2*this.timestep,this.physicsStep(),this.revert(),this.timestep=.5*this.timestep,this.physicsStep(),this.physicsStep(),this.adjustTimeStep()):this.physicsStep(),this.adaptiveCounter+=1;else this.timestep=this.options.timestep,this.physicsStep();!0===this.stabilized&&this.revert(),this.stabilizationIterations++}}},{key:\"updatePhysicsData\",value:function(){this.physicsBody.forces={},this.physicsBody.physicsNodeIndices=[],this.physicsBody.physicsEdgeIndices=[];var t=this.body.nodes,e=this.body.edges;for(var i in t)Object.prototype.hasOwnProperty.call(t,i)&&!0===t[i].options.physics&&this.physicsBody.physicsNodeIndices.push(t[i].id);for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&!0===e[n].options.physics&&this.physicsBody.physicsEdgeIndices.push(e[n].id);for(var o=0;o<this.physicsBody.physicsNodeIndices.length;o++){var r=this.physicsBody.physicsNodeIndices[o];this.physicsBody.forces[r]={x:0,y:0},void 0===this.physicsBody.velocities[r]&&(this.physicsBody.velocities[r]={x:0,y:0})}for(var s in this.physicsBody.velocities)void 0===t[s]&&delete this.physicsBody.velocities[s]}},{key:\"revert\",value:function(){var t=bu(this.previousStates),e=this.body.nodes,i=this.physicsBody.velocities;this.referenceState={};for(var n=0;n<t.length;n++){var o=t[n];void 0!==e[o]?!0===e[o].options.physics&&(this.referenceState[o]={positions:{x:e[o].x,y:e[o].y}},i[o].x=this.previousStates[o].vx,i[o].y=this.previousStates[o].vy,e[o].x=this.previousStates[o].x,e[o].y=this.previousStates[o].y):delete this.previousStates[o]}}},{key:\"_evaluateStepQuality\",value:function(){var t,e,i=this.body.nodes,n=this.referenceState;for(var o in this.referenceState)if(Object.prototype.hasOwnProperty.call(this.referenceState,o)&&void 0!==i[o]&&(t=i[o].x-n[o].positions.x,e=i[o].y-n[o].positions.y,Math.sqrt(Math.pow(t,2)+Math.pow(e,2))>.3))return!1;return!0}},{key:\"moveNodes\",value:function(){for(var t=this.physicsBody.physicsNodeIndices,e=0,i=0,n=0;n<t.length;n++){var o=t[n],r=this._performStep(o);e=Math.max(e,r),i+=r}this.adaptiveTimestepEnabled=i/t.length<5,this.stabilized=e<this.options.minVelocity}},{key:\"calculateComponentVelocity\",value:function(t,e,i){t+=(e-this.modelOptions.damping*t)/i*this.timestep;var n=this.options.maxVelocity||1e9;return Math.abs(t)>n&&(t=t>0?n:-n),t}},{key:\"_performStep\",value:function(t){var e=this.body.nodes[t],i=this.physicsBody.forces[t];this.options.wind&&(i.x+=this.options.wind.x,i.y+=this.options.wind.y);var n=this.physicsBody.velocities[t];return this.previousStates[t]={x:e.x,y:e.y,vx:n.x,vy:n.y},!1===e.options.fixed.x?(n.x=this.calculateComponentVelocity(n.x,i.x,e.options.mass),e.x+=n.x*this.timestep):(i.x=0,n.x=0),!1===e.options.fixed.y?(n.y=this.calculateComponentVelocity(n.y,i.y,e.options.mass),e.y+=n.y*this.timestep):(i.y=0,n.y=0),Math.sqrt(Math.pow(n.x,2)+Math.pow(n.y,2))}},{key:\"_freezeNodes\",value:function(){var t=this.body.nodes;for(var e in t)if(Object.prototype.hasOwnProperty.call(t,e)&&t[e].x&&t[e].y){var i=t[e].options.fixed;this.freezeCache[e]={x:i.x,y:i.y},i.x=!0,i.y=!0}}},{key:\"_restoreFrozenNodes\",value:function(){var t=this.body.nodes;for(var e in t)Object.prototype.hasOwnProperty.call(t,e)&&void 0!==this.freezeCache[e]&&(t[e].options.fixed.x=this.freezeCache[e].x,t[e].options.fixed.y=this.freezeCache[e].y);this.freezeCache={}}},{key:\"stabilize\",value:function(){var t=this,e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.options.stabilization.iterations;\"number\"!=typeof e&&(e=this.options.stabilization.iterations,console.error(\"The stabilize method needs a numeric amount of iterations. Switching to default: \",e)),0!==this.physicsBody.physicsNodeIndices.length?(this.adaptiveTimestep=this.options.adaptiveTimestep,this.body.emitter.emit(\"_resizeNodes\"),this.stopSimulation(),this.stabilized=!1,this.body.emitter.emit(\"_blockRedraw\"),this.targetIterations=e,!0===this.options.stabilization.onlyDynamicEdges&&this._freezeNodes(),this.stabilizationIterations=0,Sv((function(){return t._stabilizationBatch()}),0)):this.ready=!0}},{key:\"_startStabilizing\",value:function(){return!0!==this.startedStabilization&&(this.body.emitter.emit(\"startStabilizing\"),this.startedStabilization=!0,!0)}},{key:\"_stabilizationBatch\",value:function(){var t=this,e=function(){return!1===t.stabilized&&t.stabilizationIterations<t.targetIterations},i=function(){t.body.emitter.emit(\"stabilizationProgress\",{iterations:t.stabilizationIterations,total:t.targetIterations})};this._startStabilizing()&&i();for(var n,o=0;e()&&o<this.options.stabilization.updateInterval;)this.physicsTick(),o++;(i(),e())?Sv(zn(n=this._stabilizationBatch).call(n,this),0):this._finalizeStabilization()}},{key:\"_finalizeStabilization\",value:function(){this.body.emitter.emit(\"_allowRedraw\"),!0===this.options.stabilization.fit&&this.body.emitter.emit(\"fit\"),!0===this.options.stabilization.onlyDynamicEdges&&this._restoreFrozenNodes(),this.body.emitter.emit(\"stabilizationIterationsDone\"),this.body.emitter.emit(\"_requestRedraw\"),!0===this.stabilized?this._emitStabilized():this.startSimulation(),this.ready=!0}},{key:\"_drawForces\",value:function(t){for(var e=0;e<this.physicsBody.physicsNodeIndices.length;e++){var i=this.physicsBody.physicsNodeIndices[e],n=this.body.nodes[i],o=this.physicsBody.forces[i],r=Math.sqrt(Math.pow(o.x,2)+Math.pow(o.x,2)),s=Math.min(Math.max(5,r),15),a=3*s,h=km((180-180*Math.min(1,Math.max(0,.03*r)))/360,1,1),l={x:n.x+20*o.x,y:n.y+20*o.y};t.lineWidth=s,t.strokeStyle=h,t.beginPath(),t.moveTo(n.x,n.y),t.lineTo(l.x,l.y),t.stroke();var d=Math.atan2(o.y,o.x);t.fillStyle=h,XO.draw(t,{type:\"arrow\",point:l,angle:d,length:a}),jv(t).call(t)}}}]),t}(),EC=function(){function t(){Yd(this,t)}return Kd(t,null,[{key:\"getRange\",value:function(t){var e,i=arguments.length>1&&void 0!==arguments[1]?arguments[1]:[],n=1e9,o=-1e9,r=1e9,s=-1e9;if(i.length>0)for(var a=0;a<i.length;a++)r>(e=t[i[a]]).shape.boundingBox.left&&(r=e.shape.boundingBox.left),s<e.shape.boundingBox.right&&(s=e.shape.boundingBox.right),n>e.shape.boundingBox.top&&(n=e.shape.boundingBox.top),o<e.shape.boundingBox.bottom&&(o=e.shape.boundingBox.bottom);return 1e9===r&&-1e9===s&&1e9===n&&-1e9===o&&(n=0,o=0,r=0,s=0),{minX:r,maxX:s,minY:n,maxY:o}}},{key:\"getRangeCore\",value:function(t){var e,i=arguments.length>1&&void 0!==arguments[1]?arguments[1]:[],n=1e9,o=-1e9,r=1e9,s=-1e9;if(i.length>0)for(var a=0;a<i.length;a++)r>(e=t[i[a]]).x&&(r=e.x),s<e.x&&(s=e.x),n>e.y&&(n=e.y),o<e.y&&(o=e.y);return 1e9===r&&-1e9===s&&1e9===n&&-1e9===o&&(n=0,o=0,r=0,s=0),{minX:r,maxX:s,minY:n,maxY:o}}},{key:\"findCenter\",value:function(t){return{x:.5*(t.maxX+t.minX),y:.5*(t.maxY+t.minY)}}},{key:\"cloneOptions\",value:function(t,e){var i={};return void 0===e||\"node\"===e?(nm(i,t.options,!0),i.x=t.x,i.y=t.y,i.amountOfConnections=t.edges.length):nm(i,t.options,!0),i}}]),t}();function OC(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var CC=function(t){zk(i,t);var e=OC(i);function i(t,n,o,r,s,a){var h;return Yd(this,i),(h=e.call(this,t,n,o,r,s,a)).isCluster=!0,h.containedNodes={},h.containedEdges={},h}return Kd(i,[{key:\"_openChildCluster\",value:function(t){var e=this,i=this.body.nodes[t];if(void 0===this.containedNodes[t])throw new Error(\"node with id: \"+t+\" not in current cluster\");if(!i.isCluster)throw new Error(\"node with id: \"+t+\" is not a cluster\");delete this.containedNodes[t],hm(i.edges,(function(t){delete e.containedEdges[t.id]})),hm(i.containedNodes,(function(t,i){e.containedNodes[i]=t})),i.containedNodes={},hm(i.containedEdges,(function(t,i){e.containedEdges[i]=t})),i.containedEdges={},hm(i.edges,(function(t){hm(e.edges,(function(i){var n,o,r=Fp(n=i.clusteringEdgeReplacingIds).call(n,t.id);-1!==r&&(hm(t.clusteringEdgeReplacingIds,(function(t){i.clusteringEdgeReplacingIds.push(t),e.body.edges[t].edgeReplacedById=i.id})),ff(o=i.clusteringEdgeReplacingIds).call(o,r,1))}))})),i.edges=[]}}]),i}(fO),SC=function(){function t(e){var i=this;Yd(this,t),this.body=e,this.clusteredNodes={},this.clusteredEdges={},this.options={},this.defaultOptions={},un(this.options,this.defaultOptions),this.body.emitter.on(\"_resetData\",(function(){i.clusteredNodes={},i.clusteredEdges={}}))}return Kd(t,[{key:\"clusterByHubsize\",value:function(t,e){void 0===t?t=this._getHubSize():\"object\"===Qc(t)&&(e=this._checkOptions(t),t=this._getHubSize());for(var i=[],n=0;n<this.body.nodeIndices.length;n++){var o=this.body.nodes[this.body.nodeIndices[n]];o.edges.length>=t&&i.push(o.id)}for(var r=0;r<i.length;r++)this.clusterByConnection(i[r],e,!0);this.body.emitter.emit(\"_dataChanged\")}},{key:\"cluster\",value:function(){var t=this,e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{},i=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];if(void 0===e.joinCondition)throw new Error(\"Cannot call clusterByNodeData without a joinCondition function in the options.\");e=this._checkOptions(e);var n={},o={};hm(this.body.nodes,(function(i,r){i.options&&!0===e.joinCondition(i.options)&&(n[r]=i,hm(i.edges,(function(e){void 0===t.clusteredEdges[e.id]&&(o[e.id]=e)})))})),this._cluster(n,o,e,i)}},{key:\"clusterByEdgeCount\",value:function(t,e){var i=this,n=!(arguments.length>2&&void 0!==arguments[2])||arguments[2];e=this._checkOptions(e);for(var o,r,s,a=[],h={},l=function(n){var l={},d={},c=i.body.nodeIndices[n],u=i.body.nodes[c];if(void 0===h[c]){s=0,r=[];for(var f=0;f<u.edges.length;f++)o=u.edges[f],void 0===i.clusteredEdges[o.id]&&(o.toId!==o.fromId&&s++,r.push(o));if(s===t){for(var p=function(t){if(void 0===e.joinCondition||null===e.joinCondition)return!0;var i=EC.cloneOptions(t);return e.joinCondition(i)},v=!0,g=0;g<r.length;g++){o=r[g];var y=i._getConnectedId(o,c);if(!p(u)){v=!1;break}d[o.id]=o,l[c]=u,l[y]=i.body.nodes[y],h[c]=!0}if(bu(l).length>0&&bu(d).length>0&&!0===v){var m=function(){for(var t=0;t<a.length;++t)for(var e in l)if(void 0!==a[t].nodes[e])return a[t]}();if(void 0!==m){for(var b in l)void 0===m.nodes[b]&&(m.nodes[b]=l[b]);for(var w in d)void 0===m.edges[w]&&(m.edges[w]=d[w])}else a.push({nodes:l,edges:d})}}}},d=0;d<this.body.nodeIndices.length;d++)l(d);for(var c=0;c<a.length;c++)this._cluster(a[c].nodes,a[c].edges,e,!1);!0===n&&this.body.emitter.emit(\"_dataChanged\")}},{key:\"clusterOutliers\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];this.clusterByEdgeCount(1,t,e)}},{key:\"clusterBridges\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];this.clusterByEdgeCount(2,t,e)}},{key:\"clusterByConnection\",value:function(t,e){var i,n=!(arguments.length>2&&void 0!==arguments[2])||arguments[2];if(void 0===t)throw new Error(\"No nodeId supplied to clusterByConnection!\");if(void 0===this.body.nodes[t])throw new Error(\"The nodeId given to clusterByConnection does not exist!\");var o=this.body.nodes[t];void 0===(e=this._checkOptions(e,o)).clusterNodeProperties.x&&(e.clusterNodeProperties.x=o.x),void 0===e.clusterNodeProperties.y&&(e.clusterNodeProperties.y=o.y),void 0===e.clusterNodeProperties.fixed&&(e.clusterNodeProperties.fixed={},e.clusterNodeProperties.fixed.x=o.options.fixed.x,e.clusterNodeProperties.fixed.y=o.options.fixed.y);var r={},s={},a=o.id,h=EC.cloneOptions(o);r[a]=o;for(var l=0;l<o.edges.length;l++){var d=o.edges[l];if(void 0===this.clusteredEdges[d.id]){var c=this._getConnectedId(d,a);if(void 0===this.clusteredNodes[c])if(c!==a)if(void 0===e.joinCondition)s[d.id]=d,r[c]=this.body.nodes[c];else{var u=EC.cloneOptions(this.body.nodes[c]);!0===e.joinCondition(h,u)&&(s[d.id]=d,r[c]=this.body.nodes[c])}else s[d.id]=d}}var f=gu(i=bu(r)).call(i,(function(t){return r[t].id}));for(var p in r)if(Object.prototype.hasOwnProperty.call(r,p))for(var v=r[p],g=0;g<v.edges.length;g++){var y=v.edges[g];Fp(f).call(f,this._getConnectedId(y,v.id))>-1&&(s[y.id]=y)}this._cluster(r,s,e,n)}},{key:\"_createClusterEdges\",value:function(t,e,i,n){for(var o,r,s,a,h,l,d=bu(t),c=[],u=0;u<d.length;u++){s=t[r=d[u]];for(var f=0;f<s.edges.length;f++)o=s.edges[f],void 0===this.clusteredEdges[o.id]&&(o.toId==o.fromId?e[o.id]=o:o.toId==r?(a=i.id,l=h=o.fromId):(a=o.toId,h=i.id,l=a),void 0===t[l]&&c.push({edge:o,fromId:h,toId:a}))}for(var p=[],v=function(t){for(var e=0;e<p.length;e++){var i=p[e],n=t.fromId===i.fromId&&t.toId===i.toId,o=t.fromId===i.toId&&t.toId===i.fromId;if(n||o)return i}return null},g=0;g<c.length;g++){var y=c[g],m=y.edge,b=v(y);null===b?(b=this._createClusteredEdge(y.fromId,y.toId,m,n),p.push(b)):b.clusteringEdgeReplacingIds.push(m.id),this.body.edges[m.id].edgeReplacedById=b.id,this._backupEdgeOptions(m),m.setOptions({physics:!1})}}},{key:\"_checkOptions\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};return void 0===t.clusterEdgeProperties&&(t.clusterEdgeProperties={}),void 0===t.clusterNodeProperties&&(t.clusterNodeProperties={}),t}},{key:\"_cluster\",value:function(t,e,i){var n=!(arguments.length>3&&void 0!==arguments[3])||arguments[3],o=[];for(var r in t)Object.prototype.hasOwnProperty.call(t,r)&&void 0!==this.clusteredNodes[r]&&o.push(r);for(var s=0;s<o.length;++s)delete t[o[s]];if(0!=bu(t).length&&(1!=bu(t).length||1==i.clusterNodeProperties.allowSingleNodeCluster)){var a=nm({},i.clusterNodeProperties);if(void 0!==i.processProperties){var h=[];for(var l in t)if(Object.prototype.hasOwnProperty.call(t,l)){var d=EC.cloneOptions(t[l]);h.push(d)}var c=[];for(var u in e)if(Object.prototype.hasOwnProperty.call(e,u)&&\"clusterEdge:\"!==u.substr(0,12)){var f=EC.cloneOptions(e[u],\"edge\");c.push(f)}if(!(a=i.processProperties(a,h,c)))throw new Error(\"The processProperties function does not return properties!\")}void 0===a.id&&(a.id=\"cluster:\"+Ax());var p=a.id;void 0===a.label&&(a.label=\"cluster\");var v=void 0;void 0===a.x&&(v=this._getClusterPosition(t),a.x=v.x),void 0===a.y&&(void 0===v&&(v=this._getClusterPosition(t)),a.y=v.y),a.id=p;var g=this.body.functions.createNode(a,CC);g.containedNodes=t,g.containedEdges=e,g.clusterEdgeProperties=i.clusterEdgeProperties,this.body.nodes[a.id]=g,this._clusterEdges(t,e,a,i.clusterEdgeProperties),a.id=void 0,!0===n&&this.body.emitter.emit(\"_dataChanged\")}}},{key:\"_backupEdgeOptions\",value:function(t){void 0===this.clusteredEdges[t.id]&&(this.clusteredEdges[t.id]={physics:t.options.physics})}},{key:\"_restoreEdge\",value:function(t){var e=this.clusteredEdges[t.id];void 0!==e&&(t.setOptions({physics:e.physics}),delete this.clusteredEdges[t.id])}},{key:\"isCluster\",value:function(t){return void 0!==this.body.nodes[t]?!0===this.body.nodes[t].isCluster:(console.error(\"Node does not exist.\"),!1)}},{key:\"_getClusterPosition\",value:function(t){for(var e,i=bu(t),n=t[i[0]].x,o=t[i[0]].x,r=t[i[0]].y,s=t[i[0]].y,a=1;a<i.length;a++)n=(e=t[i[a]]).x<n?e.x:n,o=e.x>o?e.x:o,r=e.y<r?e.y:r,s=e.y>s?e.y:s;return{x:.5*(n+o),y:.5*(r+s)}}},{key:\"openCluster\",value:function(t,e){var i=!(arguments.length>2&&void 0!==arguments[2])||arguments[2];if(void 0===t)throw new Error(\"No clusterNodeId supplied to openCluster.\");var n=this.body.nodes[t];if(void 0===n)throw new Error(\"The clusterNodeId supplied to openCluster does not exist.\");if(!0!==n.isCluster||void 0===n.containedNodes||void 0===n.containedEdges)throw new Error(\"The node:\"+t+\" is not a valid cluster.\");var o=this.findNode(t),r=Fp(o).call(o,t)-1;if(r>=0){var s=o[r],a=this.body.nodes[s];return a._openChildCluster(t),delete this.body.nodes[t],void(!0===i&&this.body.emitter.emit(\"_dataChanged\"))}var h=n.containedNodes,l=n.containedEdges;if(void 0!==e&&void 0!==e.releaseFunction&&\"function\"==typeof e.releaseFunction){var d={},c={x:n.x,y:n.y};for(var u in h)if(Object.prototype.hasOwnProperty.call(h,u)){var f=this.body.nodes[u];d[u]={x:f.x,y:f.y}}var p=e.releaseFunction(c,d);for(var v in h)if(Object.prototype.hasOwnProperty.call(h,v)){var g=this.body.nodes[v];void 0!==p[v]&&(g.x=void 0===p[v].x?n.x:p[v].x,g.y=void 0===p[v].y?n.y:p[v].y)}}else hm(h,(function(t){!1===t.options.fixed.x&&(t.x=n.x),!1===t.options.fixed.y&&(t.y=n.y)}));for(var y in h)if(Object.prototype.hasOwnProperty.call(h,y)){var m=this.body.nodes[y];m.vx=n.vx,m.vy=n.vy,m.setOptions({physics:!0}),delete this.clusteredNodes[y]}for(var b=[],w=0;w<n.edges.length;w++)b.push(n.edges[w]);for(var k=0;k<b.length;k++){for(var _=b[k],x=this._getConnectedId(_,t),E=this.clusteredNodes[x],O=0;O<_.clusteringEdgeReplacingIds.length;O++){var C=_.clusteringEdgeReplacingIds[O],S=this.body.edges[C];if(void 0!==S)if(void 0!==E){var T=this.body.nodes[E.clusterId];T.containedEdges[S.id]=S,delete l[S.id];var M=S.fromId,P=S.toId;S.toId==x?P=E.clusterId:M=E.clusterId,this._createClusteredEdge(M,P,S,T.clusterEdgeProperties,{hidden:!1,physics:!0})}else this._restoreEdge(S)}_.remove()}for(var D in l)Object.prototype.hasOwnProperty.call(l,D)&&this._restoreEdge(l[D]);delete this.body.nodes[t],!0===i&&this.body.emitter.emit(\"_dataChanged\")}},{key:\"getNodesInCluster\",value:function(t){var e=[];if(!0===this.isCluster(t)){var i=this.body.nodes[t].containedNodes;for(var n in i)Object.prototype.hasOwnProperty.call(i,n)&&e.push(this.body.nodes[n].id)}return e}},{key:\"findNode\",value:function(t){for(var e,i=[],n=0;void 0!==this.clusteredNodes[t]&&n<100;){if(void 0===(e=this.body.nodes[t]))return[];i.push(e.id),t=this.clusteredNodes[t].clusterId,n++}return void 0===(e=this.body.nodes[t])?[]:(i.push(e.id),Yu(i).call(i),i)}},{key:\"updateClusteredNode\",value:function(t,e){if(void 0===t)throw new Error(\"No clusteredNodeId supplied to updateClusteredNode.\");if(void 0===e)throw new Error(\"No newOptions supplied to updateClusteredNode.\");if(void 0===this.body.nodes[t])throw new Error(\"The clusteredNodeId supplied to updateClusteredNode does not exist.\");this.body.nodes[t].setOptions(e),this.body.emitter.emit(\"_dataChanged\")}},{key:\"updateEdge\",value:function(t,e){if(void 0===t)throw new Error(\"No startEdgeId supplied to updateEdge.\");if(void 0===e)throw new Error(\"No newOptions supplied to updateEdge.\");if(void 0===this.body.edges[t])throw new Error(\"The startEdgeId supplied to updateEdge does not exist.\");for(var i=this.getClusteredEdges(t),n=0;n<i.length;n++){this.body.edges[i[n]].setOptions(e)}this.body.emitter.emit(\"_dataChanged\")}},{key:\"getClusteredEdges\",value:function(t){for(var e=[],i=0;void 0!==t&&void 0!==this.body.edges[t]&&i<100;)e.push(this.body.edges[t].id),t=this.body.edges[t].edgeReplacedById,i++;return Yu(e).call(e),e}},{key:\"getBaseEdge\",value:function(t){return this.getBaseEdges(t)[0]}},{key:\"getBaseEdges\",value:function(t){for(var e=[t],i=[],n=[],o=0;e.length>0&&o<100;){var r=e.pop();if(void 0!==r){var s=this.body.edges[r];if(void 0!==s){o++;var a=s.clusteringEdgeReplacingIds;if(void 0===a)n.push(r);else for(var h=0;h<a.length;++h){var l=a[h];-1===Fp(e).call(e,a)&&-1===Fp(i).call(i,a)&&e.push(l)}i.push(r)}}}return n}},{key:\"_getConnectedId\",value:function(t,e){return t.toId!=e?t.toId:(t.fromId,t.fromId)}},{key:\"_getHubSize\",value:function(){for(var t=0,e=0,i=0,n=0,o=0;o<this.body.nodeIndices.length;o++){var r=this.body.nodes[this.body.nodeIndices[o]];r.edges.length>n&&(n=r.edges.length),t+=r.edges.length,e+=Math.pow(r.edges.length,2),i+=1}t/=i;var s=(e/=i)-Math.pow(t,2),a=Math.sqrt(s),h=Math.floor(t+2*a);return h>n&&(h=n),h}},{key:\"_createClusteredEdge\",value:function(t,e,i,n,o){var r=EC.cloneOptions(i,\"edge\");nm(r,n),r.from=t,r.to=e,r.id=\"clusterEdge:\"+Ax(),void 0!==o&&nm(r,o);var s=this.body.functions.createEdge(r);return s.clusteringEdgeReplacingIds=[i.id],s.connect(),this.body.edges[s.id]=s,s}},{key:\"_clusterEdges\",value:function(t,e,i,n){if(e instanceof cC){var o=e,r={};r[o.id]=o,e=r}if(t instanceof fO){var s=t,a={};a[s.id]=s,t=a}if(null==i)throw new Error(\"_clusterEdges: parameter clusterNode required\");for(var h in void 0===n&&(n=i.clusterEdgeProperties),this._createClusterEdges(t,e,i,n),e)if(Object.prototype.hasOwnProperty.call(e,h)&&void 0!==this.body.edges[h]){var l=this.body.edges[h];this._backupEdgeOptions(l),l.setOptions({physics:!1})}for(var d in t)Object.prototype.hasOwnProperty.call(t,d)&&(this.clusteredNodes[d]={clusterId:i.id,node:this.body.nodes[d]},this.body.nodes[d].setOptions({physics:!1}))}},{key:\"_getClusterNodeForNode\",value:function(t){if(void 0!==t){var e=this.clusteredNodes[t];if(void 0!==e){var i=e.clusterId;if(void 0!==i)return this.body.nodes[i]}}}},{key:\"_filter\",value:function(t,e){var i=[];return hm(t,(function(t){e(t)&&i.push(t)})),i}},{key:\"_updateState\",value:function(){var t,e=this,i=[],n={},o=function(t){hm(e.body.nodes,(function(e){!0===e.isCluster&&t(e)}))};for(t in this.clusteredNodes){if(Object.prototype.hasOwnProperty.call(this.clusteredNodes,t))void 0===this.body.nodes[t]&&i.push(t)}o((function(t){for(var e=0;e<i.length;e++)delete t.containedNodes[i[e]]}));for(var r=0;r<i.length;r++)delete this.clusteredNodes[i[r]];hm(this.clusteredEdges,(function(t){var i=e.body.edges[t];void 0!==i&&i.endPointsValid()||(n[t]=t)})),o((function(t){hm(t.containedEdges,(function(t,e){t.endPointsValid()||n[e]||(n[e]=e)}))})),hm(this.body.edges,(function(t,i){var o=!0,r=t.clusteringEdgeReplacingIds;if(void 0!==r){var s=0;hm(r,(function(t){var i=e.body.edges[t];void 0!==i&&i.endPointsValid()&&(s+=1)})),o=s>0}t.endPointsValid()&&o||(n[i]=i)})),o((function(t){hm(n,(function(i){delete t.containedEdges[i],hm(t.edges,(function(o,r){o.id!==i?o.clusteringEdgeReplacingIds=e._filter(o.clusteringEdgeReplacingIds,(function(t){return!n[t]})):t.edges[r]=null})),t.edges=e._filter(t.edges,(function(t){return null!==t}))}))})),hm(n,(function(t){delete e.clusteredEdges[t]})),hm(n,(function(t){delete e.body.edges[t]})),hm(bu(this.body.edges),(function(t){var i=e.body.edges[t],n=e._isClusteredNode(i.fromId)||e._isClusteredNode(i.toId);if(n!==e._isClusteredEdge(i.id))if(n){var o=e._getClusterNodeForNode(i.fromId);void 0!==o&&e._clusterEdges(e.body.nodes[i.fromId],i,o);var r=e._getClusterNodeForNode(i.toId);void 0!==r&&e._clusterEdges(e.body.nodes[i.toId],i,r)}else delete e._clusterEdges[t],e._restoreEdge(i)}));for(var s=!1,a=!0,h=function(){var t=[];o((function(e){var i=bu(e.containedNodes).length,n=!0===e.options.allowSingleNodeCluster;(n&&i<1||!n&&i<2)&&t.push(e.id)}));for(var i=0;i<t.length;++i)e.openCluster(t[i],{},!1);a=t.length>0,s=s||a};a;)h();s&&this._updateState()}},{key:\"_isClusteredNode\",value:function(t){return void 0!==this.clusteredNodes[t]}},{key:\"_isClusteredEdge\",value:function(t){return void 0!==this.clusteredEdges[t]}}]),t}();function TC(t,e){var i=void 0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return MC(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return MC(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function MC(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}var PC=function(){function t(e,i){var n;Yd(this,t),void 0!==window&&(n=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame),window.requestAnimationFrame=void 0===n?function(t){t()}:n,this.body=e,this.canvas=i,this.redrawRequested=!1,this.renderTimer=void 0,this.requiresTimeout=!0,this.renderingActive=!1,this.renderRequests=0,this.allowRedraw=!0,this.dragging=!1,this.zooming=!1,this.options={},this.defaultOptions={hideEdgesOnDrag:!1,hideEdgesOnZoom:!1,hideNodesOnDrag:!1},un(this.options,this.defaultOptions),this._determineBrowserMethod(),this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t,e=this;this.body.emitter.on(\"dragStart\",(function(){e.dragging=!0})),this.body.emitter.on(\"dragEnd\",(function(){e.dragging=!1})),this.body.emitter.on(\"zoom\",(function(){e.zooming=!0,window.clearTimeout(e.zoomTimeoutId),e.zoomTimeoutId=Sv((function(){var t;e.zooming=!1,zn(t=e._requestRedraw).call(t,e)()}),250)})),this.body.emitter.on(\"_resizeNodes\",(function(){e._resizeNodes()})),this.body.emitter.on(\"_redraw\",(function(){!1===e.renderingActive&&e._redraw()})),this.body.emitter.on(\"_blockRedraw\",(function(){e.allowRedraw=!1})),this.body.emitter.on(\"_allowRedraw\",(function(){e.allowRedraw=!0,e.redrawRequested=!1})),this.body.emitter.on(\"_requestRedraw\",zn(t=this._requestRedraw).call(t,this)),this.body.emitter.on(\"_startRendering\",(function(){e.renderRequests+=1,e.renderingActive=!0,e._startRendering()})),this.body.emitter.on(\"_stopRendering\",(function(){e.renderRequests-=1,e.renderingActive=e.renderRequests>0,e.renderTimer=void 0})),this.body.emitter.on(\"destroy\",(function(){e.renderRequests=0,e.allowRedraw=!1,e.renderingActive=!1,!0===e.requiresTimeout?clearTimeout(e.renderTimer):window.cancelAnimationFrame(e.renderTimer),e.body.emitter.off()}))}},{key:\"setOptions\",value:function(t){if(void 0!==t){em([\"hideEdgesOnDrag\",\"hideEdgesOnZoom\",\"hideNodesOnDrag\"],this.options,t)}}},{key:\"_requestNextFrame\",value:function(t,e){if(\"undefined\"!=typeof window){var i,n=window;return!0===this.requiresTimeout?i=Sv(t,e):n.requestAnimationFrame&&(i=n.requestAnimationFrame(t)),i}}},{key:\"_startRendering\",value:function(){var t;!0===this.renderingActive&&(void 0===this.renderTimer&&(this.renderTimer=this._requestNextFrame(zn(t=this._renderStep).call(t,this),this.simulationInterval)))}},{key:\"_renderStep\",value:function(){!0===this.renderingActive&&(this.renderTimer=void 0,!0===this.requiresTimeout&&this._startRendering(),this._redraw(),!1===this.requiresTimeout&&this._startRendering())}},{key:\"redraw\",value:function(){this.body.emitter.emit(\"setSize\"),this._redraw()}},{key:\"_requestRedraw\",value:function(){var t=this;!0!==this.redrawRequested&&!1===this.renderingActive&&!0===this.allowRedraw&&(this.redrawRequested=!0,this._requestNextFrame((function(){t._redraw(!1)}),0))}},{key:\"_redraw\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]&&arguments[0];if(!0===this.allowRedraw){this.body.emitter.emit(\"initRedraw\"),this.redrawRequested=!1;var e={drawExternalLabels:null};0!==this.canvas.frame.canvas.width&&0!==this.canvas.frame.canvas.height||this.canvas.setSize(),this.canvas.setTransform();var i=this.canvas.getContext(),n=this.canvas.frame.canvas.clientWidth,o=this.canvas.frame.canvas.clientHeight;if(i.clearRect(0,0,n,o),0===this.canvas.frame.clientWidth)return;if(i.save(),i.translate(this.body.view.translation.x,this.body.view.translation.y),i.scale(this.body.view.scale,this.body.view.scale),i.beginPath(),this.body.emitter.emit(\"beforeDrawing\",i),i.closePath(),!1===t&&(!1===this.dragging||!0===this.dragging&&!1===this.options.hideEdgesOnDrag)&&(!1===this.zooming||!0===this.zooming&&!1===this.options.hideEdgesOnZoom)&&this._drawEdges(i),!1===this.dragging||!0===this.dragging&&!1===this.options.hideNodesOnDrag){var r=this._drawNodes(i,t),s=r.drawExternalLabels;e.drawExternalLabels=s}!1===t&&(!1===this.dragging||!0===this.dragging&&!1===this.options.hideEdgesOnDrag)&&(!1===this.zooming||!0===this.zooming&&!1===this.options.hideEdgesOnZoom)&&this._drawArrows(i),null!=e.drawExternalLabels&&e.drawExternalLabels(),!1===t&&this._drawSelectionBox(i),i.beginPath(),this.body.emitter.emit(\"afterDrawing\",i),i.closePath(),i.restore(),!0===t&&i.clearRect(0,0,n,o)}}},{key:\"_resizeNodes\",value:function(){this.canvas.setTransform();var t=this.canvas.getContext();t.save(),t.translate(this.body.view.translation.x,this.body.view.translation.y),t.scale(this.body.view.scale,this.body.view.scale);var e,i=this.body.nodes;for(var n in i)Object.prototype.hasOwnProperty.call(i,n)&&((e=i[n]).resize(t),e.updateBoundingBox(t,e.selected));t.restore()}},{key:\"_drawNodes\",value:function(t){for(var e,i,n=arguments.length>1&&void 0!==arguments[1]&&arguments[1],o=this.body.nodes,r=this.body.nodeIndices,s=[],a=[],h=20,l=this.canvas.DOMtoCanvas({x:-h,y:-h}),d=this.canvas.DOMtoCanvas({x:this.canvas.frame.canvas.clientWidth+h,y:this.canvas.frame.canvas.clientHeight+h}),c={top:l.y,left:l.x,bottom:d.y,right:d.x},u=[],f=0;f<r.length;f++)if((e=o[r[f]]).hover)a.push(r[f]);else if(e.isSelected())s.push(r[f]);else if(!0===n){var p=e.draw(t);null!=p.drawExternalLabel&&u.push(p.drawExternalLabel)}else if(!0===e.isBoundingBoxOverlappingWith(c)){var v=e.draw(t);null!=v.drawExternalLabel&&u.push(v.drawExternalLabel)}else e.updateBoundingBox(t,e.selected);var g=s.length,y=a.length;for(i=0;i<g;i++){var m=(e=o[s[i]]).draw(t);null!=m.drawExternalLabel&&u.push(m.drawExternalLabel)}for(i=0;i<y;i++){var b=(e=o[a[i]]).draw(t);null!=b.drawExternalLabel&&u.push(b.drawExternalLabel)}return{drawExternalLabels:function(){var t,e=TC(u);try{for(e.s();!(t=e.n()).done;){(0,t.value)()}}catch(t){e.e(t)}finally{e.f()}}}}},{key:\"_drawEdges\",value:function(t){for(var e=this.body.edges,i=this.body.edgeIndices,n=0;n<i.length;n++){var o=e[i[n]];!0===o.connected&&o.draw(t)}}},{key:\"_drawArrows\",value:function(t){for(var e=this.body.edges,i=this.body.edgeIndices,n=0;n<i.length;n++){var o=e[i[n]];!0===o.connected&&o.drawArrows(t)}}},{key:\"_determineBrowserMethod\",value:function(){if(\"undefined\"!=typeof window){var t=navigator.userAgent.toLowerCase();this.requiresTimeout=!1,(-1!=Fp(t).call(t,\"msie 9.0\")||-1!=Fp(t).call(t,\"safari\")&&Fp(t).call(t,\"chrome\")<=-1)&&(this.requiresTimeout=!0)}else this.requiresTimeout=!0}},{key:\"_drawSelectionBox\",value:function(t){if(this.body.selectionBox.show){t.beginPath();var e=this.body.selectionBox.position.end.x-this.body.selectionBox.position.start.x,i=this.body.selectionBox.position.end.y-this.body.selectionBox.position.start.y;t.rect(this.body.selectionBox.position.start.x,this.body.selectionBox.position.start.y,e,i),t.fillStyle=\"rgba(151, 194, 252, 0.2)\",t.fillRect(this.body.selectionBox.position.start.x,this.body.selectionBox.position.start.y,e,i),t.strokeStyle=\"rgba(151, 194, 252, 1)\",t.stroke()}else t.closePath()}}]),t}(),DC=X.setInterval;function IC(t,e){e.inputHandler=function(t){t.isFirst&&e(t)},t.on(\"hammer.input\",e.inputHandler)}function BC(t,e){return e.inputHandler=function(t){t.isFinal&&e(t)},t.on(\"hammer.input\",e.inputHandler)}var zC=function(){function t(e){Yd(this,t),this.body=e,this.pixelRatio=1,this.cameraState={},this.initialized=!1,this.canvasViewCenter={},this._cleanupCallbacks=[],this.options={},this.defaultOptions={autoResize:!0,height:\"100%\",width:\"100%\"},un(this.options,this.defaultOptions),this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t,e=this;this.body.emitter.once(\"resize\",(function(t){0!==t.width&&(e.body.view.translation.x=.5*t.width),0!==t.height&&(e.body.view.translation.y=.5*t.height)})),this.body.emitter.on(\"setSize\",zn(t=this.setSize).call(t,this)),this.body.emitter.on(\"destroy\",(function(){e.hammerFrame.destroy(),e.hammer.destroy(),e._cleanUp()}))}},{key:\"setOptions\",value:function(t){var e=this;if(void 0!==t){em([\"width\",\"height\",\"autoResize\"],this.options,t)}if(this._cleanUp(),!0===this.options.autoResize){var i;if(window.ResizeObserver){var n=new ResizeObserver((function(){!0===e.setSize()&&e.body.emitter.emit(\"_requestRedraw\")})),o=this.frame;n.observe(o),this._cleanupCallbacks.push((function(){n.unobserve(o)}))}else{var r=DC((function(){!0===e.setSize()&&e.body.emitter.emit(\"_requestRedraw\")}),1e3);this._cleanupCallbacks.push((function(){clearInterval(r)}))}var s=zn(i=this._onResize).call(i,this);dm(window,\"resize\",s),this._cleanupCallbacks.push((function(){cm(window,\"resize\",s)}))}}},{key:\"_cleanUp\",value:function(){var t,e,i;Fu(t=Yu(e=ff(i=this._cleanupCallbacks).call(i,0)).call(e)).call(t,(function(t){try{t()}catch(t){console.error(t)}}))}},{key:\"_onResize\",value:function(){this.setSize(),this.body.emitter.emit(\"_redraw\")}},{key:\"_getCameraState\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.pixelRatio;!0===this.initialized&&(this.cameraState.previousWidth=this.frame.canvas.width/t,this.cameraState.previousHeight=this.frame.canvas.height/t,this.cameraState.scale=this.body.view.scale,this.cameraState.position=this.DOMtoCanvas({x:.5*this.frame.canvas.width/t,y:.5*this.frame.canvas.height/t}))}},{key:\"_setCameraState\",value:function(){if(void 0!==this.cameraState.scale&&0!==this.frame.canvas.clientWidth&&0!==this.frame.canvas.clientHeight&&0!==this.pixelRatio&&this.cameraState.previousWidth>0&&this.cameraState.previousHeight>0){var t=this.frame.canvas.width/this.pixelRatio/this.cameraState.previousWidth,e=this.frame.canvas.height/this.pixelRatio/this.cameraState.previousHeight,i=this.cameraState.scale;1!=t&&1!=e?i=.5*this.cameraState.scale*(t+e):1!=t?i=this.cameraState.scale*t:1!=e&&(i=this.cameraState.scale*e),this.body.view.scale=i;var n=this.DOMtoCanvas({x:.5*this.frame.canvas.clientWidth,y:.5*this.frame.canvas.clientHeight}),o={x:n.x-this.cameraState.position.x,y:n.y-this.cameraState.position.y};this.body.view.translation.x+=o.x*this.body.view.scale,this.body.view.translation.y+=o.y*this.body.view.scale}}},{key:\"_prepareValue\",value:function(t){if(\"number\"==typeof t)return t+\"px\";if(\"string\"==typeof t){if(-1!==Fp(t).call(t,\"%\")||-1!==Fp(t).call(t,\"px\"))return t;if(-1===Fp(t).call(t,\"%\"))return t+\"px\"}throw new Error(\"Could not use the value supplied for width or height:\"+t)}},{key:\"_create\",value:function(){for(;this.body.container.hasChildNodes();)this.body.container.removeChild(this.body.container.firstChild);if(this.frame=document.createElement(\"div\"),this.frame.className=\"vis-network\",this.frame.style.position=\"relative\",this.frame.style.overflow=\"hidden\",this.frame.tabIndex=0,this.frame.canvas=document.createElement(\"canvas\"),this.frame.canvas.style.position=\"relative\",this.frame.appendChild(this.frame.canvas),this.frame.canvas.getContext)this._setPixelRatio(),this.setTransform();else{var t=document.createElement(\"DIV\");t.style.color=\"red\",t.style.fontWeight=\"bold\",t.style.padding=\"10px\",t.innerText=\"Error: your browser does not support HTML canvas\",this.frame.canvas.appendChild(t)}this.body.container.appendChild(this.frame),this.body.view.scale=1,this.body.view.translation={x:.5*this.frame.canvas.clientWidth,y:.5*this.frame.canvas.clientHeight},this._bindHammer()}},{key:\"_bindHammer\",value:function(){var t=this;void 0!==this.hammer&&this.hammer.destroy(),this.drag={},this.pinch={},this.hammer=new Wm(this.frame.canvas),this.hammer.get(\"pinch\").set({enable:!0}),this.hammer.get(\"pan\").set({threshold:5,direction:Wm.DIRECTION_ALL}),IC(this.hammer,(function(e){t.body.eventListeners.onTouch(e)})),this.hammer.on(\"tap\",(function(e){t.body.eventListeners.onTap(e)})),this.hammer.on(\"doubletap\",(function(e){t.body.eventListeners.onDoubleTap(e)})),this.hammer.on(\"press\",(function(e){t.body.eventListeners.onHold(e)})),this.hammer.on(\"panstart\",(function(e){t.body.eventListeners.onDragStart(e)})),this.hammer.on(\"panmove\",(function(e){t.body.eventListeners.onDrag(e)})),this.hammer.on(\"panend\",(function(e){t.body.eventListeners.onDragEnd(e)})),this.hammer.on(\"pinch\",(function(e){t.body.eventListeners.onPinch(e)})),this.frame.canvas.addEventListener(\"wheel\",(function(e){t.body.eventListeners.onMouseWheel(e)})),this.frame.canvas.addEventListener(\"mousemove\",(function(e){t.body.eventListeners.onMouseMove(e)})),this.frame.canvas.addEventListener(\"contextmenu\",(function(e){t.body.eventListeners.onContext(e)})),this.hammerFrame=new Wm(this.frame),BC(this.hammerFrame,(function(e){t.body.eventListeners.onRelease(e)}))}},{key:\"setSize\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.options.width,e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.options.height;t=this._prepareValue(t),e=this._prepareValue(e);var i=!1,n=this.frame.canvas.width,o=this.frame.canvas.height,r=this.pixelRatio;if(this._setPixelRatio(),t!=this.options.width||e!=this.options.height||this.frame.style.width!=t||this.frame.style.height!=e)this._getCameraState(r),this.frame.style.width=t,this.frame.style.height=e,this.frame.canvas.style.width=\"100%\",this.frame.canvas.style.height=\"100%\",this.frame.canvas.width=Math.round(this.frame.canvas.clientWidth*this.pixelRatio),this.frame.canvas.height=Math.round(this.frame.canvas.clientHeight*this.pixelRatio),this.options.width=t,this.options.height=e,this.canvasViewCenter={x:.5*this.frame.clientWidth,y:.5*this.frame.clientHeight},i=!0;else{var s=Math.round(this.frame.canvas.clientWidth*this.pixelRatio),a=Math.round(this.frame.canvas.clientHeight*this.pixelRatio);this.frame.canvas.width===s&&this.frame.canvas.height===a||this._getCameraState(r),this.frame.canvas.width!==s&&(this.frame.canvas.width=s,i=!0),this.frame.canvas.height!==a&&(this.frame.canvas.height=a,i=!0)}return!0===i&&(this.body.emitter.emit(\"resize\",{width:Math.round(this.frame.canvas.width/this.pixelRatio),height:Math.round(this.frame.canvas.height/this.pixelRatio),oldWidth:Math.round(n/this.pixelRatio),oldHeight:Math.round(o/this.pixelRatio)}),this._setCameraState()),this.initialized=!0,i}},{key:\"getContext\",value:function(){return this.frame.canvas.getContext(\"2d\")}},{key:\"_determinePixelRatio\",value:function(){var t=this.getContext();if(void 0===t)throw new Error(\"Could not get canvax context\");var e=1;return\"undefined\"!=typeof window&&(e=window.devicePixelRatio||1),e/(t.webkitBackingStorePixelRatio||t.mozBackingStorePixelRatio||t.msBackingStorePixelRatio||t.oBackingStorePixelRatio||t.backingStorePixelRatio||1)}},{key:\"_setPixelRatio\",value:function(){this.pixelRatio=this._determinePixelRatio()}},{key:\"setTransform\",value:function(){var t=this.getContext();if(void 0===t)throw new Error(\"Could not get canvax context\");t.setTransform(this.pixelRatio,0,0,this.pixelRatio,0,0)}},{key:\"_XconvertDOMtoCanvas\",value:function(t){return(t-this.body.view.translation.x)/this.body.view.scale}},{key:\"_XconvertCanvasToDOM\",value:function(t){return t*this.body.view.scale+this.body.view.translation.x}},{key:\"_YconvertDOMtoCanvas\",value:function(t){return(t-this.body.view.translation.y)/this.body.view.scale}},{key:\"_YconvertCanvasToDOM\",value:function(t){return t*this.body.view.scale+this.body.view.translation.y}},{key:\"canvasToDOM\",value:function(t){return{x:this._XconvertCanvasToDOM(t.x),y:this._YconvertCanvasToDOM(t.y)}}},{key:\"DOMtoCanvas\",value:function(t){return{x:this._XconvertDOMtoCanvas(t.x),y:this._YconvertDOMtoCanvas(t.y)}}}]),t}();function NC(t,e){var i=un({nodes:e,minZoomLevel:Number.MIN_VALUE,maxZoomLevel:1},null!=t?t:{});if(!lu(i.nodes))throw new TypeError(\"Nodes has to be an array of ids.\");if(0===i.nodes.length&&(i.nodes=e),!(\"number\"==typeof i.minZoomLevel&&i.minZoomLevel>0))throw new TypeError(\"Min zoom level has to be a number higher than zero.\");if(!(\"number\"==typeof i.maxZoomLevel&&i.minZoomLevel<=i.maxZoomLevel))throw new TypeError(\"Max zoom level has to be a number higher than min zoom level.\");return i}var FC=function(){function t(e,i){var n,o,r=this;Yd(this,t),this.body=e,this.canvas=i,this.animationSpeed=1/this.renderRefreshRate,this.animationEasingFunction=\"easeInOutQuint\",this.easingTime=0,this.sourceScale=0,this.targetScale=0,this.sourceTranslation=0,this.targetTranslation=0,this.lockedOnNodeId=void 0,this.lockedOnNodeOffset=void 0,this.touchTime=0,this.viewFunction=void 0,this.body.emitter.on(\"fit\",zn(n=this.fit).call(n,this)),this.body.emitter.on(\"animationFinished\",(function(){r.body.emitter.emit(\"_stopRendering\")})),this.body.emitter.on(\"unlockNode\",zn(o=this.releaseNode).call(o,this))}return Kd(t,[{key:\"setOptions\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{};this.options=t}},{key:\"fit\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1];t=NC(t,this.body.nodeIndices);var i,n,o=this.canvas.frame.canvas.clientWidth,r=this.canvas.frame.canvas.clientHeight;if(0===o||0===r)n=1,i=EC.getRange(this.body.nodes,t.nodes);else if(!0===e){var s=0;for(var a in this.body.nodes)if(Object.prototype.hasOwnProperty.call(this.body.nodes,a)){var h=this.body.nodes[a];!0===h.predefinedPosition&&(s+=1)}if(s>.5*this.body.nodeIndices.length)return void this.fit(t,!1);i=EC.getRange(this.body.nodes,t.nodes);var l=this.body.nodeIndices.length;n=12.662/(l+7.4147)+.0964822;var d=Math.min(o/600,r/600);n*=d}else{this.body.emitter.emit(\"_resizeNodes\"),i=EC.getRange(this.body.nodes,t.nodes);var c=1.1*Math.abs(i.maxX-i.minX),u=1.1*Math.abs(i.maxY-i.minY),f=o/c,p=r/u;n=f<=p?f:p}n>t.maxZoomLevel?n=t.maxZoomLevel:n<t.minZoomLevel&&(n=t.minZoomLevel);var v=EC.findCenter(i),g={position:v,scale:n,animation:t.animation};this.moveTo(g)}},{key:\"focus\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};if(void 0!==this.body.nodes[t]){var i={x:this.body.nodes[t].x,y:this.body.nodes[t].y};e.position=i,e.lockedOnNode=t,this.moveTo(e)}else console.error(\"Node: \"+t+\" cannot be found.\")}},{key:\"moveTo\",value:function(t){if(void 0!==t){if(null!=t.offset){if(null!=t.offset.x){if(t.offset.x=+t.offset.x,!ok(t.offset.x))throw new TypeError('The option \"offset.x\" has to be a finite number.')}else t.offset.x=0;if(null!=t.offset.y){if(t.offset.y=+t.offset.y,!ok(t.offset.y))throw new TypeError('The option \"offset.y\" has to be a finite number.')}else t.offset.x=0}else t.offset={x:0,y:0};if(null!=t.position){if(null!=t.position.x){if(t.position.x=+t.position.x,!ok(t.position.x))throw new TypeError('The option \"position.x\" has to be a finite number.')}else t.position.x=0;if(null!=t.position.y){if(t.position.y=+t.position.y,!ok(t.position.y))throw new TypeError('The option \"position.y\" has to be a finite number.')}else t.position.x=0}else t.position=this.getViewPosition();if(null!=t.scale){if(t.scale=+t.scale,!(t.scale>0))throw new TypeError('The option \"scale\" has to be a number greater than zero.')}else t.scale=this.body.view.scale;void 0===t.animation&&(t.animation={duration:0}),!1===t.animation&&(t.animation={duration:0}),!0===t.animation&&(t.animation={}),void 0===t.animation.duration&&(t.animation.duration=1e3),void 0===t.animation.easingFunction&&(t.animation.easingFunction=\"easeInOutQuad\"),this.animateView(t)}else t={}}},{key:\"animateView\",value:function(t){if(void 0!==t){this.animationEasingFunction=t.animation.easingFunction,this.releaseNode(),!0===t.locked&&(this.lockedOnNodeId=t.lockedOnNode,this.lockedOnNodeOffset=t.offset),0!=this.easingTime&&this._transitionRedraw(!0),this.sourceScale=this.body.view.scale,this.sourceTranslation=this.body.view.translation,this.targetScale=t.scale,this.body.view.scale=this.targetScale;var e,i,n=this.canvas.DOMtoCanvas({x:.5*this.canvas.frame.canvas.clientWidth,y:.5*this.canvas.frame.canvas.clientHeight}),o=n.x-t.position.x,r=n.y-t.position.y;if(this.targetTranslation={x:this.sourceTranslation.x+o*this.targetScale+t.offset.x,y:this.sourceTranslation.y+r*this.targetScale+t.offset.y},0===t.animation.duration)if(null!=this.lockedOnNodeId)this.viewFunction=zn(e=this._lockedRedraw).call(e,this),this.body.emitter.on(\"initRedraw\",this.viewFunction);else this.body.view.scale=this.targetScale,this.body.view.translation=this.targetTranslation,this.body.emitter.emit(\"_requestRedraw\");else this.animationSpeed=1/(60*t.animation.duration*.001)||1/60,this.animationEasingFunction=t.animation.easingFunction,this.viewFunction=zn(i=this._transitionRedraw).call(i,this),this.body.emitter.on(\"initRedraw\",this.viewFunction),this.body.emitter.emit(\"_startRendering\")}}},{key:\"_lockedRedraw\",value:function(){var t=this.body.nodes[this.lockedOnNodeId].x,e=this.body.nodes[this.lockedOnNodeId].y,i=this.canvas.DOMtoCanvas({x:.5*this.canvas.frame.canvas.clientWidth,y:.5*this.canvas.frame.canvas.clientHeight}),n=i.x-t,o=i.y-e,r=this.body.view.translation,s={x:r.x+n*this.body.view.scale+this.lockedOnNodeOffset.x,y:r.y+o*this.body.view.scale+this.lockedOnNodeOffset.y};this.body.view.translation=s}},{key:\"releaseNode\",value:function(){void 0!==this.lockedOnNodeId&&void 0!==this.viewFunction&&(this.body.emitter.off(\"initRedraw\",this.viewFunction),this.lockedOnNodeId=void 0,this.lockedOnNodeOffset=void 0)}},{key:\"_transitionRedraw\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]&&arguments[0];this.easingTime+=this.animationSpeed,this.easingTime=!0===t?1:this.easingTime;var e=Tm[this.animationEasingFunction](this.easingTime);if(this.body.view.scale=this.sourceScale+(this.targetScale-this.sourceScale)*e,this.body.view.translation={x:this.sourceTranslation.x+(this.targetTranslation.x-this.sourceTranslation.x)*e,y:this.sourceTranslation.y+(this.targetTranslation.y-this.sourceTranslation.y)*e},this.easingTime>=1){var i;if(this.body.emitter.off(\"initRedraw\",this.viewFunction),this.easingTime=0,null!=this.lockedOnNodeId)this.viewFunction=zn(i=this._lockedRedraw).call(i,this),this.body.emitter.on(\"initRedraw\",this.viewFunction);this.body.emitter.emit(\"animationFinished\")}}},{key:\"getScale\",value:function(){return this.body.view.scale}},{key:\"getViewPosition\",value:function(){return this.canvas.DOMtoCanvas({x:.5*this.canvas.frame.canvas.clientWidth,y:.5*this.canvas.frame.canvas.clientHeight})}}]),t}();function AC(t){var e,i=t&&t.preventDefault||!1,n=t&&t.container||window,o={},r={keydown:{},keyup:{}},s={};for(e=97;e<=122;e++)s[String.fromCharCode(e)]={code:e-97+65,shift:!1};for(e=65;e<=90;e++)s[String.fromCharCode(e)]={code:e,shift:!0};for(e=0;e<=9;e++)s[\"\"+e]={code:48+e,shift:!1};for(e=1;e<=12;e++)s[\"F\"+e]={code:111+e,shift:!1};for(e=0;e<=9;e++)s[\"num\"+e]={code:96+e,shift:!1};s[\"num*\"]={code:106,shift:!1},s[\"num+\"]={code:107,shift:!1},s[\"num-\"]={code:109,shift:!1},s[\"num/\"]={code:111,shift:!1},s[\"num.\"]={code:110,shift:!1},s.left={code:37,shift:!1},s.up={code:38,shift:!1},s.right={code:39,shift:!1},s.down={code:40,shift:!1},s.space={code:32,shift:!1},s.enter={code:13,shift:!1},s.shift={code:16,shift:void 0},s.esc={code:27,shift:!1},s.backspace={code:8,shift:!1},s.tab={code:9,shift:!1},s.ctrl={code:17,shift:!1},s.alt={code:18,shift:!1},s.delete={code:46,shift:!1},s.pageup={code:33,shift:!1},s.pagedown={code:34,shift:!1},s[\"=\"]={code:187,shift:!1},s[\"-\"]={code:189,shift:!1},s[\"]\"]={code:221,shift:!1},s[\"[\"]={code:219,shift:!1};var a=function(t){l(t,\"keydown\")},h=function(t){l(t,\"keyup\")},l=function(t,e){if(void 0!==r[e][t.keyCode]){for(var n=r[e][t.keyCode],o=0;o<n.length;o++)(void 0===n[o].shift||1==n[o].shift&&1==t.shiftKey||0==n[o].shift&&0==t.shiftKey)&&n[o].fn(t);1==i&&t.preventDefault()}};return o.bind=function(t,e,i){if(void 0===i&&(i=\"keydown\"),void 0===s[t])throw new Error(\"unsupported key: \"+t);void 0===r[i][s[t].code]&&(r[i][s[t].code]=[]),r[i][s[t].code].push({fn:e,shift:s[t].shift})},o.bindAll=function(t,e){for(var i in void 0===e&&(e=\"keydown\"),s)s.hasOwnProperty(i)&&o.bind(i,t,e)},o.getKey=function(t){for(var e in s)if(s.hasOwnProperty(e)){if(1==t.shiftKey&&1==s[e].shift&&t.keyCode==s[e].code)return e;if(0==t.shiftKey&&0==s[e].shift&&t.keyCode==s[e].code)return e;if(t.keyCode==s[e].code&&\"shift\"==e)return e}return\"unknown key, currently not supported\"},o.unbind=function(t,e,i){if(void 0===i&&(i=\"keydown\"),void 0===s[t])throw new Error(\"unsupported key: \"+t);if(void 0!==e){var n=[],o=r[i][s[t].code];if(void 0!==o)for(var a=0;a<o.length;a++)o[a].fn==e&&o[a].shift==s[t].shift||n.push(r[i][s[t].code][a]);r[i][s[t].code]=n}else r[i][s[t].code]=[]},o.reset=function(){r={keydown:{},keyup:{}}},o.destroy=function(){r={keydown:{},keyup:{}},n.removeEventListener(\"keydown\",a,!0),n.removeEventListener(\"keyup\",h,!0)},n.addEventListener(\"keydown\",a,!0),n.addEventListener(\"keyup\",h,!0),o}var jC=Object.freeze({__proto__:null,default:AC}),RC=function(){function t(e,i){var n=this;Yd(this,t),this.body=e,this.canvas=i,this.iconsCreated=!1,this.navigationHammers=[],this.boundFunctions={},this.touchTime=0,this.activated=!1,this.body.emitter.on(\"activate\",(function(){n.activated=!0,n.configureKeyboardBindings()})),this.body.emitter.on(\"deactivate\",(function(){n.activated=!1,n.configureKeyboardBindings()})),this.body.emitter.on(\"destroy\",(function(){void 0!==n.keycharm&&n.keycharm.destroy()})),this.options={}}return Kd(t,[{key:\"setOptions\",value:function(t){void 0!==t&&(this.options=t,this.create())}},{key:\"create\",value:function(){!0===this.options.navigationButtons?!1===this.iconsCreated&&this.loadNavigationElements():!0===this.iconsCreated&&this.cleanNavigation(),this.configureKeyboardBindings()}},{key:\"cleanNavigation\",value:function(){if(0!=this.navigationHammers.length){for(var t=0;t<this.navigationHammers.length;t++)this.navigationHammers[t].destroy();this.navigationHammers=[]}this.navigationDOM&&this.navigationDOM.wrapper&&this.navigationDOM.wrapper.parentNode&&this.navigationDOM.wrapper.parentNode.removeChild(this.navigationDOM.wrapper),this.iconsCreated=!1}},{key:\"loadNavigationElements\",value:function(){var t=this;this.cleanNavigation(),this.navigationDOM={};var e=[\"up\",\"down\",\"left\",\"right\",\"zoomIn\",\"zoomOut\",\"zoomExtends\"],i=[\"_moveUp\",\"_moveDown\",\"_moveLeft\",\"_moveRight\",\"_zoomIn\",\"_zoomOut\",\"_fit\"];this.navigationDOM.wrapper=document.createElement(\"div\"),this.navigationDOM.wrapper.className=\"vis-navigation\",this.canvas.frame.appendChild(this.navigationDOM.wrapper);for(var n=0;n<e.length;n++){this.navigationDOM[e[n]]=document.createElement(\"div\"),this.navigationDOM[e[n]].className=\"vis-button vis-\"+e[n],this.navigationDOM.wrapper.appendChild(this.navigationDOM[e[n]]);var o,r,s=new Wm(this.navigationDOM[e[n]]);if(\"_fit\"===i[n])IC(s,zn(o=this._fit).call(o,this));else IC(s,zn(r=this.bindToRedraw).call(r,this,i[n]));this.navigationHammers.push(s)}var a=new Wm(this.canvas.frame);BC(a,(function(){t._stopMovement()})),this.navigationHammers.push(a),this.iconsCreated=!0}},{key:\"bindToRedraw\",value:function(t){var e;void 0===this.boundFunctions[t]&&(this.boundFunctions[t]=zn(e=this[t]).call(e,this),this.body.emitter.on(\"initRedraw\",this.boundFunctions[t]),this.body.emitter.emit(\"_startRendering\"))}},{key:\"unbindFromRedraw\",value:function(t){void 0!==this.boundFunctions[t]&&(this.body.emitter.off(\"initRedraw\",this.boundFunctions[t]),this.body.emitter.emit(\"_stopRendering\"),delete this.boundFunctions[t])}},{key:\"_fit\",value:function(){(new Date).valueOf()-this.touchTime>700&&(this.body.emitter.emit(\"fit\",{duration:700}),this.touchTime=(new Date).valueOf())}},{key:\"_stopMovement\",value:function(){for(var t in this.boundFunctions)Object.prototype.hasOwnProperty.call(this.boundFunctions,t)&&(this.body.emitter.off(\"initRedraw\",this.boundFunctions[t]),this.body.emitter.emit(\"_stopRendering\"));this.boundFunctions={}}},{key:\"_moveUp\",value:function(){this.body.view.translation.y+=this.options.keyboard.speed.y}},{key:\"_moveDown\",value:function(){this.body.view.translation.y-=this.options.keyboard.speed.y}},{key:\"_moveLeft\",value:function(){this.body.view.translation.x+=this.options.keyboard.speed.x}},{key:\"_moveRight\",value:function(){this.body.view.translation.x-=this.options.keyboard.speed.x}},{key:\"_zoomIn\",value:function(){var t=this.body.view.scale,e=this.body.view.scale*(1+this.options.keyboard.speed.zoom),i=this.body.view.translation,n=e/t,o=(1-n)*this.canvas.canvasViewCenter.x+i.x*n,r=(1-n)*this.canvas.canvasViewCenter.y+i.y*n;this.body.view.scale=e,this.body.view.translation={x:o,y:r},this.body.emitter.emit(\"zoom\",{direction:\"+\",scale:this.body.view.scale,pointer:null})}},{key:\"_zoomOut\",value:function(){var t=this.body.view.scale,e=this.body.view.scale/(1+this.options.keyboard.speed.zoom),i=this.body.view.translation,n=e/t,o=(1-n)*this.canvas.canvasViewCenter.x+i.x*n,r=(1-n)*this.canvas.canvasViewCenter.y+i.y*n;this.body.view.scale=e,this.body.view.translation={x:o,y:r},this.body.emitter.emit(\"zoom\",{direction:\"-\",scale:this.body.view.scale,pointer:null})}},{key:\"configureKeyboardBindings\",value:function(){var t,e,i,n,o,r,s,a,h,l,d,c,u,f,p,v,g,y,m,b,w,k,_,x,E=this;(void 0!==this.keycharm&&this.keycharm.destroy(),!0===this.options.keyboard.enabled)&&(!0===this.options.keyboard.bindToWindow?this.keycharm=AC({container:window,preventDefault:!0}):this.keycharm=AC({container:this.canvas.frame,preventDefault:!0}),this.keycharm.reset(),!0===this.activated&&(zn(t=this.keycharm).call(t,\"up\",(function(){E.bindToRedraw(\"_moveUp\")}),\"keydown\"),zn(e=this.keycharm).call(e,\"down\",(function(){E.bindToRedraw(\"_moveDown\")}),\"keydown\"),zn(i=this.keycharm).call(i,\"left\",(function(){E.bindToRedraw(\"_moveLeft\")}),\"keydown\"),zn(n=this.keycharm).call(n,\"right\",(function(){E.bindToRedraw(\"_moveRight\")}),\"keydown\"),zn(o=this.keycharm).call(o,\"=\",(function(){E.bindToRedraw(\"_zoomIn\")}),\"keydown\"),zn(r=this.keycharm).call(r,\"num+\",(function(){E.bindToRedraw(\"_zoomIn\")}),\"keydown\"),zn(s=this.keycharm).call(s,\"num-\",(function(){E.bindToRedraw(\"_zoomOut\")}),\"keydown\"),zn(a=this.keycharm).call(a,\"-\",(function(){E.bindToRedraw(\"_zoomOut\")}),\"keydown\"),zn(h=this.keycharm).call(h,\"[\",(function(){E.bindToRedraw(\"_zoomOut\")}),\"keydown\"),zn(l=this.keycharm).call(l,\"]\",(function(){E.bindToRedraw(\"_zoomIn\")}),\"keydown\"),zn(d=this.keycharm).call(d,\"pageup\",(function(){E.bindToRedraw(\"_zoomIn\")}),\"keydown\"),zn(c=this.keycharm).call(c,\"pagedown\",(function(){E.bindToRedraw(\"_zoomOut\")}),\"keydown\"),zn(u=this.keycharm).call(u,\"up\",(function(){E.unbindFromRedraw(\"_moveUp\")}),\"keyup\"),zn(f=this.keycharm).call(f,\"down\",(function(){E.unbindFromRedraw(\"_moveDown\")}),\"keyup\"),zn(p=this.keycharm).call(p,\"left\",(function(){E.unbindFromRedraw(\"_moveLeft\")}),\"keyup\"),zn(v=this.keycharm).call(v,\"right\",(function(){E.unbindFromRedraw(\"_moveRight\")}),\"keyup\"),zn(g=this.keycharm).call(g,\"=\",(function(){E.unbindFromRedraw(\"_zoomIn\")}),\"keyup\"),zn(y=this.keycharm).call(y,\"num+\",(function(){E.unbindFromRedraw(\"_zoomIn\")}),\"keyup\"),zn(m=this.keycharm).call(m,\"num-\",(function(){E.unbindFromRedraw(\"_zoomOut\")}),\"keyup\"),zn(b=this.keycharm).call(b,\"-\",(function(){E.unbindFromRedraw(\"_zoomOut\")}),\"keyup\"),zn(w=this.keycharm).call(w,\"[\",(function(){E.unbindFromRedraw(\"_zoomOut\")}),\"keyup\"),zn(k=this.keycharm).call(k,\"]\",(function(){E.unbindFromRedraw(\"_zoomIn\")}),\"keyup\"),zn(_=this.keycharm).call(_,\"pageup\",(function(){E.unbindFromRedraw(\"_zoomIn\")}),\"keyup\"),zn(x=this.keycharm).call(x,\"pagedown\",(function(){E.unbindFromRedraw(\"_zoomOut\")}),\"keyup\")))}}]),t}();function LC(t,e){var i=void 0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return HC(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return HC(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function HC(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}var WC=function(){function t(e,i,n){var o,r,s,a,h,l,d,c,u,f,p,v,g;Yd(this,t),this.body=e,this.canvas=i,this.selectionHandler=n,this.navigationHandler=new RC(e,i),this.body.eventListeners.onTap=zn(o=this.onTap).call(o,this),this.body.eventListeners.onTouch=zn(r=this.onTouch).call(r,this),this.body.eventListeners.onDoubleTap=zn(s=this.onDoubleTap).call(s,this),this.body.eventListeners.onHold=zn(a=this.onHold).call(a,this),this.body.eventListeners.onDragStart=zn(h=this.onDragStart).call(h,this),this.body.eventListeners.onDrag=zn(l=this.onDrag).call(l,this),this.body.eventListeners.onDragEnd=zn(d=this.onDragEnd).call(d,this),this.body.eventListeners.onMouseWheel=zn(c=this.onMouseWheel).call(c,this),this.body.eventListeners.onPinch=zn(u=this.onPinch).call(u,this),this.body.eventListeners.onMouseMove=zn(f=this.onMouseMove).call(f,this),this.body.eventListeners.onRelease=zn(p=this.onRelease).call(p,this),this.body.eventListeners.onContext=zn(v=this.onContext).call(v,this),this.touchTime=0,this.drag={},this.pinch={},this.popup=void 0,this.popupObj=void 0,this.popupTimer=void 0,this.body.functions.getPointer=zn(g=this.getPointer).call(g,this),this.options={},this.defaultOptions={dragNodes:!0,dragView:!0,hover:!1,keyboard:{enabled:!1,speed:{x:10,y:10,zoom:.02},bindToWindow:!0,autoFocus:!0},navigationButtons:!1,tooltipDelay:300,zoomView:!0,zoomSpeed:1},un(this.options,this.defaultOptions),this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t=this;this.body.emitter.on(\"destroy\",(function(){clearTimeout(t.popupTimer),delete t.body.functions.getPointer}))}},{key:\"setOptions\",value:function(t){if(void 0!==t){im([\"hideEdgesOnDrag\",\"hideEdgesOnZoom\",\"hideNodesOnDrag\",\"keyboard\",\"multiselect\",\"selectable\",\"selectConnectedEdges\"],this.options,t),Sm(this.options,t,\"keyboard\"),t.tooltip&&(un(this.options.tooltip,t.tooltip),t.tooltip.color&&(this.options.tooltip.color=gm(t.tooltip.color)))}this.navigationHandler.setOptions(this.options)}},{key:\"getPointer\",value:function(t){return{x:t.x-sm(this.canvas.frame.canvas),y:t.y-am(this.canvas.frame.canvas)}}},{key:\"onTouch\",value:function(t){(new Date).valueOf()-this.touchTime>50&&(this.drag.pointer=this.getPointer(t.center),this.drag.pinched=!1,this.pinch.scale=this.body.view.scale,this.touchTime=(new Date).valueOf())}},{key:\"onTap\",value:function(t){var e=this.getPointer(t.center),i=this.selectionHandler.options.multiselect&&(t.changedPointers[0].ctrlKey||t.changedPointers[0].metaKey);this.checkSelectionChanges(e,i),this.selectionHandler.commitAndEmit(e,t),this.selectionHandler.generateClickEvent(\"click\",t,e)}},{key:\"onDoubleTap\",value:function(t){var e=this.getPointer(t.center);this.selectionHandler.generateClickEvent(\"doubleClick\",t,e)}},{key:\"onHold\",value:function(t){var e=this.getPointer(t.center),i=this.selectionHandler.options.multiselect;this.checkSelectionChanges(e,i),this.selectionHandler.commitAndEmit(e,t),this.selectionHandler.generateClickEvent(\"click\",t,e),this.selectionHandler.generateClickEvent(\"hold\",t,e)}},{key:\"onRelease\",value:function(t){if((new Date).valueOf()-this.touchTime>10){var e=this.getPointer(t.center);this.selectionHandler.generateClickEvent(\"release\",t,e),this.touchTime=(new Date).valueOf()}}},{key:\"onContext\",value:function(t){var e=this.getPointer({x:t.clientX,y:t.clientY});this.selectionHandler.generateClickEvent(\"oncontext\",t,e)}},{key:\"checkSelectionChanges\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1];!0===e?this.selectionHandler.selectAdditionalOnPoint(t):this.selectionHandler.selectOnPoint(t)}},{key:\"_determineDifference\",value:function(t,e){var i=function(t,e){for(var i=[],n=0;n<t.length;n++){var o=t[n];-1===Fp(e).call(e,o)&&i.push(o)}return i};return{nodes:i(t.nodes,e.nodes),edges:i(t.edges,e.edges)}}},{key:\"onDragStart\",value:function(t){if(!this.drag.dragging){void 0===this.drag.pointer&&this.onTouch(t);var e=this.selectionHandler.getNodeAt(this.drag.pointer);if(this.drag.dragging=!0,this.drag.selection=[],this.drag.translation=un({},this.body.view.translation),this.drag.nodeId=void 0,t.srcEvent.shiftKey){this.body.selectionBox.show=!0;var i=this.getPointer(t.center);this.body.selectionBox.position.start={x:this.canvas._XconvertDOMtoCanvas(i.x),y:this.canvas._YconvertDOMtoCanvas(i.y)},this.body.selectionBox.position.end={x:this.canvas._XconvertDOMtoCanvas(i.x),y:this.canvas._YconvertDOMtoCanvas(i.y)}}if(void 0!==e&&!0===this.options.dragNodes){this.drag.nodeId=e.id,!1===e.isSelected()&&this.selectionHandler.setSelection({nodes:[e.id]}),this.selectionHandler.generateClickEvent(\"dragStart\",t,this.drag.pointer);var n,o=LC(this.selectionHandler.getSelectedNodes());try{for(o.s();!(n=o.n()).done;){var r=n.value,s={id:r.id,node:r,x:r.x,y:r.y,xFixed:r.options.fixed.x,yFixed:r.options.fixed.y};r.options.fixed.x=!0,r.options.fixed.y=!0,this.drag.selection.push(s)}}catch(t){o.e(t)}finally{o.f()}}else this.selectionHandler.generateClickEvent(\"dragStart\",t,this.drag.pointer,void 0,!0)}}},{key:\"onDrag\",value:function(t){var e=this;if(!0!==this.drag.pinched){this.body.emitter.emit(\"unlockNode\");var i=this.getPointer(t.center),n=this.drag.selection;if(n&&n.length&&!0===this.options.dragNodes){this.selectionHandler.generateClickEvent(\"dragging\",t,i);var o=i.x-this.drag.pointer.x,r=i.y-this.drag.pointer.y;Fu(n).call(n,(function(t){var i=t.node;!1===t.xFixed&&(i.x=e.canvas._XconvertDOMtoCanvas(e.canvas._XconvertCanvasToDOM(t.x)+o)),!1===t.yFixed&&(i.y=e.canvas._YconvertDOMtoCanvas(e.canvas._YconvertCanvasToDOM(t.y)+r))})),this.body.emitter.emit(\"startSimulation\")}else{if(t.srcEvent.shiftKey){if(this.selectionHandler.generateClickEvent(\"dragging\",t,i,void 0,!0),void 0===this.drag.pointer)return void this.onDragStart(t);this.body.selectionBox.position.end={x:this.canvas._XconvertDOMtoCanvas(i.x),y:this.canvas._YconvertDOMtoCanvas(i.y)},this.body.emitter.emit(\"_requestRedraw\")}if(!0===this.options.dragView&&!t.srcEvent.shiftKey){if(this.selectionHandler.generateClickEvent(\"dragging\",t,i,void 0,!0),void 0===this.drag.pointer)return void this.onDragStart(t);var s=i.x-this.drag.pointer.x,a=i.y-this.drag.pointer.y;this.body.view.translation={x:this.drag.translation.x+s,y:this.drag.translation.y+a},this.body.emitter.emit(\"_requestRedraw\")}}}}},{key:\"onDragEnd\",value:function(t){var e=this;if(this.drag.dragging=!1,this.body.selectionBox.show){var i;this.body.selectionBox.show=!1;var n=this.body.selectionBox.position,o={minX:Math.min(n.start.x,n.end.x),minY:Math.min(n.start.y,n.end.y),maxX:Math.max(n.start.x,n.end.x),maxY:Math.max(n.start.y,n.end.y)},r=Xf(i=this.body.nodeIndices).call(i,(function(t){var i=e.body.nodes[t];return i.x>=o.minX&&i.x<=o.maxX&&i.y>=o.minY&&i.y<=o.maxY}));Fu(r).call(r,(function(t){return e.selectionHandler.selectObject(e.body.nodes[t])}));var s=this.getPointer(t.center);this.selectionHandler.commitAndEmit(s,t),this.selectionHandler.generateClickEvent(\"dragEnd\",t,this.getPointer(t.center),void 0,!0),this.body.emitter.emit(\"_requestRedraw\")}else{var a=this.drag.selection;a&&a.length?(Fu(a).call(a,(function(t){t.node.options.fixed.x=t.xFixed,t.node.options.fixed.y=t.yFixed})),this.selectionHandler.generateClickEvent(\"dragEnd\",t,this.getPointer(t.center)),this.body.emitter.emit(\"startSimulation\")):(this.selectionHandler.generateClickEvent(\"dragEnd\",t,this.getPointer(t.center),void 0,!0),this.body.emitter.emit(\"_requestRedraw\"))}}},{key:\"onPinch\",value:function(t){var e=this.getPointer(t.center);this.drag.pinched=!0,void 0===this.pinch.scale&&(this.pinch.scale=1);var i=this.pinch.scale*t.scale;this.zoom(i,e)}},{key:\"zoom\",value:function(t,e){if(!0===this.options.zoomView){var i=this.body.view.scale;t<1e-5&&(t=1e-5),t>10&&(t=10);var n=void 0;void 0!==this.drag&&!0===this.drag.dragging&&(n=this.canvas.DOMtoCanvas(this.drag.pointer));var o=this.body.view.translation,r=t/i,s=(1-r)*e.x+o.x*r,a=(1-r)*e.y+o.y*r;if(this.body.view.scale=t,this.body.view.translation={x:s,y:a},null!=n){var h=this.canvas.canvasToDOM(n);this.drag.pointer.x=h.x,this.drag.pointer.y=h.y}this.body.emitter.emit(\"_requestRedraw\"),i<t?this.body.emitter.emit(\"zoom\",{direction:\"+\",scale:this.body.view.scale,pointer:e}):this.body.emitter.emit(\"zoom\",{direction:\"-\",scale:this.body.view.scale,pointer:e})}}},{key:\"onMouseWheel\",value:function(t){if(!0===this.options.zoomView){if(0!==t.deltaY){var e=this.body.view.scale;e*=1+(t.deltaY<0?1:-1)*(.1*this.options.zoomSpeed);var i=this.getPointer({x:t.clientX,y:t.clientY});this.zoom(e,i)}t.preventDefault()}}},{key:\"onMouseMove\",value:function(t){var e=this,i=this.getPointer({x:t.clientX,y:t.clientY}),n=!1;void 0!==this.popup&&(!1===this.popup.hidden&&this._checkHidePopup(i),!1===this.popup.hidden&&(n=!0,this.popup.setPosition(i.x+3,i.y-5),this.popup.show())),this.options.keyboard.autoFocus&&!1===this.options.keyboard.bindToWindow&&!0===this.options.keyboard.enabled&&this.canvas.frame.focus(),!1===n&&(void 0!==this.popupTimer&&(clearInterval(this.popupTimer),this.popupTimer=void 0),this.drag.dragging||(this.popupTimer=Sv((function(){return e._checkShowPopup(i)}),this.options.tooltipDelay))),!0===this.options.hover&&this.selectionHandler.hoverObject(t,i)}},{key:\"_checkShowPopup\",value:function(t){var e=this.canvas._XconvertDOMtoCanvas(t.x),i=this.canvas._YconvertDOMtoCanvas(t.y),n={left:e,top:i,right:e,bottom:i},o=void 0===this.popupObj?void 0:this.popupObj.id,r=!1,s=\"node\";if(void 0===this.popupObj){for(var a,h=this.body.nodeIndices,l=this.body.nodes,d=[],c=0;c<h.length;c++)!0===(a=l[h[c]]).isOverlappingWith(n)&&(r=!0,void 0!==a.getTitle()&&d.push(h[c]));d.length>0&&(this.popupObj=l[d[d.length-1]],r=!0)}if(void 0===this.popupObj&&!1===r){for(var u,f=this.body.edgeIndices,p=this.body.edges,v=[],g=0;g<f.length;g++)!0===(u=p[f[g]]).isOverlappingWith(n)&&!0===u.connected&&void 0!==u.getTitle()&&v.push(f[g]);v.length>0&&(this.popupObj=p[v[v.length-1]],s=\"edge\")}void 0!==this.popupObj?this.popupObj.id!==o&&(void 0===this.popup&&(this.popup=new qm(this.canvas.frame)),this.popup.popupTargetType=s,this.popup.popupTargetId=this.popupObj.id,this.popup.setPosition(t.x+3,t.y-5),this.popup.setText(this.popupObj.getTitle()),this.popup.show(),this.body.emitter.emit(\"showPopup\",this.popupObj.id)):void 0!==this.popup&&(this.popup.hide(),this.body.emitter.emit(\"hidePopup\"))}},{key:\"_checkHidePopup\",value:function(t){var e=this.selectionHandler._pointerToPositionObject(t),i=!1;if(\"node\"===this.popup.popupTargetType){if(void 0!==this.body.nodes[this.popup.popupTargetId]&&!0===(i=this.body.nodes[this.popup.popupTargetId].isOverlappingWith(e))){var n=this.selectionHandler.getNodeAt(t);i=void 0!==n&&n.id===this.popup.popupTargetId}}else void 0===this.selectionHandler.getNodeAt(t)&&void 0!==this.body.edges[this.popup.popupTargetId]&&(i=this.body.edges[this.popup.popupTargetId].isOverlappingWith(e));!1===i&&(this.popupObj=void 0,this.popup.hide(),this.body.emitter.emit(\"hidePopup\"))}}]),t}(),qC=g,VC=Nw,UC=Db.exports.getWeakData,YC=$e,XC=Y,GC=yw,KC=pw,$C=Wt,ZC=Vo.set,QC=Vo.getterFor,JC=Wh.find,tS=Wh.findIndex,eS=qC([].splice),iS=0,nS=function(t){return t.frozen||(t.frozen=new oS)},oS=function(){this.entries=[]},rS=function(t,e){return JC(t.entries,(function(t){return t[0]===e}))};oS.prototype={get:function(t){var e=rS(this,t);if(e)return e[1]},has:function(t){return!!rS(this,t)},set:function(t,e){var i=rS(this,t);i?i[1]=e:this.entries.push([t,e])},delete:function(t){var e=tS(this.entries,(function(e){return e[0]===t}));return~e&&eS(this.entries,e,1),!!~e}};var sS,aS={getConstructor:function(t,e,i,n){var o=t((function(t,o){GC(t,r),ZC(t,{type:e,id:iS++,frozen:void 0}),null!=o&&KC(o,t[n],{that:t,AS_ENTRIES:i})})),r=o.prototype,s=QC(e),a=function(t,e,i){var n=s(t),o=UC(YC(e),!0);return!0===o?nS(n).set(e,i):o[n.id]=i,t};return VC(r,{delete:function(t){var e=s(this);if(!XC(t))return!1;var i=UC(t);return!0===i?nS(e).delete(t):i&&$C(i,e.id)&&delete i[e.id]},has:function(t){var e=s(this);if(!XC(t))return!1;var i=UC(t);return!0===i?nS(e).has(t):i&&$C(i,e.id)}}),VC(r,i?{get:function(t){var e=s(this);if(XC(t)){var i=UC(t);return!0===i?nS(e).get(t):i?i[e.id]:void 0}},set:function(t,e){return a(this,t,e)}}:{add:function(t){return a(this,t,!0)}}),o}},hS=n,lS=g,dS=Nw,cS=Db.exports,uS=Bw,fS=aS,pS=Y,vS=jb,gS=Vo.enforce,yS=_o,mS=!hS.ActiveXObject&&\"ActiveXObject\"in hS,bS=function(t){return function(){return t(this,arguments.length?arguments[0]:void 0)}},wS=uS(\"WeakMap\",bS,fS);if(yS&&mS){sS=fS.getConstructor(bS,\"WeakMap\",!0),cS.enable();var kS=wS.prototype,_S=lS(kS.delete),xS=lS(kS.has),ES=lS(kS.get),OS=lS(kS.set);dS(kS,{delete:function(t){if(pS(t)&&!vS(t)){var e=gS(this);return e.frozen||(e.frozen=new sS),_S(this,t)||e.frozen.delete(t)}return _S(this,t)},has:function(t){if(pS(t)&&!vS(t)){var e=gS(this);return e.frozen||(e.frozen=new sS),xS(this,t)||e.frozen.has(t)}return xS(this,t)},get:function(t){if(pS(t)&&!vS(t)){var e=gS(this);return e.frozen||(e.frozen=new sS),xS(this,t)?ES(this,t):e.frozen.get(t)}return ES(this,t)},set:function(t,e){if(pS(t)&&!vS(t)){var i=gS(this);i.frozen||(i.frozen=new sS),xS(this,t)?OS(this,t,e):i.frozen.set(t,e)}else OS(this,t,e);return this}})}var CS,SS,TS,MS,PS,DS=X.WeakMap;function IS(t,e,i,n){if(\"a\"===i&&!n)throw new TypeError(\"Private accessor was defined without a getter\");if(\"function\"==typeof e?t!==e||!n:!e.has(t))throw new TypeError(\"Cannot read private member from an object whose class did not declare it\");return\"m\"===i?n:\"a\"===i?n.call(t):n?n.value:e.get(t)}function BS(t,e,i,n,o){if(\"m\"===n)throw new TypeError(\"Private method is not writable\");if(\"a\"===n&&!o)throw new TypeError(\"Private accessor was defined without a setter\");if(\"function\"==typeof e?t!==e||!o:!e.has(t))throw new TypeError(\"Cannot write private member to an object whose class did not declare it\");return\"a\"===n?o.call(t,i):o?o.value=i:e.set(t,i),i}function zS(t,e){var i=void 0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return NS(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return NS(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function NS(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}function FS(t,e){var i,n=new b_,o=zS(e);try{for(o.s();!(i=o.n()).done;){var r=i.value;t.has(r)||n.add(r)}}catch(t){o.e(t)}finally{o.f()}return n}var AS=function(){function t(){Yd(this,t),CS.set(this,new b_),SS.set(this,new b_)}return Kd(t,[{key:\"size\",get:function(){return IS(this,SS,\"f\").size}},{key:\"add\",value:function(){for(var t=arguments.length,e=new Array(t),i=0;i<t;i++)e[i]=arguments[i];for(var n=0,o=e;n<o.length;n++){var r=o[n];IS(this,SS,\"f\").add(r)}}},{key:\"delete\",value:function(){for(var t=arguments.length,e=new Array(t),i=0;i<t;i++)e[i]=arguments[i];for(var n=0,o=e;n<o.length;n++){var r=o[n];IS(this,SS,\"f\").delete(r)}}},{key:\"clear\",value:function(){IS(this,SS,\"f\").clear()}},{key:\"getSelection\",value:function(){return Jc(IS(this,SS,\"f\"))}},{key:\"getChanges\",value:function(){return{added:Jc(FS(IS(this,CS,\"f\"),IS(this,SS,\"f\"))),deleted:Jc(FS(IS(this,SS,\"f\"),IS(this,CS,\"f\"))),previous:Jc(new b_(IS(this,CS,\"f\"))),current:Jc(new b_(IS(this,SS,\"f\")))}}},{key:\"commit\",value:function(){var t=this.getChanges();BS(this,CS,IS(this,SS,\"f\"),\"f\"),BS(this,SS,new b_(IS(this,CS,\"f\")),\"f\");var e,i=zS(t.added);try{for(i.s();!(e=i.n()).done;){e.value.select()}}catch(t){i.e(t)}finally{i.f()}var n,o=zS(t.deleted);try{for(o.s();!(n=o.n()).done;){n.value.unselect()}}catch(t){o.e(t)}finally{o.f()}return t}}]),t}();CS=new DS,SS=new DS;var jS=function(){function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:function(){};Yd(this,t),TS.set(this,new AS),MS.set(this,new AS),PS.set(this,void 0),BS(this,PS,e,\"f\")}return Kd(t,[{key:\"sizeNodes\",get:function(){return IS(this,TS,\"f\").size}},{key:\"sizeEdges\",get:function(){return IS(this,MS,\"f\").size}},{key:\"getNodes\",value:function(){return IS(this,TS,\"f\").getSelection()}},{key:\"getEdges\",value:function(){return IS(this,MS,\"f\").getSelection()}},{key:\"addNodes\",value:function(){var t;(t=IS(this,TS,\"f\")).add.apply(t,arguments)}},{key:\"addEdges\",value:function(){var t;(t=IS(this,MS,\"f\")).add.apply(t,arguments)}},{key:\"deleteNodes\",value:function(t){IS(this,TS,\"f\").delete(t)}},{key:\"deleteEdges\",value:function(t){IS(this,MS,\"f\").delete(t)}},{key:\"clear\",value:function(){IS(this,TS,\"f\").clear(),IS(this,MS,\"f\").clear()}},{key:\"commit\",value:function(){for(var t,e,i={nodes:IS(this,TS,\"f\").commit(),edges:IS(this,MS,\"f\").commit()},n=arguments.length,o=new Array(n),r=0;r<n;r++)o[r]=arguments[r];return(t=IS(this,PS,\"f\")).call.apply(t,su(e=[this,i]).call(e,o)),i}}]),t}();function RS(t,e){var i=void 0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return LS(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return LS(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function LS(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}TS=new DS,MS=new DS,PS=new DS;var HS=function(){function t(e,i){var n=this;Yd(this,t),this.body=e,this.canvas=i,this._selectionAccumulator=new jS,this.hoverObj={nodes:{},edges:{}},this.options={},this.defaultOptions={multiselect:!1,selectable:!0,selectConnectedEdges:!0,hoverConnectedEdges:!0},un(this.options,this.defaultOptions),this.body.emitter.on(\"_dataChanged\",(function(){n.updateSelection()}))}return Kd(t,[{key:\"setOptions\",value:function(t){if(void 0!==t){em([\"multiselect\",\"hoverConnectedEdges\",\"selectable\",\"selectConnectedEdges\"],this.options,t)}}},{key:\"selectOnPoint\",value:function(t){var e=!1;if(!0===this.options.selectable){var i=this.getNodeAt(t)||this.getEdgeAt(t);this.unselectAll(),void 0!==i&&(e=this.selectObject(i)),this.body.emitter.emit(\"_requestRedraw\")}return e}},{key:\"selectAdditionalOnPoint\",value:function(t){var e=!1;if(!0===this.options.selectable){var i=this.getNodeAt(t)||this.getEdgeAt(t);void 0!==i&&(e=!0,!0===i.isSelected()?this.deselectObject(i):this.selectObject(i),this.body.emitter.emit(\"_requestRedraw\"))}return e}},{key:\"_initBaseEvent\",value:function(t,e){var i={};return i.pointer={DOM:{x:e.x,y:e.y},canvas:this.canvas.DOMtoCanvas(e)},i.event=t,i}},{key:\"generateClickEvent\",value:function(t,e,i,n){var o=arguments.length>4&&void 0!==arguments[4]&&arguments[4],r=this._initBaseEvent(e,i);if(!0===o)r.nodes=[],r.edges=[];else{var s=this.getSelection();r.nodes=s.nodes,r.edges=s.edges}void 0!==n&&(r.previousSelection=n),\"click\"==t&&(r.items=this.getClickedItems(i)),void 0!==e.controlEdge&&(r.controlEdge=e.controlEdge),this.body.emitter.emit(t,r)}},{key:\"selectObject\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:this.options.selectConnectedEdges;if(void 0!==t){if(t instanceof fO){var i;if(!0===e)(i=this._selectionAccumulator).addEdges.apply(i,Jc(t.edges));this._selectionAccumulator.addNodes(t)}else this._selectionAccumulator.addEdges(t);return!0}return!1}},{key:\"deselectObject\",value:function(t){!0===t.isSelected()&&(t.selected=!1,this._removeFromSelection(t))}},{key:\"_getAllNodesOverlappingWith\",value:function(t){for(var e=[],i=this.body.nodes,n=0;n<this.body.nodeIndices.length;n++){var o=this.body.nodeIndices[n];i[o].isOverlappingWith(t)&&e.push(o)}return e}},{key:\"_pointerToPositionObject\",value:function(t){var e=this.canvas.DOMtoCanvas(t);return{left:e.x-1,top:e.y+1,right:e.x+1,bottom:e.y-1}}},{key:\"getNodeAt\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1],i=this._pointerToPositionObject(t),n=this._getAllNodesOverlappingWith(i);return n.length>0?!0===e?this.body.nodes[n[n.length-1]]:n[n.length-1]:void 0}},{key:\"_getEdgesOverlappingWith\",value:function(t,e){for(var i=this.body.edges,n=0;n<this.body.edgeIndices.length;n++){var o=this.body.edgeIndices[n];i[o].isOverlappingWith(t)&&e.push(o)}}},{key:\"_getAllEdgesOverlappingWith\",value:function(t){var e=[];return this._getEdgesOverlappingWith(t,e),e}},{key:\"getEdgeAt\",value:function(t){for(var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1],i=this.canvas.DOMtoCanvas(t),n=10,o=null,r=this.body.edges,s=0;s<this.body.edgeIndices.length;s++){var a=this.body.edgeIndices[s],h=r[a];if(h.connected){var l=h.from.x,d=h.from.y,c=h.to.x,u=h.to.y,f=h.edgeType.getDistanceToEdge(l,d,c,u,i.x,i.y);f<n&&(o=a,n=f)}}return null!==o?!0===e?this.body.edges[o]:o:void 0}},{key:\"_addToHover\",value:function(t){t instanceof fO?this.hoverObj.nodes[t.id]=t:this.hoverObj.edges[t.id]=t}},{key:\"_removeFromSelection\",value:function(t){var e;t instanceof fO?(this._selectionAccumulator.deleteNodes(t),(e=this._selectionAccumulator).deleteEdges.apply(e,Jc(t.edges))):this._selectionAccumulator.deleteEdges(t)}},{key:\"unselectAll\",value:function(){this._selectionAccumulator.clear()}},{key:\"getSelectedNodeCount\",value:function(){return this._selectionAccumulator.sizeNodes}},{key:\"getSelectedEdgeCount\",value:function(){return this._selectionAccumulator.sizeEdges}},{key:\"_hoverConnectedEdges\",value:function(t){for(var e=0;e<t.edges.length;e++){var i=t.edges[e];i.hover=!0,this._addToHover(i)}}},{key:\"emitBlurEvent\",value:function(t,e,i){var n=this._initBaseEvent(t,e);!0===i.hover&&(i.hover=!1,i instanceof fO?(n.node=i.id,this.body.emitter.emit(\"blurNode\",n)):(n.edge=i.id,this.body.emitter.emit(\"blurEdge\",n)))}},{key:\"emitHoverEvent\",value:function(t,e,i){var n=this._initBaseEvent(t,e),o=!1;return!1===i.hover&&(i.hover=!0,this._addToHover(i),o=!0,i instanceof fO?(n.node=i.id,this.body.emitter.emit(\"hoverNode\",n)):(n.edge=i.id,this.body.emitter.emit(\"hoverEdge\",n))),o}},{key:\"hoverObject\",value:function(t,e){var i=this.getNodeAt(e);void 0===i&&(i=this.getEdgeAt(e));var n=!1;for(var o in this.hoverObj.nodes)Object.prototype.hasOwnProperty.call(this.hoverObj.nodes,o)&&(void 0===i||i instanceof fO&&i.id!=o||i instanceof cC)&&(this.emitBlurEvent(t,e,this.hoverObj.nodes[o]),delete this.hoverObj.nodes[o],n=!0);for(var r in this.hoverObj.edges)Object.prototype.hasOwnProperty.call(this.hoverObj.edges,r)&&(!0===n?(this.hoverObj.edges[r].hover=!1,delete this.hoverObj.edges[r]):(void 0===i||i instanceof cC&&i.id!=r||i instanceof fO&&!i.hover)&&(this.emitBlurEvent(t,e,this.hoverObj.edges[r]),delete this.hoverObj.edges[r],n=!0));if(void 0!==i){var s=bu(this.hoverObj.edges).length,a=bu(this.hoverObj.nodes).length;(n||i instanceof cC&&0===s&&0===a||i instanceof fO&&0===s&&0===a)&&(n=this.emitHoverEvent(t,e,i)),i instanceof fO&&!0===this.options.hoverConnectedEdges&&this._hoverConnectedEdges(i)}!0===n&&this.body.emitter.emit(\"_requestRedraw\")}},{key:\"commitWithoutEmitting\",value:function(){this._selectionAccumulator.commit()}},{key:\"commitAndEmit\",value:function(t,e){var i=!1,n=this._selectionAccumulator.commit(),o={nodes:n.nodes.previous,edges:n.edges.previous};n.edges.deleted.length>0&&(this.generateClickEvent(\"deselectEdge\",e,t,o),i=!0),n.nodes.deleted.length>0&&(this.generateClickEvent(\"deselectNode\",e,t,o),i=!0),n.nodes.added.length>0&&(this.generateClickEvent(\"selectNode\",e,t),i=!0),n.edges.added.length>0&&(this.generateClickEvent(\"selectEdge\",e,t),i=!0),!0===i&&this.generateClickEvent(\"select\",e,t)}},{key:\"getSelection\",value:function(){return{nodes:this.getSelectedNodeIds(),edges:this.getSelectedEdgeIds()}}},{key:\"getSelectedNodes\",value:function(){return this._selectionAccumulator.getNodes()}},{key:\"getSelectedEdges\",value:function(){return this._selectionAccumulator.getEdges()}},{key:\"getSelectedNodeIds\",value:function(){var t;return gu(t=this._selectionAccumulator.getNodes()).call(t,(function(t){return t.id}))}},{key:\"getSelectedEdgeIds\",value:function(){var t;return gu(t=this._selectionAccumulator.getEdges()).call(t,(function(t){return t.id}))}},{key:\"setSelection\",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{};if(!t||!t.nodes&&!t.edges)throw new TypeError(\"Selection must be an object with nodes and/or edges properties\");if((e.unselectAll||void 0===e.unselectAll)&&this.unselectAll(),t.nodes){var i,n=RS(t.nodes);try{for(n.s();!(i=n.n()).done;){var o=i.value,r=this.body.nodes[o];if(!r)throw new RangeError('Node with id \"'+o+'\" not found');this.selectObject(r,e.highlightEdges)}}catch(t){n.e(t)}finally{n.f()}}if(t.edges){var s,a=RS(t.edges);try{for(a.s();!(s=a.n()).done;){var h=s.value,l=this.body.edges[h];if(!l)throw new RangeError('Edge with id \"'+h+'\" not found');this.selectObject(l)}}catch(t){a.e(t)}finally{a.f()}}this.body.emitter.emit(\"_requestRedraw\"),this._selectionAccumulator.commit()}},{key:\"selectNodes\",value:function(t){var e=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];if(!t||void 0===t.length)throw\"Selection must be an array with ids\";this.setSelection({nodes:t},{highlightEdges:e})}},{key:\"selectEdges\",value:function(t){if(!t||void 0===t.length)throw\"Selection must be an array with ids\";this.setSelection({edges:t})}},{key:\"updateSelection\",value:function(){for(var t in this._selectionAccumulator.getNodes())Object.prototype.hasOwnProperty.call(this.body.nodes,t.id)||this._selectionAccumulator.deleteNodes(t);for(var e in this._selectionAccumulator.getEdges())Object.prototype.hasOwnProperty.call(this.body.edges,e.id)||this._selectionAccumulator.deleteEdges(e)}},{key:\"getClickedItems\",value:function(t){for(var e=this.canvas.DOMtoCanvas(t),i=[],n=this.body.nodeIndices,o=this.body.nodes,r=n.length-1;r>=0;r--){var s=o[n[r]].getItemsOnPoint(e);i.push.apply(i,s)}for(var a=this.body.edgeIndices,h=this.body.edges,l=a.length-1;l>=0;l--){var d=h[a[l]].getItemsOnPoint(e);i.push.apply(i,d)}return i}}]),t}(),WS={};!function(t){!function(t){function e(t,e){if(!(t instanceof e))throw new TypeError(\"Cannot call a class as a function\")}t.__esModule=!0,t.sort=v;var i=32,n=7,o=256,r=[1,10,100,1e3,1e4,1e5,1e6,1e7,1e8,1e9];function s(t){return t<1e5?t<100?t<10?0:1:t<1e4?t<1e3?2:3:4:t<1e7?t<1e6?5:6:t<1e9?t<1e8?7:8:9}function a(t,e){if(t===e)return 0;if(~~t===t&&~~e===e){if(0===t||0===e)return t<e?-1:1;if(t<0||e<0){if(e>=0)return-1;if(t>=0)return 1;t=-t,e=-e}var i=s(t),n=s(e),o=0;return i<n?(t*=r[n-i-1],e/=10,o=-1):i>n&&(e*=r[i-n-1],t/=10,o=1),t===e?o:t<e?-1:1}var a=String(t),h=String(e);return a===h?0:a<h?-1:1}function h(t){for(var e=0;t>=i;)e|=1&t,t>>=1;return t+e}function l(t,e,i,n){var o=e+1;if(o===i)return 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d=s+(h-s>>>1);r(t,e[i+d])<0?h=d:s=d+1}return h}var p=function(){function t(i,r){e(this,t),this.array=null,this.compare=null,this.minGallop=n,this.length=0,this.tmpStorageLength=o,this.stackLength=0,this.runStart=null,this.runLength=null,this.stackSize=0,this.array=i,this.compare=r,this.length=i.length,this.length<2*o&&(this.tmpStorageLength=this.length>>>1),this.tmp=new Array(this.tmpStorageLength),this.stackLength=this.length<120?5:this.length<1542?10:this.length<119151?19:40,this.runStart=new Array(this.stackLength),this.runLength=new Array(this.stackLength)}return t.prototype.pushRun=function(t,e){this.runStart[this.stackSize]=t,this.runLength[this.stackSize]=e,this.stackSize+=1},t.prototype.mergeRuns=function(){for(;this.stackSize>1;){var t=this.stackSize-2;if(t>=1&&this.runLength[t-1]<=this.runLength[t]+this.runLength[t+1]||t>=2&&this.runLength[t-2]<=this.runLength[t]+this.runLength[t-1])this.runLength[t-1]<this.runLength[t+1]&&t--;else if(this.runLength[t]>this.runLength[t+1])break;this.mergeAt(t)}},t.prototype.forceMergeRuns=function(){for(;this.stackSize>1;){var t=this.stackSize-2;t>0&&this.runLength[t-1]<this.runLength[t+1]&&t--,this.mergeAt(t)}},t.prototype.mergeAt=function(t){var e=this.compare,i=this.array,n=this.runStart[t],o=this.runLength[t],r=this.runStart[t+1],s=this.runLength[t+1];this.runLength[t]=o+s,t===this.stackSize-3&&(this.runStart[t+1]=this.runStart[t+2],this.runLength[t+1]=this.runLength[t+2]),this.stackSize--;var a=f(i[r],i,n,o,0,e);n+=a,0!=(o-=a)&&0!==(s=u(i[n+o-1],i,r,s,s-1,e))&&(o<=s?this.mergeLow(n,o,r,s):this.mergeHigh(n,o,r,s))},t.prototype.mergeLow=function(t,e,i,o){var r=this.compare,s=this.array,a=this.tmp,h=0;for(h=0;h<e;h++)a[h]=s[t+h];var l=0,d=i,c=t;if(s[c++]=s[d++],0!=--o)if(1!==e){for(var p=this.minGallop;;){var v=0,g=0,y=!1;do{if(r(s[d],a[l])<0){if(s[c++]=s[d++],g++,v=0,0==--o){y=!0;break}}else 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if(s[c--]=a[d--],m++,y=0,1==--o){b=!0;break}}while((y|m)<g);if(b)break;do{if(0!=(y=e-f(a[d],s,t,e,e-1,r))){for(e-=y,v=1+(c-=y),p=1+(l-=y),h=y-1;h>=0;h--)s[v+h]=s[p+h];if(0===e){b=!0;break}}if(s[c--]=a[d--],1==--o){b=!0;break}if(0!=(m=o-u(s[l],a,0,o,o-1,r))){for(o-=m,v=1+(c-=m),p=1+(d-=m),h=0;h<m;h++)s[v+h]=a[p+h];if(o<=1){b=!0;break}}if(s[c--]=s[l--],0==--e){b=!0;break}g--}while(y>=n||m>=n);if(b)break;g<0&&(g=0),g+=2}if(this.minGallop=g,g<1&&(this.minGallop=1),1===o){for(v=1+(c-=e),p=1+(l-=e),h=e-1;h>=0;h--)s[v+h]=s[p+h];s[c]=a[d]}else{if(0===o)throw new Error(\"mergeHigh preconditions were not respected\");for(p=c-(o-1),h=0;h<o;h++)s[p+h]=a[h]}}else{for(v=1+(c-=e),p=1+(l-=e),h=e-1;h>=0;h--)s[v+h]=s[p+h];s[c]=a[d]}else for(p=c-(o-1),h=0;h<o;h++)s[p+h]=a[h]},t}();function v(t,e,n,o){if(!Array.isArray(t))throw new TypeError(\"Can only sort arrays\");e?\"function\"!=typeof e&&(o=n,n=e,e=a):e=a,n||(n=0),o||(o=t.length);var r=o-n;if(!(r<2)){var s=0;if(r<i)c(t,n,o,n+(s=l(t,n,o,e)),e);else{var d=new p(t,e),u=h(r);do{if((s=l(t,n,o,e))<u){var f=r;f>u&&(f=u),c(t,n,n+f,n+s,e),s=f}d.pushRun(n,s),d.mergeRuns(),r-=s,n+=s}while(0!==r);d.forceMergeRuns()}}}}(t)}(WS);var qS=WS;function VS(t){var e=function(){if(\"undefined\"==typeof Reflect||!Mk)return!1;if(Mk.sham)return!1;if(\"function\"==typeof Proxy)return!0;try{return Boolean.prototype.valueOf.call(Mk(Boolean,[],(function(){}))),!0}catch(t){return!1}}();return function(){var i,n=Ak(t);if(e){var o=Ak(this).constructor;i=Mk(n,arguments,o)}else i=n.apply(this,arguments);return Nk(this,i)}}var US=function(){function t(){Yd(this,t)}return Kd(t,[{key:\"abstract\",value:function(){throw new Error(\"Can't instantiate abstract class!\")}},{key:\"fake_use\",value:function(){}},{key:\"curveType\",value:function(){return this.abstract()}},{key:\"getPosition\",value:function(t){return this.fake_use(t),this.abstract()}},{key:\"setPosition\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:void 0;this.fake_use(t,e,i),this.abstract()}},{key:\"getTreeSize\",value:function(t){return this.fake_use(t),this.abstract()}},{key:\"sort\",value:function(t){this.fake_use(t),this.abstract()}},{key:\"fix\",value:function(t,e){this.fake_use(t,e),this.abstract()}},{key:\"shift\",value:function(t,e){this.fake_use(t,e),this.abstract()}}]),t}(),YS=function(t){zk(i,t);var e=VS(i);function i(t){var n;return Yd(this,i),(n=e.call(this)).layout=t,n}return Kd(i,[{key:\"curveType\",value:function(){return\"horizontal\"}},{key:\"getPosition\",value:function(t){return t.x}},{key:\"setPosition\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:void 0;void 0!==i&&this.layout.hierarchical.addToOrdering(t,i),t.x=e}},{key:\"getTreeSize\",value:function(t){var e=this.layout.hierarchical.getTreeSize(this.layout.body.nodes,t);return{min:e.min_x,max:e.max_x}}},{key:\"sort\",value:function(t){qS.sort(t,(function(t,e){return t.x-e.x}))}},{key:\"fix\",value:function(t,e){t.y=this.layout.options.hierarchical.levelSeparation*e,t.options.fixed.y=!0}},{key:\"shift\",value:function(t,e){this.layout.body.nodes[t].x+=e}}]),i}(US),XS=function(t){zk(i,t);var e=VS(i);function i(t){var n;return Yd(this,i),(n=e.call(this)).layout=t,n}return Kd(i,[{key:\"curveType\",value:function(){return\"vertical\"}},{key:\"getPosition\",value:function(t){return t.y}},{key:\"setPosition\",value:function(t,e){var i=arguments.length>2&&void 0!==arguments[2]?arguments[2]:void 0;void 0!==i&&this.layout.hierarchical.addToOrdering(t,i),t.y=e}},{key:\"getTreeSize\",value:function(t){var e=this.layout.hierarchical.getTreeSize(this.layout.body.nodes,t);return{min:e.min_y,max:e.max_y}}},{key:\"sort\",value:function(t){qS.sort(t,(function(t,e){return t.y-e.y}))}},{key:\"fix\",value:function(t,e){t.x=this.layout.options.hierarchical.levelSeparation*e,t.options.fixed.x=!0}},{key:\"shift\",value:function(t,e){this.layout.body.nodes[t].y+=e}}]),i}(US),GS=Wh.every;_i({target:\"Array\",proto:!0,forced:!Cu(\"every\")},{every:function(t){return GS(this,t,arguments.length>1?arguments[1]:void 0)}});var KS=Tn(\"Array\").every,$S=J,ZS=KS,QS=Array.prototype,JS=function(t){var e=t.every;return t===QS||$S(QS,t)&&e===QS.every?ZS:e},tT=JS;function eT(t,e){var i=void 0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return iT(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return iT(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function iT(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}function nT(t,e){var i=new b_;return Fu(t).call(t,(function(t){var e;Fu(e=t.edges).call(e,(function(t){t.connected&&i.add(t)}))})),Fu(i).call(i,(function(t){var i=t.from.id,n=t.to.id;null==e[i]&&(e[i]=0),(null==e[n]||e[i]>=e[n])&&(e[n]=e[i]+1)})),e}function oT(t,e,i,n){var o,r,s=Kp(null),a=i_(o=Jc(kx(n).call(n))).call(o,(function(t,e){return t+1+e.edges.length}),0),h=i+\"Id\",l=\"to\"===i?1:-1,d=eT(n);try{var c=function(){var o=Kc(r.value,2),d=o[0],c=o[1];if(!n.has(d)||!t(c))return\"continue\";s[d]=0;for(var u=[c],f=0,p=void 0,v=function(){var t,o;if(!n.has(d))return\"continue\";var r=s[p.id]+l;if(Fu(t=Xf(o=p.edges).call(o,(function(t){return t.connected&&t.to!==t.from&&t[i]!==p&&n.has(t.toId)&&n.has(t.fromId)}))).call(t,(function(t){var n=t[h],o=s[n];(null==o||e(r,o))&&(s[n]=r,u.push(t[i]))})),f>a)return{v:{v:nT(n,s)}};++f};p=u.pop();){var g=v();if(\"continue\"!==g&&\"object\"===Qc(g))return g.v}};for(d.s();!(r=d.n()).done;){var u=c();if(\"continue\"!==u&&\"object\"===Qc(u))return u.v}}catch(t){d.e(t)}finally{d.f()}return s}var rT=function(){function t(){Yd(this,t),this.childrenReference={},this.parentReference={},this.trees={},this.distributionOrdering={},this.levels={},this.distributionIndex={},this.isTree=!1,this.treeIndex=-1}return Kd(t,[{key:\"addRelation\",value:function(t,e){void 0===this.childrenReference[t]&&(this.childrenReference[t]=[]),this.childrenReference[t].push(e),void 0===this.parentReference[e]&&(this.parentReference[e]=[]),this.parentReference[e].push(t)}},{key:\"checkIfTree\",value:function(){for(var t in this.parentReference)if(this.parentReference[t].length>1)return void(this.isTree=!1);this.isTree=!0}},{key:\"numTrees\",value:function(){return this.treeIndex+1}},{key:\"setTreeIndex\",value:function(t,e){void 0!==e&&void 0===this.trees[t.id]&&(this.trees[t.id]=e,this.treeIndex=Math.max(e,this.treeIndex))}},{key:\"ensureLevel\",value:function(t){void 0===this.levels[t]&&(this.levels[t]=0)}},{key:\"getMaxLevel\",value:function(t){var e=this,i={};return function t(n){if(void 0!==i[n])return i[n];var o=e.levels[n];if(e.childrenReference[n]){var r=e.childrenReference[n];if(r.length>0)for(var s=0;s<r.length;s++)o=Math.max(o,t(r[s]))}return i[n]=o,o}(t)}},{key:\"levelDownstream\",value:function(t,e){void 0===this.levels[e.id]&&(void 0===this.levels[t.id]&&(this.levels[t.id]=0),this.levels[e.id]=this.levels[t.id]+1)}},{key:\"setMinLevelToZero\",value:function(t){var e=1e9;for(var i in t)Object.prototype.hasOwnProperty.call(t,i)&&void 0!==this.levels[i]&&(e=Math.min(this.levels[i],e));for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&void 0!==this.levels[n]&&(this.levels[n]-=e)}},{key:\"getTreeSize\",value:function(t,e){var i=1e9,n=-1e9,o=1e9,r=-1e9;for(var s in this.trees)if(Object.prototype.hasOwnProperty.call(this.trees,s)&&this.trees[s]===e){var a=t[s];i=Math.min(a.x,i),n=Math.max(a.x,n),o=Math.min(a.y,o),r=Math.max(a.y,r)}return{min_x:i,max_x:n,min_y:o,max_y:r}}},{key:\"hasSameParent\",value:function(t,e){var i=this.parentReference[t.id],n=this.parentReference[e.id];if(void 0===i||void 0===n)return!1;for(var o=0;o<i.length;o++)for(var r=0;r<n.length;r++)if(i[o]==n[r])return!0;return!1}},{key:\"inSameSubNetwork\",value:function(t,e){return this.trees[t.id]===this.trees[e.id]}},{key:\"getLevels\",value:function(){return bu(this.distributionOrdering)}},{key:\"addToOrdering\",value:function(t,e){void 0===this.distributionOrdering[e]&&(this.distributionOrdering[e]=[]);var i=!1,n=this.distributionOrdering[e];for(var o in n)if(n[o]===t){i=!0;break}i||(this.distributionOrdering[e].push(t),this.distributionIndex[t.id]=this.distributionOrdering[e].length-1)}}]),t}(),sT=function(){function t(e){Yd(this,t),this.body=e,this._resetRNG(Math.random()+\":\"+Eu()),this.setPhysics=!1,this.options={},this.optionsBackup={physics:{}},this.defaultOptions={randomSeed:void 0,improvedLayout:!0,clusterThreshold:150,hierarchical:{enabled:!1,levelSeparation:150,nodeSpacing:100,treeSpacing:200,blockShifting:!0,edgeMinimization:!0,parentCentralization:!0,direction:\"UD\",sortMethod:\"hubsize\"}},un(this.options,this.defaultOptions),this.bindEventListeners()}return Kd(t,[{key:\"bindEventListeners\",value:function(){var t=this;this.body.emitter.on(\"_dataChanged\",(function(){t.setupHierarchicalLayout()})),this.body.emitter.on(\"_dataLoaded\",(function(){t.layoutNetwork()})),this.body.emitter.on(\"_resetHierarchicalLayout\",(function(){t.setupHierarchicalLayout()})),this.body.emitter.on(\"_adjustEdgesForHierarchicalLayout\",(function(){if(!0===t.options.hierarchical.enabled){var e=t.direction.curveType();t.body.emitter.emit(\"_forceDisableDynamicCurves\",e,!1)}}))}},{key:\"setOptions\",value:function(t,e){if(void 0!==t){var i=this.options.hierarchical,n=i.enabled;if(em([\"randomSeed\",\"improvedLayout\",\"clusterThreshold\"],this.options,t),Sm(this.options,t,\"hierarchical\"),void 0!==t.randomSeed&&this._resetRNG(t.randomSeed),!0===i.enabled)return!0===n&&this.body.emitter.emit(\"refresh\",!0),\"RL\"===i.direction||\"DU\"===i.direction?i.levelSeparation>0&&(i.levelSeparation*=-1):i.levelSeparation<0&&(i.levelSeparation*=-1),this.setDirectionStrategy(),this.body.emitter.emit(\"_resetHierarchicalLayout\"),this.adaptAllOptionsForHierarchicalLayout(e);if(!0===n)return this.body.emitter.emit(\"refresh\"),nm(e,this.optionsBackup)}return e}},{key:\"_resetRNG\",value:function(t){this.initialRandomSeed=t,this._rng=jy(this.initialRandomSeed)}},{key:\"adaptAllOptionsForHierarchicalLayout\",value:function(t){if(!0===this.options.hierarchical.enabled){var e=this.optionsBackup.physics;void 0===t.physics||!0===t.physics?(t.physics={enabled:void 0===e.enabled||e.enabled,solver:\"hierarchicalRepulsion\"},e.enabled=void 0===e.enabled||e.enabled,e.solver=e.solver||\"barnesHut\"):\"object\"===Qc(t.physics)?(e.enabled=void 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e=0;e<this.body.nodeIndices.length;e++)!0===this.body.nodes[this.body.nodeIndices[e]].isCluster&&(t=!0,this.body.modules.clustering.openCluster(this.body.nodeIndices[e],{},!1));!0===t&&this.body.emitter.emit(\"_dataChanged\")}}},{key:\"getSeed\",value:function(){return this.initialRandomSeed}},{key:\"setupHierarchicalLayout\",value:function(){if(!0===this.options.hierarchical.enabled&&this.body.nodeIndices.length>0){var t,e,i=!1,n=!1;for(e in this.lastNodeOnLevel={},this.hierarchical=new rT,this.body.nodes)Object.prototype.hasOwnProperty.call(this.body.nodes,e)&&(void 0!==(t=this.body.nodes[e]).options.level?(i=!0,this.hierarchical.levels[e]=t.options.level):n=!0);if(!0===n&&!0===i)throw new Error(\"To use the hierarchical layout, nodes require either no predefined levels or levels have to be defined for all nodes.\");if(!0===n){var 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t=this,e={};hm(this.body.nodeIndices,(function(i){var n=t.body.nodes[i],o=t._getActiveEdges(n).length;e[o]=!0}));var i=[];return hm(e,(function(t){i.push(Number(t))})),rx(qS).call(qS,i,(function(t,e){return e-t})),i}},{key:\"_determineLevelsByHubsize\",value:function(){for(var t=this,e=function(e,i){t.hierarchical.levelDownstream(e,i)},i=this._getHubSizes(),n=function(n){var o=i[n];if(0===o)return\"break\";hm(t.body.nodeIndices,(function(i){var n=t.body.nodes[i];o===t._getActiveEdges(n).length&&t._crawlNetwork(e,i)}))},o=0;o<i.length;++o){if(\"break\"===n(o))break}}},{key:\"_determineLevelsCustomCallback\",value:function(){var t=this;this._crawlNetwork((function(e,i,n){var o=t.hierarchical.levels[e.id];void 0===o&&(o=t.hierarchical.levels[e.id]=1e5);var r=(EC.cloneOptions(e,\"node\"),EC.cloneOptions(i,\"node\"),void 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t=this;this._crawlNetwork((function(e,i){t.hierarchical.levels[i.id]>t.hierarchical.levels[e.id]&&t.hierarchical.addRelation(e.id,i.id)})),this.hierarchical.checkIfTree()}},{key:\"_crawlNetwork\",value:function(){var t=this,e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:function(){},i=arguments.length>1?arguments[1]:void 0,n={},o=function i(o,r){if(void 0===n[o.id]){var s;t.hierarchical.setTreeIndex(o,r),n[o.id]=!0;for(var a=t._getActiveEdges(o),h=0;h<a.length;h++){var l=a[h];!0===l.connected&&(s=l.toId==o.id?l.from:l.to,o.id!=s.id&&(e(o,s,l),i(s,r)))}}};if(void 0===i)for(var r=0,s=0;s<this.body.nodeIndices.length;s++){var a=this.body.nodeIndices[s];if(void 0===n[a]){var h=this.body.nodes[a];o(h,r),r+=1}}else{var l=this.body.nodes[i];if(void 0===l)return void console.error(\"Node not found:\",i);o(l)}}},{key:\"_shiftBlock\",value:function(t,e){var i=this,n={};!function t(o){if(!n[o]){n[o]=!0,i.direction.shift(o,e);var r=i.hierarchical.childrenReference[o];if(void 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0!==tu&&ih(t)||t[\"@@iterator\"];if(!i){if(lu(t)||(i=function(t,e){var i;if(!t)return;if(\"string\"==typeof t)return hT(t,e);var n=au(i=Object.prototype.toString.call(t)).call(i,8,-1);\"Object\"===n&&t.constructor&&(n=t.constructor.name);if(\"Map\"===n||\"Set\"===n)return ja(t);if(\"Arguments\"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n))return hT(t,e)}(t))||e&&t&&\"number\"==typeof t.length){i&&(t=i);var n=0,o=function(){};return{s:o,n:function(){return n>=t.length?{done:!0}:{done:!1,value:t[n++]}},e:function(t){throw t},f:o}}throw new TypeError(\"Invalid attempt to iterate non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}var r,s=!0,a=!1;return{s:function(){i=i.call(t)},n:function(){var t=i.next();return s=t.done,t},e:function(t){a=!0,r=t},f:function(){try{s||null==i.return||i.return()}finally{if(a)throw r}}}}function hT(t,e){(null==e||e>t.length)&&(e=t.length);for(var i=0,n=new Array(e);i<e;i++)n[i]=t[i];return n}var lT=function(){function t(e,i,n,o){var r,s,a=this;Yd(this,t),this.body=e,this.canvas=i,this.selectionHandler=n,this.interactionHandler=o,this.editMode=!1,this.manipulationDiv=void 0,this.editModeDiv=void 0,this.closeDiv=void 0,this._domEventListenerCleanupQueue=[],this.temporaryUIFunctions={},this.temporaryEventFunctions=[],this.touchTime=0,this.temporaryIds={nodes:[],edges:[]},this.guiEnabled=!1,this.inMode=!1,this.selectedControlNode=void 0,this.options={},this.defaultOptions={enabled:!1,initiallyActive:!1,addNode:!0,addEdge:!0,editNode:void 0,editEdge:!0,deleteNode:!0,deleteEdge:!0,controlNodeStyle:{shape:\"dot\",size:6,color:{background:\"#ff0000\",border:\"#3c3c3c\",highlight:{background:\"#07f968\",border:\"#3c3c3c\"}},borderWidth:2,borderWidthSelected:2}},un(this.options,this.defaultOptions),this.body.emitter.on(\"destroy\",(function(){a._clean()})),this.body.emitter.on(\"_dataChanged\",zn(r=this._restore).call(r,this)),this.body.emitter.on(\"_resetData\",zn(s=this._restore).call(s,this))}return Kd(t,[{key:\"_restore\",value:function(){!1!==this.inMode&&(!0===this.options.initiallyActive?this.enableEditMode():this.disableEditMode())}},{key:\"setOptions\",value:function(t,e,i){void 0!==e&&(void 0!==e.locale?this.options.locale=e.locale:this.options.locale=i.locale,void 0!==e.locales?this.options.locales=e.locales:this.options.locales=i.locales),void 0!==t&&(\"boolean\"==typeof t?this.options.enabled=t:(this.options.enabled=!0,nm(this.options,t)),!0===this.options.initiallyActive&&(this.editMode=!0),this._setup())}},{key:\"toggleEditMode\",value:function(){!0===this.editMode?this.disableEditMode():this.enableEditMode()}},{key:\"enableEditMode\",value:function(){this.editMode=!0,this._clean(),!0===this.guiEnabled&&(this.manipulationDiv.style.display=\"block\",this.closeDiv.style.display=\"block\",this.editModeDiv.style.display=\"none\",this.showManipulatorToolbar())}},{key:\"disableEditMode\",value:function(){this.editMode=!1,this._clean(),!0===this.guiEnabled&&(this.manipulationDiv.style.display=\"none\",this.closeDiv.style.display=\"none\",this.editModeDiv.style.display=\"block\",this._createEditButton())}},{key:\"showManipulatorToolbar\",value:function(){if(this._clean(),this.manipulationDOM={},!0===this.guiEnabled){var t,e;this.editMode=!0,this.manipulationDiv.style.display=\"block\",this.closeDiv.style.display=\"block\";var i=this.selectionHandler.getSelectedNodeCount(),n=this.selectionHandler.getSelectedEdgeCount(),o=i+n,r=this.options.locales[this.options.locale],s=!1;!1!==this.options.addNode&&(this._createAddNodeButton(r),s=!0),!1!==this.options.addEdge&&(!0===s?this._createSeperator(1):s=!0,this._createAddEdgeButton(r)),1===i&&\"function\"==typeof this.options.editNode?(!0===s?this._createSeperator(2):s=!0,this._createEditNodeButton(r)):1===n&&0===i&&!1!==this.options.editEdge&&(!0===s?this._createSeperator(3):s=!0,this._createEditEdgeButton(r)),0!==o&&(i>0&&!1!==this.options.deleteNode||0===i&&!1!==this.options.deleteEdge)&&(!0===s&&this._createSeperator(4),this._createDeleteButton(r)),this._bindElementEvents(this.closeDiv,zn(t=this.toggleEditMode).call(t,this)),this._temporaryBindEvent(\"select\",zn(e=this.showManipulatorToolbar).call(e,this))}this.body.emitter.emit(\"_redraw\")}},{key:\"addNodeMode\",value:function(){var t;if(!0!==this.editMode&&this.enableEditMode(),this._clean(),this.inMode=\"addNode\",!0===this.guiEnabled){var e,i=this.options.locales[this.options.locale];this.manipulationDOM={},this._createBackButton(i),this._createSeperator(),this._createDescription(i.addDescription||this.options.locales.en.addDescription),this._bindElementEvents(this.closeDiv,zn(e=this.toggleEditMode).call(e,this))}this._temporaryBindEvent(\"click\",zn(t=this._performAddNode).call(t,this))}},{key:\"editNode\",value:function(){var t=this;!0!==this.editMode&&this.enableEditMode(),this._clean();var e=this.selectionHandler.getSelectedNodes()[0];if(void 0!==e){if(this.inMode=\"editNode\",\"function\"!=typeof this.options.editNode)throw new Error(\"No function has been configured to handle the editing of nodes.\");if(!0!==e.isCluster){var i=nm({},e.options,!1);if(i.x=e.x,i.y=e.y,2!==this.options.editNode.length)throw new Error(\"The function for edit does not support two arguments (data, callback)\");this.options.editNode(i,(function(e){null!=e&&\"editNode\"===t.inMode&&t.body.data.nodes.getDataSet().update(e),t.showManipulatorToolbar()}))}else alert(this.options.locales[this.options.locale].editClusterError||this.options.locales.en.editClusterError)}else this.showManipulatorToolbar()}},{key:\"addEdgeMode\",value:function(){var t,e,i,n,o;if(!0!==this.editMode&&this.enableEditMode(),this._clean(),this.inMode=\"addEdge\",!0===this.guiEnabled){var r,s=this.options.locales[this.options.locale];this.manipulationDOM={},this._createBackButton(s),this._createSeperator(),this._createDescription(s.edgeDescription||this.options.locales.en.edgeDescription),this._bindElementEvents(this.closeDiv,zn(r=this.toggleEditMode).call(r,this))}this._temporaryBindUI(\"onTouch\",zn(t=this._handleConnect).call(t,this)),this._temporaryBindUI(\"onDragEnd\",zn(e=this._finishConnect).call(e,this)),this._temporaryBindUI(\"onDrag\",zn(i=this._dragControlNode).call(i,this)),this._temporaryBindUI(\"onRelease\",zn(n=this._finishConnect).call(n,this)),this._temporaryBindUI(\"onDragStart\",zn(o=this._dragStartEdge).call(o,this)),this._temporaryBindUI(\"onHold\",(function(){}))}},{key:\"editEdgeMode\",value:function(){if(!0!==this.editMode&&this.enableEditMode(),this._clean(),this.inMode=\"editEdge\",\"object\"!==Qc(this.options.editEdge)||\"function\"!=typeof this.options.editEdge.editWithoutDrag||(this.edgeBeingEditedId=this.selectionHandler.getSelectedEdgeIds()[0],void 0===this.edgeBeingEditedId)){if(!0===this.guiEnabled){var t,e=this.options.locales[this.options.locale];this.manipulationDOM={},this._createBackButton(e),this._createSeperator(),this._createDescription(e.editEdgeDescription||this.options.locales.en.editEdgeDescription),this._bindElementEvents(this.closeDiv,zn(t=this.toggleEditMode).call(t,this))}if(this.edgeBeingEditedId=this.selectionHandler.getSelectedEdgeIds()[0],void 0!==this.edgeBeingEditedId){var i,n,o,r,s=this.body.edges[this.edgeBeingEditedId],a=this._getNewTargetNode(s.from.x,s.from.y),h=this._getNewTargetNode(s.to.x,s.to.y);this.temporaryIds.nodes.push(a.id),this.temporaryIds.nodes.push(h.id),this.body.nodes[a.id]=a,this.body.nodeIndices.push(a.id),this.body.nodes[h.id]=h,this.body.nodeIndices.push(h.id),this._temporaryBindUI(\"onTouch\",zn(i=this._controlNodeTouch).call(i,this)),this._temporaryBindUI(\"onTap\",(function(){})),this._temporaryBindUI(\"onHold\",(function(){})),this._temporaryBindUI(\"onDragStart\",zn(n=this._controlNodeDragStart).call(n,this)),this._temporaryBindUI(\"onDrag\",zn(o=this._controlNodeDrag).call(o,this)),this._temporaryBindUI(\"onDragEnd\",zn(r=this._controlNodeDragEnd).call(r,this)),this._temporaryBindUI(\"onMouseMove\",(function(){})),this._temporaryBindEvent(\"beforeDrawing\",(function(t){var e=s.edgeType.findBorderPositions(t);!1===a.selected&&(a.x=e.from.x,a.y=e.from.y),!1===h.selected&&(h.x=e.to.x,h.y=e.to.y)})),this.body.emitter.emit(\"_redraw\")}else this.showManipulatorToolbar()}else{var l=this.body.edges[this.edgeBeingEditedId];this._performEditEdge(l.from.id,l.to.id)}}},{key:\"deleteSelected\",value:function(){var t=this;!0!==this.editMode&&this.enableEditMode(),this._clean(),this.inMode=\"delete\";var e=this.selectionHandler.getSelectedNodeIds(),i=this.selectionHandler.getSelectedEdgeIds(),n=void 0;if(e.length>0){for(var o=0;o<e.length;o++)if(!0===this.body.nodes[e[o]].isCluster)return void alert(this.options.locales[this.options.locale].deleteClusterError||this.options.locales.en.deleteClusterError);\"function\"==typeof this.options.deleteNode&&(n=this.options.deleteNode)}else i.length>0&&\"function\"==typeof this.options.deleteEdge&&(n=this.options.deleteEdge);if(\"function\"==typeof n){var r={nodes:e,edges:i};if(2!==n.length)throw new Error(\"The function for delete does not support two arguments (data, callback)\");n(r,(function(e){null!=e&&\"delete\"===t.inMode?(t.body.data.edges.getDataSet().remove(e.edges),t.body.data.nodes.getDataSet().remove(e.nodes),t.body.emitter.emit(\"startSimulation\"),t.showManipulatorToolbar()):(t.body.emitter.emit(\"startSimulation\"),t.showManipulatorToolbar())}))}else this.body.data.edges.getDataSet().remove(i),this.body.data.nodes.getDataSet().remove(e),this.body.emitter.emit(\"startSimulation\"),this.showManipulatorToolbar()}},{key:\"_setup\",value:function(){!0===this.options.enabled?(this.guiEnabled=!0,this._createWrappers(),!1===this.editMode?this._createEditButton():this.showManipulatorToolbar()):(this._removeManipulationDOM(),this.guiEnabled=!1)}},{key:\"_createWrappers\",value:function(){var t,e;(void 0===this.manipulationDiv&&(this.manipulationDiv=document.createElement(\"div\"),this.manipulationDiv.className=\"vis-manipulation\",!0===this.editMode?this.manipulationDiv.style.display=\"block\":this.manipulationDiv.style.display=\"none\",this.canvas.frame.appendChild(this.manipulationDiv)),void 0===this.editModeDiv&&(this.editModeDiv=document.createElement(\"div\"),this.editModeDiv.className=\"vis-edit-mode\",!0===this.editMode?this.editModeDiv.style.display=\"none\":this.editModeDiv.style.display=\"block\",this.canvas.frame.appendChild(this.editModeDiv)),void 0===this.closeDiv)&&(this.closeDiv=document.createElement(\"button\"),this.closeDiv.className=\"vis-close\",this.closeDiv.setAttribute(\"aria-label\",null!==(t=null===(e=this.options.locales[this.options.locale])||void 0===e?void 0:e.close)&&void 0!==t?t:this.options.locales.en.close),this.closeDiv.style.display=this.manipulationDiv.style.display,this.canvas.frame.appendChild(this.closeDiv))}},{key:\"_getNewTargetNode\",value:function(t,e){var i=nm({},this.options.controlNodeStyle);i.id=\"targetNode\"+Ax(),i.hidden=!1,i.physics=!1,i.x=t,i.y=e;var n=this.body.functions.createNode(i);return n.shape.boundingBox={left:t,right:t,top:e,bottom:e},n}},{key:\"_createEditButton\",value:function(){var t;this._clean(),this.manipulationDOM={},Ky(this.editModeDiv);var e=this.options.locales[this.options.locale],i=this._createButton(\"editMode\",\"vis-edit vis-edit-mode\",e.edit||this.options.locales.en.edit);this.editModeDiv.appendChild(i),this._bindElementEvents(i,zn(t=this.toggleEditMode).call(t,this))}},{key:\"_clean\",value:function(){this.inMode=!1,!0===this.guiEnabled&&(Ky(this.editModeDiv),Ky(this.manipulationDiv),this._cleanupDOMEventListeners()),this._cleanupTemporaryNodesAndEdges(),this._unbindTemporaryUIs(),this._unbindTemporaryEvents(),this.body.emitter.emit(\"restorePhysics\")}},{key:\"_cleanupDOMEventListeners\",value:function(){var t,e,i=aT(ff(t=this._domEventListenerCleanupQueue).call(t,0));try{for(i.s();!(e=i.n()).done;){(0,e.value)()}}catch(t){i.e(t)}finally{i.f()}}},{key:\"_removeManipulationDOM\",value:function(){this._clean(),Ky(this.manipulationDiv),Ky(this.editModeDiv),Ky(this.closeDiv),this.manipulationDiv&&this.canvas.frame.removeChild(this.manipulationDiv),this.editModeDiv&&this.canvas.frame.removeChild(this.editModeDiv),this.closeDiv&&this.canvas.frame.removeChild(this.closeDiv),this.manipulationDiv=void 0,this.editModeDiv=void 0,this.closeDiv=void 0}},{key:\"_createSeperator\",value:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:1;this.manipulationDOM[\"seperatorLineDiv\"+t]=document.createElement(\"div\"),this.manipulationDOM[\"seperatorLineDiv\"+t].className=\"vis-separator-line\",this.manipulationDiv.appendChild(this.manipulationDOM[\"seperatorLineDiv\"+t])}},{key:\"_createAddNodeButton\",value:function(t){var e,i=this._createButton(\"addNode\",\"vis-add\",t.addNode||this.options.locales.en.addNode);this.manipulationDiv.appendChild(i),this._bindElementEvents(i,zn(e=this.addNodeMode).call(e,this))}},{key:\"_createAddEdgeButton\",value:function(t){var e,i=this._createButton(\"addEdge\",\"vis-connect\",t.addEdge||this.options.locales.en.addEdge);this.manipulationDiv.appendChild(i),this._bindElementEvents(i,zn(e=this.addEdgeMode).call(e,this))}},{key:\"_createEditNodeButton\",value:function(t){var e,i=this._createButton(\"editNode\",\"vis-edit\",t.editNode||this.options.locales.en.editNode);this.manipulationDiv.appendChild(i),this._bindElementEvents(i,zn(e=this.editNode).call(e,this))}},{key:\"_createEditEdgeButton\",value:function(t){var e,i=this._createButton(\"editEdge\",\"vis-edit\",t.editEdge||this.options.locales.en.editEdge);this.manipulationDiv.appendChild(i),this._bindElementEvents(i,zn(e=this.editEdgeMode).call(e,this))}},{key:\"_createDeleteButton\",value:function(t){var e,i;i=this.options.rtl?\"vis-delete-rtl\":\"vis-delete\";var n=this._createButton(\"delete\",i,t.del||this.options.locales.en.del);this.manipulationDiv.appendChild(n),this._bindElementEvents(n,zn(e=this.deleteSelected).call(e,this))}},{key:\"_createBackButton\",value:function(t){var e,i=this._createButton(\"back\",\"vis-back\",t.back||this.options.locales.en.back);this.manipulationDiv.appendChild(i),this._bindElementEvents(i,zn(e=this.showManipulatorToolbar).call(e,this))}},{key:\"_createButton\",value:function(t,e,i){var n=arguments.length>3&&void 0!==arguments[3]?arguments[3]:\"vis-label\";return this.manipulationDOM[t+\"Div\"]=document.createElement(\"button\"),this.manipulationDOM[t+\"Div\"].className=\"vis-button \"+e,this.manipulationDOM[t+\"Label\"]=document.createElement(\"div\"),this.manipulationDOM[t+\"Label\"].className=n,this.manipulationDOM[t+\"Label\"].innerText=i,this.manipulationDOM[t+\"Div\"].appendChild(this.manipulationDOM[t+\"Label\"]),this.manipulationDOM[t+\"Div\"]}},{key:\"_createDescription\",value:function(t){this.manipulationDOM.descriptionLabel=document.createElement(\"div\"),this.manipulationDOM.descriptionLabel.className=\"vis-none\",this.manipulationDOM.descriptionLabel.innerText=t,this.manipulationDiv.appendChild(this.manipulationDOM.descriptionLabel)}},{key:\"_temporaryBindEvent\",value:function(t,e){this.temporaryEventFunctions.push({event:t,boundFunction:e}),this.body.emitter.on(t,e)}},{key:\"_temporaryBindUI\",value:function(t,e){if(void 0===this.body.eventListeners[t])throw new Error(\"This UI function does not exist. Typo? You tried: \"+t+\" possible are: \"+gv(bu(this.body.eventListeners)));this.temporaryUIFunctions[t]=this.body.eventListeners[t],this.body.eventListeners[t]=e}},{key:\"_unbindTemporaryUIs\",value:function(){for(var t in this.temporaryUIFunctions)Object.prototype.hasOwnProperty.call(this.temporaryUIFunctions,t)&&(this.body.eventListeners[t]=this.temporaryUIFunctions[t],delete this.temporaryUIFunctions[t]);this.temporaryUIFunctions={}}},{key:\"_unbindTemporaryEvents\",value:function(){for(var t=0;t<this.temporaryEventFunctions.length;t++){var e=this.temporaryEventFunctions[t].event,i=this.temporaryEventFunctions[t].boundFunction;this.body.emitter.off(e,i)}this.temporaryEventFunctions=[]}},{key:\"_bindElementEvents\",value:function(t,e){var i=new Wm(t,{});IC(i,e),this._domEventListenerCleanupQueue.push((function(){i.destroy()}));var n=function(t){var i=t.keyCode,n=t.key;\"Enter\"!==n&&\" \"!==n&&13!==i&&32!==i||e()};t.addEventListener(\"keyup\",n,!1),this._domEventListenerCleanupQueue.push((function(){t.removeEventListener(\"keyup\",n,!1)}))}},{key:\"_cleanupTemporaryNodesAndEdges\",value:function(){for(var t=0;t<this.temporaryIds.edges.length;t++){var e;this.body.edges[this.temporaryIds.edges[t]].disconnect(),delete this.body.edges[this.temporaryIds.edges[t]];var i,n=Fp(e=this.body.edgeIndices).call(e,this.temporaryIds.edges[t]);if(-1!==n)ff(i=this.body.edgeIndices).call(i,n,1)}for(var o=0;o<this.temporaryIds.nodes.length;o++){var r;delete this.body.nodes[this.temporaryIds.nodes[o]];var s,a=Fp(r=this.body.nodeIndices).call(r,this.temporaryIds.nodes[o]);if(-1!==a)ff(s=this.body.nodeIndices).call(s,a,1)}this.temporaryIds={nodes:[],edges:[]}}},{key:\"_controlNodeTouch\",value:function(t){this.selectionHandler.unselectAll(),this.lastTouch=this.body.functions.getPointer(t.center),this.lastTouch.translation=un({},this.body.view.translation)}},{key:\"_controlNodeDragStart\",value:function(){var t=this.lastTouch,e=this.selectionHandler._pointerToPositionObject(t),i=this.body.nodes[this.temporaryIds.nodes[0]],n=this.body.nodes[this.temporaryIds.nodes[1]],o=this.body.edges[this.edgeBeingEditedId];this.selectedControlNode=void 0;var r=i.isOverlappingWith(e),s=n.isOverlappingWith(e);!0===r?(this.selectedControlNode=i,o.edgeType.from=i):!0===s&&(this.selectedControlNode=n,o.edgeType.to=n),void 0!==this.selectedControlNode&&this.selectionHandler.selectObject(this.selectedControlNode),this.body.emitter.emit(\"_redraw\")}},{key:\"_controlNodeDrag\",value:function(t){this.body.emitter.emit(\"disablePhysics\");var e=this.body.functions.getPointer(t.center),i=this.canvas.DOMtoCanvas(e);void 0!==this.selectedControlNode?(this.selectedControlNode.x=i.x,this.selectedControlNode.y=i.y):this.interactionHandler.onDrag(t),this.body.emitter.emit(\"_redraw\")}},{key:\"_controlNodeDragEnd\",value:function(t){var e=this.body.functions.getPointer(t.center),i=this.selectionHandler._pointerToPositionObject(e),n=this.body.edges[this.edgeBeingEditedId];if(void 0!==this.selectedControlNode){this.selectionHandler.unselectAll();for(var o=this.selectionHandler._getAllNodesOverlappingWith(i),r=void 0,s=o.length-1;s>=0;s--)if(o[s]!==this.selectedControlNode.id){r=this.body.nodes[o[s]];break}if(void 0!==r&&void 0!==this.selectedControlNode)if(!0===r.isCluster)alert(this.options.locales[this.options.locale].createEdgeError||this.options.locales.en.createEdgeError);else{var a=this.body.nodes[this.temporaryIds.nodes[0]];this.selectedControlNode.id===a.id?this._performEditEdge(r.id,n.to.id):this._performEditEdge(n.from.id,r.id)}else n.updateEdgeType(),this.body.emitter.emit(\"restorePhysics\");this.body.emitter.emit(\"_redraw\")}}},{key:\"_handleConnect\",value:function(t){if((new Date).valueOf()-this.touchTime>100){this.lastTouch=this.body.functions.getPointer(t.center),this.lastTouch.translation=un({},this.body.view.translation),this.interactionHandler.drag.pointer=this.lastTouch,this.interactionHandler.drag.translation=this.lastTouch.translation;var e=this.lastTouch,i=this.selectionHandler.getNodeAt(e);if(void 0!==i)if(!0===i.isCluster)alert(this.options.locales[this.options.locale].createEdgeError||this.options.locales.en.createEdgeError);else{var n=this._getNewTargetNode(i.x,i.y);this.body.nodes[n.id]=n,this.body.nodeIndices.push(n.id);var o=this.body.functions.createEdge({id:\"connectionEdge\"+Ax(),from:i.id,to:n.id,physics:!1,smooth:{enabled:!0,type:\"continuous\",roundness:.5}});this.body.edges[o.id]=o,this.body.edgeIndices.push(o.id),this.temporaryIds.nodes.push(n.id),this.temporaryIds.edges.push(o.id)}this.touchTime=(new Date).valueOf()}}},{key:\"_dragControlNode\",value:function(t){var e=this.body.functions.getPointer(t.center),i=this.selectionHandler._pointerToPositionObject(e),n=void 0;void 0!==this.temporaryIds.edges[0]&&(n=this.body.edges[this.temporaryIds.edges[0]].fromId);for(var o=this.selectionHandler._getAllNodesOverlappingWith(i),r=void 0,s=o.length-1;s>=0;s--){var a;if(-1===Fp(a=this.temporaryIds.nodes).call(a,o[s])){r=this.body.nodes[o[s]];break}}if(t.controlEdge={from:n,to:r?r.id:void 0},this.selectionHandler.generateClickEvent(\"controlNodeDragging\",t,e),void 0!==this.temporaryIds.nodes[0]){var h=this.body.nodes[this.temporaryIds.nodes[0]];h.x=this.canvas._XconvertDOMtoCanvas(e.x),h.y=this.canvas._YconvertDOMtoCanvas(e.y),this.body.emitter.emit(\"_redraw\")}else this.interactionHandler.onDrag(t)}},{key:\"_finishConnect\",value:function(t){var e=this.body.functions.getPointer(t.center),i=this.selectionHandler._pointerToPositionObject(e),n=void 0;void 0!==this.temporaryIds.edges[0]&&(n=this.body.edges[this.temporaryIds.edges[0]].fromId);for(var o=this.selectionHandler._getAllNodesOverlappingWith(i),r=void 0,s=o.length-1;s>=0;s--){var a;if(-1===Fp(a=this.temporaryIds.nodes).call(a,o[s])){r=this.body.nodes[o[s]];break}}this._cleanupTemporaryNodesAndEdges(),void 0!==r&&(!0===r.isCluster?alert(this.options.locales[this.options.locale].createEdgeError||this.options.locales.en.createEdgeError):void 0!==this.body.nodes[n]&&void 0!==this.body.nodes[r.id]&&this._performAddEdge(n,r.id)),t.controlEdge={from:n,to:r?r.id:void 0},this.selectionHandler.generateClickEvent(\"controlNodeDragEnd\",t,e),this.body.emitter.emit(\"_redraw\")}},{key:\"_dragStartEdge\",value:function(t){var e=this.lastTouch;this.selectionHandler.generateClickEvent(\"dragStart\",t,e,void 0,!0)}},{key:\"_performAddNode\",value:function(t){var e=this,i={id:Ax(),x:t.pointer.canvas.x,y:t.pointer.canvas.y,label:\"new\"};if(\"function\"==typeof this.options.addNode){if(2!==this.options.addNode.length)throw this.showManipulatorToolbar(),new Error(\"The function for add does not support two arguments (data,callback)\");this.options.addNode(i,(function(t){null!=t&&\"addNode\"===e.inMode&&e.body.data.nodes.getDataSet().add(t),e.showManipulatorToolbar()}))}else this.body.data.nodes.getDataSet().add(i),this.showManipulatorToolbar()}},{key:\"_performAddEdge\",value:function(t,e){var i=this,n={from:t,to:e};if(\"function\"==typeof this.options.addEdge){if(2!==this.options.addEdge.length)throw new Error(\"The function for connect does not support two arguments (data,callback)\");this.options.addEdge(n,(function(t){null!=t&&\"addEdge\"===i.inMode&&(i.body.data.edges.getDataSet().add(t),i.selectionHandler.unselectAll(),i.showManipulatorToolbar())}))}else this.body.data.edges.getDataSet().add(n),this.selectionHandler.unselectAll(),this.showManipulatorToolbar()}},{key:\"_performEditEdge\",value:function(t,e){var i=this,n={id:this.edgeBeingEditedId,from:t,to:e,label:this.body.data.edges.get(this.edgeBeingEditedId).label},o=this.options.editEdge;if(\"object\"===Qc(o)&&(o=o.editWithoutDrag),\"function\"==typeof o){if(2!==o.length)throw new Error(\"The function for edit does not support two arguments (data, callback)\");o(n,(function(t){null==t||\"editEdge\"!==i.inMode?(i.body.edges[n.id].updateEdgeType(),i.body.emitter.emit(\"_redraw\"),i.showManipulatorToolbar()):(i.body.data.edges.getDataSet().update(t),i.selectionHandler.unselectAll(),i.showManipulatorToolbar())}))}else 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l=Kc(this._getEnergy(h),3),d=l[0],c=l[1],u=l[2];n<d&&(n=d,o=h,r=c,s=u)}}return[o,n,r,s]}},{key:\"_getEnergy\",value:function(t){var e=Kc(this.E_sums[t],2),i=e[0],n=e[1];return[Math.sqrt(Math.pow(i,2)+Math.pow(n,2)),i,n]}},{key:\"_moveNode\",value:function(t,e,i){for(var n=this.body.nodeIndices,o=this.body.nodes,r=0,s=0,a=0,h=o[t].x,l=o[t].y,d=this.K_matrix[t],c=this.L_matrix[t],u=0;u<n.length;u++){var f=n[u];if(f!==t){var p=o[f].x,v=o[f].y,g=d[f],y=c[f],m=1/Math.pow(Math.pow(h-p,2)+Math.pow(l-v,2),1.5);r+=g*(1-y*Math.pow(l-v,2)*m),s+=g*(y*(h-p)*(l-v)*m),a+=g*(1-y*Math.pow(h-p,2)*m)}}var b=(e/r+i/s)/(s/r-a/s),w=-(s*b+e)/r;o[t].x+=w,o[t].y+=b,this._updateE_matrix(t)}},{key:\"_createL_matrix\",value:function(t){var e=this.body.nodeIndices,i=this.springLength;this.L_matrix=[];for(var n=0;n<e.length;n++){this.L_matrix[e[n]]={};for(var o=0;o<e.length;o++)this.L_matrix[e[n]][e[o]]=i*t[e[n]][e[o]]}}},{key:\"_createK_matrix\",value:function(t){var e=this.body.nodeIndices,i=this.springConstant;this.K_matrix=[];for(var n=0;n<e.length;n++){this.K_matrix[e[n]]={};for(var o=0;o<e.length;o++)this.K_matrix[e[n]][e[o]]=i*Math.pow(t[e[n]][e[o]],-2)}}},{key:\"_createE_matrix\",value:function(){var t=this.body.nodeIndices,e=this.body.nodes;this.E_matrix={},this.E_sums={};for(var i=0;i<t.length;i++)this.E_matrix[t[i]]=[];for(var n=0;n<t.length;n++){for(var o=t[n],r=e[o].x,s=e[o].y,a=0,h=0,l=n;l<t.length;l++){var d=t[l];if(d!==o){var c=e[d].x,u=e[d].y,f=1/Math.sqrt(Math.pow(r-c,2)+Math.pow(s-u,2));this.E_matrix[o][l]=[this.K_matrix[o][d]*(r-c-this.L_matrix[o][d]*(r-c)*f),this.K_matrix[o][d]*(s-u-this.L_matrix[o][d]*(s-u)*f)],this.E_matrix[d][n]=this.E_matrix[o][l],a+=this.E_matrix[o][l][0],h+=this.E_matrix[o][l][1]}}this.E_sums[o]=[a,h]}}},{key:\"_updateE_matrix\",value:function(t){for(var e=this.body.nodeIndices,i=this.body.nodes,n=this.E_matrix[t],o=this.K_matrix[t],r=this.L_matrix[t],s=i[t].x,a=i[t].y,h=0,l=0,d=0;d<e.length;d++){var c=e[d];if(c!==t){var u=n[d],f=u[0],p=u[1],v=i[c].x,g=i[c].y,y=1/Math.sqrt(Math.pow(s-v,2)+Math.pow(a-g,2)),m=o[c]*(s-v-r[c]*(s-v)*y),b=o[c]*(a-g-r[c]*(a-g)*y);n[d]=[m,b],h+=m,l+=b;var w=this.E_sums[c];w[0]+=m-f,w[1]+=b-p}}this.E_sums[t]=[h,l]}}]),t}();function xT(t,e,i){var n,o,r,s,a=this;if(!(this instanceof xT))throw new SyntaxError(\"Constructor must be called with the new operator\");this.options={},this.defaultOptions={locale:\"en\",locales:Tb,clickToUse:!1},un(this.options,this.defaultOptions),this.body={container:t,nodes:{},nodeIndices:[],edges:{},edgeIndices:[],emitter:{on:zn(n=this.on).call(n,this),off:zn(o=this.off).call(o,this),emit:zn(r=this.emit).call(r,this),once:zn(s=this.once).call(s,this)},eventListeners:{onTap:function(){},onTouch:function(){},onDoubleTap:function(){},onHold:function(){},onDragStart:function(){},onDrag:function(){},onDragEnd:function(){},onMouseWheel:function(){},onPinch:function(){},onMouseMove:function(){},onRelease:function(){},onContext:function(){}},data:{nodes:null,edges:null},functions:{createNode:function(){},createEdge:function(){},getPointer:function(){}},modules:{},view:{scale:1,translation:{x:0,y:0}},selectionBox:{show:!1,position:{start:{x:0,y:0},end:{x:0,y:0}}}},this.bindEventListeners(),this.images=new Pb((function(){return a.body.emitter.emit(\"_requestRedraw\")})),this.groups=new tk,this.canvas=new zC(this.body),this.selectionHandler=new HS(this.body,this.canvas),this.interactionHandler=new WC(this.body,this.canvas,this.selectionHandler),this.view=new FC(this.body,this.canvas),this.renderer=new PC(this.body,this.canvas),this.physics=new xC(this.body),this.layoutEngine=new sT(this.body),this.clustering=new SC(this.body),this.manipulation=new lT(this.body,this.canvas,this.selectionHandler,this.interactionHandler),this.nodesHandler=new gO(this.body,this.images,this.groups,this.layoutEngine),this.edgesHandler=new uC(this.body,this.images,this.groups),this.body.modules.kamadaKawai=new _T(this.body,150,.05),this.body.modules.clustering=this.clustering,this.canvas._create(),this.setOptions(i),this.setData(e)}function ET(t){for(var e in t)Object.prototype.hasOwnProperty.call(t,e)&&(t[e].redundant=t[e].used,t[e].used=[])}function OT(t){for(var e in t)if(Object.prototype.hasOwnProperty.call(t,e)&&t[e].redundant){for(var i=0;i<t[e].redundant.length;i++)t[e].redundant[i].parentNode.removeChild(t[e].redundant[i]);t[e].redundant=[]}}function CT(t,e,i){var n;return Object.prototype.hasOwnProperty.call(e,t)?e[t].redundant.length>0?(n=e[t].redundant[0],e[t].redundant.shift()):(n=document.createElementNS(\"http://www.w3.org/2000/svg\",t),i.appendChild(n)):(n=document.createElementNS(\"http://www.w3.org/2000/svg\",t),e[t]={used:[],redundant:[]},i.appendChild(n)),e[t].used.push(n),n}Wn(xT.prototype),xT.prototype.setOptions=function(t){var e=this;if(null===t&&(t=void 0),void 0!==t){!0===Um.validate(t,yT)&&console.error(\"%cErrors have been found in the supplied options object.\",Vm);if(em([\"locale\",\"locales\",\"clickToUse\"],this.options,t),void 0!==t.locale&&(t.locale=function(t,e){try{var i=Kc(e.split(/[-_ /]/,2),2),n=i[0],o=i[1],r=null!=n?n.toLowerCase():null,s=null!=o?o.toUpperCase():null;if(r&&s){var a,h=r+\"-\"+s;if(Object.prototype.hasOwnProperty.call(t,h))return h;console.warn(su(a=\"Unknown variant \".concat(s,\" of language \")).call(a,r,\".\"))}if(r){var l=r;if(Object.prototype.hasOwnProperty.call(t,l))return l;console.warn(\"Unknown language \".concat(r))}return console.warn(\"Unknown locale \".concat(e,\", falling back to English.\")),\"en\"}catch(t){return console.error(t),console.warn(\"Unexpected error while normalizing locale \".concat(e,\", falling back to English.\")),\"en\"}}(t.locales||this.options.locales,t.locale)),t=this.layoutEngine.setOptions(t.layout,t),this.canvas.setOptions(t),this.groups.setOptions(t.groups),this.nodesHandler.setOptions(t.nodes),this.edgesHandler.setOptions(t.edges),this.physics.setOptions(t.physics),this.manipulation.setOptions(t.manipulation,t,this.options),this.interactionHandler.setOptions(t.interaction),this.renderer.setOptions(t.interaction),this.selectionHandler.setOptions(t.interaction),void 0!==t.groups&&this.body.emitter.emit(\"refreshNodes\"),\"configure\"in t&&(this.configurator||(this.configurator=new Hm(this,this.body.container,mT,this.canvas.pixelRatio,bT)),this.configurator.setOptions(t.configure)),this.configurator&&!0===this.configurator.options.enabled){var i={nodes:{},edges:{},layout:{},interaction:{},manipulation:{},physics:{},global:{}};nm(i.nodes,this.nodesHandler.options),nm(i.edges,this.edgesHandler.options),nm(i.layout,this.layoutEngine.options),nm(i.interaction,this.selectionHandler.options),nm(i.interaction,this.renderer.options),nm(i.interaction,this.interactionHandler.options),nm(i.manipulation,this.manipulation.options),nm(i.physics,this.physics.options),nm(i.global,this.canvas.options),nm(i.global,this.options),this.configurator.setModuleOptions(i)}void 0!==t.clickToUse?!0===t.clickToUse?void 0===this.activator&&(this.activator=new Rm(this.canvas.frame),this.activator.on(\"change\",(function(){e.body.emitter.emit(\"activate\")}))):(void 0!==this.activator&&(this.activator.destroy(),delete this.activator),this.body.emitter.emit(\"activate\")):this.body.emitter.emit(\"activate\"),this.canvas.setSize(),this.body.emitter.emit(\"startSimulation\")}},xT.prototype._updateVisibleIndices=function(){var t=this.body.nodes,e=this.body.edges;for(var i in this.body.nodeIndices=[],this.body.edgeIndices=[],t)Object.prototype.hasOwnProperty.call(t,i)&&(this.clustering._isClusteredNode(i)||!1!==t[i].options.hidden||this.body.nodeIndices.push(t[i].id));for(var n in e)if(Object.prototype.hasOwnProperty.call(e,n)){var o=e[n],r=t[o.fromId],s=t[o.toId],a=void 0!==r&&void 0!==s;!this.clustering._isClusteredEdge(n)&&!1===o.options.hidden&&a&&!1===r.options.hidden&&!1===s.options.hidden&&this.body.edgeIndices.push(o.id)}},xT.prototype.bindEventListeners=function(){var t=this;this.body.emitter.on(\"_dataChanged\",(function(){t.edgesHandler._updateState(),t.body.emitter.emit(\"_dataUpdated\")})),this.body.emitter.on(\"_dataUpdated\",(function(){t.clustering._updateState(),t._updateVisibleIndices(),t._updateValueRange(t.body.nodes),t._updateValueRange(t.body.edges),t.body.emitter.emit(\"startSimulation\"),t.body.emitter.emit(\"_requestRedraw\")}))},xT.prototype.setData=function(t){if(this.body.emitter.emit(\"resetPhysics\"),this.body.emitter.emit(\"_resetData\"),this.selectionHandler.unselectAll(),t&&t.dot&&(t.nodes||t.edges))throw new SyntaxError('Data must contain either parameter \"dot\" or  parameter pair \"nodes\" and \"edges\", but not both.');if(this.setOptions(t&&t.options),t&&t.dot){console.warn(\"The dot property has been deprecated. Please use the static convertDot method to convert DOT into vis.network format and use the normal data format with nodes and edges. This converter is used like this: var data = vis.network.convertDot(dotString);\");var e=Eb(t.dot);this.setData(e)}else if(t&&t.gephi){console.warn(\"The gephi property has been deprecated. Please use the static convertGephi method to convert gephi into vis.network format and use the normal data format with nodes and edges. This converter is used like this: var data = vis.network.convertGephi(gephiJson);\");var i=Cb(t.gephi);this.setData(i)}else this.nodesHandler.setData(t&&t.nodes,!0),this.edgesHandler.setData(t&&t.edges,!0),this.body.emitter.emit(\"_dataChanged\"),this.body.emitter.emit(\"_dataLoaded\"),this.body.emitter.emit(\"initPhysics\")},xT.prototype.destroy=function(){for(var t in this.body.emitter.emit(\"destroy\"),this.body.emitter.off(),this.off(),delete this.groups,delete this.canvas,delete this.selectionHandler,delete this.interactionHandler,delete this.view,delete this.renderer,delete this.physics,delete this.layoutEngine,delete this.clustering,delete this.manipulation,delete this.nodesHandler,delete this.edgesHandler,delete this.configurator,delete this.images,this.body.nodes)Object.prototype.hasOwnProperty.call(this.body.nodes,t)&&delete this.body.nodes[t];for(var e in this.body.edges)Object.prototype.hasOwnProperty.call(this.body.edges,e)&&delete this.body.edges[e];Ky(this.body.container)},xT.prototype._updateValueRange=function(t){var e,i=void 0,n=void 0,o=0;for(e in t)if(Object.prototype.hasOwnProperty.call(t,e)){var r=t[e].getValue();void 0!==r&&(i=void 0===i?r:Math.min(r,i),n=void 0===n?r:Math.max(r,n),o+=r)}if(void 0!==i&&void 0!==n)for(e in t)Object.prototype.hasOwnProperty.call(t,e)&&t[e].setValueRange(i,n,o)},xT.prototype.isActive=function(){return!this.activator||this.activator.active},xT.prototype.setSize=function(){return this.canvas.setSize.apply(this.canvas,arguments)},xT.prototype.canvasToDOM=function(){return this.canvas.canvasToDOM.apply(this.canvas,arguments)},xT.prototype.DOMtoCanvas=function(){return this.canvas.DOMtoCanvas.apply(this.canvas,arguments)},xT.prototype.findNode=function(){return this.clustering.findNode.apply(this.clustering,arguments)},xT.prototype.isCluster=function(){return this.clustering.isCluster.apply(this.clustering,arguments)},xT.prototype.openCluster=function(){return this.clustering.openCluster.apply(this.clustering,arguments)},xT.prototype.cluster=function(){return this.clustering.cluster.apply(this.clustering,arguments)},xT.prototype.getNodesInCluster=function(){return this.clustering.getNodesInCluster.apply(this.clustering,arguments)},xT.prototype.clusterByConnection=function(){return this.clustering.clusterByConnection.apply(this.clustering,arguments)},xT.prototype.clusterByHubsize=function(){return this.clustering.clusterByHubsize.apply(this.clustering,arguments)},xT.prototype.updateClusteredNode=function(){return this.clustering.updateClusteredNode.apply(this.clustering,arguments)},xT.prototype.getClusteredEdges=function(){return this.clustering.getClusteredEdges.apply(this.clustering,arguments)},xT.prototype.getBaseEdge=function(){return this.clustering.getBaseEdge.apply(this.clustering,arguments)},xT.prototype.getBaseEdges=function(){return this.clustering.getBaseEdges.apply(this.clustering,arguments)},xT.prototype.updateEdge=function(){return this.clustering.updateEdge.apply(this.clustering,arguments)},xT.prototype.clusterOutliers=function(){return this.clustering.clusterOutliers.apply(this.clustering,arguments)},xT.prototype.getSeed=function(){return this.layoutEngine.getSeed.apply(this.layoutEngine,arguments)},xT.prototype.enableEditMode=function(){return this.manipulation.enableEditMode.apply(this.manipulation,arguments)},xT.prototype.disableEditMode=function(){return this.manipulation.disableEditMode.apply(this.manipulation,arguments)},xT.prototype.addNodeMode=function(){return this.manipulation.addNodeMode.apply(this.manipulation,arguments)},xT.prototype.editNode=function(){return this.manipulation.editNode.apply(this.manipulation,arguments)},xT.prototype.editNodeMode=function(){return console.warn(\"Deprecated: Please use editNode instead of editNodeMode.\"),this.manipulation.editNode.apply(this.manipulation,arguments)},xT.prototype.addEdgeMode=function(){return this.manipulation.addEdgeMode.apply(this.manipulation,arguments)},xT.prototype.editEdgeMode=function(){return this.manipulation.editEdgeMode.apply(this.manipulation,arguments)},xT.prototype.deleteSelected=function(){return this.manipulation.deleteSelected.apply(this.manipulation,arguments)},xT.prototype.getPositions=function(){return this.nodesHandler.getPositions.apply(this.nodesHandler,arguments)},xT.prototype.getPosition=function(){return this.nodesHandler.getPosition.apply(this.nodesHandler,arguments)},xT.prototype.storePositions=function(){return this.nodesHandler.storePositions.apply(this.nodesHandler,arguments)},xT.prototype.moveNode=function(){return this.nodesHandler.moveNode.apply(this.nodesHandler,arguments)},xT.prototype.getBoundingBox=function(){return this.nodesHandler.getBoundingBox.apply(this.nodesHandler,arguments)},xT.prototype.getConnectedNodes=function(t){return void 0!==this.body.nodes[t]?this.nodesHandler.getConnectedNodes.apply(this.nodesHandler,arguments):this.edgesHandler.getConnectedNodes.apply(this.edgesHandler,arguments)},xT.prototype.getConnectedEdges=function(){return this.nodesHandler.getConnectedEdges.apply(this.nodesHandler,arguments)},xT.prototype.startSimulation=function(){return this.physics.startSimulation.apply(this.physics,arguments)},xT.prototype.stopSimulation=function(){return this.physics.stopSimulation.apply(this.physics,arguments)},xT.prototype.stabilize=function(){return this.physics.stabilize.apply(this.physics,arguments)},xT.prototype.getSelection=function(){return this.selectionHandler.getSelection.apply(this.selectionHandler,arguments)},xT.prototype.setSelection=function(){return this.selectionHandler.setSelection.apply(this.selectionHandler,arguments)},xT.prototype.getSelectedNodes=function(){return this.selectionHandler.getSelectedNodeIds.apply(this.selectionHandler,arguments)},xT.prototype.getSelectedEdges=function(){return this.selectionHandler.getSelectedEdgeIds.apply(this.selectionHandler,arguments)},xT.prototype.getNodeAt=function(){var t=this.selectionHandler.getNodeAt.apply(this.selectionHandler,arguments);return void 0!==t&&void 0!==t.id?t.id:t},xT.prototype.getEdgeAt=function(){var t=this.selectionHandler.getEdgeAt.apply(this.selectionHandler,arguments);return void 0!==t&&void 0!==t.id?t.id:t},xT.prototype.selectNodes=function(){return this.selectionHandler.selectNodes.apply(this.selectionHandler,arguments)},xT.prototype.selectEdges=function(){return this.selectionHandler.selectEdges.apply(this.selectionHandler,arguments)},xT.prototype.unselectAll=function(){this.selectionHandler.unselectAll.apply(this.selectionHandler,arguments),this.selectionHandler.commitWithoutEmitting.apply(this.selectionHandler),this.redraw()},xT.prototype.redraw=function(){return this.renderer.redraw.apply(this.renderer,arguments)},xT.prototype.getScale=function(){return this.view.getScale.apply(this.view,arguments)},xT.prototype.getViewPosition=function(){return this.view.getViewPosition.apply(this.view,arguments)},xT.prototype.fit=function(){return this.view.fit.apply(this.view,arguments)},xT.prototype.moveTo=function(){return this.view.moveTo.apply(this.view,arguments)},xT.prototype.focus=function(){return this.view.focus.apply(this.view,arguments)},xT.prototype.releaseNode=function(){return this.view.releaseNode.apply(this.view,arguments)},xT.prototype.getOptionsFromConfigurator=function(){var t={};return this.configurator&&(t=this.configurator.getOptions.apply(this.configurator)),t};var ST=Object.freeze({__proto__:null,prepareElements:ET,cleanupElements:OT,resetElements:function(t){ET(t),OT(t),ET(t)},getSVGElement:CT,getDOMElement:function(t,e,i,n){var o;return Object.prototype.hasOwnProperty.call(e,t)?e[t].redundant.length>0?(o=e[t].redundant[0],e[t].redundant.shift()):(o=document.createElement(t),void 0!==n?i.insertBefore(o,n):i.appendChild(o)):(o=document.createElement(t),e[t]={used:[],redundant:[]},void 0!==n?i.insertBefore(o,n):i.appendChild(o)),e[t].used.push(o),o},drawPoint:function(t,e,i,n,o,r){var s;if(\"circle\"==i.style?((s=CT(\"circle\",n,o)).setAttributeNS(null,\"cx\",t),s.setAttributeNS(null,\"cy\",e),s.setAttributeNS(null,\"r\",.5*i.size)):((s=CT(\"rect\",n,o)).setAttributeNS(null,\"x\",t-.5*i.size),s.setAttributeNS(null,\"y\",e-.5*i.size),s.setAttributeNS(null,\"width\",i.size),s.setAttributeNS(null,\"height\",i.size)),void 0!==i.styles&&s.setAttributeNS(null,\"style\",i.styles),s.setAttributeNS(null,\"class\",i.className+\" vis-point\"),r){var a=CT(\"text\",n,o);r.xOffset&&(t+=r.xOffset),r.yOffset&&(e+=r.yOffset),r.content&&(a.textContent=r.content),r.className&&a.setAttributeNS(null,\"class\",r.className+\" vis-label\"),a.setAttributeNS(null,\"x\",t),a.setAttributeNS(null,\"y\",e)}return s},drawBar:function(t,e,i,n,o,r,s,a){if(0!=n){n<0&&(e-=n*=-1);var h=CT(\"rect\",r,s);h.setAttributeNS(null,\"x\",t-.5*i),h.setAttributeNS(null,\"y\",e),h.setAttributeNS(null,\"width\",i),h.setAttributeNS(null,\"height\",n),h.setAttributeNS(null,\"class\",o),a&&h.setAttributeNS(null,\"style\",a)}}}),TT={Images:Pb,dotparser:Ob,gephiParser:Sb,allOptions:wT,convertDot:Eb,convertGephi:Cb},MT=Object.freeze({__proto__:null,network:TT,DOMutil:ST,util:Ym,data:Jx,Hammer:Wm,keycharm:jC,DataSet:Kx,DataView:$x,Queue:Yx,Network:xT});t.DOMutil=ST,t.DataSet=Kx,t.DataView=$x,t.Hammer=Wm,t.Network=xT,t.Queue=Yx,t.data=Jx,t.default=MT,t.keycharm=jC,t.network=TT,t.util=Ym,Object.defineProperty(t,\"__esModule\",{value:!0})}));\n",
+              "//# sourceMappingURL=vis-network.min.js.map</script>\n",
+              "            \n",
+              "        \n",
+              "<center>\n",
+              "<h1></h1>\n",
+              "</center>\n",
+              "\n",
+              "<!-- <link rel=\"stylesheet\" href=\"../node_modules/vis/dist/vis.min.css\" type=\"text/css\" />\n",
+              "<script type=\"text/javascript\" src=\"../node_modules/vis/dist/vis.js\"> </script>-->\n",
+              "        <link\n",
+              "          href=\"https://cdn.jsdelivr.net/npm/bootstrap@5.0.0-beta3/dist/css/bootstrap.min.css\"\n",
+              "          rel=\"stylesheet\"\n",
+              "          integrity=\"sha384-eOJMYsd53ii+scO/bJGFsiCZc+5NDVN2yr8+0RDqr0Ql0h+rP48ckxlpbzKgwra6\"\n",
+              "          crossorigin=\"anonymous\"\n",
+              "        />\n",
+              "        <script\n",
+              "          src=\"https://cdn.jsdelivr.net/npm/bootstrap@5.0.0-beta3/dist/js/bootstrap.bundle.min.js\"\n",
+              "          integrity=\"sha384-JEW9xMcG8R+pH31jmWH6WWP0WintQrMb4s7ZOdauHnUtxwoG2vI5DkLtS3qm9Ekf\"\n",
+              "          crossorigin=\"anonymous\"\n",
+              "        ></script>\n",
+              "\n",
+              "\n",
+              "        <center>\n",
+              "          <h1></h1>\n",
+              "        </center>\n",
+              "        <style type=\"text/css\">\n",
+              "\n",
+              "             #mynetwork {\n",
+              "                 width: 100%;\n",
+              "                 height: 300px;\n",
+              "                 background-color: #ffffff;\n",
+              "                 border: 1px solid lightgray;\n",
+              "                 position: relative;\n",
+              "                 float: left;\n",
+              "             }\n",
+              "\n",
+              "             \n",
+              "\n",
+              "             \n",
+              "\n",
+              "             \n",
+              "        </style>\n",
+              "    </head>\n",
+              "\n",
+              "\n",
+              "    <body>\n",
+              "        <div class=\"card\" style=\"width: 100%\">\n",
+              "            \n",
+              "            \n",
+              "            <div id=\"mynetwork\" class=\"card-body\"></div>\n",
+              "        </div>\n",
+              "\n",
+              "        \n",
+              "        \n",
+              "\n",
+              "        <script type=\"text/javascript\">\n",
+              "\n",
+              "              // initialize global variables.\n",
+              "              var edges;\n",
+              "              var nodes;\n",
+              "              var allNodes;\n",
+              "              var allEdges;\n",
+              "              var nodeColors;\n",
+              "              var originalNodes;\n",
+              "              var network;\n",
+              "              var container;\n",
+              "              var options, data;\n",
+              "              var filter = {\n",
+              "                  item : '',\n",
+              "                  property : '',\n",
+              "                  value : []\n",
+              "              };\n",
+              "\n",
+              "              \n",
+              "\n",
+              "              \n",
+              "\n",
+              "              // This method is responsible for drawing the graph, returns the drawn network\n",
+              "              function drawGraph() {\n",
+              "                  var container = document.getElementById('mynetwork');\n",
+              "\n",
+              "                  \n",
+              "\n",
+              "                  // parsing and collecting nodes and edges from the python\n",
+              "                  nodes = new vis.DataSet([{\"color\": \"#8075FF\", \"id\": 132025722298880, \"label\": \"input: x\", \"shape\": \"dot\", \"size\": 20, \"x\": 10, \"y\": 80}, {\"color\": \"#00CC00\", \"id\": 132025734231712, \"label\": \"mean\", \"shape\": \"dot\", \"size\": 20, \"title\": \"0: NoneType\\ndim: [0]\\nkeepdim: False\\nout: None\\n0: Tensor, ()\", \"x\": 295, \"y\": 3}, {\"color\": \"#00CC00\", \"id\": 132025701837504, \"label\": \"std\", \"shape\": \"dot\", \"size\": 20, \"title\": \"0: NoneType\\ndim: (0,)\\nunbiased: False\\nkeepdim: False\\n0: Tensor, ()\", \"x\": 310, \"y\": 153}, {\"color\": \"#00CC00\", \"id\": 132025701833664, \"label\": \"subtract\", \"shape\": \"dot\", \"size\": 20, \"title\": \"0: NoneType\\n1: NoneType\\nout: None\\n0: Tensor, (3,)\", \"x\": 592, \"y\": 75}, {\"color\": \"#00CC00\", \"id\": 132025701831824, \"label\": \"div\", \"shape\": \"dot\", \"size\": 20, \"title\": \"0: NoneType\\n1: NoneType\\n0: Tensor, (3,)\", \"x\": 908, \"y\": 81}, {\"color\": \"#8075FF\", \"id\": \"132025701831824_output\", \"label\": \"output\\n0: Tensor, (3,)\", \"shape\": \"dot\", \"size\": 20, \"x\": 1186, \"y\": 80}]);\n",
+              "                  edges = new vis.DataSet([{\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025722298880, \"label\": \"Tensor\\n(3,)\", \"to\": 132025734231712, \"width\": 1}, {\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025722298880, \"label\": \"Tensor\\n(3,)\", \"to\": 132025701837504, \"width\": 1}, {\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025722298880, \"label\": \"Tensor\\n(3,)\", \"to\": 132025701833664, \"width\": 1}, {\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025734231712, \"label\": \"Tensor\\n()\", \"to\": 132025701833664, \"width\": 1}, {\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025701837504, \"label\": \"Tensor\\n()\", \"to\": 132025701831824, \"width\": 1}, {\"arrowStrikethrough\": false, \"arrows\": \"to\", \"from\": 132025701833664, \"label\": \"Tensor\\n(3,)\", \"to\": 132025701831824, \"width\": 1}, {\"arrows\": \"to\", \"from\": 132025701831824, \"label\": \"Tensor\\n(3,)\", \"to\": \"132025701831824_output\", \"width\": 1}]);\n",
+              "\n",
+              "                  nodeColors = {};\n",
+              "                  allNodes = nodes.get({ returnType: \"Object\" });\n",
+              "                  for (nodeId in allNodes) {\n",
+              "                    nodeColors[nodeId] = allNodes[nodeId].color;\n",
+              "                  }\n",
+              "                  allEdges = edges.get({ returnType: \"Object\" });\n",
+              "                  // adding nodes and edges to the graph\n",
+              "                  data = {nodes: nodes, edges: edges};\n",
+              "\n",
+              "                  var options = {\"edges\": {\"color\": {\"inherit\": \"both\"}, \"smooth\": false}, \"physics\": {\"enabled\": false}};\n",
+              "\n",
+              "                  \n",
+              "\n",
+              "\n",
+              "                  \n",
+              "\n",
+              "                  network = new vis.Network(container, data, options);\n",
+              "\n",
+              "                  \n",
+              "\n",
+              "                  \n",
+              "\n",
+              "                  \n",
+              "\n",
+              "\n",
+              "                  \n",
+              "\n",
+              "                  return network;\n",
+              "\n",
+              "              }\n",
+              "              drawGraph();\n",
+              "        </script>\n",
+              "    </body>\n",
+              "</html>"
+            ],
+            "text/plain": [
+              "<IPython.core.display.HTML object>"
+            ]
+          },
+          "execution_count": 12,
+          "metadata": {},
+          "output_type": "execute_result"
+        }
+      ],
+      "source": [
+        "from IPython.display import HTML\n",
+        "normalize_comp.show(fname=\"graph.html\", notebook=True)\n",
+        "HTML(filename=\"graph.html\")"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "4-RuBtn9dnpx"
+      },
+      "source": [
+        "As anticipated, the compiled function, which uses native `torch` operations directly, is faster than the original function:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 13,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "Tsv00MEZdnpy",
+        "outputId": "f00006b0-e3f4-4b36-de75-aae6e8650041"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "5.48 ms ± 104 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
+          ]
+        }
+      ],
+      "source": [
+        "%%timeit\n",
+        "normalize(x0)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 14,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "pzhqQ7YGdnpy",
+        "outputId": "2ddfba16-b0ee-4c39-8332-340dab6cd0bf"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "The slowest run took 5.66 times longer than the fastest. This could mean that an intermediate result is being cached.\n",
+            "145 µs ± 110 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
+          ]
+        }
+      ],
+      "source": [
+        "%%timeit\n",
+        "normalize_comp(x0)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "0iWY7_M7dnpy"
+      },
+      "source": [
+        "Additionally, we can set the `return_backend_compiled_fn` arg to `True` to apply the (native) target framework compilation function to Ivy's compiled graph, making the resulting function even more efficient."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 15,
+      "metadata": {
+        "id": "Xm3_KbNqdnpy"
+      },
+      "outputs": [],
+      "source": [
+        "normalize_native_comp = ivy.compile(normalize, return_backend_compiled_fn=True, to=\"torch\", args=(x0,))"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 16,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "6A4ZM1xCdnpy",
+        "outputId": "ca729962-a48c-4c5a-87ba-450d3ac8382f"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "31.2 µs ± 3.62 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)\n"
+          ]
+        }
+      ],
+      "source": [
+        "%%timeit\n",
+        "normalize_native_comp(x0)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "fvw8H-mSdnpy"
+      },
+      "source": [
+        "In the example above, we compiled the function eagerly, which means that the compilation process happened immediately, as we have passed the arguments for tracing. However, if we don't pass any arguments to the `compile` function, compilation will occur lazily, and the graph will be built only when we call the compiled function for the first time. To summarize:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 17,
+      "metadata": {
+        "id": "bOKhn-bUdnpz"
+      },
+      "outputs": [],
+      "source": [
+        "import torch\n",
+        "\n",
+        "x1 = torch.tensor([1., 2., 3.])"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 18,
+      "metadata": {
+        "id": "mjmqTogudnpz"
+      },
+      "outputs": [],
+      "source": [
+        "# Arguments are available -> compilation happens eagerly\n",
+        "eager_graph = ivy.compile(normalize, to=\"torch\", args=(x1,))\n",
+        "\n",
+        "# eager_graph is now torch code and runs efficiently\n",
+        "ret = eager_graph(x1)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 19,
+      "metadata": {
+        "id": "MriRxRfndnpz"
+      },
+      "outputs": [],
+      "source": [
+        "# Arguments are not available -> compilation happens lazily\n",
+        "lazy_graph = ivy.compile(normalize, to=\"torch\")\n",
+        "\n",
+        "# The compiled graph is initialized, compilation will happen here\n",
+        "ret = lazy_graph(x1)\n",
+        "\n",
+        "# lazy_graph is now torch code and runs efficiently\n",
+        "ret = lazy_graph(x1)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "2Q_ihAy5dnpz"
+      },
+      "source": [
+        "## Ivy as a Transpiler"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "W9Fw1xdIdnpz"
+      },
+      "source": [
+        "We have just learned how to write framework-agnostic code and compile it into an efficient graph. However, many codebases, libraries, and models have already been developed (and will continue to be!) using other frameworks."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "CxNqZP7Ddnpz"
+      },
+      "source": [
+        "To allow for speed-of-thought research and development, Ivy also allows you to use any code directly into your project, regardless of the framework it was written in. No matter what ML code you want to use, Ivy's Transpiler is the tool for the job 🛠️"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "4xzJh0bAdnp0"
+      },
+      "source": [
+        "### Any function"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "8kHlVHJEdnp0"
+      },
+      "source": [
+        "Let's start by transpiling a very simple `torch` function."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 20,
+      "metadata": {
+        "id": "lyrVT1qFdnp0"
+      },
+      "outputs": [],
+      "source": [
+        "def normalize(x):\n",
+        "    mean = torch.mean(x)\n",
+        "    std = torch.std(x)\n",
+        "    return torch.div(torch.sub(x, mean), std)\n",
+        "\n",
+        "jax_normalize = ivy.transpile(normalize, source=\"torch\", to=\"jax\")"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "klEq1jf4dnp0"
+      },
+      "source": [
+        "Similar to `compile`, the `transpile` function can be used eagerly or lazily. In this particular example, transpilation is being performed lazily, since we haven't passed any arguments or keyword arguments to `ivy.transpile`."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 21,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "t0ovQiOsdnp0",
+        "outputId": "dec7216c-e29c-4aa8-9a12-9f01c62d7cee"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "[-0.93968587  0.26075466 -0.22723222 -1.06276492 -0.47426987  1.72835908\n",
+            "  1.71737559 -0.50411096 -0.65419174  0.15576624] <class 'jaxlib.xla_extension.ArrayImpl'>\n"
+          ]
+        }
+      ],
+      "source": [
+        "import jax\n",
+        "key = jax.random.PRNGKey(42)\n",
+        "jax.config.update('jax_enable_x64', True)\n",
+        "x = jax.random.uniform(key, shape=(10,))\n",
+        "\n",
+        "jax_out = jax_normalize(x)\n",
+        "print(jax_out, type(jax_out))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "KxjdyPxednp0"
+      },
+      "source": [
+        "That's pretty much it! You can now use any function you need in your projects regardless of the framework you're using 🚀\n",
+        "\n",
+        "However, transpiling functions one by one is far from ideal. But don't worry, with `transpile`, you can transpile entire libraries at once and easily bring them into your projects. Let's see how this works by transpiling `kornia`, a widely-used computer vision library written in `torch`:"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "CtCNv-vsdnp0"
+      },
+      "source": [
+        "### Any library"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 22,
+      "metadata": {
+        "id": "dZUdeI7Ndnp0"
+      },
+      "outputs": [],
+      "source": [
+        "import kornia\n",
+        "import requests\n",
+        "import jax.numpy as jnp\n",
+        "import numpy as np\n",
+        "from PIL import Image"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "ARAoWK4Kdnp0"
+      },
+      "source": [
+        "Let's get the transpiled library by calling `transpile`."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 23,
+      "metadata": {
+        "id": "EyEXDMaMdnp1"
+      },
+      "outputs": [],
+      "source": [
+        "jax_kornia = ivy.transpile(kornia, source=\"torch\", to=\"jax\")"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "6xxlR3rRdnp1"
+      },
+      "source": [
+        "Now let's get a sample image and preprocess so that it has the format kornia expects:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 24,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 442
+        },
+        "id": "SMv09YQmdnp1",
+        "outputId": "23140080-9873-4f0b-cc0a-bc49276e02cc"
+      },
+      "outputs": [
+        {
+          "data": {
+            "image/png": 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",
+            "text/plain": [
+              "<PIL.JpegImagePlugin.JpegImageFile image mode=RGB size=640x425>"
+            ]
+          },
+          "metadata": {},
+          "output_type": "display_data"
+        }
+      ],
+      "source": [
+        "url = \"http://images.cocodataset.org/train2017/000000000034.jpg\"\n",
+        "raw_img = Image.open(requests.get(url, stream=True).raw)\n",
+        "img = jnp.transpose(jnp.array(raw_img), (2, 0, 1))\n",
+        "img = jnp.expand_dims(img, 0) / 255\n",
+        "display(raw_img)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "8lc0mON9dnp1"
+      },
+      "source": [
+        "And we can call any function from kornia in `jax`, as simple as that!"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 25,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "oYD5nVRKdnp1",
+        "outputId": "af470f30-a1b2-4432-f3e1-68a9dfa2c2f7"
+      },
+      "outputs": [
+        {
+          "data": {
+            "text/plain": [
+              "jaxlib.xla_extension.ArrayImpl"
+            ]
+          },
+          "execution_count": 25,
+          "metadata": {},
+          "output_type": "execute_result"
+        }
+      ],
+      "source": [
+        "out = jax_kornia.enhance.sharpness(img, 10)\n",
+        "type(out)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "mexWG8HSdnp1"
+      },
+      "source": [
+        "Finally, let's see if the transformation has been applied correctly:"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 26,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 442
+        },
+        "id": "JtQi67GFdnp1",
+        "outputId": "b134fc39-accf-4f63-bb75-5ef0b58047af"
+      },
+      "outputs": [
+        {
+          "data": {
+            "image/png": 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",
+            "text/plain": [
+              "<PIL.Image.Image image mode=RGB size=640x425>"
+            ]
+          },
+          "metadata": {},
+          "output_type": "display_data"
+        }
+      ],
+      "source": [
+        "np_image = np.uint8(np.array(out[0])*255)\n",
+        "display(Image.fromarray(np.transpose(np_image, (1, 2, 0))))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "ggKSD2_kdnp1"
+      },
+      "source": [
+        "It's worth noting that every operation in the transpiled functions is performed natively in the target framework, which means that gradients can be tracked and the resulting functions are fully differentiable. Even after transpilation, you can still take advantage of the powerful features of your chosen framework."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "6UoKrOQkdnp1"
+      },
+      "source": [
+        "While transpiling functions and libraries is useful, trainable modules play a critical role in ML and DL. The good news is that Ivy makes it just as easy to transpile modules and models from one framework to another with just one line of code."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "3foTQDoKdnp1"
+      },
+      "source": [
+        "### Any model"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "_WqNCBSJdnp1"
+      },
+      "source": [
+        "For the purpose of this demonstration, let's define a very basic CNN block using the Sequential API of `keras`."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 27,
+      "metadata": {
+        "id": "xa4kJiC9dnp1"
+      },
+      "outputs": [],
+      "source": [
+        "import tensorflow as tf\n",
+        "\n",
+        "model = tf.keras.Sequential([\n",
+        "    tf.keras.layers.Conv2D(32, kernel_size=(3, 3), activation='relu', input_shape=(28, 28, 3)),\n",
+        "    tf.keras.layers.Flatten(),\n",
+        "    tf.keras.layers.Dense(10, activation='softmax')\n",
+        "])"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "jsYkbauwdnp2"
+      },
+      "source": [
+        "The model we just defined is an instance of `tf.keras.Model`. Using `ivy.transpile`, we can effortlessly convert it into a `torch.nn.Module`, for instance."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "S9YHmdgsdnp2",
+        "outputId": "c589b9ef-78fa-43e5-baec-4b292acbb805"
+      },
+      "outputs": [],
+      "source": [
+        "input_array = tf.random.normal((1, 28, 28, 3))\n",
+        "torch_model = ivy.transpile(model, to=\"torch\", args=(input_array,))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "PrKVvAaDdnp2"
+      },
+      "source": [
+        "After transpilation, we can pass a `torch` tensor and obtain the expected output. As mentioned previously, all operations are now PyTorch native functions, making them differentiable. Additionally, Ivy automatically converts all parameters of the original model to the new one, allowing you to transpile pre-trained models and fine-tune them in your preferred framework."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 29,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "8flvaENtdnp2",
+        "outputId": "fab67e01-fec0-48e3-fbb9-3645dd935f7b"
+      },
+      "outputs": [
+        {
+          "data": {
+            "text/plain": [
+              "True"
+            ]
+          },
+          "execution_count": 29,
+          "metadata": {},
+          "output_type": "execute_result"
+        }
+      ],
+      "source": [
+        "isinstance(torch_model, torch.nn.Module)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 30,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "siTWYwnYdnp2",
+        "outputId": "a870fa44-e27b-43f4-b21b-64fb83ebcb84"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "tensor([[0.1604, 0.1138, 0.1206, 0.0841, 0.0774, 0.1300, 0.0711, 0.1037, 0.0630,\n",
+            "         0.0759]], grad_fn=<SoftmaxBackward0>)\n"
+          ]
+        }
+      ],
+      "source": [
+        "input_array = torch.rand((1, 28, 28, 3)).to(ivy.default_device(as_native=\"True\"))\n",
+        "torch_model.to(ivy.default_device(as_native=\"True\"))\n",
+        "output_array = torch_model(input_array)\n",
+        "print(output_array)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "VY2vETC3dnp2"
+      },
+      "source": [
+        "While we have only transpiled a simple model for demonstration purposes, we can certainly transpile more complex models as well. Let's take a model from `timm` and see how we can build upon transpiled modules."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 31,
+      "metadata": {
+        "id": "bJ6kMduXdnp2"
+      },
+      "outputs": [],
+      "source": [
+        "import timm"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "fT8NPRaIdnp3"
+      },
+      "source": [
+        "We will only be using the encoder, so we can remove the unnecessary layers by setting `num_classes=0`, and then pass `pretrained=True` to download the pre-trained parameters."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 32,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 49,
+          "referenced_widgets": [
+            "142f06dc160a43c7aa8e95718174face",
+            "eb604efed27046afa3e6de0518a044d3",
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+        "id": "UqUOBJNOdnp3",
+        "outputId": "9043222c-eac0-4fb9-c15a-dd44b5ab7023"
+      },
+      "outputs": [
+        {
+          "data": {
+            "application/vnd.jupyter.widget-view+json": {
+              "model_id": "142f06dc160a43c7aa8e95718174face",
+              "version_major": 2,
+              "version_minor": 0
+            },
+            "text/plain": [
+              "Downloading model.safetensors:   0%|          | 0.00/240M [00:00<?, ?B/s]"
+            ]
+          },
+          "metadata": {},
+          "output_type": "display_data"
+        }
+      ],
+      "source": [
+        "mlp_encoder = timm.create_model(\"mixer_b16_224\", pretrained=True, num_classes=0)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "-ndnmkOIdnp3"
+      },
+      "source": [
+        "Let's transpile the model to tensorflow with `ivy.transpile` 🔀"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "QXWoyLYfdnp3",
+        "outputId": "a4c4ab0f-90af-4799-b5e1-8c504d476b98"
+      },
+      "outputs": [],
+      "source": [
+        "noise = torch.randn(1, 3, 224, 224)\n",
+        "tf_mlp_encoder = ivy.transpile(mlp_encoder, to=\"tensorflow\", args=(noise,))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "HcbjxfXzdnp4"
+      },
+      "source": [
+        "And now let's build a model on top of our pretrained encoder!"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 34,
+      "metadata": {
+        "id": "9ky9fHitdnp4"
+      },
+      "outputs": [],
+      "source": [
+        "class Classifier(tf.keras.Model):\n",
+        "    def __init__(self):\n",
+        "        super(Classifier, self).__init__()\n",
+        "        self.encoder = tf_mlp_encoder\n",
+        "        self.output_dense = tf.keras.layers.Dense(units=1000, activation=\"softmax\")\n",
+        "\n",
+        "    def call(self, x):\n",
+        "        x = self.encoder(x)\n",
+        "        return self.output_dense(x)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 35,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "BVa_f2Gwdnp4",
+        "outputId": "1e3fc617-a782-4ed7-8c44-18ca6b78c826"
+      },
+      "outputs": [
+        {
+          "name": "stdout",
+          "output_type": "stream",
+          "text": [
+            "<class 'tensorflow.python.framework.ops.EagerTensor'> (1, 1000)\n"
+          ]
+        }
+      ],
+      "source": [
+        "model = Classifier()\n",
+        "\n",
+        "x = tf.random.normal(shape=(1, 3, 224, 224))\n",
+        "ret = model(x)\n",
+        "print(type(ret), ret.shape)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "4hd3dOGfdnp4"
+      },
+      "source": [
+        "As the encoder now consists of `tensorflow` functions, we can extend the transpiled modules as much as we want, leveraging existing weights and the tools and infrastructure of all frameworks 🚀"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "collapsed": false,
+        "id": "vDVetg_Ldnp4"
+      },
+      "source": [
+        "## Round Up"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "vOA36hOAdnp4"
+      },
+      "source": [
+        "That's about it! You are now prepared to start using Ivy on your own! However, there are still plenty of useful resources to explore. If you want to delve deeper into Ivy's features and learn how to use them, you can visit the [Demos](https://unify.ai/demos/) page and go through the notebooks 📚"
+      ]
+    }
+  ],
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