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When it is not found, a full rebuild will be done. -config: b0ea98e53a476ddd1b69093bd3b02909 +config: 4224b0491710a281498ab6e51e5d7746 tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/README.html b/README.html index 1df9b7e..6434747 100644 --- a/README.html +++ b/README.html @@ -1,355 +1,378 @@ - - - - - microfilm — microfilm - - - - - - - + - - + + + - - - - - - - - - - - - - - - - - - + microfilm — microfilm + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - + + + + + + + + - - + + + + + + + + + + + + +
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microfilm

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microfilm

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Binder build PyPI - License PyPI - Python Version PyPI PyPI - Status

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microfilm

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microfilm#

This package is a collection of tools to display and analyze 2D and 2D time-lapse microscopy images. In particular it makes it straightforward to create figures containing multi-channel images represented in a composite color mode as done in the popular image processing software Fiji. It also allows to easily complete such figures with standard annotations like labels and scale bars. In case of time-lapse data, the figures are turned into animations which can be interactively browsed from a Jupyter notebook, saved in standard movie formats (mp4, gif etc.) and completed with time counters. Finally, figures and animations can easily be combined into larger panels. These main functionalities are provided by the microfilm.microplot and microfilm.microanim modules.

Following the model of seaborn, microfilm is entirely based on Matplotlib and tries to provide good defaults to produce good microcopy figures out-of-the-box. It however also offers complete access to the Matplotlib structures like axis and figures underlying the microfilm objects, allowing thus for the creation of arbitrarily complex plots.

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Installation

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Installation#

You can install this package directly with pip using:

pip install microfilm
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Installation
pip install git+https://github.com/guiwitz/microfilm.git

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To test the package via the Jupyter interface and the notebooks available here you can create a conda environment using the environment.yml file:

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To test the package via the Jupyter interface and the notebooks available here you can create a conda environment using the environment.yml file:

conda env create -f environment.yml
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Optional installs#

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If you want to use the dataset submodule (see below in Additional functionalities) and need to handle multipage tiff files or nd2 files, use:

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pip install "microfilm[multipage]"
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Simple plot

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pip install "microfilm[nd2]"
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If you plan to not just use simple plotting but want to create animations, you need to install:

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pip install "microfilm[animation]"
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To install all options use:

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pip install "microfilm[all]"
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Simple plot#

It is straightforward to create a ready-to-use plot of a multi-channel image dataset. In the following code snippet, we load a Numpy array of a multi-channel time-lapse dataset with shape CTXY (three channels). The figure below showing the time-point t=10 is generated in a single command with a few options and saved as a png:

import numpy as np
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Simple plot
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Animation#

It is then easy to extend a simple figure into an animation as both objects take the same options. Additionally, a time-stamp can be added to the animation. This code generates the movie visible below:

import numpy as np
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Animation
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Panels#

Both simple figures and animations can be combined into larger panels via the microplot.Micropanel and microanim.Microanimpanel objects. For example we can first create two figures microim1 and microim2 and then combine them into micropanel:

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Panels
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Additional functionalities#

In addition to these main plotting capabilities, the packages also offers:

  • microfilm.colorify: a series of utility functions used by the main functions to create the composite color images. It contains functions to create colormaps, to turn 2D arrays into 3D-RGB arrays with appropriate colormaps etc.

  • microfilm.dataset: a module offering a simple common data structure to handle multi-channel time-lapse data from multipage tiffs, series of tiff files, Nikon ND2 files, H5 and Numpy arrays. Requirement to use this module are at the moment very constrained (e.g. dimension order of Numpy arrays, name of H5 content etc.) but might evolve in the future.

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Authors

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Authors#

This package has been created by Guillaume Witz, Microscopy Imaging Center and Science IT Support, University of Bern.

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+By The Jupyter Book community +

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- By The Jupyter Book community
+ © Copyright 2023. +
- © Copyright 2021.

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+
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In the following code snippet, we load a Numpy array of a multi-channel time-lapse dataset with shape ```CTXY``` (three channels). The figure below showing the time-point ```t=10``` is generated in a single command with a few options and saved as a png: diff --git a/_sources/docs/first_plot.ipynb b/_sources/docs/first_plot.ipynb index ecdab8d..0652cfd 100644 --- a/_sources/docs/first_plot.ipynb +++ b/_sources/docs/first_plot.ipynb @@ -13,8 +13,33 @@ { "cell_type": "code", "execution_count": 1, + "id": "3363b7b8-d265-4985-bc0c-c6280e457b89", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "remove-cell" + ] + }, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, "id": "439c62bd-a663-48de-8e8d-70cb573c571c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "import skimage.io" @@ -22,9 +47,15 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "bc5da11e-bfd8-4323-84d2-014ffdc5bd8c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { @@ -32,7 +63,7 @@ "(3, 30, 220, 169)" ] }, - "execution_count": 2, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -45,16 +76,28 @@ { "cell_type": "markdown", "id": "195938c9-63e9-4d0c-9f22-27e40061e9bb", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "We have an image with 3 channels and 30 time points. To create a simple plot, we only take the first time point:" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "b158cd30-3249-405a-9fe7-87a9f42b6d0c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "image_t0 = image[:,0,:,:]" @@ -63,16 +106,28 @@ { "cell_type": "markdown", "id": "a449b6ca-07f9-4b6a-981e-4d3582ceab25", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Now we can import the microfilm package. For simple plots, we only need the ```microshow``` function of the ```microfilm.microplot``` submodule:" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "id": "0d7202dd-90c4-46c6-a8e9-43ed1416e1e9", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "from microfilm.microplot import microshow" @@ -81,27 +136,37 @@ { "cell_type": "markdown", "id": "61a1c4a6-ad37-409e-bb94-840b42fe7b61", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Plotting a color composite image of our numpy array is now as easy as using:" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "id": "9d8493fe-0402-4786-a441-03f5c4bedb53", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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Qmp50d8lrfH1FpofXMN4sF1BdW+zCFSRHPpc+CIzXIk+OiHDrg3knCMP30IIv30X7fo4S33tgubEwgXdKaMF9UyOQbXvSeC11Q0jgenR7VyxeoczAMQNJRAZgSSX0BxxLJx84/NXr4izyqiF61bR+qheAzfoQCWWD1fuHOjPLFXpe9MKDL635+L1x+GiS/vdxh6Cd64rE/DsmIIyMXMzRDqBnJ8pVn+TNrbnRo85vDH/qeFpQ/UNaJBkyVUGM9MKpQcW3qLlVwf/TT5+ukoAqk1KEc4bErD2vwNq12ikiJN/PWnVRvnyhQhemB+btULuFDNj8ljBv7WUsILRQBrFb5APIJdzRwDaZ3pcC94/wUz0GAiuez2OmF8tiuYUC1aRvLV5Dk4691m3JKNQjLSOW7ktDViorpYbYPNBcFxZVJvFZ6V9IfR7wL//y87+tFJh47KyA0TEY6VLa7kQtqMW70jX55xrXnX2SGmVQyjET3YIOC2dCQIEHy/c6wL5GovP27E62sdZWxViyrTVlp2uJLczkAEpSAPe5P951hHH1dl01VLm/uv1xLG6R+t6GutJjE0NKebe0wExSa7GTIAtlEDUJKJnZ0vR6LzTpHkPzvF8rRkUtNtVOIoBsKwZI5yTpk0/WBRNOGDE+4NDSLxYSXxet95A8iRmiYidbb3My6fLTQEwxPcsP0bAEEJlaE/2dJGuSzDOurwPQa2bOVagsewOltBT1SAKUdE0O6y5OLvc5VUky46bx4cL5JWOjVCj6it4R3xVVIWSFdhBQ5pXCzHkG2xl1VrUhCra39NxbdJOhs/w1nnQrDWpQXQ1O20Jyay8w1rIn6UTPGuJ2DZQBQ1o90QM6+CF6uaKuKQyv2qij3IRJr0hITU3ay3Upuo5G57hEVQrMT/HctViH/F1ebeOWBFYU1MVGFmqque61MJA5jAiEkcgRiXoYMBwtHCPlJaBM2xG3sOaBx0bKWERSO3bwM+vmEy6gxNzxThb4bQmt7zXbA5DnxenyqjXSEkIsekAZXfzzCqkEm4L/6QVlcJNMfpKeQ2YEaYhQlxGTVW4He/BDZkAJ9FS3IySexJY4SH/bwPcaxi19iOOmVCRfwHomDFXUG8z5d/bd0rKKFI8pc1U0JM+YycaosuvdO08tmwNuyxSUfBY1RiFJ4wOgy67do5sMbXHEmjT6rVYokDsFtJdpUwyjc+uENPhe0+Oz59/YmjT+W9PXdkxGAs4RtQESs1CQVL6VHpXx0uqKTOEU5qhqFcS7okYfiogzveUXt1N7RQLWJPqtTBOpRSLIi35uLbxTB22Jh7HWpkyy8yLSBr3+vOZKz8obVOim61ukbyy3hbIeWwhTZqwI7qhr16keRZLAJr0ABAaSMl9aRyXmzq+Fp4hAsqDTtXpwi8Afr593TFsYs756ltS2T6Irpy7mfSJXt9S8G2L9OxkDYeaqIPCVHc9KKoMWiKAQCXgzv5HbWgtD0DE2t+KRa86jm0Y6PTxjeudZveA5Hc66Tfm8D93tebtT2y5NjgzM4IcsbgBArEu8KSbK4zHy7X2WgTcQmL4n4ZB2ADm2Q+myQnHyFEwnVItDsJPd9DS4YnjJolsWRHD/yPtHHsv7u1O1rUDSG5HUoYiA8DW1hNXZSE/ttbWFEt9NCuK0cRqWajvSretFr5ax1tdSzUJ96VDc+11GYS1aLsUjmAcXxsyQSVlxXaIH3JJLyHrKv05hKtWP2vXy+por/ki/1HhvkWWhHyp/GgRGnmdLLljsWRaE/C5UYMfmvsLw1AYucn1fG7haVbSqksWTdZyL9Rf0Cp2wqJP8HB8UxBqxaSAJm9rczbBYOv1eS7lLJYDv6dI3JbQ2IpIKQZ9pSaWr6IQwxQamCR5iA3Wp2/yaPNE0i70O5QKauT0ykFtQbbwhISyMCNUndVGMCAOSPppKi+X91wE9NvpOForcTylb3Fafj+89ch5oHmZyIXPbLhwMJO/K2mT01UziCUR5EBsRg5VYVRK6yVBKRaGqoeXz0u85TClzqNVXq0oCKab9iO67vnnFib9eMiBkwgQJENpDQiuyxxio6V6yo/VM6WfGvDiNdiAFogsslarEc2EaZWSJdLna+NrahAnDwPLIXEj4mhcy9lndS1IwST6BGwdvD0dSenwUDDMCM+zJj/VJrsB/kXkNTGZ3Mx//l3YTq1rE+POQ4lkA9ieEMeWHHoAEKc5e2v6+oozFgUqGbkpoa1VvAVF3JS8VD3BQv6sXpkRW3s7CzO7gUhe8SyxNMonCTCq6Lower7esGkkAeu1dU5hKCRaA6XXOdhJLEhFnn5f9RB5KqhemFIMX0nXn4uMYcRGU53weS8THm93C8ziFAcM20MrmalO2ncLgskin17mMcWYaMSbJ79XhR/IsU+YgfhdkRx6xhXy8pK+23sl76LaErm3dSk+SQYqf+3zlZnXVUJFGGRpQNjqT0rW2+HLRZU3V0sXnWS26yqhmoAiBqfdmxQ6VlNd9S/HaRCNGzJiSVDbtt5lAebfyPukME7vzJa9gbdfTJ04pu0IVQqyNcRH2eYP0buR87lmN42o7yjaKj6Gy+S6hUapkO4vA+g6jUCeevkfHUzemhjNJQIp48WTQgFyaaok1YCiD1EWv1elDIf+O4qpH1W5VtKWyFWsj5xZlKENs76zaT3j1rCY5VoVCXsxcO6KylCctac04Rs8tf1bEUgPZor1iyHhpwIB5NUyNumEaMEesX49N4dzyOhpzjnUOAZUD6iuBaWYcdQWmzNso17xzN39X+KgE5GT6kOhYKtyxttLpz1LiCCVmSNa0kC6EIhOoJXmMR1DvIb10NNK+1Lss81ZDV/lvqXNR6xugd5bjwBp7bEYZ140YkJQFdqmkYXFgOJ8wZF2fpFiQISXURgQkKKaGdGnIFo/2usaSERkylCqdAjrwakAZKnuAsas2WgFjcxB1qbh79BvOWEmSAWyBHrllBSS3TgZLWyDJHcIQYzdiLpuQ6kRR3y7k21PWTr5XOwcyb5QiYc5hGm56okSa6kyWLQgKUs9wtzpxSVOhasXruV06B3F8SNnudEkSJtGWEBye7xdduOkBnIFhHKK6UUM+8rS3HJnKii6KUAPZRcurVntylEOu0WlpI/+n6Z6acysaErgjoW2UnKZeXyNS2qfIN5KUpcSSrSV79pIkb8Fv6gOdVyjfWR0+QkKVfmiYTOfX6epMEcOWba4y8ZZBRd/MaoOIJLf9QY5Di0F0ZPNIZOJxIBTiqa4AS3DTN43S8IflkW/8ubihNVOHbK7oLTZ0FlARmAY+1JGZeo6rBjS3QxvSut3fVZdDB+vY4ParNMwewBg9fIoXtQRVnKbdrIJ8VEum3umI1m2zmF/z3oQdp1rWdOmcYa3unKcuWbLBUSSlc0YW0qGy1YONFCSXKv7nl+gzZaZXYLiBs+fvLpMoYuSjxamzJpUGoTiddCkxccpIoqsOBhOq5Qfq52uj8lA63wIGDN3Voa2xFFe8Ym5yWZJEtg3XRopQ3w9AXx4YZNN79N82oxkon6sNzYhWrNRLHRTPjYP3CQu2GLGgIllUmmqPDbAqdMHs7yFt+ZaUtLynngkdxYXXIMgYTafa5rQEfAfZRaHb4Ty4VobRy31awDaeWn7XWS3aFtNCzZud5F5E3+1SYD3isQgyANpqFydCHoxTGijWeJNuaqhJkm41VWMC9AIxKIdmwAghGUPMy/Xm2TY7WVzgVXex6m9keJ/UDWEihzx72i9lKlYRZQZdGWnOxtIu8qLEGkpj1SNXRyIdSDurIomEPUKAsvhzpinkB77JmMsuGNsdDE5dObBJV7QaMGSHiNbobixHZDqjy14Xdj4g6V21ySqORFarLIt18NQxrdboCbOFFcVLd12OIbfagrCB7jiYdI2lF8/kBVGDmjQs+W8lwbDjc5VqEymkRAn5WHtHa2cWynw4s4D03OqaG3bHzNm0EqMckIfD8u6o3yFoj/fA64KijUIWJgTeEcWHd5YCs0W0ue15YHhIruGajmbLdAGlNMj0u9iR0risBsqjZKJa9F7t/vi5WlR3Cw8qeCvzfJrravWNb+72nguxQNSj8tm6hJeuRZIVnAmotsf2I8tKUs+7hcn3fTJks2MxPI5ju+2OKOqIhJFyezekZGHt5taw5S16Fw6tT3HKW6V+esModkC4U0eHztSenYqKzNkBmYDEYdA7c1w7GXwW663FIwCIxVXouXrAiEFSdnT9RNUo4X38oMDMa1RAUJUxqdWQlnw9Yaabu4Fiao2A6EyV2R8fBgT1ua7xJ76DI3xYew3lvTHIC5XwWdXWo3iN9+x6dz2FNUOlBuJbuGj2WjdCZsEvC4U8OrOa5ZnVuF/z2QbAZmFI4Rkal5qVTswbsVvjaQNQBFEJZfHcqLihb+wOQkc7g1XrUpksZCqVs5PPpFOmiIaMiTUVXtHfoBrJPVOggi+9AQIkjFVfC6h4btHzUcG/Dem+3twpDd11rNhJyJjZI9tOigAWkcrGUCEnSoNwJxTwgikeqMmNob99Ci+0aoUtoaD7oZNDNe2KEVoMkCwJO3g65lfCV21AfqN0WB3aKuNj20TXpv4BSccUqkrNytjWrrHfa6P5KHg/OmhwO1xz0e0OKfLSpk4dOdjEvR6zbNTu+FuYWNNdx4psi6mYX2nVHpHk5kWdiyc4BJJtMmlxa9Y6n1kYktx64kGrVv5Hycw6XkScAlDGKrVjiP2Vn3ripeZIPIbOMhufjnrLI1hIWCYLhR0FW9kdTVcs0k4Lfmrm6BE6YgzLgFq1O/kxs5MARAM1e54Zk1upYzJmmrKdRO3C9jnbW70PQrcdKwZztlRsC+baNlMpyBu3hTkzHLaQjjfOyKfCK/K3LcMlzJkuSboukCZY3LWUoT1UJV4ttqPGADbLXUgbkdmCU8+23jUZM52JDiAP2LeMgPRcS/r5OvNEMuFvIUHkhOGgJLswNTPrj1WglHhYa++o4ePe4vgwOz/MZ++ku0bhyAr6hKno1NEqrW3VHqD7BcoRi12YdAUwJmZYlhwyC6bzxKw5zB6lcdELqfVROgCkHzUKYYL3DYAhK9mg6YjpbYWkmnMBQBoHZSAOyxjHWyZdJ1LU2mvrW4j3smq0VSRt5tI2eHBEncSA9LkAO6rIdOQok7EQT7Ttj+6nji7Mfh7Qu1AOcU/GGGLVgLcwxVrAujFaWkQPkIpY01jogAHokuFYi4sGkhs5Sd66NazvtyqIx5ChGrWwSPl9NwN9L8jceZI8CZpTmLaZiCJ30VDMfGGmKbbekO8EtbaIbluVuMgXkS7kc6izMvM2vYrt0SqiWSi1Nmmp3vTlrquxfWef/b0oB4BCUsRO6O02ACf5HAltkKyWiGPXGuX1r2XgkpCUAgjKyLpmzpy0GDJJUBmE2oRJfLX2DrbKeVA9K0Q9x0bIEX6fKoDeIsHm9TvEaXVrErdgVY9kLwDEdEfST48nkOPp9+LD9XksVXe9meeaBM/OU5ExPg+xbXE+Fbxox6hG9zNWDjolATwnjFkHZJBrATbUzDkzcJp+5kB0PiqZI8f0ApIjgwNSoZn03LrbF8jhtYD7eYyp20ME+WV7HMMYnR6WUoD7hf+d0rN8GsKrWmyyGAqIUr/DJztGS873JCMAyohVeXsiYGrQpPaY0gf5grBOGGo2L4L7zckoxoeY3cPWu+v7mWwsY6we0b/pSAoZ2Ji+XrlG62SWkUQ90YVsYBhTDmKkpzBjqoVTHMMQcqtYjJQYY2FqtB16C5GCZo4Qh5QPeIFvToo5qieFU1KrCrI5qoAk/Qw+xYJ4lI4VQC/ePMlUxjt3Ao1KwAjensYv8zfUkBj1/lpCh7WjLFgQn+9LlUY7YPQbiYbcW3pDwArdDU6Sbeto+z4ysorgcW7QUGEmLbnkfgCFl0s+Gx+E4cZMmmX3Ih/YWpBR3os54cCqvfLZhImqBSqe7fseaFoESQq4OsQz2ACItNahqVZvJVhwQsuIzowZe6BwVjHsfjMJcoS6gQ5+U0xsPli4Ym+Uj88hti3dEEl7SbeAWHmqdtLDotog8ez6+ZoulR1S0x0JPavfaMIjowaKloqlrdR2oOM4dMoQtS/X8/RnBR1ssSKVhZlrxo0Nuv83kR5MDwRc0PseaBJX+84hXFlP3gBse5zheQOGNld3dMCVtK/FCHeWJxqPa6X9GmIjyazmSY5rY5Jdq2bQZtDekrdNyBbtschWragPkL9P70j54hFeOE5dg09Ix4z5bhmDOww9oe/HAvO0oZZHYiQFg6MA0jXVpCY5ZfLgFICNN6Vv2gi/PlvpiWl0cLpQFjCl2428Yr0syL5P6kW4Ovi2BQYeh3UF1hWja4ENmJYJA060CFin1rqrZnIdWKTr8FnpKI4u2zcbh25JdliL++o2JVRmyL67Ilf/AIEzAXCBoQwxCrlDTiM5Naa1dV704rQ1U747lkOotiXFcFAg4ZFQ2cLI66zZla1xXcs8AKLRWE19MotIS7+CYUJ6hk2+FLITFj+P7WqysMcQHHzfw59OgPdwXYd5XYF9p47NC8FuywR/PR0H9yPBWBIDrQWFjJ8en3pseU6F183orMeJBOXnTQ/413QuDZBDtBLPXGO2qG9b3denqEONlzdFMFeOohw5uzTdYeixnuenjZijwTEgOlAaBEfOCv2ZLW9loSLtTVuQ16GokumMzmouTroC4HyDvneRmbuuBdCiO52AcQT6Hmvb4gxg33fgTXyzbC1vAK5pSz/yAiIYJ0hc2CXpcgZljRCUDBSSD0D0WSEbzmql6HUxSIwZvwJxEYHi83qE0rcsfNhbIVfaOdqeqZvcOd1h6CF5oAx8E+kIUvGoDoCl2jkqYqUDVrLNwIIsO0S3yQGquIySDqqdKbZb6XUe6ti4/BDQeEKWB7qOJFPX9TiNI6kbpxPgHFbn0G4b9rYFug7AC7CvwBIKpq6OIyqJq3rsAjIva1m+a+DdiL/T/dbvEPvGJ9WxUAXUuwPDrK3EdFRIw4lC+rwZF0bM/ZQtWO1yr+UdCs1ICRnvsYnuJMmOmFW0VaH8hyQtdJB37JjPrwNy1eII9AdKazxWw7QMztJVD3Y14s6LSiKwVc5g5WGZA7y/wHsHPUynEwD0dOHphMv5jFPf4+QcLtuG1tFymJcFzcrwx7ZhuJwyDFtPjPOklyaw6rZOXCXVf+2q1iiRdUpoQ/2WMyoeh6Haq+nIWyljGmx1JTNXlgoXvxJG/Z2xuR1tJy5vzDeB8+jSVg0tLGb5jqVMVpneHL2gs8fl/fJ3fhYiIEZEcgMzbplJZGqHVMTUp1hdF5vNIs+5ZLEY3rcg/uyBocWpbYGeJLUfR3RtC7/vdJzGsgAtReZe2xbNtgG9Tq3KmRkwoQNKX86oZuDLtb5k2NR42q5renytqmvc2u84ovTRxQBMuYMS7j2Srr81AOkW3TUKY4ku8+IYIVbRn4CckbM6F1363FrIEuN8lBUiz9UDk1/LW5PaumslxorHG4iRJPwpfdW0ABwxtXOkUnQdHk8ndOOIfhwB54Btg982hG/f4jVYFlydo4XseRjMthvjOpDaoaVrVjwGuUS11PRzWVEVuoQx7Wra7X0v9li2+vI7Eh62PIMea2tn6cjDo7k+ggLf4+l9p6eQpZ56oeCDVp/evclEYemQZYNryWcOh9RgfBWVCMBVuV99SINmCyNqidT0SUfVCbbAgT7KTpRrANADoWmTreVcPKag73v4keO99x1h24DzGXh7w7AsmOYZ2HfMzQUeuyp7djxBt1QOycSPbmklFFLSL3JBo94V1wkbudclD9ayCROi7kntOlucPBuzgKwIpiWBIqOt0Cf3fIZyBZU3ae2IO9L8JkMvr/XPBWmoBWW3YcwbgVxN0Od4ZxPHtpOEFB65h7URmkkwQ7m+nBs+YrAsS468bArig6N/My8Tt+/0OufgnUPnHLq+h+97PLBhGJYF4+VC6Mf5jHmegWFAM8/wzcZtKcdTtxnAzdSu2iLQMdq2joW+XyT7hhl4HTD2I4ApMxRrnt97FJ8p77RU220gKBef9KB2HYtkZWUPvsco1GSBftmCCt3aozgWF0D1UE57n5Dgm4XjQ0tta3hWSCMeWmr8gb2boddeuR1Am7xnHlh2E2/ddRjaFl3f4/F8Ru89nroOT84hOEeS2zm8ye8iwQGEKRQ6pk1yFeFIDo2hYI7SeJv5WSw0jICw95oP8rCBg4Um2To2vlt7GKEgwUzgpItLFAwCw5X2BACVg1rZpW/Q3VgOXZsjh2Xop/jhM7d3QUOcQA9UD37RBk2KEiOdcEQFuYhGX9oG9ffW2MkGyxhbpA61fE2DppfgDAfHqIVvW8A59KcTnvoeD87hqevwU9/jiRnYO3K4PBPGhwVA27bonEOAAy2aFLuybTPg8iB7eyCppoxhfB4vUejNasHXmFmf9Nr0APpS+mt0Sc4tz773zLdLdlP6qaHeytmGZfhrThY9CZj53MJjusnQ57McgimQCVFZCnbG2FPdtWgEmA5pZsukbEiWtVyTJjYZMADrs0C22vU501bHA3Qg/JBdo9Oz8oOArliWDX3vYhPhHJquw+AcTs7hgf89OYefBoenj9ydF2rI2zQBfY+u77EuC1YADh2c7zCHKQW2o1xYR6SZcscEVu2rpRK0i7tXiJFOcdLxNqlS03GS8XVhbyHEeOdH+Rs7r0d2yD1gHG3I09byW4dMmMZCmN8VDx07kxtYMoglhJY6InEAWUo+kHnCYuaDXckgXdsxKlAdsCtwCTNOGICCKXPKJygd+F4LlInSMgC+V76prkPftiSpqfk4e4enJ4ePHz28P8F7h+evb6RDsxcxxcgCbZf7O/TkagYB5izWQ6saF0640A6fWIgnKKjvxvZc20WPDNQMdlVzl8JQEz/YbKVI3nj5RG3yZUKHDVQSZpZ5uWWDAPfqcoS83q/oUZSJkuO6NWoMwweG7+JRBAoSpH7O2aAVurgyBsUKroH8sQyWRwaHaTqKZ3C+gW9OaDwIbgOAtk38se9A18H3PZ6eenz8OODp6YwQenjfoTsDeH1F8J68MMuCfduwYcfGsyGTUsOFqS7IcCj5Thhx4XMh0Q9mjpTkZyNbP+Io98+SLrxZY/RNkJ9oo9SegXR/ULHq6t021apnQz4g7RRlLul3GIUa5ZBG64RX0Z1Fj7YsUpXeBZlazsz0WT6Z/glE5tZvTHoxGyvqenv+iJbONpYhLs4mL1kS1hV+3yNs9zSOeHr6gKenM56eznh97fH8bcPqHBbBqpWhGLqOth22M7Nt1Iycbk/hXPHE1AMGXF/TZ/pnTZ3JjbjjLB9L0UYxRrt9tkB21P6ZTgAwuwaFtsyxfUexGV4xrw5IKqDcCv2GCv4ljiyDloV0KgoBeH2dcX1N8b8AdTwr1Ig5FmmRY3Hj6bMHA27PApTiMPRbDh1aKaMr4Oefp+B83wHNtqGR7nYdef/aFr1z8KcTzucRT09n/MM/jHh66uGZefuefhc3OAAMzODXXS+2BkCT9OMjZEIhG3KSb/z8AJuVaEd9QlkMkOLnjg9DXMBH2LGWvjqYqCaVt6CcVwuVUhCnmm5zbbFF3gh1RMxzf74Lhz4kpeQX24jCEGWFRTDd5yGA2nWtA4Y8oyJ9P6Ppk8MkKyXFpWmt9B1iriL9bZnZhpgKUXDShXagBgjYgYZ15q4jZj2dKGS07xHalgfeIQSHEHqEkRl4mtCNI3zfk7QGSY4BHZtzABqg95J7OGelwGybL2BbwadxGMJtSZWRkp4kI+TscRoxG+VWO1uwfuprXXXThp4OV7X5iLbOtX62juPIgszuHF7/b2LoIlBc6bZCVq/TC2ALUqk0X6kxqs/nVq4wp3gm83Sdd5IMkJLMpX59AnAp0rS9Vh/6Hkvf47nr8PkVOP+8IQSH5+DwuXeECrFjpet79M5hBgN2rTRlhTdDf+QGdh7EzLoPULCbzxevPnZDM5uG4GoBWVlog5pLzzmOEo2oj1UrEAwTpJb6xr9UIjctD4jdVBzfJvfc4djbX0esF3WsEeVnWdmCpUw7l0ImtUCVo+KQ+h3Wuxjfywar1FWWv60ET0aFGKYXelQ48StSxvbQndB2LXbnogMpdB1eWe342Tn43SHMDs89/f0MYGEpvvY9h5ISbdjRtECfKXqXaFhr9EhTZDZlMAt0ph0eAq3aPsp3lix6FY8g0Zi9l/qB5XzJjlnsFkrnJXx9TmUTkNAu627Xpyvo58TfjdCs0W3HSgXEFgmbQTTVF0nprdzwOYq4ituXeY7NxZPfMzjJJ6PwqqrkZ94tNcgLpHImQHrsKV3bpXvRAOg6tGAHSdvi4hx81+GVmfcPziH0PZ5Zaj8vC143ilMMzmF2jnRvcdD4FiHIsK9FcFVqV4KvRFpJ1SLRzGls890q8L16bGpjKZKSMukTlCnzGsN1ZZgNXpyVN2DVQRxmOkT0VpaJSP/yi/Rrkbhwh24y9B/+AEwTQ0mKccUFfpT6ngZOIRghdUJ3PHtOhaIUUJOkEYwYmRbEkUCTHOEsvcsgpYll1ZVU+/sTENYW4eqweGLExjkMXYeFpe3LuqJbFjxvG8K24dz3CH/8Iy7bhvFyQQNiui/OYXAOc9cB2wZ3bTGHPbX/2qHvOwWH0pjZbTlu5T6vHrVFhkxj7CvqSW1+jvJCJaNFpLdVgyREV2tlUkHURg8Ko0enzatpFxBrrti2HqEZ40G1LKHfrENbGOkWJFb7PjMm003IipgoBrxn1Vp3vIUKpTafqCJpWwaAHcviwC6g5KzogHBNBQmuYJOVA/ZbAHAOryApvINClUf+fOx7oG0xs6QekG/YjQcGKUS5UEKt9tpVyevtmxmrH+J2XtgTFSae34x+a84vsWGstpJSMgxLgaalcj61c1YT5VYb36NSzN9TxmBVJ44G5IFIFLqYN9aWEDhyWRb4o2yjWk8UiWqC/6MuFf+k78W1XcW8zaKiEl0XAA5LcFh2oHei2FK8hW9b+K6jJrVtXKIDAH86Ye17nPoe/bZhXBYMLy88MBupGXGgtmRQNpQFhKDqfOhBNbrrkTqn9WzRb5se1bgIKXg4Y5Z1m30X34e0MPR43wq+l3m2wkm3V/hE99EKPB08VkVvvOKjo8XBdNdTKJigjbaLlSMt4gFkRkSPXK8FUIx8LBRYCXCK8b83SBbPqAvPMM09/93YuwjR6KXd1w1AQwuiYUm/rnDOwQEYlLOkcw4n7zGez/jzOOIHgMJGAUzbhi9I5tjY95ico9PGuxYIO+1A8krVbx3PcgSHaRxYZ+jUVAOLIddSqISRtCFa03tTcfp8y9cLIbvF54Kr1h+J386YWalP8pz3OoGAdzC0xhotYlHLC8wtdLo+d4HnmGcmgQVnxYwRQ4ZUAMCyXLDtwKCQCKERYyxwGBi58JXrmmxQTgBWeC+Ft1Tf9x1u3YFuo8aLKjGOGM5njKcT/jyO+E+Pj/iPHz5g6HvM24aftw3ztuHLvhOrufy54iW7UrRq4rIt1S+p6cG2HK9Obg2oSFJWSyZW58Z+qBZvBIRR0twOcdej51Ax+rGoiJWdQBAQj1yb/JQFswFlSlamunKbdDa7kC1ycxTKIHSToafXg8wBpl45PexJWTqcsemptpv3+bl7Mkk1aVLSRV0AzFsuzSdMQA/MHNtm1ZrGCyLfkVv7uqtv5eqWRKerOGXbFjidMDiH0Tn84Bx+6Hv8+cMH/OOPP+IH9xFfpi/A2xu+bFv8h404NpNror9xE4ZtwOxmpadS3ySkwKpY1mmkjTDZ8mU8i6pF5kDRI/KF5k9UqBCKJl/Xb3WkXuHyPlBpjgL5vyvr+9ZLmwdeLcYIAyRzIjWMQjzL3DORHBKIU25zdJVMTgg7ZWE3wODUgtEwz+4ytfS6E3IBdAhhxXXnSl6RqWl4wypxF3Tf0HZA12JmmG7uOmLKbcOwbcTYfY/x8ZH+cYmDH7pfIvOO7FQZl3RS+rxWJoTfmVQI6rctYq7z8yKmq6C4o4I58PlzMgMPubSX63kUIEytky2qC6KyQDSubIsOHd1Xq/Zfa/cR3WfoG06UmgEmzGe3ikX9LhwnPJk8VglT1bDRFoCd8/EiCM/SLcYQ8S+940nadiAaeo5f6uiyK7u1vXzPDWIDTpgZHAMtEnsC0t/sNZz6Hr+eTkC7YeoXTPp7axyuO2ZcEEUzqxwa8kqktl6fUsWafs5CR4mpk969+SSla3qrSPijrduiJfeKvAtpyRkXiGHc2oKrqa36HqH3lna4ydBULjdfMTqkM0cO6LW6rADw3hT1oVg3yYhs2JnguIKRQ1jbTOX1sRf84TUP/aT5bVknZ2buwDU31MJkJ8jWtXDi7ub4Z83EGEfMpxO+APgC4P/eNjwDmNYV/7pt+HVZgG3DxCrHtKoABOdwXZS64wHHFuuyXAsJZLOFYnaOV3YJUqa3ZOMXuYXqfTbCMIfq8vf3DA3m1aTy769LwscBhf8L4uGTcZ8BIjfqHQoUaFWue3SToQlqy2OeRWeulYzS6TreXwGMmSE5h1mZ2vV3XhdkiETfa8NOSgcCEAnsXJTOvgMCOgxAYiLlesYK+IxhOvqwaQG3R+Z1606fO0fxz0CU3nPfY2bP3wDgyzRhHkcMpxPmEPDzuuILkJh521IoademreoKND3bBUoXLoVEGXqQmM7oue+QdHEkM98BZSftYUTTT/E7HVxfPjJHojRJHRc5JVbsq5griVyii5TWVUYBFBUBSHX5DseK3Zas3qY7ACAOentre2DrPnns6vEb15B0Y+9TDeaw8qJyqZBLGNL9kgM4nk7ETLGNPK/C4M7R/G/M1ODnykJYdwAXzKcTcLmQx4+fJ6GgMxt+07IA64ovy0KGoLi8QcagNpVi2V2mxJzlAUi9usbWzqA0Mi3h0jgeFaWskTAbFUCfijn2geFaBaPp2GoRZMUhSUqQSXgvIScJzq2W3DV+hoz+PWC7o5Ojbnl14oqrxGZoaM6GE5JEIIcHAPSCSMBF711GXM72yp65ACX4u45Kce0sefcd6Hs4kOoa5DNp1roiCDPzopNeExNuwOUCsIE3ihdQGNo5fGHIDpcLpk2h9lrlUIvsupyo+3YCo/5bjrtV5QrdW23zNYpwXOYVzAVKzJaxxhv/nUnkAIXPUZsLASUexCIfcFa/zTlTZw1Sv3+3UQirV83Ja1hR8AsKlXBTHAHtF6Bx6L1qlnMIvsfQdXAAla2Nre+iTgvncBV9VxMzrd+27OP497Lk3VgWzMLRXZ/kpujk6wosCzHxsuAL68tgRAPbJuKTrtu2bOGQLr5HY7aOLggdCBOUY61Pl5LKn0UAlzbctA4e8p+aigKcAGXK+PyzFDtjhJjWpQ1lNbuDeZd5pyyi7QAaFLoroXM6ltYD8sgpG/iftzHXv+J2tSDqxCSRmUm5kAsAoO/R8KV92wLnM4ZxxNT3GEVXBZIkXFcaE2Y8qXDrRXo7B3+5UFPXNRmBwxANwUbr4VIDmhl7vlwwTROwbRinKb4nMv26JkZfd2DbbHZXdbJ1FnZWnTWIXmowf956dEFDHUdjHTIBiOea6+AoWcvSLlENa3p0xMNfESsmFecKyu+yGI5CVg05n7yQv4VuMrQMRv5QYurMfRrbnTOqxL0KBqmVfJEiNKCiafYEEntPDNYAozBW3xPzgQKC+raFP5/Jmul78uJxPQwAwLJg2BIc13JkHEDSuWP1ARvlAeLtLS0CxcDRPm1b+p6ZdZ4meveyYP72Lb5nnCZMlwtmUU+EwQ/GdwSXmlURcNbIylQ4RZJxUmgsmkFpYvIdUaWBhVijV3VWnSXTeNZ3D9oPVLBjI23tzqwTN64LM7W6nk5JA+gcyrxW3z3A4yZDS/hfrQAJkAwKUrdm87liavDKLTzMF4RwikcceO8QrnyBFDuU0DL+5/sezjls5zP84yMwjti5+PjQ9zTw24adpWO779TJywUP0v7LBecQgG3DMk2Yvn3DRVQDlvAycFcg6eIAsCxY397gp4kWQd9TjK3oz9++YZ5nYmpZANsW9egRpzxijC33KUy0cyA3DwU2K5mZ0YI7wUN6viKpOVhoa0JkBZe+b9q0aDIHF1TglOpHTXdP4aNz0st9CSzYxF7q1wQ6ig6Haouluzq0Fvu2NC7VGstXYB5cPyvjeJDoGx7oJubvwQHL2qLxHvBdSnmSUgDeA+czWpbGbd+jfXwEnp7o78dH9B8+AM6h3zaS4qwSYNtw3jZ064p+3/Gwbfi4bXh4ewOWBa8vL3gD8Lxt+LptuKwr1p1UgyDM2PfYtg1+WbBME/DyAv/hAz3/5YUCjUQiv7xgfXnBwgtGVJNtXeHQYusudWOrDCeJFEMM1KSKuqDJbudCtWMsBEHadodpZ7Owb9E4hysnB+fhAQ2qwa0HC0pQjsQPzEPqs6zuiLq3xYgdE7YwvtuhInSToZ1/BaJcY4n7mjoRXZlAUU1HB6HLZykLQpj5BDigETy56+BPJ0pI5cpDGEeszMhgiYxxJGZ+fAQ+fEA/jhgfHyElbRsAj/z7vCzolgX9suBpWfBpXfHTNMGfegATwo8bnp8nnIce/nOPr18pgF/UkwbIpawslGkCvn4FloXQ7HUFQkD4+hXh+Zm+v1yI87YNvmuxr4DDCUHFZk8LS2tXqhR5ls6cbfs9hqp0Tk4TkXYNBp8OLYpCiRV513OoANsmvuuSMACd8IVV8KMNfX+N79H5g5JfWHg9l6Sy6kNILVkj1/EpvpnqAnxf+Kj2WkXDjSVKfJEUqQdVQUpxyaUBmVnVjUvM7D1J5fMZnhn5se/RMTO/MBOvIpXHEd2HD8DHj2g/fsR4PpPKwUw8gjdJZrzt7Q0PzNBP24ZPXQf/48YhkQ7nM+2zIbSUwf23NSYXywRIXY6O1Znw/IzruqLpe3RdR0y9LMDzM5aXF+xvb6SSXC6kAq2I8c9X/hmul2pEIGB3unw+lqX00uapank4aZG+tiN6QT0LkVF5RcO+086oVKVrdK7l9kDmOFOxGjmDzoBZgLcSnGvlzbKSwTfojmPlARqjtEmO9GH+wgTSI8ZQ6zQceg4rag1JZs/68jiOeBxHnMcRD+cz/DjilaVweHwEHh/RfvhAkrnvgQ8f4B8fMYiEPp0wcBrUwHjxsG2YGenwzuG8LPDbhoez40FbAGz4+lVaRxzXbRsxsXTVuQTHffuGAKBbFgRV7uttWbB8/Yr927cknUX3lmB+dZAQwAaVa1JIbAuMD5xlE6asOtFRlJxVNaJ7fB+KyivXHWh6D9+ye19UutMJLWffDHpH4gZMALBeWShteF0u2Y5iD6AHNOYN1Y+SIS0DH8WPvCeM4u6hQbox2Td+yKCjo4Zkh2IGLXHIpPZ9Hwf1cRzx6ekJP/3xEd4/Ijw9AQ8PeP3wITH1OBK6oYzEkV3P6Hv8sK4Y1zUCjIOEcUoblgVfl4Wj60lKPz8veH1d8PYW8Pa24rJuWNcVXhtLMsEKmpt6OtotltKdJmJmNhKxruongGt+VrjHCfAz/J6k9NiPaJlph0BHWOiMjizNyWC0NAdqTto4zACAa9NS9Fbfw3UdWq4vgtMJXjO1QnPaZcHOhvKybUCoIzbaqNNOs7i4Yp/Lyv3Z8cfI+3n09xHdDk4ak5MrO44MdeOjj9skSWltZS9hRe9BZ/z5jgKMeBA9nyj10x//iH/8Lz/i06cnAH/A5/0DXj98QP/4iJWZF6cT/MeP9DI5cUrczOuKH0LAp20jT96y4Gfe8r9sG8I04fPzM16+fcPzMoNqqy54ebng69cLXl83vEwhusw9OAVLBsE54HJBB2BfFrR9j0tPBwYFkeDTFBl6Unr3iBabn9AEYNlW+KZD41knbBED8LAAe/SmHh+2I561fB4uEOPtMPG4bTEwM++MGM3ew7HRvbPaBs7A2bctjrN3Dsvi4LeOGFRh39elHk2npW9qq1QESAhM5mQBSsM53vkdOvTT04zn51zCWt1OMEJ95LGW6FsANncBnMOyO/TOUVyGc+S8GEfg8RHdhw/4y//yv+A//+c/4tOnHxHCB2B+xM/jCH86oWOm7Rw9AyOdcOu2DdPlguFywbDvGLcNPywLxpcX4Ns3/DhNmNk4fP72Da+//gp8+wY/TejfXkCb6YLX1538JVAMvK5JxeLfnXOkX+97NBBXgNokXkJuEwTuYze41hYaDV0pMGECMb0WHLa6J5DHU8RnxmvzfLMIVvQOI0jN2znAqmW4E09P6B8eSEBME2aRTusamZvem549bzNcmxw5Me4DiPU89BEcElg0Y4oFPyMpnL3mMbwZZqrorlF4Os1Y19IHbw+3lGRVWY2kEXDaz06rNxZYYRTDDwP8MKD78AGnjx/x9Kc/4enpT3h6+ogQ/ojnhvVp7f3bNlq8lwvcvkcVIGK+lwvmlxfg5QXTt2/4dVkwAZguF0yvr8C3b8DLC3qRpOsbqNjLhmlO6AbWlYwj8K7dtlHa7lyWAM6h3XfsQPIGSrioOtIN244rgIX1Z4+OHBs2aUYVctQQXVZywcQzL9a7ByRDs1EZPI6Ocp47lfDrPcGPj4/o2EZB12E6nzH87W/JiTRXDLE9t5tsPIhQyHaVA7e1do/7EpPWC/m7jqSQ1aU9v7r6vY6UO7I+yTGg06fYuj6dSHcWT984Aj/+iFf8hLfLH4F/+AeEP/whWt59CMDlgmWasDEWPLKBNinHxpdpikw7LQu+XC74su+Y2Xu3zTPw8oJwuWBZFqzCuMuG131HWFdcWbKKLPINgOuOsCyYVWldB96ShdY1j33WMRxAMgjlZk0a4mVPnWbc6bUe7BUwY9uAoR3gfTq5K0puR8zcS5Jv12HzHo7H3n/8iBMb3uM4YnIOwzRRzEwImN7eAEfHQE1tC7gW87bAtZRU3PdXVh3UFKvFVsswKYL/b9Bvi6u/K6F/gPcT7zisD3tEFEMqI9WPBUurNkkMFiNdR1Ad14A7PT6if3rC5U9/wtc//xn48UfgT3/C53HE27IgTBM5KtaVDuZh6TtNE8aXF4zsJJlYh50uF9o2LxdM+45Zvts2hMsF6zRhXRaEbcMrM+TOBtwAYGI1QbL+g3NUi8/Eh8gSFtk0KRVjxCkVZoyDg8TQV+QIhOZ9cRnqW5UBaIOKJJOlJiUH1u89lyULwwB3PmMQCPTxEePTEyFF40io0LLEOZpYmk06+8Y5YAN632XZ3rXDVYWpj2C6ItPfYM/29Nh7uZB3PYXUHy1987iOngF/W/rJrlqA5nBEl9zajk6SwuMj8Ic/YPrTn/Dzjz/i85/+BHz8iGfnqLTWNGFh9MCJy/nrV+D5GdPLCwUFXS6Yp4liLJQui2VJbmhQ4P3M1jvWlc7nVjEfFAdN1AAUxSffAej5ZwAIhwYgnNlfd0ICtp3zbffYb3o+ciZu1OeVkgbJeUKGHqVfJeSpSJd6Vc9sQDoeqxoSRuDljPLzGeM44jSOGB4e8MOHD/jhdKK47nXFl7c3fLE7TNcB+w7HY0A77zUGTAEoEzqArNJVJGEO7aS74d5OdfC+wyjUoelSo0PIFiSpUaqn0JCUFmWaaQewOofT+Yzlwwd8fnzE8/kc6yu/LgvemPGcIAjPz5i+fgV++QUzG3h4e0tRcPxvZnQjMjUQjTNydNCWujES4dYdM3ZchcE5I8Y3W0wu6AFO99oQrg5h39ED2FrAdztaTuV2yxilbDSeDW+gYcMwgGKvt1wK6VrVpEPzKV2hRAfIUL8gQDlqZJzVAvRtS/CchNw+PmI8nzGez/jhfMYntj7H0wlz15EKxyqUOL4tb0q5ZIeKt88GRWm+sJi6z++Tvumft3IhhW5X8D/YJm4xc21L2HbAO2BsVfoMb/E7QJU6Tyd8Zf16AAj/XBa4bUPPENjIknn65ZcoofHyQlJZQjp16KZ8xjRriSPBRHwwZuDPpMENMykAnEeLxROjR3diY4wfP8VSX/rzESOwA1M7xVgKjXZcsOMUweNUQJL0UMdjf4LeMRMUdkLfrwBWLDtdGxOF+RhndzqRlD2dCGFSTirJaJd/g7YFgJThA0J0rlsDoMsO7RQqjrmGVpNyZpZMblmk2hlTxA4BdwOU3hHgP4N3otigvD4cr6AbCY8DTjEwKYUoEuw1cCNOAH4Q5EGi7JaFDL6XF2JkkcyfP0dmxssLGS7CvEpSR+QDiHEekdYVw7onJt82isEOpC6kzGpyruQpRnzPFZw5zlJwRfIAmkD0pgWmbYq4bfZdT8NzCm3azQCEcOGR4brVxk1eSqyOC2sCkqI2uhPmro0VUHcO7sL5jEbiYroOk3OE3b+9YZqmzO6I46PfrRaidslnHkOfYjgSDRg8FMyb19MTCFAbjlLi1wFo7hR6/40B/tSgWOZLTYzOfwOIyb1HFlsr511jXZMzZNswvL3hh2/f8OeXFyqdtVF9uC/bhvHlhVSLv/6V/n3+DPzyCzG3BAC9vWHW0W06CF9oXTP9GKC2DVuH+TqlRFuvvRxQpW9vh2paqp0vk3Ikc0dV019IxegdgE7pxlcAF1yXEwIoI5yESVJHdNRdodo4R4tTbBbF1HvX4dq2hGo4hy/OERO/vWGeJnx5e8vCXxMbdTFefJZTaPkvTXJ8xBU0FXYRa1XEjmuVmf19/Zlbd0zEE4PG1fmFqqh5RUfKQH+bnbEzGtB1GEMAGKnA16/49O0bfpCSWgBJiudnUi9++QX4/Dn9/e1bCrTXzMs6sGDBDQB/3RGuwFVJ6xFdFlMxXE/RKNkgMRQrMx8N07XCnDU6PHnLhnsGUNqZCIGmKyI0l+Uaqw6lcjUNbXYqTiJ7tkQvti3mocfQ99gUbAfnSErz33Pf44tz+AJWy8TmAHIXPtPgh8g50yxXDvVURhX/3PR5sD6QO5Bsoq2UEAbquniNbpcCm2ZcLgOsOiUNaVQtBiB3cers4cPJ3zbg7Q3T16/4wTmM//qvhC33PX338oJJqRb49o1UD0EzdIimJu2lA0jNEUNP+gb+e6P2bX6ikMU4lRcOomJm3oHgrvBbY/qjvBpKPIa1je/2HfC6Agh7MhKlyY1DrNp4TY9LByHVYhyuxeKIVfylKfIFM7YD6BCjno9rFsOQ/80cizLxwUhxfpaFHi473KZKjtkdq+auVp8Rf5gk2ohsKGedea6W9vfoJkO/vqaB0tFS3iRC6rjnw2rtHthw4YyUloyQdcU0TRien8mb9/+8Ynju8eX0FROA+eUF8y+/RANvniZiZnacYFkIpeCcwAGIasW4t5i2gKujmN6jwWh8km6bDhzyp4xpQuCtXnvk4vd7UiF2YOHEdYovTuDzdUeU/I13uO4N/Nah6XnRzPFxMb5j23LUY8GV4oT3CzAn+4Rq9zmgcfCdQ2haXLuO+t11aB2fzjWOFG47DBG6wzjSrua4ODuAYd8po13bHQAmXIDLnvD0NknZ7BRhTcy0YvQVR48EneKVgv1r7u5aDJGm2wz9rFQHBXinicyBdCE5KkHKEvTGmBlBbuQhBNJ/AcD1+PLzF8zdjKmf8KWbyUBhxp0ZT44BQOuKduNcwXVluI0nww0JBmMHSXx3O5LOjPsrvhpliFG5cDl+mII70kW85V8BLr3g4LEBrsV129G0EsFnHt4iSicpDSznj0O32Kl4Ci77MCo8NOgsXM5GP/c9/PlMYbbsGQR7Bt22YeMxxrIA+x7LMaT35H2csfIbN3icopGnT0E7ogzFOPAECuRX+DJuxFED78gpjHCm+U6X/nIeKQGWGX9S1m7CL3cMzYketu+Y1wnDcAW6Dl+mF/z85WeMjiZyduwMEUxZIxesZuzbBswLlhgAtJHEio6KHTMzwSD16UKOPmiJWzf6rgA2XMU4dMDQjpibS8SnaUDoQY1Dcsa07fGiKYBpJnF1F+VpGghjS+z07KgBzlHR9niOi9ymiuoI9rwy/ozzmXYvUSuWBevlgrAsNL46gx25BnEFMKBDuBLD28pOts5dHWqbWWXlJvLPLOab1Ro5W+ZeoUbgHbCdvOAIJCdvYQr6jx4fgJiFWxqD0GWGKcOHrmeJ86/Lv2LoB/rc8QgxA08hkBdO4cvzumLY2zjoV/bQzZgxt3LMw8ZNaNKqFI9dI4YZtzGQnixBVKLvSiKpR0eM1lDunW+AsG6RkajP5JVrAGBdqXBk11FbocKTN0Dqc9TOTQTEE1dUao+LcACFoKIhyQ8gtYWNv7HvsanczCAlISTkVaFNgbH/RZhZ/olNAlKhwnXHstHfW7jiCsRkjiIJocLMOsbD1tXLDtdUWgEjjXfpJkPrmgnij7fHTeQlYFUnApe8VQ2+LsDcT5TlvE0YHTtaLldM2xvgrhRt1TFTY02Ixb6TRL5cgHXHtEs0mxgwNKEzl7NCIP14FBiswsyxXWJQ+QSJUW0+GvCF4kYRcIV3dIhQPMReKjpxOpOOz0bXxbILQ9elnEQA17ZF43bO1yvpGgDfnKjMwHVjJjjF4Syw7JYXtHr3yAzrOPnhwsx84s/l5FvtUGk1Eyscv+aV3nQpK2VDHUnS/Hg9wAIKWyjfoWFBOQf9Ft2V0DozpelnoOol5OxuD4zi9bnx4mmZKLTxOmG4jtFqnpsZQzdg6qakJ25q0NYFc9SXBfDvILqdlnaHpOpNAMDCeoM9CDPPrpF7XZTM5AJXGDVA53n3fWR2acy56/CmApeuKvAfTUvOHEU29sE3J+Ba6o9JazlQX1oakJaze9bTiWJnOHdTe/8oxWpNEB2HCcSC9txHrCn5wbsuOooW2LO7S3hO+MYerVFQZQ6vy4DXZcZRJSmhmwytU6yKyUVqUEqrC/DeZ9dqVCSTKlcpg8AG2g6MbsS8z9nxt1nQ9w5gCxhxigagVu79qd7Opi8x5Giw8gKc9y0hBi0ANAjhmnRT5yiWo0HUlzt9wuy20RZusmhi7DcPVlgWNNOEKyi4KQDAfkXfqi1DGS52ocXhC+q6eF+lFBqY3Z3D0LaUwjaO6MYxemOvOs6cadLtB9RizBEOfXJDLpnzmJNa9SWrwoowakw2C1ApZnNA73B9k+FnDxSXQiMzZj7IUhokSbKEdNy0eLXUUfM5bXTW34BTFko445J0RQDYcuNJQ4w2VeyWI6Tvr5hes2bFRglG4gCSaFfwWeAdhWWOY8ymgWVo50h37Xuqpff2Bv/yQoFRAKaug+c4kgUAtg19CzTC3G0plYVGjJjbKUrpkbNBpnZX5Xu7yIgAqC0C07FjpQOwThO6dUWQSVbGYNL5N5I6WxpPYcDX12M1Q0N0+tDWW3xxFEP03YcGiUdQznnOnqcU9tQI7StSDTYNKc4uBCiBdJt4YsS4q2Q4aCY2EMJ1UYPRgMoELKkmReaOzrI8GuiKQZoGNJhdi81Rnb2G9eTgHOA9pWRxCbKY8MtbVidbl3NYLxf6e9uwbhuFrbLx2K8rlhCoFMQOc3RyWpRV5t6o3RPYJpEMej7oiNOOMHCU3cjpbD0z/bauWCWtTDOzwZ81BazwoQN4N9SVUvWxzMK8VkWtHv6jpLcH1UmUenm/hd5VffReVcrsfG/kVqyeDC015Xy6bKVy0Pu4U2ksUQ2sqlK0T/DxSqFAqRqkQx+vCxBawViJiwenS2G1ZZ0gLt0b0QGRxIwgdFwbBBxj7McRHRthK0BwWNdFhlk2KojjgWgoFmvcjrs0qlHBTw6YccXgHKZ2R4OWTi/gtg2yqE4njPy31NCO6OaWqkRp1msOmFrUoMgXAbiK0yS2OcVu2yB9uSf+egO7tscs36O7DJ0f20ufZZJCXsJoh5x0Sn+NnBCJaCbrGBAbbBKrs4sneFFH4UqMBUom94uCehyi9PVIqAB25dHaL0bdpGEY3YiJE3oB5h/Okm6kfgVju4IQtOczHj58IAbmMgsPHz7giZk6bBuVGbtc0K0r1mnChXH1QSqTSj94g5di71U1Salm3rNXkkdUgnMbMTqFnMN4OlGpByDGgMtwrQA8O6ji9UCMIU9xMvQjsJHT60CqINBdTvEMQz7XW2PMEnhEvFEydY2BqwdzKnqHUVg+QA451y/UFd+lflmhMgQAJuSxJv2n6+0awFX3Z8RyKYuC8t1OpUAPwOBO0SAUEocOnE8OEd6+G6U6eKnyxNt59+ED/MeP+Pj4iIcPH3B+fMRP44hPHz6g73t83ujswvDLL5RGNk1YJQ7l7a2sP22SIIQiGuMUshLIPh3R5Fg4Yn4Bdudw6ns0Kj5j1CG1jGpclyWGDyx8n35m4xxw3bFAcHrFzMKUyOObrV7t+URbW9j8nm5sk2Zv0TsC/G2EVHqwnE6aHeMLxECSgvFiw+urrKYzy2ceB2GGipr+gh5XbveVPzPXewnBPGU6tejlogYstvrpMFBNkL7Hg+C6fY/Tx4/o/vhH9B8/4ul8xqdxxF8eH/GX84iHhw4/v6zwy4LP375hcY4cG7w4Zm28ZVX+NQx3zbyAAKILHWDApWkJfamReoeUSBv57wnIY8Zjts6G7XKJKkf0vvsWR4VmAFJDR5ORfowrl4xsYzxEaEZm/l6VYwt0EukAAD6vyhPTY1jpDxzqpxskB6vrsrpAjvHKMynQe47tjnHV6ljlI+gw0alaaiqSmfQs6o11Z8KY21SPA8C179Gcz7Fi04X15BOXIut//BH+j3/Ex3HEp/MZ/ziO+Mv/1lOJ4H+e8PkL4E8n9G1Lm/W2pa1ZGBrAuOwAeyOpME8+PSQZrxnSI0cthqaNJrmSKwCo3OYJNI+fOP55hqoqJXEc6xpDCyLiYfToyKyv6gXqxWJX0scGGAiIRfE9q5wyX/bg+w2G4fn77ypjoN1D+rzlW1m8Vvm3hp/ovyF2IH1XKxGrv5P7gWRYasDeVqaUdx9Bd0tYI2MNjkRLEMkMkC4pMNeHD1TCV/3tJcjn40ec//hHPI0jfup7fPrjiL/8BXh7W/Dzz8yw20apXm9vwDQhcOBPDDtaV+jAkt53PBYNIHh4HOMr6duMcETitvu+p5rZpxOVLwBJ5ZGZ+UdwTDonDOtYmRRGsEX9eQHQrFs8Pi8mPVQYTkddanvpuiAWn9Gki+jYaqO/FeEA3olySPqLNCCjUAYuaT1KuzNnpALq2ZFlwKFk1eiJVn10FXiBB6TuNKDcsp6gu0z1CMmwoQbTqVWDguSuzlE02sePGLnGXv/0hP3DB5weH6lACxuCD09PeHh8xLnv8dF7nM8dgAVvbws+/zrh+XJB+PYNy/MzLi8vxNQcY+wBMsb2HdPBDC5h4+quDn3boG8pLUzCqHWRdse6/SCwHQBwZsoPWm3RcTHLQonGqibgKMFcfPkEYLls0QFkAYK65JzjT31URk1oLcvx8RSR/H19+zZD+5QXphm5phvltw2xXsewMROyhJnDDHcGHkwRR5L66bQA2qHyuh8Db1t6Ycj74rP0meAAjsrVbkB0fjgAvm3RcNFCJ7rzx49Uu+Ljx5hQ2spnRlKfh4Gw3XVlyTzhn/7pBf/07Rs+L1SVdH1+xvrykuIkgBLvZXXiykFRelfxaFhFomlrPKgAI9MVXPNeMe4IYOg6OrLjdMLsHH5VzDotSxHznFDldCwdjTC/n2VFFBI2IIlpek2fZzWis3Ur0J78pTzDQqwpfPfRyHkjE9Poj+3KlGipGMvqEhYMALiS1NYqRAxyCpXnBmC6zhhdpaMHtBXnvyUSnXlwXYxbbhhj9hLIwycG4OkJw5/+ROGWXJjFf/xIqsb5jKt43Pqe9P51xed9B36Z8PZ/fcU///IL/o+vX/H57Q2vv/yCl7/9LZVc4HrTgbf1xrqVAczbhU7QlQApw/tybvnA06iZeZZjnSVc9PERk7QXAJyjgH5BMyRPsII9x01QgGt7gpcvsWaNHetdWcowyOeAUhlVqOkQ7kjrA7pb20700COdOa1AVgkCct2bGzv7xKAQ17R0GjRgEiWXkQfGjaLvtOpTO9OFqvicqDgkBzXJGdm99EGSdln/bNoWfhgQnINj/3374QMdcfHjjxg/fgQ+fsT04QPOHz8S1sxOlNVRma23bcPbsuCvvI3/j2/f8Pzrr/jnX37B519/xes0Yf31V+DtDbvEHDOi4FUNvbEdk+dvo82+Vy7mzNHCRiyN8YorWjRcGcQ7h845Og1hGDBwMFI7jngRxxBTVhFp39FuWyxvNvM0Bl3+QebQ1z2+tUB9PUc6u0nziZW8iw5D5ms3EEhxi+7o0GXGgKamn7NzEG0QUALNFVyjgHUhXZ1dvEtZXKxDti3EAVEnackjr4sKgFfRXVcgd3cbrFcKsAznM9V5+/FHDE9PGD9+xPT0FEtnbUrKnbYNjjOip2nC67dveOayCz//9a/4H7/+ii9Se+/bN7TTBIRAxdiXhQqqryvV+OiAeb3Q8RHMP4M7QSK1PCMJMbObvZkZnNd18G2LBx6uDsBD1+HBuTR85zMWx6ficrmCLBF229BeLrHsWZymzTA1kh2jmVpjxrcytd3BgqC+ctHPitH5XY4VoPJSDdVAA+i8fSj/u4MJRDEqRTX/TJNaENKW6vliyAOSZGuWsxPj+zkOOuqestU6l/Tm8xl4eACYmX94esIPLKFnPg/xwkzUTxM8owQjM/L0/Iz561d8+etf8bevX+mYioXKmUmc8bxthGqwMwMb4Dv6Nweq3ZHUiw7gCqIA4H2L5ZIz18JueEE0PIAzgCcAP6lhDM7hlVWMjWNKYh1roUpG9NB2mN2mkgighMPMU8SBaBsLI5PYkRmC1uGiNIB4Dk+fptqrRTLfOvAe72Bou4J07bXtla95S4zpMcCrzIKjCku6OJ/3Sf+So+SiXqVOU5JqqDFGlztvy2ONnusQ9xMH7FORlngo+w6M/QlTT9Xrnfdoh4HUjB9+wPgf/gOGn37C8PSEP//4I8anJ3zpe3wBSIpNE7ZlgdeVnN7e8OX1NRbA+cIFJRdJF+P61bGY+LJjYr1Z7LoYZjBTabBUJ65LMKffi8xuKxM6AJ9+Av7xHx3+8R/P+OmnEc/PZ/zT7vDfAAqFdVS2YLpc6EyYlxeq6qqzvAEqc7DOwHUnZKgVZwvtgkWd5wE5EM5Y/xJhvIHvQyngYn+TT0IC4+QA0Hv0PthOSUldjG9TqyZjwpon8I7uoyu4y08rwW2BwnQsWJ3o+1Oxy0ioJdYVOJ2inbP3PVoJsWRjb3Yu4rMxtkGw5JcX4PkZl69fMb+9YXh+Bl5fKTudr8G2YWemnuX+dce8XYptPE8maGL8STi6RqjrstNu+w54enJ4enL46acWnz7RwUif/5pc+AAJyrAs6Lm4jNOZKspgjeUgrsZg3AFsQPOgxrdi2IuacA23A5HmMGPMDp1K/X0PMwN3w0fzv60re1BMGLN++QBJzYz6HLrqAeXKgyR/w/Oq5eQAe261kHb4CGUJpiFJMjEIJ0ycuuVoApUe6oEMo/3y8kL1knWq0jRhfXuLJcqufIzb/PUr1rc3YoRpwqLKk82XC/V83YlRQVFy2DYMW5cxbTMAw8K6NPOSrcREyeQu1tAYnEPrPbrTCd73GEeHn35y+Pixw9NTj9fXEeDzYIJzWEAHctC4qJ1DlUaTun/YNmUbqeMuJGAEpWoqx7vFJaCdJsLU3nyOVDHAkvg17tF9T6GhW+7nIBnVgTN1+fN4rK/cJ4ZZzdAzn1fbo5haM7JO8YkLygPYKTnAtYC/Jlx6RBfP35byYWGa0PFRx/OyYB6JEYSmy4XqgswzwssLMfDLCzHwt29UbndZMLPzJE7VumLed4LYNhTSWfDd7BReRmUkBkXX/oic3nKNE+fQdR3lCwKgenxUVGZZTnh76/HW9wh9T3WxQd7AqD9Lu7WBCHAyg+RbntSuOEdHZa8YUASTAyNfmjmVd1j6F6E55TRJ4RBAUlE0On5M71M5IuVHUTR92k7mMEv5mMhs0SFiLVMleSKFXJ0JNeW/AuvlTpXynlRX5JoVShyUw2UD0G4b1ssF/TRRtSY57qLv03kjLHknOelKjsPgYpHzsqRE3hAwXy5J3xcpeE2pYwOalEoGxAyVuBM2iIZszszcaOxo3E6YM7g0cdsiwGFdHV5fR7y+DliWR/z8pcfnp5Tp3UtQPxBr3s0q3SrJiS29d0NUM7TyYXfyBMGpeReV9UCHdka4SY1xIJ0Rr43DI/qNDD0UW1/6ZojbjG6YNFoMtVgXQ65jJtXMrIH6LALrhh6uXavCRBJLPfdTGZFJ5TawtcRo4XKBe3tLkyqBJZI7v/FBQCGkenpysCYXZrnyiQEjR6vF2AjncF248TbtT2pDitPC5/HQeWEbGVjuc4uocsxtC2WL4/PnHj//fMLDwwcAI/756YTPzuGZ1RTvHDqA4qBBZcIGsRkUhavD1Xp0XCV90foUFDOPPfVBDLsYmWkQMxvwBvMc4N/B9a1BdO9F5ZjhPeWSxXACn7aZI11nwlQ4XHQcbZE0qZk6lKu9aC5vy1rXp7IGelVTOOzUTORYcR4egAsBeHnBJkVrTidyF/OBOZNEpLHRNF8uGEIgJgdHkKiqp4GZubluwLrhyjEmGXPKystgOvpcmHrzE4WzssLbeA7NbQnCCyA5mFC+Dm99j6+Nwz/9tcXbowP+VxeZOQBY2OALjIVneYcyvHICmGSzAAA2bA50bcXdLerDhjJeIzKpVjP095W5zxpkbKcj+s06tK11d5d8xeAztGOGq3j96HZi6hpYf11SySxpk97+JkxZZB8gnqqZaoY4Yo4wz4RDy8la24aBMedYol0ZTRJDLDX3xMHRML48sSsb1x3eNwBWLJfKUOs8L+NRi8NVGa/GtYRbewePFnu6nSJZTid8GQY6foLptScdWiTOsm06PCsetuk1Jm0KxFuK5QgCwYzpUBpUmY8gWD7C5M18GWgXl7kU+Ja+mgGe9zuhHO+Q0EwWPiouZQm6KB1HoLyeI+aui/LVM6NuAWgxFImT1ZxDJomzBhKikemeakB1SljVsNg4r3vZaTLeaKTnbaM8Pb5GG3cDgDkEYlqW4L4jpKJRMFfqDxmCwV1jIZujLHTaTaiCf1GOobinBdBm53bGxNjzGa+c2e2dI2NwlBQ3Yt5u29BxoP/AfZaogADt2GgiyjNsXdT7Z54/D64niBlweRA/XTclDdOnGGhLmpnl52Dqu3x3oRlNSfolZkyNNtYtB+b3MXar3hCtauTSaY6xJJqSwZDHOuskXL0Q5dlihGQFANmwwrZjcpS0isZjECPPFZp3GgsujyX1pxEWgEscoNmALjF1iv0u00py1Cgxc2xzA6QcPgc0UgTSQU5ujq10LhaVATPwMx9cCmXYxvp1vMOM64pp48KX/G9ZV2zM4HAtho2SD3gN5dKNG1B4fiuS+hAh8wmh0tF1mo4gPU13cgrT7xkOHIBNIw7m5Ta81Ba5ludoL2CSnEP2u0euc+lz67xPibSTNZyU7h9Jt1m8KVE93HF1XBl138k7Ju3nnyNaoGNrSBVYJ/c1P6i74SxRkWr2+xSNdsqZnI7gQt/niyuuXVXUZmAXeOc91tOJgq24HrSuERjzGoWpeQGHdY2Jsplsue7kU1Gp81oFpEBs0y9l/OmMexFQR4hWhl3j/Q4VoZsMrQc2A859PXHxJvgtq1UNyFCpM933iZlFqsq7qCwZtWNT0VhVZo40q/YPOVMDwDVlgXucqDzZOuLaGFGy7fQWqY4vmR38HV1D6GAmlbl/4p3URuEgLvow8cIjCa7HHNDMlSR8JrwkJkXq2SGdxjKCUq0i4rLQsRMnXT6XDzUNIeQGonOp9p7S9ecwx6jA2BjlI6hBrkUQkrrn3uGtQt9dfdRhRJAyBLYhwWwxIenPfZS4JTKhg5fEDSr6OUVvJpenjt6Tg9rlZIBBZxCb52nKqz3ZX7Rl3sCvAHpmOmsDCazmaiA60zW3NfTvC6ZSB7aYupwEG/RnUJ9do4dwbDuga/PcRP4nIzACGJYF4+VC7nwgZagwjj5zNOC8LLHAua6WpAP6M1ISWeeMSp1Cq/taKuBYn4c/HMNz34FDz2EqV9aBDiRldPOGlGdqCLkKU6FPzBxJrWRhEOtiBUCOChlEtegyl7svXbSxHMN2RWjnlJfYgKviU3C9t7X0lNtXk0VprjOiQyc7juJK+Lgmq18mo5LCSJcd8MJIO4B1h+tAR+EphhZJ/YNz+KFndH4hcTOoQ4Hw8kIF5Tn9irsdaQG/j9UNPXa5ijnH+htxrIFsHqL6x9fI+YY6SE3uFWNT6N5Ry5rulDGog9sxA0VJXc3o8uJlAbzdueVnZRUvCy0ACcr3dmDo7Qj8nKj28EMJURmyyvC1BZjp1Yq54yGSvgGutNV79ljN2DBsp9ieeZvZAM5DH21sdk1vftdhIUwZUhIObuUTrkaWziMz8p+5rMJ4OhHM+PaGL9OEnzk+JZ7lyDHdsqfOGTadzpSJDOuTMS4pclIfvOyA6raCYv2N+bG0KWa/h9vdr5x0ZFVqZjYvLwpev6XfLaQDJCkpDBUlq1YhGJjvEdD3Gxa1Pel32wkXpg8mGQC4haVfS0mwpRjuW6lBRayLzz/XVaSKz6VdsQhOmQ/ZgJwdiKXLkoohuu/ADP1pHPEfz2eS0kuDZ0z4mSG7eVnw5XKhswn5dmFqOQpaMstZEyL1LUj9jVQRSdsz98iez1MTPNlJsmJzcZWlIXkGqvQu2C4LJDFWbtaRDP+tNPqgAwKlpWisMnWHHirPpX03Ih66sRXj0xkm9kriiLTQpYNzqpxQoMiGs4YKg4pzp5adkcIj1bHGAICkT4d49kUXdegJK8YuhYKOQCoUySliPzw+4s+Pj/hP/f+OwQ34gi/A8l/xBV8xbBtGTjYYOThLShs0AGW9b3uh98uitlkqtd/Lzh5/psc1A0ysEX+H7jI0ScUbz7RYY8gZTFKHDjsTEfd0TZ7dm4xLUmPyEZZTbLWhCeRt0Ima8tr4C1vrV4Vpp/emBRAAoAeGJUnoLQC2JltWgAVA8yDYsnT3FO2Nwbxz3smNPrS5ZF6CNHOlUmAcjzFxNSQp2ztITWP+WxJgh37AD/gBM6uQM0Bqxr5HqTxJxKFQ26JxLfRZME1PBe2B+uIsMGj72ZGhZ3lIkRicUsX0qECU0LskdE3aRmPKG0kpRgBfG709Pv/OBn/bDuUGQFq9udcvGRrvqR0sA6dTtdJpWYjWeV5pfkYqK8zNVwuB/jwOWqd+kE9YJPDgaSul2IaG/SAOy7IRAlgBURyAni3C67YRw61rlsUtS2fmbJSfIaLgv+MTvuDn7Wf8vHzDr29vFBoLRK8hti2FjrIOvYBsILEHpLSyDEG0VeIuk6uIgPUxlD4JfbimVj3pGTN6DPHkCOBgISm6WwpMXqRJHzxur62ttBpEU7tGPyuFDybSeq0807q25Tm6mGRRUoonQVy16cWpbohuywaJ7SZ5psH/mnFb35GuBZZPfbpyvAfj2vMpGpGiGj2cO4RwpZoFoMKJV26NuL3l1OmPAD5y9dB/5VfNAP4rfsV8+Rv+z2nCv769pfPRL5cUeLVt0SAM24Zt27BtCyUbAPHweGt7zBuNo8Px4k7lwYhkZ3LI7S5bBPRmabcKvUtC3yvJpBlHmCvWXqhg0UKaEeQUJf1MG4FnOyfMq/MJdX2IWm20+KcYs9pBEPJ3x+8RkSty5/ckMAoDWFPhMEp/x1p9mbTiAjkK4pOsKilDHfXtKzCq87tPzMA/OIefTif80Xuc+h6vzuF/OIcvbYuBJfCXZcE0z/Fw+lk5XSaVIOsB+I3d8ALdAYVnMyI5HCGVHYsNQKRzVuZCjU3fI0Mulvfutgd0m6EnAGPpFbSS76gBt8B1/V3clhTTXcKME3JU4qjmg42X3mptEqnpU+y0ICI1vRugKMCwA2gdTvDRnrDv19jzUbX95AXNxyQP+koly0R3T6mCDSTV2rctzYZz+ANXRfrhdMKnDyM+/TTip49UJfVz1+FnAD+HgF2XK9B17OTINhVN1wCkO3vgKn5rnxvoWSk3RrF0gFnccZfE5HWiXY8W7MDTVKJXwPsY/SZDT9cpumwzpuYOHkko2V4EFxbK8GFFMql6u/EG6aB6G4lxRfeqbW9yXeFK9TlWLLUfaoHlurrTyTRa+idt1RGGvWmPdevWJ/YSx0FIkBFCOFLFfB8XMf17BPDD6PDpTz3+8pcWnz51+OmnHm9zj2eu6BSmCX97fga+fsXIJ/OKzjztOx1Yz7pzs+/wzQZ/5vdTpwoqvMdMtOjTGEg0nnh89YkKiYbDkAktxGrHvlm6ydDjeUySNCR3syUdw/H6Sqhmi5EZkq6PxkBNhw6lVNVhgrVSCtHl/Q4rWsdPA7fwZ1VxXn/o7DVKv7fpSJVn0o6QWg/kFYQs2iFtDfICAEAHNC3CVY6V6/DQUTb3x4/AX/7i8F/+S4dPn3p47/DP/x0xiH+ZJsycoY6vX2NtkIl/AlyUUZwphiuKBF0zH3YHP9R7g/lpINy5pioq+m4JrQOsN92A4gUpwD5JNcR0nHirsoYlAVIPzk1d/eg7+7naGlPoKlGm290wYuVzQSNu5bENtuaeXmSZA2VA+A212qgPJLmXZQMawLsuj59vKHP94YEyvD99cvj40eHtrcMrgLdtw7IseBUDkHXmiY8+jlWTmKlnAG6jsrk0l01cWIfnPxqHyM1AI5+7xaN/Q6ubFR5LtaNvqS5E7wsfVYq6NvqIpmK7OIk3RyAYn/z20viFnxUDW+7pSRqZeCcdegWD/tXgyEa6eLN96q7qtma7l7SThSslM+h20UKbGP6THaecLMGjZzoXBYBHh4ZTqV73HR8Bylzx9BNweHsjtfZyuSCsKxzX3IgG4DxnNaEnlekt5XKjIyirDVKeHygeXAkDAJLDCkBm6GtmTTr4XAgly2O6VJxV6SzdjeUodVRh4DGWLdCMc6q5JmvQVoVq5VJt2jy9UKkdB+3u+8EEzisrW5E3Gek6RzLFdiQpoe2GWPhdPTNrF2PK4iqu9VfDnWRU5oajMMeGCxdizI+fWBaqQ/3164bn5w4htHh+Bl6XBX9zDm8S6sqFb1ZhZE70nVT9jQFkCy5vSNGFANCmhR7DE1DOaQ0jdoaJs8wiXiDSf3u9pb6/sVMw3cWh9QrbMSkmmVLZAr5Wx+AUcB03REsyG/VWI5sZY5kgF335VqfDUuVZ8CUTx2eYQo4Wy7ZMTZORu6xlkh23Jy2ApDvzlbQgVPuFmW08yLxTMRznHGfVtJTE6hymFfj8ecN/+28AsOIf/mHH29uKv/YLngEszgHThAtL4yAZ62IEbhs8ANd0mLFJPkE2pjXK1NGQPHk6ViMWH1I+A0AbzrlKKKR3/EwN7Qd4/x2xHEMYsuJ4LUZcwsTb21iVWhIFxz2pu0ODCIBypevij9cF2CR+RD2nGolnIDwd2aWdL0BFuptnA6rIST8XW19O16y4itbfl2UusHmJ/45SKttO+feAgqnp0tLx+wrgy+Lwz/8v8LYD568bwuOEzyPwvCx4BbBeLrhyrT1ME9UR2fdUp5qzcM7+hLe3CVfx1mgjnfF9GXuRthKcFBn5CGb1uaABj5XE0tQCzTRJ/Mhb7TBWRfcr+CM3ek5+zHVHxRgBc2lIyjXWwhXJd05GoiAhtTppmmklhgJgVKLS9KxmdBhIEnq1gGpoS0HJKaClxq3MnFuuWR1qqhN9Q9yxhth2OVDJYyhiO2J8BcdqTACeQczdbxtep4myuvse123DOk0IX79i+fVX4Nu3mHo1F0Nwie79W/0ImDOn0LANN1P9hEck8VkktnbO6DhofZZhbCD//C7Xt6aadIqMoV4eEYwlbdMxboM7dnTunDXQrPUr0mGzHef3V0v0GhyTHxXJOkLeW0NNriuMZAVBxSpBSOMSJRtvtzRsqc82zji2VSYU5CmMn3Otuq9SA1rqaHBdDSwL8PKC/W9/S9We5jkahAEAwgpgg/d5IJKtJ+glroJ7GFPatlROQo9nzW6ScdNMfWTsiyCc/RwX/c2z4/EbyhjUqOlngKWOhJbWYjDiJHOVUl3PzMZtFIed8yOyVctEqANdL8wvA0NG2AzoRYeyWORVDa5MVm6YhiLCL+/fEO+5Jz2EbNZMen95bcqmb0BVXlysAw3kcUzZLi0YqiTBzjO6yyXWq4569LLQArjaiKiZJSriWFmDXdo9u2PkSffpCJ+2zFzYSBU/xRHdhe2OcOLxQfS8OQ7ke04EjQ1VZF2bUQos6b5YPxpz8Z4M8/TJCBPP31UZojV0JMZ/GLUCEOat6ydWHxajE6jU80OeqmTfl3ToIT5b65bbDrhWB54gns8tR0hg23ARaA7Aum3o397gX15wWRas0xRd4DMbhcu2wfPZLrnaWhpsS2UXE71a5qBHjibVDmA9OtReU8wmN0yNWs1DRe+q4K9PouLcZyzLmHXyJvm8A7Yq6U3HhUyw8VLaU7n0e4SCZqqKPqbVJKGkypBRF/jkVO99cVCkQHriwMkmWg28x5DVE6lRr1SN/DRVPqZuZ6betgjbeYAqHQkTq9LAcsDnLmrGt28I0xRLlGFdsbBnsGk3oBVWyGHDGolxK6lyug+2hAWQ4Ej5/r3BR0XFrYAMgKnR3TIGQsIzu1rG0yv9HPxQBqUw3Wr8YNSBWmyIlqg15j9CIDIDy9R9iPBSSBJfM6OcVw5QVScg6W71zOT6QkttQfYMTclrmsZA0B8pe7bICfXpKniswNahk2Cjtzdi5hAA59BtdOTEyrWs95cXhMuFFoAcVBQDkiwbJKY+CghDSDquHl9RvXR4QvBzzM/UJO5/GzJ6SP7+YniHUThHzxaRwQF55UQEgj+2L7YuUTtxmmzwjz6uQI77urcxaF1cn9chjFt1VafGxviLBQm31lnNtVNRo7ogRzyH9JlOLK1H4uXxIdIO3WY0dMQbQHacx4qV9eR1mmgyTydAO1Pe3rBz3Q2EkEXVidv7unUxCKXq9Mg1ndS2aGST/aGhxiwuJ1Nf9KJOvGAphg9zBN7s57jAb9FNhpbYA5mgAvC2sBoQjb4NyArD6M6FW8yEpIpsRhofUV0q1i3sGolLOx/YZCDeTtJOOrGEh2pVJ/eMlcws4yHbuAxHMrSkHaRneDmf+EoVmxxAxt00YQEXlTmdiIHlxNrLhZANjncO64rrEije+dpltQsoO4f6QQAGt8MsMhs+oIdWl4BL88BnpSxjLN8gkKvOVbU4to9332ZkoTuub7ALec62B0sSynlk9FnJZFdk9bmBF4fyNgH3daha6yyJxBYJLvhnzBA3E1QjWQQExaXry+KQFTKTV6giLjeE+Wmw0yVqB5yjc1y2LVUXXdfIxFsICOzeDuAULlVrI74hLr6krkXPrgVBWEJL4aApAHige2s1xGXuJ0zAogx/DDTuR8aeAQq+u1gjNWQgj118B1vghlns32LJpxodJqYaZeyyTeWKjp1QohtAXi1eG1weGtNFHHTRl7NTS5l5RFLoKEHVlEwqJQ+gDDTiEc9CtyTz4TXKuhdGT/2i07y835M+ylK3dQ77vhN6wRVU7dkpiwQ4LQeVn5ikxvvbm+q88RxqRAegMaTFLLuUuo6pXpQTURjaYyryoCTRwb8D5dB++RpIrhNKgRJ+SwHwRBnDi0S3VrL8YdSZeweb6wivQ8qY1ZxEyy++YMoCrLTuf2gfxL9LN3t6tapcr6haoV89P1fXdKkwYkqHHS1XJ223LQrSVg6055NrF9YXt21LVaBgUql0ezV27wclKUumk3mMMTNqnurBZknftvEfTX9bvbhXl/z95XRrD/JGJ44fCyJQSm2dMCDGl/eA1EaM8JV0VB6ENHBzmBUMJk9OruRYhmupNzt1SRuOA6YwR2aW5NdaCK2QhSz1MdK1tCzpi2RtjAdFU452I/1M6tcO54E97GixYEcLrDvaDujQkvAOBNP5rcGMlTNV1kyY1Ji5Vkekxvh5XW8VgMRtTepHYlJri0kSsuDw9j1poZRjYul9nsKjB4mVq6SnXV3vqTQk+WS1IKLimTexa2NJa9wysPQNYzRYLUX4KOTf1yZR01UtauvSBfIULXFEyJiMyxgNoyP4Kn6mHThLg74/YQ4ThmYkyXwlBwk6YF3V6UJXKhjj1HjMyGOYNdUqPMVx4M+yXVicKMqjJ0yrwwMsfBlVKbVzSvXZAL3jJpTknt/jfRJaQTQAsuLUgjVapisoGOksOpbBoRf1u44FqS0UetRcqDZbmLN2xcAqlR+p2yjerFjWqjKJ3pP1n8Vs+Pr2OKv3o1UAgdqWJWRgClNsX0zJMhBfHXq9UtsaYPYThpCfQLbzGIeohJRHHt8jMfisCqkRvMEP6sDDXBDIolXe83zBZy/jcepVeprX1/Ku/10qh16hyqpNagFKyayYXxuAVb2IJcFR/Otd0F1LYFSuMwtRSOPacUGE3F0d/FzGTYO9fsYWAETSEcNfZEeq4n3pmU3P0vsdW6lWD6Sf/UP6TKAwXfttzkohdwAuwJY3Sr6X4KLowjYBZsD9bCJALWahkCMT2s7RGHPczVT/bDy+FUQ1evfRyClIJmdA56nWQQz05g4WOHVtMCoMZ6VBVttDIyB8Xe3QiCJir9qlFBUYn30FhkaVc9VlvgJwZQaPujzyUEjdlQtmnJohNjDTx01bs0qcNYNQ67ohvV8oKycW6DyTTG3gZ/hwOnRmSdF4jYsLHTFycTKZ2oVjRdqjRSD84dUuGkQym+vuqb6K3h9txw+2mHHfp5gOy4z6fr0gjrBEgcLkQHQdQRfhO4lphj6QKF9k+nNbmUcvFL3rWTe8fhZAO4EuW6YXSgxtDORBPJn+lbtTWTe76QH0uUHLD0cWkCVzgErJBIX/HpUZACopZIb0TjdYVUseWWHmbDeX+60qaq4pBE5tAfB9h1i1ondJaF1/DMg7rPtpmV3Hs+btq5z9re7KtmJvv6XVXEMC9NZo3ee1pM1sK70lTZiyCpm+VI880hikQJ2k2uS1qFPsdlErRKiywHSlIV2/Oz0j5XoCyAN8fNrRMjhN9V2MVqu+9X2uDnjk92hIs+8H+GXIhlOSobNwUqjjs8uuqhe9n97F0K7CzJdAeO1WuW58GKpWsr4/kpLmujijxqRruqxQjQG0BxDIF829QJhaeGpGvp5fKDSYLds6jOz7syLp8vl7dOoKUerWlGWdiAqRMPc5hkMDysgy9pEYZ9ZreoQRV8dMYctShVbvHlnEpLm1pre/J4DJ1pbPqfIAxxN68uPN1dP0yL632SWWZpTbGnCwAPhfzQjM4Dht6Fmd/uAdAwaok9Hy761Kpch5loY3xmTAEBdnvB6gmHJrb6gt2eYlCkWGYCbRdVG8VzX0QlKn7Bi/pyxEps75+WY/awiG/jtmqIQZ0yuyxWWToW3pDPn8Fr1Lh7aRclp6hjCpKkmim6Z0owWsNwcVeKO2Qf27hG3quT30Gnn7JxtXGmGRv+Uzc3RGQXFHSbinJt3HHXm/5cCjEACvqqDWmF/Haej456Y3cS+sIjw8pHuFAQpvZKAtfbGOHKTxqBnQNiruWtlZdB9rO0+WtGzaxA/OjVStqlXaZEmHCH9XtJ2l0juXtkvtMdwCsnpoMWrKWrWoqACBnyUIg0VCvLHyDcPIfSMH42d5idmFpTSXn4J71jyg8lnLuK9MiBZKTZ8zde09GnOO0lN5OyWxwpK4zydlQ8Sx4udcQ/nZEcW5MePsTZ3smj9Dq106u0YYXMdEZ2DhgZGqn2k/fy+9S+UImA8lTs0daZm+FrSvP5efMYwwJL3Zqi4z5vIcPLXqbW6ek+2b1RF9UtYMxfCezpqWiRX3esSoj5hDG8iKAe0RF1H6Slv4P43fbiE9I8s5ZFWihjRUS2/dkGRWslfrp5idWdQ7+y8+I6TsFR1QBFQC1nyavzgGlXYB9d3tXr3ouwwtA1170RaoVoddVVbf6xVT2lUsgyapXTH3j5n7CFZq+jljEPmXe9iG+pbvh2yRzaITPiCb0Jre7TGkRVIZk9RehVkbI5AflL9LUS0BAKBxDLUFXSFb0UkzrrYPir6Gg/vs91bnv0HRVrBOEr73aPENfog84sNQLKQa3Vc5WHodMbXtmE0nSomveQ279Hjewk2gTmSEqNeqe/1tPbJRxpLFQS30Ro8jqT5zGr51aADJu0ixz0PWl3R4J3nv0qFEiRlskFJ2dJ3WYxWio6GwiEocqEJxrNr4YaQRIyY/QTJHZOx0nZBxo/GfMMEWgM8oVfcFoNS/I/6otdMsAHFKHcXbAwdxPRVqrtfjfIwfn368RpTgnLZRjUdqJjvChS2NxsiJ1+v4W/Ps4jPkCQDWIraWc1ZMUak6EeILM3ZMh6WmbL2OI2OveQAGP2LDpMIo6R0SMmm3TT2R1mGR1aNQBu9R/RELO9alX96umhNHjsCTQ5D0c+/pudpA1KqqTQDRYQcXTDj5UXlU53K82e75+fnnw7ODflv4qNFNCzelfrm6Tj67BGq0zqE7wiKPnq0/E/dqzsw5QhEDnA5csdoL1mKMBQG1zlrT7+S5NWhJmFn3LxrPEUVJjO1sn5CYQvL1lmVOhzKZPmSFLBWVyMOchXraM8VrO2jTp/p7/1aDreY5FtoxUZeUQCxCboXe8c6bOrTVFa/LUDX2tLEVYzjMwETsmmkxuiZQZxxtOIjRoXXgGqQEM5GD56dwO+U5Ft+sTdIWSslsdTntEKr1AEiGXXaO94Feaxmxhs/b1DQ9TpquS/qnx0VgNLtbZItL2TBHRrEeCzt/0f6q2BBa1fTeqJxGmPR9mp979sN9CW22NVvBRqe1F5FoNTLPuBeED5TbqNUh9UDK6pbot6jH6nYyVLYctJUmktPOAhDksBmo+G5fegXlNYGv9CjLadVIJwVk8RVK55cJ1WOXqSMiXCo6dk5KzeA2SRy66LFARVof6Mi6oKek2QFldlJsb0Vta1VShVff5arT+2rA3JTQ2sPELYoQjseAvqd/FloT612rG1m1UKSVXUNRAAXl3ZiczFpnatQWL1iq/qcNmO0Nhsri7bufWLKWVS+1q9gHssTnMBdlvtQf2e5lJViSpIms1D3a6mvZL/rd2e96lwii/uTu5qMK/LZNUl6ghkDEHfVg97CCUUOs6bsBlAkjTbhtFN6Ph1YduetpqzTURm7Zes/3nlPb2nWV0tvSKF/ZPTsrvApKzyXBmBlRFLQ0QtfCnjFneYc6AElIV+fUUieS+UCw8MLQ48Unu8ItvVXCP3V+pE5JEw9upo4plCeonYDuTTuYtmecEgiH5E1Yb6XdEWHxc9xNs+9RZo/fiukRen/4qDRSMZmu8ysRcjX3qqxOGewjhtfMd8T0tK0hwYn8uTUoaBDm+Nz8HXMRwlqc1qXaICWEU/mD/HsZeJ15Emtfs+6pXfyxEpRJ/I2Mbdp2tEtZVUtIGFQbV4NSNZo+FwQ6Ljwt8CGOFYAMvrUx1bW50gkPZXsTP/TcQ2rbkO2wAKqOu1t027ECZOC/HkBbKf+6JBVAX1crjKipZoxZQ0I+k21xDnOBS25Br2BCBW7qXF7/mtdtnsOcOYCSAZlO+NKqQ+bsUGpFNKRuSNajTJ7464ERZJlDU7V8gmrD9Hp7l5TxiNkxcq3ozexcijHnlTmk+9kgxmxQizles/B1UuAxxpIoA1o+OwxjUHT/4E3qIYDj9JjYGQPDZcwbEvwjfn67whckKZhBVOqd00qNGrsxPSPkjFG4iD1i1rFInKafY/B/1GGDeq/qd8K2x+pis1RzJ9d2LnmODRDSFN9XESqFgYfcsWTL9B7VBqHxmrgdFRy+omZkR0yondXmf+oilPaR8hxrp0k97fg9EuBwL8j/3SlYUdUISN6iOBEJBQCggtXniChIoyV3rZBazEwy5mLRc28i+D5jx8AbS+a+DnOxVQstr0lSJCuetkTn+V7teDHeMOpL9dHUvDAUE2nd2veqKdXrQ8/pVGI1PglvN9ILtJh0jRJxUvAjIkWnUkRSGMUxZSaiWqTHGjReIpgWJN5w57w+nia9K/j4P5N7atQwXeDxPdj3TYaeO+WREuNkNVY7gI0HI8JJestEXh52skVVFEnSgMaYM1A+AMM1aUlH26Y2cqbXtClr6SsLILCVnlV06pKBpmG5GKJqoEzz8oyaG6qBbq9IJkl8pWB91kMxxTGOEsvTNeIYOgrhzPHntKB14NGR1zG23JfhsFqvL3etnJGLJAyfI0Rxp1Qoys1imjforoSWONooae0diuEknllLhUg+vzZ9rPIHK+R8koAn3EgqMIxmYx6Oni9Ve2L4Y9oLI6VFdXzU8yAQ543Bt1t+lKq6CMtr6SXr+zGTgjZm/D0Vo26OW+33O/cVTKful5qIgCrDICqqQlaIjPPFLiyPrB1HBTeF7huFyPHoWBbKTLyEEIpif1WwVRZDYRml0pFamGKtLocYJ9GLxMaHDpQXbDN6M6UNlcnT7xDcWmIQBjUBQI7wpIEykl4ZOQUzW3RD3/PKBtNrfk/dE5h/FvH2g7EVXFi3Of47YKoYfBVoF4WZEy3hxTgvMHU1T1p1WFTQf0yE1vzCNJu4mCO6KaHdWSnttS2pMghWl8wCfuxWZoxGcY0XcFDtvorksKtXjJWUaUOB/zXHx1HmxD29TaMIRYUoZahl71L90V6/bPEGRji0oX3QFlHr7I6k4dKjLHBrMEZjrFKMfucAIv0ca+xWXeQe6B9mNCEBC97nNUZqlHlERVW6Mx83GfrhgQJYbtZH9vmWaTFmiZcu2iGSu9LA5FWc88Aic7+9l7a65O6uGVnkPSwlpl1E2uGi7YBMIoo+aJmxYkDp3MCoPjDRwkuGtS6EQw6RnMqTu0jX1hf+W7I9NEmfM9f7QS2+4BNiJIVmtPqW6tZlL8h/eiCc53i9bsdvoXdV8Ne8VIOtiqwEO8HFE+cSCvJJX7ZSf8eE1ufBK/LTStYp8KbkhflM20IqLl7zvh0xgvTJMxMX+qPqR/ZTqVySdwgQRJiPW9rFhJkFqoqLTGBK4wkE6tksQpPC1I9qcQB53qEWQnZM9LEcxfdqbGygU4R9Q7mTax35Xef2HNBNhn59TVukDkICQNDWFVH/uikRlDTVqzmu4IN7b4YryoKpxDnLYNktXsaJdPNc1YjS0wxm5rpXyEANm9WfxdNlvd1WaZdY1LW/ZQJ1vIV+pnxXG0sLZ2ZeQrqC/29c4KGOcGyiAqhdTc7ZOXLRH0YMGh6wnmK741u7wtLt+tDg4wn6FLPggQyn1VJGY6218la2+F+twbVoPVFbrCQQkoivWxF58nxK68nbLZko9lpNNjg9+10tLnuNGJVSpkEyw/X3GqYUCd5YSMvsWhrZqB6cVNGT6doSUrPOsGAERHGMiKHafOZueaXL82caN9fFPy1ka+fhViVb4A5D9w/5zdawsKqGMH3megWSQh/yLVQ+y57DC6AW7xE7XJNCuBc2KY/n44ZVsqyt9C9USlfEexxyptKHicInY/rWxqUnzcZn62r1UyjvA8qYE1dhdrkuxkhU1QVSK+VsoGql/Tu7iB37egxHvUCl5oEaU+u+3aM7OrTRf6URXYpR1sx25KnL7j1gxmhEKFjJDhJNOunFNpzQ1p3IqlyiDBzSxhtVpFfttCiLoWJbNb9bt21qe7qsFnVopWUt09vGQmuywVLZcRAq8EdjyGJ0amPVcz9oIZj3HDBWrRCOMOeRzq51aGnTEePWnl+jO6dgpd+ji7XiS4+xy8b9LF615RUYA7m89WDeS3i0z9eUQXKs72WS36gDt1Z4qLTHGn3vKRRoA4myhFy5Rh3ApCkeHQd9eH3Cfm86laSdt2wRn1AQ74dMlZG6zLrdAxeevHt+HlON0bIxV4iQfKePowgoIzVr0vmeY+VdsRyxfJORCjUJNgddGZ5z2B4GTEGVKThASWxshlCul82Z4ZCpBWZSs2eYdhaH2fg5W5CZJ+yAblVHyj5T7bITbxeRA7JQTgRgr8SWFKS26drOBphUMdOOmns6UR6rU3996oetClvUjEZqz6TOiI/PqfDae+nmMGXpQ3dIgHcx4LR7NugBelNfmK1aGLS2nfYHem7GOPy87DCjaJnX9fJbMb1FG5HfU146xIpH2XMNM2c1oZm0N87GsIwV6SwBShIkX2t/tQjNO/on7aE+mNibA5hSS9uUaDylMFBPRrOuyKSfaY9BtFRLpKjRbyoFJlSbUA28C8COACxegwFs5DQTxutYwG2HRhgqEoTvE0mqg4mO6AgGPDr4UUtpay9Yyz45XhIqoGsA2rpwGpMOQaEZpn16QeTvVobbUs6JDj6S0mpAjgVbyEwWml1c0vYYAXmwI3nu20O2EKKuEVVDadsU8vmXy2twntbtb9FtHRpl1u6tB+pi5UCZmSz31ySOUI2pj5AG/Q5tFB5BOzZWoIY7W2MXoJ3HcRRgZOo3ZGiM9ibqLbfMlrFZ4kP8TqMZcUcC8jkw41YzuGJWjpFohe7OTGb9DLUj9G45PLSzxLFkTmUbfFFEyFJ1x6u0rXDGVOhdwUkA4pkzOyaEMFUDiGyGtUU9Ilx2Z5UVxoQhKUugA13soGS4sUJOIIaQQhCcp7gV7a2SYjiXSnKsPANvqe9Spiv21agZKa9xyL5Pv6exqi3gi9r6t1BPqBWKwfac2VPNetEMjFSSLY5XdL2PWJYxl+yVNglJMnHg+4Axzpedd+dlnCcUqg23TRv7zldQF0N3z/oO4UonKoG434O2yBMQtxDI77oh/FO2Ox1OWPM+ye8FBsl/U5ATIMbJUbJtdP54YJRSBq9DQiuUbi16tZaGQJKizutukWF0a9uVdiWX9FyNxZCj7LqOt96pLHdgpeHJSjk9bvWmAKAF6aEXkAoUC8jO+daY/BXIamsXahmPjfMTtjBi95oh0wIoJCq3o+lz1aSQ/pq3lB10D3S5WQrsd/qd/mej96scv9Pv9D8B/c7Qv9PfFf3O0L/T3xX9ztC/098V/c7Qv9PfFf3O0L/T3xX9fzczoesXR++lAAAAAElFTkSuQmCC\n", + "image/png": 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ykJqedHfJa3x9RaaH1zDeLBdQXVvswhUkRz6XPgiM1yJPjohw64N5JwjD99CCL99F+36OEt97YLmxMIF3SmjBfVMjkG170ngtdUNI4Hp0e1csXqHMwDEDSUQGYEkl9AccSycfOPzV6+Is8qohetW0fqoXgM36EAllg9X7hzozyxV6XvTCgy+t+fi9cfhokv73cYegneuKxPw7JiCMjFzM0Q6gZyfKVZ/kza250aPObwx/6nhaUP1DWiQZMlVBjPTCqUHFt6i5VcH/00+frpKAKpNShHOGxKw9r8DatdopIiTfz1p1Ub58oUIXpgfm7VC7hQzY/JYwb+1lLCC0UAaxW+QDyCXc0cA2md6XAveP8FM9BgIrns9jphfLYrmFAtWkby1eQ5OOvdZtySjUIy0jlu5LQ1YqK6WG2DzQXBcWVSbxWelfSH0e8C//8vO/rRSYeOysgNExGOlS2u5ELajFu9I1+eca1519khplUMoxE92CDgtnQkCBB8v3OsC+RqLz9uxOtrHWVsVYsq01ZadriS3M5ABKUgD3uT/edYRx9XZdNVS5v7r9cSxukfrehrrSYxNDSnm3tMBMUmuxkyALZRA1CSiZ2dL0ei806R5D87xfK0ZFLTbVTiKAbCsGSOck6ZNP1gUTThgxPuDQ0i8WEl8XrfeQPIkZomInW29zMuny00BMMT3LD9GwBBCZWhP9nSRrkswzrq8D0GtmzlWoLHsDpbQU9UgClHRNDusuTi73OVVJMuOm8eHC+SVjo1Qo+oreEd8VVSFkhXYQUOaVwsx5BtsZdVa1IQq2t/TcW3STobP8NZ50Kw1qUF0NTttCcmsvMNayJ+lEzxridg2UAUNaPdEDOvghermirikMr9qoo9yESa9ISE1N2st1KbqORue4RFUKzE/x3LVYh/xdXm3jlgRWFNTFRhZqqrnutTCQOYwIhJHIEYl6GDAcLRwj5SWgTNsRt7DmgcdGylhEUjt28DPr5hMuoMTc8U4W+G0Jre812wOQ58Xp8qo10hJCLHpAGV388wqpBJuC/+kFZXCTTH6SnkNmBGmIUJcRk1VuB3vwQ2ZACfRUtyMknsSWOEh/28D3GsYtfYjjplQkX8B6JgxV1BvM+Xf23dKyihSPKXNVNCTPmMnGqLLr3TtPLZsDbssUlHwWNUYhSeMDoMuu3aObDG1xxJo0+q1WKJA7BbSXaVMMo3PrhDT4XtPjs+ff2Jo0/lvT13ZMRgLOEbUBErNQkFS+lR6V8dLqikzhFOaoahXEu6JGH4qIM73lF7dTe0UC1iT6rUwTqUUiyIt+bi28UwdtiYex1qZMsvMi0ga9/rzmSs/KG1ToputbpG8st4WyHlsIU2asCO6oa9epHkWSwCa9AAQGkjJfWkcl5s6vhaeIQLKg07V6cIvAH6+fd0xbGLO+epbUtk+iK6cu5n0iV7fUvBti/TsZA2HmqiDwlR3PSiqDFoigEAl4M7+R21oLQ9AxNrfikWvOo5tGOj08Y3rnWb3gOR3Ouk35vA/d7Xm7U9suTY4MzOCHLG4AQKxLvCkmyuMx8u19loE3EJi+J+GQdgA5tkPpskJx8hRMJ1SLQ7CT3fQ0uGJ4yaJbFkRw/8j7Rx7L+7tTta1A0huR1KGIgPA1tYTV2UhP7bW1hRLfTQritHEalmo70q3rRa+WsdbXUs1CfelQ3PtdRmEtWi7FI5gHF8bMkElZcV2iB9ySS8h6yr9OYSrVj9r18vqaK/5Iv9R4b5FloR8qfxoERp5nSy5Y7FkWhPwuVGDH5r7C8NQGLnJ9Xxu4WlW0qpLFk3Wci/UX9AqdsKiT/BwfFMQasWkgCZva3M2wWDr9Xku5SyWA7+nSNyW0NiKSCkGfaUmlq+iEMMUGpgkeYgN1qdv8mjzRNIu9DuUCmrk9MpBbUG28ISEsjAjVJ3VRjAgDkj6aSovl/dcBPTb6ThaK3E8pW9xWn4/vPXIeaB5mciFz2y4cDCTvytpk9NVM4glEeRAbEYOVWFUSuslQSkWhqqHl89LvOUwpc6jVV6tKAimm/Yjuu755xYm/XjIgZMIECRDaQ0IrsscYqOlesqP1TOlnxrw4jXYgBaILLJWqxHNhGmVkiXS52vja2oQJw8DyyFxI+JoXMvZZ3UtSMEk+gRsHbw9HUnp8FAwzAjPsyY/1Sa7Af5F5DUxmdzMf/5d2E6taxPjzkOJZAPYnhDHlhx6ABCnOXtr+vqKMxYFKhm5KaGtVbwFRdyUvFQ9wUL+rF6ZEVt7Owszu4FIXvEssTTKJwkwqui6MHq+3rBpJAHrtXVOYSgkWgOl1znYSSxIRZ5+X/UQeSqoXphSDF9J15+LjGHERlOd8HkvEx5vdwvM4hQHDNtDK5mpTtp3C4LJIp9e5jHFmGjEmye/V4UfyLFPmIH4XZEcesYV8vKSvtt7Je+i2hK5t3UpPkkGKn/t85WZ11VCRRhkaUDY6k9K1tvhy0WVN1dLF51ktusqoZqAIgan3ZsUOlZTXfUvx2kQjRsyYklQ27beZQHm38j7pDBO78yWvYG3X0ydOKbtCFUKsjXER9nmD9G7kfO5ZjeNqO8o2io+hsvkuoVGqZDuLwPoOo1Annr5Hx1M3poYzSUCKePFk0IBcmmqJNWAog9RFr9XpQyH/juKqR9VuVbSlshVrI+cWZShDbO+s2k949awmOVaFQl7MXDuispQnLWnNOEbPLX9WxFID2aK9Ysh4acCAeTVMjbphGjBHrF+PTeHc8joac451DgGVA+orgWlmHHUFpszbKNe8czd/V/ioBORk+pDoWCrcsbbS6c9S4gglZkjWtJAuhCITqCV5jEdQ7yG9dDTSvtS7LPNWQ1f5b6lzUesboHeW48Aae2xGGdeNGJCUBXappGFxYDifMGRdn6RYkCEl1EYEJCimhnRpyBaP9rrGkhEZMpQqnQI68GpAGSp7gLGrNloBY3MQdam4e/QbzlhJkgFsgR65ZQUkt04GS1sgyR3CEGM3Yi6bkOpEUd8u5NtT1k6+VzsHMm+UImHOYRpueqJEmupMli0IClLPcLc6cUlToWrF67ldOgdxfEjZ7nRJEibRlhAcnu8XXbjpAZyBYRyiulFDPvK0txyZyoouilAD2UXLq1Z7cpRDrtFpaSP/p+memnMrGhK4I6FtlJymXl8jUtqnyDeSlKXEkq0le/aSJG/Bb+oDnVco31kdPkJClX5omEzn1+nqTBHDlm2uMvGWQUXfzGqDiCS3/UGOQ4tBdGTzSGTicSAU4qmuAEtw0zeN0vCH5ZFv/Lm4oTVTh2yu6C02dBZQEZgGPtSRmXqOqwY0t0Mb0rrd31WXQwfr2OD2qzTMHsAYPXyKF7UEVZym3ayCfFRLpt7piNZts5hf896EHada1nTpnGGt7pynLlmywVEkpXNGFtKhstWDjRQklyr+55foM2WmV2C4gbPn7y6TKGLko8WpsyaVBqE4nXQpMXHKSKKrDgYTquUH6udro/JQOt8CBgzd1aGtsRRXvGJuclmSRLYN10aKUN8PQF8eGGTTe/TfNqMZKJ+rDc2IVqzUSx0Uz42D9wkLthixoCJZVJpqjw2wKnTB7O8hbfmWlLS8p54JHcWF1yDIGE2n2ua0BHwH2UWh2+E8uFaG0ct9WsA2nlp+11kt2hbTQs2bneReRN/tUmA94rEIMgDaahcnQh6MUxoo1niTbmqoSZJuNVVjAvQCMSiHZsAIIRlDzMv15tk2O1lc4FV3sepvZHif1A1hIoc8e9ovZSpWEWUGXRlpzsbSLvKixBpKY9UjV0ciHUg7qyKJhD1CgLL4c6Yp5Ae+yZjLLhjbHQxOXTmwSVe0GjBkh4jW6G4sR2Q6o8teF3Y+IOldtckqjkRWqyyLdfDUMa3W6AmzhRXFS3ddjiG32oKwge44mHSNpRfP5AVRg5o0LPlvJcGw43OVahMppEQJ+Vh7R2tnFsp8OLOA9Nzqmht2x8zZtBKjHJCHw/LuqN8haI/3wOuCoo1CFiYE3hHFh3eWArNFtLnteWB4SK7hmo5my3QBpTTI9LvYkdK4rAbKo2SiWvRe7f74uVpUdwsPKngr83ya62r1jW/u9p4LsUDUo/LZuoSXrkWSFZwJqLbH9iPLSlLPu4XJ930yZLNjMTyOY7vtjijqiISRcns3pGRh7ebWsOUtehcOrU9xylulfnrDKHZAuFNHh87Unp2KiszZAZmAxGHQO3NcOxl8FuutxSMAiMVV6Ll6wIhBUnZ0/UTVKOF9/KDAzGtUQFCVManVkJZ8PWGmm7uBYmqNgOhMldkfHwYE9bmu8Se+gyN8WHsN5b0xyAuV8FnV1qN4jffsenc9hTVDpQbiW7ho9lo3QmbBLwuFPDqzmuWZ1bhf89kGwGZhSOEZGpealU7MG7Fb42kDUARRCWXx3Ki4oW/sDkJHO4NV61KZLGQqlbOTz6RTpoiGjIk1FV7R36AayT1ToIIvvQECJIxVXwuoeG7R81HBvw3pvt7cKQ3ddazYSciY2SPbTooAFpHKxlAhJ0qDcCcU8IIpHqjJjaG/fQovtGqFLaGg+6GTQzXtihFaDJAsCTt4OuZXwldtQH6jdFgd2irjY9tE16b+AUnHFKpKzcrY1q6x32uj+Sh4PzpocDtcc9HtDiny0qZOHTnYxL0es2zU7vhbmFjTXceKbIupmF9p1R6R5OZFnYsnOASSbTJpcWvWOp9ZGJLceuJBq1b+R8nMOl5EnAJQxiq1Y4j9lZ964qXmSDyGzjIbn456yyNYSFgmC4UdBVvZHU1XLNJOC35q5ugROmIMy4BatTv5MbOTAEQDNXueGZNbqWMyZpqynUTtwvY521u9D0K3HSsGc7ZUbAvm2jZTKcgbt4U5Mxy2kI43zsinwivyty3DJcyZLkm6LpAmWNy1lKE9VCVeLbajxgA2y11IG5HZglPPtt41GTOdiQ4gD9i3jID0XEv6+TrzRDLhbyFB5IThoCS7MDUz649VoJR4WGvvqOHj3uL4MDs/zGfvpLtG4cgK+oSp6NTRKq1t1R6g+wXKEYtdmHQFMCZmWJYcMgum88SsOcwepXHRC6n1UToApB81CmGC9w2AISvZoOmI6W2FpJpzAUAaB2UgDssYx1smXSdS1Npr61uI97JqtFUkbebSNnhwRJ3EgPS5ADuqyHTkKJOxEE+07Y/up44uzH4e0LtQDnFPxhhi1YC3MMVawLoxWlpED5CKWNNY6IAB6JLhWIuLBpIbOUneujWs77cqiMeQoRq1sEj5fTcDfS/I3HmSPAmaU5i2mYgid9FQzHxhpim23pDvBLW2iG5blbjIF5Eu5HOoszLzNr2K7dEqolkotTZpqd705a6rsX1nn/29KAeAQlLETujtNgAn+RwJbZCslohj1xrl9a9l4JKQlAIIysi6Zs6ctBgySVAZhNqESXy19g62ynlQPStEPcdGyBF+nyqA3iLB5vU7xGl1axK3YFWPZC8AxHRH0k+PJ5Dj6ffiw/V5LFV3vZnnmgTPzlORMT4PsW1xPhW8aMeoRvczVg46JQE8J4xZB2SQawE21Mw5M3CafuZAdD4qmSPH9AKSI4MDUqGZ9Ny62xfI4bWA+3mMqdtDBPllexzDGJ0ellKA+4X/ndKzfBrCq1psshgKiFK/wyc7RkvO9yQjAMqIVXl7ImBq0KT2mNIH+YKwThhqNi+C+83JKMaHmN3D1rvr+5lsLGOsHtG/6UgKGdiYvl65RutklpFEPdGFbGAYUw5ipKcwY6qFUxzDEHKrWIyUGGNharQdeguRgmaOEIeUD3iBb06KOaonhVNSqwqyOaqAJP0MPsWCeJSOFUAv3jzJVMY7dwKNSsAI3p7GL/M31JAY9f5aQoe1oyxYEJ/vS5VGO2D0G4mG3Ft6Q8AK3Q1Okm3raPs+MrKK4HFu0FBhJi255H4AhZdLPhsfhOHGTJpl9yIf2FqQUd6LOeHAqr3y2YSJqgUqnu37HmhaBEkKuDrEM9gAiLTWoalWbyVYcELLiM6MGXugcFYx7H4zCXKEuoEOflNMbD5YuGJvlI/PIbYt3RBJe0m3gFh5qnbSw6LaIPHs+vmaLpUdUtMdCT2r32jCI6MGipaKpa3UdqDjOHTKELUv1/P0ZwUdbLEilYWZa8aNDbr/N5EeTA8EXND7HmgSV/vOIVxZT94AbHuc4XkDhjZXd3TAlbSvxQh3licaj2ul/RpiI8ms5kmOa2OSXatm0GbQ3pK3TcgW7bHIVq2oD5C/T+9I+eIRXjhOXYNPSMeM+W4ZgzsMPaHvxwLztKGWR2IkBYOjANI11aQmOWXy4BSAjTelb9oIvz5b6YlpdHC6UBYwpduNvGK9LMi+T+pFuDr4tgUGHod1BdYVo2uBDZiWCQNOtAhYp9a6q2ZyHVik6/BZ6SiOLts3G4duSXZYi/vqNiVUZsi+uyJX/wCBMwFwgaEMMQq5Q04jOTWmtXVe9OK0NVO+O5ZDqLYlxXBQIOGRUNnCyOus2ZWtcV3LPACi0VhNfTKLSEu/gmFCeoZNvhSyExY/j+1qsrDHEBx838OfToD3cF2HeV2BfaeOzQvBbssEfz0dB/cjwVgSA60FhYyfHp96bHlOhdfN6KzHiQTl500P+Nd0Lg2QQ7QSz1xjtqhvW93Xp6hDjZc3RTBXjqIcObs03WHosZ7np42Yo8ExIDpQGgRHzgr9mS1vZaEi7U1bkNehqJLpjM5qLk66AuB8g753kZm7rgXQojudgHEE+h5r2+IMYN934E18s2wtbwCuaUs/8gIiGCdIXNgl6XIGZY0QlAwUkg9A9FkhG85qpeh1MUiMGb8CcRGB4vN6hNK3LHzYWyFX2jnanqmb3DndYegheaAMfBPpCFLxqA6Apdo5KmKlA1ayzcCCLDtEt8kBqriMkg6qnSm2W+l1HurYuPwQ0HhClge6jiRT1/U4jSOpG6cT4BxW59BuG/a2BboOwAuwr8ASCqaujiMqiat67AIyL2tZvmvg3Yi/0/3W7xD7xifVsVAF1LsDw6ytxHRUSMOJQvq8GRdGzP2ULVjtcq/lHQrNSAkZ77GJ7iTJjphVtFWh/IckLXSQd+yYz68DctXiCPQHSms8VsO0DM7SVQ92NeLOi0oisFXOYOVhmQO8v8B7Bz1MpxMA9HTh6YTL+YxT3+PkHC7bhtbRcpiXBc3K8Me2YbicMgxbT4zzpJcmsOq2Tlwl1X/tqtYokXVKaEP9ljMqHoeh2qvpyFspYxpsdSUzV5YKF78SRv2dsbkdbScub8w3gfPo0lYNLSxm+Y6lTFaZ3hy9oLPH5f3yd34WIiBGRHIDM26ZSWRqh1TE1KdYXRebzSLPuWSxGN63IP7sgaHFqW2BniS1H0d0bQu/73ScxrIALUXmXtsWzbYBvU6typkZMKEDSl/OqGbgy7W+ZNjUeNqua3p8rapr3NrvOKL00cUATLmDEu49kq6/NQDpFt01CmOJLvPiGCFW0Z+AnJGzOhdd+txayBLjfJQVIs/VA5Nfy1uT2rprJcaKxxuIkST8KX3VtAAcMbVzpFJ0HR5PJ3TjiH4cAeeAbYPfNoRv3+I1WBZcnaOF7HkYzLYb4zqQ2qGla1Y8BrlEtdT0c1lRFbqEMe1q2u19L/ZYtvryOxIetjyDHmtrZ+nIw6O5PoIC3+PpfaenkKWeeqHgg1af3r3JRGHpkGWDa8lnDofUYHwVlQjAVblffUiDZgsjaonU9ElH1Qm2wIE+yk6UawDQA6Fpk63lXDymoO97+JHjvfcdYduA8xl4e8OwLJjmGdh3zM0FHrsqe3Y8QbdUDsnEj25pJRRS0i9yQaPeFdcJG7nXJQ/WsgkTou5J7TpbnDwbs4CsCKYlgSKjrdAn93yGcgWVN2ntiDvS/CZDL6/1zwVpqAVlt2HMG4FcTdDneGcTx7aThBQeuYe1EZpJMEO5vpwbPmKwLEuOvGwK4oOjfzMvE7fv9Drn4J1D5xy6vofvezywYRiWBePlQujH+Yx5noFhQDPP8M3GbSnHU7cZwM3Urtoi0DHato6Fvl8k+4YZeB0w9iOAKTMUa57fexSfKe+0VNttICgXn/Sgdh2LZGVlD77HKNRkgX7Zggrd2qM4FhdA9VBOe5+Q4JuF40NLbWt4VkgjHlpq/IG9m6HXXrkdQJu8Zx5YdhNv3XUY2hZd3+PxfEbvPZ66Dk/OIThHkts5vMnvIsEBhCkUOqZNchXhSA6NoWCO0nib+VksNIyAsPeaD/KwgYOFJtk6Nr5bexihIMFM4KSLSxQMAsOV9gQAlYNa2aVv0N1YDl2bI4dl6Kf44TO3d0FDnEAPVA9+0QZNihIjnXBEBbmIRl/aBvX31tjJBssYW6QOtXxNg6aX4AwHx6iFb1vAOfSnE576Hg/O4anr8FPf44kZ2DtyuDwTxocFQNu26JxDgAMtmhS7sm0z4PIge3sgqaaMYXweL1HozWrB15hZn/Ta9AD6UvprdEnOLc++98y3S3ZT+qmh3srZhmX4a04WPQmY+dzCY7rJ0OezHIIpkAlRWQp2xthT3bVoBJgOaWbLpGxIlrVckyY2GTAA67NAttr1OdNWxwN0IPyQXaPTs/KDgK5Ylg1972IT4RyarsPgHE7O4YH/PTmHnwaHp4/cnRdqyNs0AX2Pru+xLgtWAA4dnO8whykFtqNcWEekmXLHBFbtq6UStIu7V4iRTnHS8TapUtNxkvF1YW8hxHjnR/kbO69Hdsg9YBxtyNPW8luHTJjGQpjfFQ8dO5MbWDKIJYSWOiJxAFlKPpB5wmLmg13JIF3bMSpQHbArcAkzThiAgilzyicoHfheC5SJ0jIAvle+qa5D37Ykqan5OHuHpyeHjx89vD/Be4fnr2+kQ7MXMcXIAm2X+zv05GoGAeYs1kOrGhdOuNAOn1iIJyio78b2XNtFjwzUDHZVc5fCUBM/2GylSN54+URt8mVChw1UEmaWebllgwD36nKEvN6v6FGUiZLjujVqDMMHhu/iUQQKEqR+ztmgFbq4MgbFCq6B/LEMlkcGh2k6imdwvoFvTmg8CG4DgLZN/LHvQNfB9z2ennp8/Djg6emMEHp436E7A3h9RfCevDDLgn3bsGHHxrMhk1LDhakuyHAo+U4YceFzIdEPZo6U5GcjWz/iKPfPki68WWP0TZCfaKPUnoF0f1Cx6urdNtWqZ0M+IO0UZS7pdxiFGuWQRuuEV9GdRY+2LFKV3gWZWs7M9Fk+mf4JRObWb0x6MRsr6np7/oiWzjaWIS7OJi9ZEtYVft8jbPc0jnh6+oCnpzOens54fe3x/G3D6hwWwaqVoRi6jrYdtjOzbdSMnG5P4VzxxNQDBlxf02f6Z02dyY244ywfS9FGMUa7fbZAdtT+mU4AMLsGhbbMsX1HsRleMa8OSCqg3Ar9hgr+JY4sg5aFdCoKAXh9nXF9TfG/AHU8K9SIORZpkWNx4+mzBwNuzwKU4jD0Ww4dWimjK+Dnn6fgfN8Bzbahke52HXn/2ha9c/CnE87nEU9PZ/zDP4x4eurhmXn7nn4XNzgADMzg110vtgZAk/TjI2RCIRtykm/8/ACblWhHfUJZDJDi544PQ1zAR9ixlr46mKgmlbegnFcLlVIQp5puc22xRd4IdUTMc3++C4c+JKXkF9uIwhBlhUUw3echgNp1rQOGPKMifT+j6ZPDJCslxaVprfQdYq4i/W2Z2YaYClFw0oV2oAYI2IGGdeauI2Y9nShktO8R2pYH3iEEhxB6hJEZeJrQjSN835O0BkmOAR2bcwAaoPeSezhnpcBsmy9gW8GncRjCbUmVkZKeJCPk7HEaMRvlVjtbsH7qa11104aeDle1+Yi2zrV+to7jyILM7hxe/29i6CJQXOm2Qlav0wtgC1KpNF+pMarP51auMKd4JvN0nXeSDJCSzKV+fQJwKdK0vVYf+h5L3+O56/D5FTj/vCEEh+fg8Ll3hAqxY6Xre/TOYQYDdq00ZYU3Q3/kBnYexMy6D1Cwm88Xrz52QzObhuBqAVlZaIOaS885jhKNqI9VKxAME6SW+sa/VCI3LQ+I3VQc3yb33OHY219HrBd1rBHlZ1nZgqVMO5dCJrVAlaPikPod1rsY38sGq9RVlr+tBE9GhRimF3pUOPErUsb20J3Qdi1256IDKXQdXlnt+Nk5+N0hzA7PPf39DGBhKb72PYeSEm3Y0bRAnyl6l2hYa/RIU2Q2ZTALdKYdHgKt2j7Kd5YsehWPINGYvZf6geV8yY5Z7BZK5yV8fU5lE5DQLutu16cr6OfE343QrNFtx0oFxBYJm0E01RdJ6a3c8DmKuIrbl3mOzcWT3zM4ySej8Kqq5GfeLTXIC6RyJkB67Cld26V70QDoOrRgB0nb4uIcfNfhlZn3D84h9D2eWWo/LwteN4pTDM5hdo50b3HQ+BYhyLCvRXBValeCr0RaSdUi0cxpbPPdKvC9emxqYymSkjLpE5Qp8xrDdWWYDV6clTdg1UEcZjpE9FaWiUj/8ov0a5G4cIduMvQf/gBME0NJinHFBX6U+p4GTiEYIXVCdzx7ToWiFFCTpBGMGJkWxJFAkxzhLL3LIKWJZdWVVPv7ExDWFuHqsHhixMY5DF2HhaXty7qiWxY8bxvCtuHc9wh//CMu24bxckEDYrovzmFwDnPXAdsGd20xhz21/9qh7zsFh9KY2W05buU+rx61RYZMY+wr6kltfo7yQiWjRaS3VYMkRFdrZVJB1EYPCqNHp82raRcQa67Yth6hGeNBtSyh36xDWxjpFiRW+z4zJtNNyIqYKAa8Z9Vad7yFCqU2n6giaVsGgB3L4sAuoOSs6IBwTQUJrmCTlQP2WwBwDq8gKbyDQpVH/nzse6BtMbOkHpBv2I0HBilEuVBCrfbaVcnr7ZsZqx/idl7YExUmnt+MfmvOL7FhrLaSUjIMS4GmpXI+tXNWE+VWG9+jUszfU8ZgVSeOBuSBSBS6mDfWlhA4clkW+KNso1pPFIlqgv+jLhX/pO/FtV3FvM2iohJdFwAOS3BYdqB3othSvIVvW/iuoya1bVyiAwB/OmHte5z6Hv22YVwWDC8vPDAbqRlxoLZkUDaUBYSg6nzoQTW665E6p/Vs0W+bHtW4CCl4OGOWdZt9F9+HtDD0eN8Kvpd5tsJJt1f4RPfRCjwdPFZFb7zio6PFwXTXUyiYoI22i5UjLeIBZEZEj1yvBVCMfCwUWAlwivG/N0gWz6gLzzDNPf/d2LsI0eil3dcNQEMLomFJv65wzsEBGJSzpHMOJ+8xns/48zjiB4DCRgFM24YvSObY2PeYnKPTxrsWCDvtQPJK1W8dz3IEh2kcWGfo1FQDiyHXUqiEkbQhWtN7U3H6fMvXCyG7xeeCq9Yfid/OmFmpT/Kc9zqBgHcwtMYaLWJRywvMLXS6PneB55hnJoEFZ8WMEUOGVADAslyw7cCgkAihEWMscBgYufCV65psUE4AVngvhbdU3/cdbt2BbqPGiyoxjhjOZ4ynE/48jvhPj4/4jx8+YOh7zNuGn7cN87bhy74Tq7n8ueIlu1K0auKyLdUvqenBthyvTm4NqEhSVksmVufGfqgWbwSEUdLcDnHXo+dQMfqxqIiVnUAQEI9cm/yUBbMBZUpWprpym3Q2u5AtcnMUyiB0k6Gn14PMAaZeOT3sSVk6nLHpqbab9/m5ezJJNWlS0kVdAMxbLs0nTEAPzBzbZtWaxgsi35Fb+7qrb+XqlkSnqzhl2xY4nTA4h9E5/OAcfuh7/PnDB/zjjz/iB/cRX6YvwNsbvmxb/IeNODaTa6K/cROGbcDsZqWnUt8kpMCqWNZppI0w2fJlPIuqReZA0SPyheZPVKgQiiZf1291pF7h8j5QaY4C+b8r6/vWS5sHXi3GCAMkcyI1jEI8y9wzkRwSiFNuc3SVTE4IO2VhN8Dg1ILRMM/uMrX0uhNyAXQIYcV150pekalpeMMqcRd039B2QNdiZphu7jpiym3DsG3E2H2P8fGR/nGJgx+6XyLzjuxUGZd0Uvq8ViaE35lUCOq3LWKu8/MipquguKOCOfD5czIDD7m0l+t5FCBMrZMtqguiskA0rmyLDh3dV6v2X2v3Ed1n6BtOlJoBJsxnt4pF/S4cJzyZPFYJU9Ww0RaAnfPxIgjP0i3GEPEvveNJ2nYgGnqOX+rosiu7tb18zw1iA06YGRwDLRJ7AtLf7DWc+h6/nk5Au2HqF0z6e2scrjtmXBBFM6scGvJKpLZen1LFmn7OQkeJqZPevfkkpWt6q0j4o63boiX3irwLackZF4hh3NqCq6mt+h6h95Z2uMnQVC43XzE6pDNHDui1uqwA8N4U9aFYN8mIbNiZ4LiCkUNY20zl9bEX/OE1D/2k+W1ZJ2dm7sA1N9TCZCfI1rVw4u7m+GfNxBhHzKcTvgD4AuD/3jY8A5jWFf+6bfh1WYBtw8Qqx7SqAATncF2UuuMBxxbrslwLCWSzhWJ2jld2CVKmt2TjF7mF6n02wjCH6vL39wwN5tWk8u+vS8LHAYX/C+Lhk3GfASI36h0KFGhVrnt0k6EJastjnkVnrpWM0uk63l8BjJkhOYdZmdr1d14XZIhE32vDTkoHAhAJ7FyUzr4DAjoMQGIi5XrGCviMYTr6sGkBt0fmdetOnztH8c9AlN5z32Nmz98A4Ms0YR5HDKcT5hDw87riC5CYedtSKGnXpq3qCjQ92wVKFy6FRBl6kJjO6LnvkHRxJDPfAWUn7WFE00/xOx1cXz4yR6I0SR0XOSVW7KuYK4lcoouU1lVGARQVAUh1+Q7Hit2WrN6mOwAgDnp7a3tg6z557OrxG9eQdGPvUw3msPKicqmQSxjS/ZIDOJ5OxEyxjTyvwuDO0fxvzNTg58pCWHcAF8ynE3C5kMePnyehoDMbftOyAOuKL8tChqC4vEHGoDaVYtldpsSc5QFIvbrG1s6gNDIt4dI4HhWlrJEwGxVAn4o59oHhWgWj6dhqEWTFIUlKkEl4LyEnCc6tltw1foaM/j1gu6OTo255deKKq8RmaGjOhhOSRCCHBwD0gkjARe9dRlzO9sqeuQAl+LuOSnHtLHn3Heh7OJDqGuQzada6Iggz86KTXhMTbsDlArCBN4oXUBjaOXxhyA6XC6ZNofZa5VCL7LqcqPt2AqP+W467VeUK3Vtt8zWKcFzmFcwFSsyWscYb/51J5ACFz1GbCwElHsQiH3BWv805U2cNUr9/t1EIq1fNyWtYUfALCpVwUxwB7Regcei9apZzCL7H0HVwAJWtja3vok4L53AVfVcTM63ftuzj+Pey5N1YFszC0V2f5Kbo5OsKLAsx8bLgC+vLYEQD2ybik67btmzhkC6+R2O2ji4IHQgTlGOtT5eSyp9FAJc23LQOHvKfmooCnABlyvj8sxQ7Y4SY1qUNZTW7g3mXeacsou0AGhS6K6FzOpbWA/LIKRv4n7cx17/idrUg6sQkkZlJuZALAKDv0fClfdsC5zOGccTU9xhFVwWSJFxXGhNmPKlw60V6Owd/uVBT1zUZgcMQDcFG6+FSA5oZe75cME0TsG0Ypym+JzL9uiZGX3dg22x2V3WydRZ2Vp01iF5qMH/eenRBQx1HYx0yAYjnmuvgKFnL0i5RDWt6dMTDXxErJhXnCsrvshiOQlYNOZ+8kL+FbjK0DEb+UGLqzH0a250zqsS9CgaplXyRIjSgomn2BBJ7TwzWAKMwVt8T84ECgvq2hT+fyZrpe/LicT0MAMCyYNgSHNdyZBxA0rlj9QEb5QHi7S0tAsXA0T5tW/qemXWeJnr3smD+9i2+Z5wmTJcLZlFPhMEPxncEl5pVEXDWyMpUOEWScVJoLJpBaWLyHVGlgYVYo1d1Vp0l03jWdw/aD1SwYyNt7c6sEzeuCzO1up5OSQPoHMq8Vt89wOMmQ0v4X60ACZAMClK3ZvO5Ymrwyi08zBeEcIpHHHjvEK58gRQ7lNAy/uf7Hs45bOcz/OMjMI7Yufj40Pc08NuGnaVju+/UycsFD9L+ywXnEIBtwzJNmL59w0VUA5bwMnBXIOniALAsWN/e4KeJFkHfU4yt6M/fvmGeZ2JqWQDbFvXoEac8Yowt9ylMtHMgNw8FNiuZmdGCO8FDer4iqTlYaGtCZAWXvm/atGgyBxdU4JTqR013T+Gjc9LLfQks2MRe6tcEOooOh2qLpbs6tBb7tjQu1RrLV2AeXD8r43iQ6Bse6Cbm78EBy9qi8R7wXUp5klIA3gPnM1qWxm3fo318BJ6e6O/HR/QfPgDOod82kuKsEmDbcN42dOuKft/xsG34uG14eHsDlgWvLy94A/C8bfi6bbisK9adVIMgzNj32LYNflmwTBPw8gL/4QM9/+WFAo1EIr+8YH15wcILRlSTbV3h0GLrLnVjqwwniRRDDNSkirqgyW7nQrVjLARB2naHaWezsG/ROIcrJwfn4QENqsGtBwtKUI7ED8xD6rOs7oi6t8WIHRO2ML7boSJ0k6GdfwWiXGOJ+5o6EV2ZQFFNRwehy2cpC0KY+QQ4oBE8uevgTydKSOXKQxhHrMzIYImMcSRmfnwEPnxAP44YHx8hJW0bAI/8+7ws6JYF/bLgaVnwaV3x0zTBn3oAE8KPG56fJ5yHHv5zj69fKYBf1JMGyKWsLJRpAr5+BZaF0Ox1BUJA+PoV4fmZvr9ciPO2Db5rsa+AwwlBxWZPC0trV6oUeZbOnG37PYaqdE5OE5F2DQafDi2KQokVeddzqADbJr7rkjAAnfCFVfCjDX1/je/R+YOSX1h4PZeksupDSC1ZI9fxKb6Z6gJ8X/io9lpFw40lSnyRFKkHVUFKccmlAZlZ1Y1LzOw9SeXzGZ4Z+bHv0TEzvzATryKVxxHdhw/Ax49oP37EeD6TysFMPII3SWa87e0ND8zQT9uGT10H/+PGIZEO5zPtsyG0lMH9tzUmF8sESF2OjtWZ8PyM67qi6Xt0XUdMvSzA8zOWlxfsb2+kklwupAKtiPHPV/4ZrpdqRCBgd7p8Ppal9NLmqWp5OGmRvrYjekE9C5FReUXDvtPOqFSla3Su5fZA5jhTsRo5g86AWYC3Epxr5c2yksE36I5j5QEao7RJjvRh/sIE0iPGUOs0HHoOK2oNSWbP+vI4jngcR5zHEQ/nM/w44pWlcHh8BB4f0X74QJK574EPH+AfHzGIhD6dMHAa1MB48bBtmBnp8M7hvCzw24aHs+NBWwBs+PpVWkcc120bMbF01bkEx337hgCgWxYEVe7rbVmwfP2K/du3JJ1F95ZgfnWQEMAGlWtSSGwLjA+cZROmrDrRUZScVTWie3wfisor1x1oeg/fsntfVLrTCS1n3wx6R+IGTACwXlkobXhdLtmOYg+gBzTmDdWPkiEtAx/Fj7wnjOLuoUG6Mdk3fsigo6OGZIdiBi1xyKT2fR8H9XEc8enpCT/98RHePyI8PQEPD3j98CEx9TgSuqGMxJFdz+h7/LCuGNc1AoyDhHFKG5YFX5eFo+tJSj8/L3h9XfD2FvD2tuKybljXFV4bSzLBCpqbejraLZbSnSZiZjYSsa7qJ4Brfla4xwnwM/yepPTYj2iZaYdAR1jojI4szclgtDQHak7aOMwAgGvTUvRW38N1HVquL4LTCV4ztUJz2mXBzobysm1AqCM22qjTTrO4uGKfy8r92fHHyPt59PcR3Q5OGpOTKzuODHXjo4/bJElpbWUvYUXvQWf8+Y4CjHgQPZ8o9dMf/4h//C8/4tOnJwB/wOf9A14/fED/+IiVmRenE/zHj/QyOXFK3Mzrih9CwKdtI0/esuBn3vK/bBvCNOHz8zNevn3D8zKDaqsueHm54OvXC15fN7xMIbrMPTgFSwbBOeByQQdgXxa0fY9LTwcGBZHg0xQZelJ694gWm5/QBGDZVvimQ+NZJ2wRA/CwAHv0ph4ftiOetXweLhDj7TDxuG0xMDPvjBjN3sOx0b2z2gbOwNm3LY6zdw7L4uC3jhhUYd/XpR5Np6VvaqtUBEgITOZkAUrDOd75HTr009OM5+dcwlrdTjBCfeSxluhbADZ3AZzDsjv0zlFchnPkvBhH4PER3YcP+Mv/8r/gP//nP+LTpx8RwgdgfsTP4wh/OqFjpu0cPQMjnXDrtg3T5YLhcsGw7xi3DT8sC8aXF+DbN/w4TZjZOHz+9g2vv/4KfPsGP03o315Am+mC19ed/CVQDLyuScXi351zpF/vezQQV4DaJF5CbhME7mM3uNYWGg1dKTBhAjG9Fhy2uieQx1PEZ8Zr83yzCFb0DiNIzds5wKpluBNPT+gfHkhATBNmkU7rGpmb3puePW8zXJscOTHuA4j1PPQRHBJYNGOKBT8jKZy95jG8GWaq6K5ReDrNWNfSB28Pt5RkVVmNpBFw2s9OqzcWWGEUww8D/DCg+/ABp48f8fSnP+Hp6U94evqIEP6I54b1ae392zZavJcL3L5HFSBivpcL5pcX4OUF07dv+HVZMAGYLhdMr6/At2/Aywt6kaTrG6jYy4ZpTugG1pWMI/Cu3bZR2u5clgDOod137EDyBkq4qDrSDduOK4CF9WePjhwbNmlGFXLUEF1WcsHEMy/WuwckQ7NRGTyOjnKeO5Xw6z3Bj4+P6NhGQddhOp8x/O1vyYk0VwyxPbebbDyIUMh2lQO3tXaP+xKT1gv5u46kkNWlPb+6+r2OlDuyPskxoNOn2Lo+nUh3Fk/fOAI//ohX/IS3yx+Bf/gHhD/8IVrefQjA5YJlmrAxFjyygTYpx8aXaYpMOy0Lvlwu+LLvmNl7t80z8PKCcLlgWRaswrjLhtd9R1hXXFmyiizyDYDrjrAsmFVpXQfekoXWNY991jEcQDII5WZNGuJlT51m3Om1HuwVMGPbgKEd4H06uStKbkfM3EuSb9dh8x6Ox95//IgTG97jOGJyDsM0UcxMCJje3gBHx0BNbQu4FvO2wLWUVNz3V1Yd1BSrxVbLMCmC/2/Qb4urvyuhf4D3E+84rA97RBRDKiPVjwVLqzZJDBYjXUdQHdeAOz0+on96wuVPf8LXP/8Z+PFH4E9/wudxxNuyIEwTOSrWlQ7mYek7TRPGlxeM7CSZWIedLhfaNi8XTPuOWb7bNoTLBes0YV0WhG3DKzPkzgbcAGBiNUGy/oNzVIvPxIfIEhbZNCkVY8QpFWaMg4PE0FfkCITmfXEZ6luVAWiDiiSTpSYlB9bvPZclC8MAdz5jEAj08RHj0xMhReNIqNCyxDmaWJpNOvvGOWADet9l2d61w1WFqY9guiLT32DP9vTYe7mQdz2F1B8tffO4jp4Bf1v6ya5agOZwRJfc2o5OksLjI/CHP2D605/w848/4vOf/gR8/Ihn56i01jRhYfTAicv561fg+RnTywsFBV0umKeJYiyULotlSW5oUOD9zNY71pXO51YxHxQHTdQAFMUn3wHo+WcACIcGIJzZX3dCArad82332G96PnImbtTnlZIGyXlChh6lXyXkqUiXelXPbEA6HqsaEkbg5Yzy8xnjOOI0jhgeHvDDhw/44XSiuO51xZe3N3yxO0zXAfsOx2NAO+81BkwBKBM6gKzSVSRhDu2ku+HeTnXwvsMo1KHpUqNDyBYkqVGqp9CQlBZlmmkHsDqH0/mM5cMHfH58xPP5HOsrvy4L3pjxnCAIz8+Yvn4FfvkFMxt4eHtLUXD8b2Z0IzI1EI0zcnTQlroxEuHWHTN2XIXBOSPGN1tMLugBTvfaEK4OYd/RA9hawHc7Wk7ldssYpWw0ng1voGHDMIBir7dcCula1aRD8yldoUQHyFC/IEA5amSc1QL0bUvwnITcPj5iPJ8xns/44XzGJ7Y+x9MJc9eRCscqlDi+LW9KuWSHirfPBkVpvrCYus/vk77pn7dyIYVuV/A/2CZuMXNtS9h2wDtgbFX6DG/xO0CVOk8nfGX9egAI/1wWuG1DzxDYyJJ5+uWXKKHx8kJSWUI6deimfMY0a4kjwUR8MGbgz6TBDTMpAJxHi8UTo0d3YmOMHz/FUl/68xEjsANTO8VYCo12XLDjFMHjVECS9FDHY3+C3jETFHZC368AViw7XRsThfkYZ3c6kZQ9nQhhUk4qyWiXf4O2BYCU4QNCdK5bA6DLDu0UKo65hlaTcmaWTG5ZpNoZU8QOAXcDlN4R4D+Dd6LYoLw+HK+gGwmPA04xMCmFKBLsNXAjTgB+EORBouyWhQy+lxdiZJHMnz9HZsbLCxkuwrxKUkfkA4hxHpHWFcO6JybfNorBDqQupMxqcq7kKUZ8zxWcOc5ScEXyAJpA9KYFpm2KuG32XU/Dcwpt2s0AhHDhkeG61cZNXkqsjgtrApKiNroT5q6NFVB3Du7C+YxG4mK6DpNzhN2/vWGapszuiOOj360WonbJZx5Dn2I4Eg0YPBTMm9fTEwhQG45S4tcBaO4Uev+NAf7UoFjmS02Mzn8DiMm9RxZbK+ddY12TM2TbMLy94Ydv3/DnlxcqnbVRfbgv24bx5YVUi7/+lf59/gz88gsxtwQAvb1h1tFtOghfaF0z/Rigtg1bh/k6pURbr70cUKVvb4dqWqqdL5NyJHNHVdNfSMXoHYBO6cZXABdclxMCKCOchElSR3TUXaHaOEeLU2wWxdR71+HatoRqOIcvzhETv71hniZ8eXvLwl8TG3UxXnyWU2j5L01yfMQVNBV2EWtVxI5rlZn9ff2ZW3dMxBODxtX5haqoeUVHykB/m52xMxrQdRhDABipwNev+PTtG36QkloASYrnZ1IvfvkF+Pw5/f3tWwq018zLOrBgwQ0Af90RrsBVSesRXRZTMVxP0SjZIDEUKzMfDdO1wpw1Ojx5y4Z7BlDamQiBpisiNJflGqsOpXI1DW12Kk4ie7ZEL7Yt5qHH0PfYFGwH50hK899z3+OLc/gCVsvE5gByFz7T4IfIOdMsVw71VEYV/9z0ebA+kDuQbKKtlBAG6rp4jW6XAptmXC4DrDolDWlULQYgd3Hq7OHDyd824O0N09ev+ME5jP/6r4Qt9z199/KCSakW+PaNVA9BM3SIpibtpQNIzRFDT/oG/nuj9m1+opDFOJUXDqJiZt6B4K7wW2P6o7waSjyGtY3v9h3wugIIezISpcmNQ6zaeE2PSwch1WIcrsXiiFX8pSnyBTO2A+gQo56PaxbDkP/NHIsy8cFIcX6WhR4uO9ymSo7ZHavmrlafEX+YJNqIbChnnXmulvb36CZDv76mgdLRUt4kQuq458Nq7R7YcOGMlJaMkHXFNE0Ynp/Jm/f/vGJ47vHl9BUTgPnlBfMvv0QDb54mYmZ2nGBZCKXgnMABiGrFuLeYtoCro5jeo8FofJJumw4c8qeMaULgrV575OL3e1IhdmDhxHWKL07g83VHlPyNd7juDfzWoel50czxcTG+Y9ty1GPBleKE9wswJ/uEavc5oHHwnUNoWly7jvrddWgdn841jhRuOwwRusM40q7muDg7gGHfKaNd2x0AJlyAy57w9DZJ2ewUYU3MtGL0FUePBJ3ilYL9a+7uWgyRptsM/axUBwV4p4nMgXQhOSpByhL0xpgZQW7kIQTSfwHA9fjy8xfM3Yypn/Clm8lAYcadGU+OAUDrinbjXMF1ZbiNJ8MNCQZjB0l8dzuSzoz7K74aZYhRuXA5fpiCO9JFvOVfAS694OCxAa7FddvRtBLBZx7eIkonKQ0s549Dt9ipeAou+zAqPDToLFzORj/3Pfz5TGG27BkEewbdtmHjMcayAPseyzGk9+R9nLHyGzd4nKKRp09BO6IMxTjwBArkV/gybsRRA+/IKYxwpvlOl/5yHikBlhl/UtZuwi93DM2JHrbvmNcJw3AFug5fphf8/OVnjI4mcnbsDBFMWSMXrGbs2wbMC5YYALSRxIqOih0zM8Eg9elCjj5oiVs3+q4ANlzFOHTA0I6Ym0vEp2lA6EGNQ3LGtO3xoimAaSZxdRflaRoIY0vs9OyoAc5R0fZ4jovcporqCPa8Mv6M85l2L1ErlgXr5YKwLDS+OoMduQZxBTCgQ7gSw9vKTrbOXR1qm1ll5Sbyzyzmm9UaOVvmXqFG4B2wnbzgCCQnb2EK+o8eH4CYhVsag9BlhinDh65nifOvy79i6Af63PEIMQNPIZAXTuHL87pi2Ns46Ff20M2YMbdyzMPGTWjSqhSPXSOGGbcxkJ4sQVSi70oiqUdHjNZQ7p1vgLBukZGoz+SVawBgXalwZNdRW6HCkzdA6nPUzk0ExBNXVGqPi3AAhaCiIckPILWFjb+x77Gp3MwgJSEk5FWhTYGx/0WYWf6JTQJSocJ1x7LR31u44grEZI4iCaHCzDrGw9bVyw7XVFoBI4136SZD65oJ4o+3x03kJWBVJwKXvFUNvi7A3E+U5bxNGB07Wi5XTNsb4K4UbdUxU2NNiMW+k0S+XIB1x7RLNJsYMDShM5ezQiD9eBQYrMLMsV1iUPkEiVFtPhrwheJGEXCFd3SIUDzEXio6cTqTjs9G18WyC0PXpZxEANe2ReN2ztcr6RoA35yozMB1YyY4xeEssOyWF7R698gM6zj54cLMfOLP5eRb7VBpNRMrHL/mld50KStlQx1J0vx4PcACClso36FhQTkH/RbdldA6M6XpZ6DqJeTsbg+M4vW58eJpmSi08TphuI7Rap6bGUM3YOqmpCduatDWBXPUlwXw7yC6nZZ2h6TqTQDAwnqDPQgzz66Re12UzOQCVxg1QOd5931kdmnMuevwpgKXrirwH01LzhxFNvbBNyfgWuqPSWs5UF9aGpCWs3vW04liZzh3U3v/KMVqTRAdhwnEgvbcR6wp+cG7LjqKFtizu0t4TvjGHq1RUGUOr8uA12XGUSUpoZsMrVOsislFalBKqwvw3mfXalQkkypXKYPABtoOjG7EvM/Z8bdZ0PcOYAsYcYoGoFbu/anezqYvMeRosPICnPctIQYtADQI4Zp0U+colqNB1Jc7fcLsttEWbrJoYuw3D1ZYFjTThCsouCkAwH5F36otQxkudqHF4QvqunhfpRQamN2dw9C2lMI2jujGMXpjrzrOnGnS7QfUYswRDn1yQy6Z85iTWvUlq8KKMGpMNgtQKWZzQO9wfZPhZw8Ul0IjM2Y+yFIaJEmyhHTctHi11FHzOW101t+AUxZKOOOSdEUA2HLjSUOMNlXsliOk76+YXrNmxUYJRuIAkmhX8FngHYVljmPMpoFlaOdId+17qqX39gb/8kKBUQCmroPnOJIFALYNfQs0wtxtKZWFRoyY2ylK6ZGzQaZ2V+V7u8iIAKgtAtOxY6UDsE4TunVFkElWxmDS+TeSOlsaT2HA19djNUNDdPrQ1lt8cRRD9N2HBolHUM55zp6nFPbUCO0rUg02DSnOLgQogXSbeGLEuKtkOGgmNhDCdVGD0YDKBCypJkXmjs6yPBroikGaBjSYXYvNUZ29hvXk4BzgPaVkcQmymPDLW1YnW5dzWC8X+nvbsG4bha2y8divK5YQqBTEDnN0clqUVebeqN0T2CaRDHo+6IjTjjBwlN3I6Ww9M/22rlglrUwzs8GfNQWs8KEDeDfUlVL1sczCvFZFrR7+o6S3B9VJlHp5v4XeVX30XlXK7Hxv5FasngwtNeV8umylctD7uFNpLFENrKpStE/w8UqhQKkapEMfrwsQWsFYiYsHp0thtWWdIC7dG9EBkcSMIHRcGwQcY+zHER0bYStAcFjXRYZZNiqI44FoKBZr3I67NKpRwU8OmHHF4BymdkeDlk4v4LYNsqhOJ4z8t9TQjujmlqpEadZrDpha1KDIFwG4itMktjnFbtsgfbkn/noDu7bHLN+juwydH9tLn2WSQl7CaIecdEp/jZwQiWgm6xgQG2wSq7OLJ3hRR+FKjAVKJveLgnocovT1SKgAduXR2i9G3aRhGN2IiRN6AeYfzpJupH4FY7uCELTnMx4+fCAG5jILDx8+4ImZOmwblRm7XNCtK9ZpwoVx9UEqk0o/eIOXYu9VNUmpZt6zV5JHVIJzGzE6hZzDeDpRqQcgxoDLcK0APDuo4vVAjCFPcTL0I7CR0+tAqiDQXU7xDEM+11tjzBJ4RLxRMnWNgasHcyp6h1FYPkAOOdcv1BXfpX5ZoTIEACbksSb9p+vtGsBV92fEcimLgvLdTqVAD8DgTtEgFBKHDpxPDhHevhulOnip8sTbeffhA/zHj/j4+IiHDx9wfnzET+OITx8+oO97fN7o7MLwyy+URjZNWCUO5e2trD9tkiCEIhrjFLISyD4d0eRYOGJ+AXbncOp7NCo+Y9QhtYxqXJclhg8sfJ9+ZuMccN2xQHB6xczClMjjm61e7flEW1vY/J5ubJNmb9E7AvxthFR6sJxOmh3jC8RAkoLxYsPrq6ymM8tnHgdhhoqa/oIeV273lT8z13sJwTxlOrXo5aIGLLb66TBQTZC+x4Pgun2P08eP6P74R/QfP+LpfManccRfHh/xl/OIh4cOP7+s8MuCz9++YXGOHBu8OGZtvGVV/jUMd828gACiCx1gwKVpCX2pkXqHlEgb+e8JyGPGY7bOhu1yiSpH9L77FkeFZgBSQ0eTkX6MK5eMbGM8RGhGZv5elWMLdBLpAAA+r8oT02NY6Q8c6qcbJAer67K6QI7xyjMp0HuO7Y5x1epY5SPoMNGpWmoqkpn0LOqNdWfCmNtUjwPAte/RnM+xYtOF9eQTlyLrf/wR/o9/xMdxxKfzGf84jvjL/9ZTieB/nvD5C+BPJ/RtS5v1tqWtWRgawLjsAHsjqTBPPj0kGa8Z0iNHLYamjSa5kisAqNzmCTSPnzj+eYaqKiVxHOsaQwsi4mH06Misr+oF6sViV9LHBhgIiEXxPaucMl/24PsNhuH5++8qY6DdQ/q85VtZvFb5t4af6L8hdiB9VysRq7+T+4FkWGrA3lamlHcfQXdLWCNjDY5ESxDJDJAuKTDXhw9Uwlf97SXI5+NHnP/4RzyNI37qe3z644i//AV4e1vw88/MsNtGqV5vb8A0IXDgTww7WlfowJLedzwWDSB4eBzjK+nbjHBE4rb7vqea2acTlS8ASeWRmflHcEw6JwzrWJkURrBF/XkB0KxbPD4vJj1UGE5HXWp76bogFp/RpIvo2GqjvxXhAN6Jckj6izQgo1AGLmk9SrszZ6QC6tmRZcChZNXoiVZ9dBV4gQek7jSg3LKeoLtM9QjJsKEG06lVg4Lkrs5RNNrHjxi5xl7/9IT9wwecHh+pQAsbgg9PT3h4fMS57/HRe5zPHYAFb28LPv864flyQfj2DcvzMy4vL8TUHGPsATLG9h3TwQwuYePqrg5926BvKS1Mwqh1kXbHuv0gsB0AcGbKD1pt0XExy0KJxqom4CjBXHz5BGC5bNEBZAGCuuSc4099VEZNaC3L8fEUkfx9ffs2Q/uUF6YZuaYb5bcNsV7HsDETsoSZwwx3Bh5MEUeS+um0ANqh8rofA29bemHI++Kz9JngAI7K1W5AdH44AL5t0XDRQie688ePVLvi48eYUNrKZ0ZSn4eBsN11Zck84Z/+6QX/9O0bPi9UlXR9fsb68pLiJIAS72V14spBUXpX8WhYRaJpazyoACPTFVzzXjHuCGDoOjqy43TC7Bx+Vcw6LUsR85xQ5XQsHY0wv59lRRQSNiCJaXpNn2c1orN1K9Ce/KU8w0KsKXz30ch5IxPT6I/typRoqRjL6hIWDAC4ktTWKkQMcgqV5wZgus4YXaWjB7QV578lEp15cF2MW24YY/YSyMMnBuDpCcOf/kThllyYxX/8SKrG+YyreNz6nvT+dcXnfQd+mfD2f33FP//yC/6Pr1/x+e0Nr7/8gpe//S2VXOB604G39ca6lQHM24VO0JUAKcP7cm75wNOomXmWY50lXPTxEZO0FwCco4B+QTMkT7CCPcdNUIBre4KXL7FmjR3rXVnKMMjngFIZVajpEO5I6wO6W9tO9NAjnTmtQFYJAnLdmxs7+8SgENe0dBo0YBIll5EHxo2i77TqUzvThar4nKg4JAc1yRnZvfRBknZZ/2zaFn4YEJyDY/99++EDHXHx448YP34EPn7E9OEDzh8/EtbMTpTVUZmtt23D27Lgr7yN/49v3/D866/4519+wedff8XrNGH99Vfg7Q27xBwzouBVDb2xHZPnb6PNvlcu5szRwkYsjfGKK1o0XBnEO4fOOToNYRgwcDBSO454EccQU1YRad/RblssbzbzNAZd/kHm0Nc9vrVAfT1HOrtJ84mVvIsOQ+ZrNxBIcYvu6NBlxoCmpp+zcxBtEFACzRVco4B1IV2dXbxLWVysQ7YtxAFRJ2nJI6+LCoBX0V1XIHd3G6xXCrAM5zPVefvxRwxPTxg/fsT09BRLZ21Kyp22DY4zoqdpwuu3b3jmsgs///Wv+B+//oovUnvv2ze00wSEQMXYl4UKqq8r1fjogHm90PERzD+DO0EitTwjCTGzm72ZGZzXdfBtiwcerg7AQ9fhwbk0fOczFsen4nK5giwRdtvQXi6x7Fmcps0wNZIdo5laY8a3MrXdwYKgvnLRz4rR+V2OFaDyUg3VQAPovH0o/7uDCUQxKkU1/0yTWhDSlur5YsgDkmRrlrMT4/s5DjrqnrLVOpf05vMZeHgAmJl/eHrCDyyhZz4P8cJM1E8TPKMEIzPy9PyM+etXfPnrX/G3r1/pmIqFyplJnPG8bYRqsDMDG+A7+jcHqt2R1IsO4AqiAOB9i+WSM9fCbnhBNDyAM4AnAD+pYQzO4ZVVjI1jSmIda6FKRvTQdpjdppIIoITDzFPEgWgbCyOT2JEZgtbhojSAeA5Pn6baq0Uy3zrwHu9gaLuCdO217ZWveUuM6THAq8yCowpLujif90n/kqPkol6lTlOSaqgxRpc7b8tjjZ7rEPcTB+xTkZZ4KPsOjP0JU0/V6533aIeB1IwffsD4H/4Dhp9+wvD0hD//+CPGpyd86Xt8AUiKTRO2ZYHXlZze3vDl9TUWwPnCBSUXSRfj+tWxmPiyY2K9Wey6GGYwU2mwVCeuSzCn34vMbisTOgCffgL+8R8d/vEfz/jppxHPz2f80+7w3wAKhXVUtmC6XOhMmJcXquqqs7wBKnOwzsB1J2SoFWcL7YJFnecBORDOWP8SYbyB70Mp4GJ/k09CAuPkANB79D7YTklJXYxvU6smY8KaJ/CO7qMruMtPK8FtgcJ0LFid6PtTsctIqCXWFTidop2z9z1aCbFkY292LuKzMbZBsOSXF+D5GZevXzG/vWF4fgZeXyk7na/BtmFnpp7l/nXHvF2KbTxPJmhi/Ek4ukao67LTbvsOeHpyeHpy+OmnFp8+0cFIn/+aXPgACcqwLOi5uIzTmSrKYI3lIK7GYNwBbEDzoMa3YtiLmnANtwOR5jBjzA6dSv19DzMDd8NH87+tK3tQTBizfvkASc2M+hy66gHlyoMkf8PzquXkAHtutZB2+AhlCaYhSTIxCCdMnLrlaAKVHuqBDKP98vJC9ZJ1qtI0YX17iyXKrnyM2/z1K9a3N2KEacKiypPNlwv1fN2JUUFRctg2DFuXMW0zAMPCujTzkq3ERMnkLtbQGJxD6z260wne9xhHh59+cvj4scPTU4/X1xHg82CCc1hAB3LQuKidQ5VGk7p/2DZlG6njLiRgBKVqKse7xSWgnSbC1N58jlQxwJL4Ne7RfU+hoVvu5yAZ1YEzdfnzeKyv3CeGWc3QM59X26OYWjOyTvGJC8oD2Ck5wLWAvyZcekQXz9+W8mFhmtDxUcfzsmAeiRGEpsuF6oLMM8LLCzHwywsx8LdvVG53WTCz8yRO1bpi3neC2DYU0lnw3ewUXkZlJAZF1/6InN5yjRPn0HUd5QsCoHp8VFRmWU54e+vx1vcIfU91sUHewKg/S7u1gQhwMoPkW57UrjhHR2WvGFAEkwMjX5o5lXdY+hehOeU0SeEQQFJRNDp+TO9TOSLlR1E0fdpO5jBL+ZjIbNEhYi1TJXkihVydCTXlvwLr5U6V8p5UV+SaFUoclMNlA9BuG9bLBf00UbUmOe6i79N5Iyx5JznpSo7D4GKR87KkRN4QMF8uSd8XKXhNqWMDmpRKBsQMlbgTNoiGbM7M3GjsaNxOmDO4NHHbIsBhXR1eX0e8vg5Ylkf8/KXH56eU6d1LUD8Qa97NKt0qyYktvXdDVDO08mF38gTBqXkXlfVAh3ZGuEmNcSCdEa+NwyP6jQw9FFtf+maI24xumDRaDLVYF0OuYybVzKyB+iwC64Yerl2rwkQSSz33UxmRSeU2sLXEaOFygXt7S5MqgSWSO7/xQUAhpHp6crAmF2a58okBI0erxdgI53BduPE27U9qQ4rTwufx0HlhGxlY7nOLqHLMbQtli+Pz5x4//3zCw8MHACP++emEz87hmdUU7xw6gOKgQWXCBrEZFIWrw9V6dFwlfdH6FBQzjz31QQy7GJlpEDMb8AbzHODfwfWtQXTvReWY4T3lksVwAp+2mSNdZ8JUOFx0HG2RNKmZOpSrvWgub8ta16eyBnpVUzjs1EzkWHEeHoALAXh5wSZFa04nchfzgTmTRKSx0TRfLhhCICYHR5CoqqeBmbm5bsC64coxJhlzysrLYDr6XJh68xOFs7LC23gOzW0JwgsgOZhQvg5vfY+vjcM//bXF26MD/lcXmTkAWNjgC4yFZ3mHMrxyAphkswAANmwOdG3F3S3qw4YyXiMyqVYz9PeVuc8aZGynI/rNOrStdXeXfMXgM7Rjhqt4/eh2YuoaWH9dUsksaZPe/iZMWWQfIJ6qmWqGOGKOMM+EQ8vJWtuGgTHnWKJdGU0SQyw198TB0TC+PLErG9cd3jcAViyXylDrPC/jUYvDVRmvxrWEW3sHjxZ7up0iWU4nfBkGOn6C6bUnHVokzrJtOjwrHrbpNSZtCsRbiuUIAsGM6VAaVJmPIFg+wuTNfBloF5e5FPiWvpoBnvc7oRzvkNBMFj4qLmUJuigdR6C8niPmrovy1TOjbgFoMRSJk9WcQyaJswYSopHpnmpAdUpY1bDYOK972Wky3mik522jPD2+Rht3A4A5BGJaluC+I6SiUTBX6g8ZgsFdYyGboyx02k2ogn9RjqG4pwXQZud2xsTY8xmvnNntnSNjcJQUN2LebtvQcaD/wH2WqIAA7dhoIsozbF3U+2eePw+uJ4gZcHkQP103JQ3TpxhoS5qZ5edg6rt8d6EZTUn6JWZMjTbWLQfm9zF2q94QrWrk0mmOsSSaksGQxzrrJFy9EOXZYoRkBQDZsMK2Y3KUtIrGYxAjzxWadxoLLo8l9acRFoBLHKDZgC4xdYr9LtNKctQoMXNscwOkHD4HNFIE0kFObo6tdC4WlQEz8DMfXApl2Mb6dbzDjOuKaePCl/xvWVdszOBwLYaNkg94DeXSjRtQeH4rkvoQIfMJodLRdZqOID1Nd3IK0+8ZDhyATSMO5uU2vNQWuZbnaC9gkpxD9rtHrnPpc+u8T4m0kzWclO4fSbdZvClRPdxxdVwZdd/JOybt558jWqBja0gVWCf3NT+ou+EsUZFq9vsUjXbKmZyO4ELf54srrl1V1GZgF3jnPdbTiYKtuB60rhEY8xqFqXkBh3WNibKZbLnu5FNRqfNaBaRAbNMvZfzpjHsRUEeIVoZd4/0OFaGbDK0HNgPOfT1x8Sb4LatVDchQqTPd94mZRarKu6gsGbVjU9FYVWaONKv2DzlTA8A1ZYF7nKg82Tri2hhRsu30FqmOL5kd/B1dQ+hgJpW5f+Kd1EbhIC76MPHCIwmuxxzQzJUkfCa8JCZF6tkhncYyglKtIuKy0LETJ10+lw81DSHkBqJzqfae0vXnMMeowNgY5SOoQa5FEJK6597hrULfXX3UYUSQMgS2IcFsMSHpz32UuCUyoYOXxA0q+jlFbyaXp47ek4Pa5WSAQWcQm+dpyqs92V+0Zd7ArwB6ZjprAwms5mogOtM1tzX07wumUge2mLqcBBv0Z1CfXaOHcGw7oGvz3ET+JyMwAhiWBePlQu58IGWoMI4+czTgvCyxwLmulqQD+jNSElnnjEqdQqv7WirgWJ+HPxzDc9+BQ89hKlfWgQ4kZXTzhpRnagi5ClOhT8wcSa1kYRDrYgVAjgoZRLXoMpe7L120sRzDdkVo55SX2ICr4lNwvbe19JTbV5NFaa4zokMnO47iSvi4JqtfJqOSwkiXHfDCSDuAdYfrQEfhKYYWSf2Dc/ihZ3R+IXEzqEOB8PJCBeU5/Yq7HWkBv4/VDT12uYo5x/obcayBbB6i+sfXyPmGOkhN7hVjU+jeUcua7pQxqIPbMQNFSV3N6PLiZQG83bnlZ2UVLwstAAnK93Zg6O0I/Jyo9vBDCVEZssrwtQWY6dWKueMhkr4BrrTVe/ZYzdgwbKfYnnmb2QDOQx9tbHZNb37XYSFMGVISDm7lE65Gls4jM/KfuazCeDoRzPj2hi/ThJ85PiWe5cgx3bKnzhk2nc6UiQzrkzEuKXJSH7zsgOq2gmL9jfmxtClmv4fb3a+cdGRVamY2Ly8KXr+l3y2kAyQpKQwVJatWIRiY7xHQ9xsWtT3pd9sJF6YPJhkAuIWlX0tJsKUY7lupQUWsi88/11Wkis+lXbEITpkP2YCcHYily5KKIbrvwAz9aRzxH89nktJLg2dM+Jkhu3lZ8OVyobMJ+XZhajkKWjLLWRMi9S1I/Y1UEUnbM/fIns9TEzzZSbJic3GVpSF5Bqr0LtguCyQxVm7WkQz/rTT6oAMCpaVorDJ1hx4qz6V9NyIeurEV49MZJvZK4oi00KWDc6qcUKDIhrOGCoOKc6eWnZHCI9WxxgCApE+HePZFF3XoCSvGLoWCjkAqFMkpYj88PuLPj4/4T/3/jsEN+IIvwPJf8QVfMWwbRk42GDk4S0obNABlvW97offLorZZKrXfy84ef6bHNQNMrBF/h+4yNEnFG8+0WGPIGUxShw47ExH3dE2e3ZuMS1Jj8hGWU2y1oQnkbdCJmvLa+Atb61eFaaf3pgUQAKAHhiVJ6C0AtiZbVoAFQPMg2LJ09xTtjcG8c97JjT60uWRegjRzpVJgHI8xcTUkKds7SE1j/lsSYId+wA/4ATOrkDNAasa+R6k8ScShUNuicS30WTBNTwXtgfriLDBo+9mRoWd5SJEYnFLF9KhAlNC7JHRN2kZjyhtJKUYAXxu9PT7/zgZ/2w7lBkBavbnXLxka76kdLAOnU7XSaVmI1nleaX5GKivMzVcLgf48DlqnfpBPWCTw4GkrpdiGhv0gDsuyEQJYAVEcgJ4twuu2EcOta5bFLUtn5myUnyGi4L/jE77g5+1n/Lx8w69vbxQaC0SvIbYthY6yDr2AbCCxB6S0sgxBtFXiLpOriID1MZQ+CX24plY96Rkzegzx5AjgYCEpulsKTF6kSR88bq+trbQaRFO7Rj8rhQ8m0nqtPNO6tuU5uphkUVKKJ0FctenFqW6IbssGie0meabB/5pxW9+RrgWWT326crwH49rzKRqRoho9nDuEcKWaBaDCiVdujbi95dTpjwA+cvXQf+VXzQD+K37FfPkb/s9pwr++vaXz0S+XFHi1bdEgDNuGbduwbQslGwDx8Hhre8wbjaPD8eJO5cGIZGdyyO0uWwT0Zmm3Cr1LQt8ryaQZR5gr1l6oYNFCmhHkFCX9TBuBZzsnzKvzCXV9iFpttPinGLPaQRDyd8fvEZErcuf3JDAKA1hT4TBKf8dafZm04gI5CuKTrCopQx317SswqvO7T8zAPziHn04n/NF7nPoer87hfziHL22LgSXwl2XBNM/xcPpZOV0mlSDrAfiN3fAC3QGFZzMiORwhlR2LDUCkc1bmQo1N3yNDLpb37rYHdJuhJwBj6RW0ku+oAbfAdf1d3JYU013CjBNyVOKo5oONl95qbRKp6VPstCAiNb0boCjAsANoHU7w0Z6w79fY81G1/eQFzcckD/pKJctEd0+pgg0k1dq3Lc2Gc/gDV0X64XTCpw8jPv004qePVCX1c9fhZwA/h4BdlyvQdezkyDYVTdcApDt74Cp+a58b6FkpN0axdIBZ3HGXxOR1ol2PFuzA01SiV8D7GP0mQ0/XKbpsM6bmDh5JKNleBBcWyvBhRTKpervxBumgehuJcUX3qm1vcl3hSvU5Viy1H2qB5bq608k0WvonbdURhr1pj3Xr1if2EsdBSJARQjhSxXwfFzH9ewTww+jw6U89/vKXFp8+dfjppx5vc49nrugUpgl/e34Gvn7FyCfzis487TsdWM+6c7Pv8M0Gf+b3U6cKKrzHTLTo0xhINJ54fPWJComGw5AJLcRqx75ZusnQ43lMkjQkd7MlHcPx+kqoZouRGZKuj8ZATYcOpVTVYYK1UgrR5f0OK1rHTwO38GdVcV5/6Ow1Sr+36UiVZ9KOkFoP5BWELNohbQ3yAgBABzQtwlWOlevw0FE298ePwF/+4vBf/kuHT596eO/wz/8dMYh/mSbMnKGOr19jbZCJfwJclFGcKYYrigRdMx92Bz/Ue4P5aSDcuaYqKvpuCa0DrDfdgOIFKcA+STXEdJx4q7KGJQFSD85NXf3oO/u52hpT6CpRptvdMGLlc0EjbuWxDbbmnl5kmQNlQPgNtdqoDyS5l2UDGsC7Lo+fbyhz/eGBMrw/fXL4+NHh7a3DK4C3bcOyLHgVA5B15omPPo5Vk5ipZwBuo7K5NJdNXFiH5z8ah8jNQCOfu8Wjf0OrmxUeS7Wjb6kuRO8LH1WKujb6iKZiuziJN0cgGJ/89tL4hZ8VA1vu6UkamXgnHXoFg/7V4MhGunizfequ6rZmu5e0k4UrJTPodtFCmxj+kx2nnCzBo2c6FwWAR4eGU6le9x0fAcpc8fQTcHh7I7X2crkgrCsc19yIBuA8ZzWhJ5XpLeVyoyMoqw1Snh8oHlwJAwCSwwpAZuhrZk06+FwIJctjulScVeks3Y3lKHVUYeAxli3QjHOquSZr0FaFauVSbdo8vVCpHQft7vvBBM4rK1uRNxnpOkcyxXYkKaHthlj4XT0zaxdjyuIqrvVXw51kVOaGozDHhgsXYsyPn1gWqkP99euG5+cOIbR4fgZelwV/cw5vEurKhW9WYWRO9J1U/Y0BZAsub0jRhQDQpoUewxNQzmkNI3aGibPMIl4g0n97vaW+v7FTMN3FofUK2zEpJplS2QK+VsfgFHAdN0RLMhv1ViObGWOZIBd9+Vanw1LlWfAlE8dnmEKOFsu2TE2TkbusZZIdtyctgKQ785W0IFT7hZltPMi8UzEc5xxn1bSUxOocphX4/HnDf/tvALDiH/5hx9vbir/2C54BLM4B04QLS+MgGetiBG4bPADXdJixST5BNqY1ytTRkDx5OlYjFh9SPgNAG865Siikd/xMDe0HeP8dsRxDGLLieC1GXMLE29tYlVoSBcc9qbtDgwiAcqXr4o/XBdgkfkQ9pxqJZyA8HdmlnS9ARbqbZwOqyEk/F1tfTtesuIrW35dlLrB5if+OUirbTvn3gIKp6dLS8fsK4Mvi8M//L/C2A+evG8LjhM8j8LwseAWwXi64cq09TBPVEdn3VKeas3DO/oS3twlX8dZoI53xfRl7kbYSnBQZ+Qhm9bmgAY+VxNLUAs00SfzIW+0wVkX3K/gjN3pOfsx1R8UYAXNpSMo11sIVyXdORqIgIbU6aZppJYYCYFSi0vSsZnQYSBJ6tYBqaEtBySmgpcatzJxbrlkdaqoTfUPcsYbYdjlQyWMoYjtifAXHakwAnkHM3W8bXqeJsrr7HtdtwzpNCF+/Yvn1V+Dbt5h6NRdDcInu/Vv9CJgzp9CwDTdT/YRHJPFZJLZ2zug4aH2WYWwg//wu17emmnSKjKFeHhGMJW3TMW6DO3Z07pw10Kz1K9Jhsx3n91dL9Bockx8VyTpC3ltDTa4rjGQFQcUqQUjjEiUbb7c0bKnPNs44tlUmFOQpjJ9zrbqvUgNa6mhwXQ0sC/Dygv1vf0vVnuY5GoQBAMIKYIP3eSCSrSfoJa6CexhT2rZUTkKPZ81uknHTTH1k7IsgnP0cF/3Ns+PxG8oY1KjpZ4CljoSW1mIw4iRzlVJdz8zGbRSHnfMjslXLRKgDXS/MLwNDRtgM6EWHsljkVQ2uTFZumIYiwi/v3xDvuSc9hGzWTHp/eW3Kpm9AVV5crAMN5HFM2S4tGKokwc4zussl1quOevSy0AK42oiomSUq4lhZg13aPbtj5En36Qiftsxc2EgVP8UR3YXtjnDi8UH0vDkO5HtOBI0NVWRdm1EKLOm+WD8ac/GeDPP0yQgTz99VGaI1dCTGfxi1AhDmresnVh8WoxOo1PNDnqpk35d06CE+W+uW2w64VgeeIJ7PLUdIYNtwEWgOwLpt6N/e4F9ecFkWrNMUXeAzG4XLtsHz2S652loabEtlFxO9WuagR44m1Q5gPTrUXlPMJjdMjVrNQ0XvquCvT6Li3Gcsy5h18ib5vAO2KulNx4VMsPFS2lO59HuEgmaqij6m1SShpMqQURf45FTvfXFQpEB64sDJJloNvMeQ1ROpUa9Ujfw0VT6mbmem3rYI23mAKh0JE6vSwHLA5y5qxrdvCNMUS5RhXbGwZ7BpN6AVVshhwxqJcSupcroPtoQFkOBI+f69wUdFxa2ADICp0d0yBkLCM7taxtMr/Rz8UAalMN1q/GDUgVpsiJaoNeY/QiAyA8vUfYjwUkgSXzOjnFcOUFUnIOlu9czk+kJLbUH2DE3Ja5rGQNAfKXu2yAn16Sp4rMDWoZNgo7c3YuYQAOfQbXTkxMq1rPeXF4TLhRaAHFQUA5IsGySmPgoIQ0g6rh5fUb10eELwc8zP1CTufxsyekj+/mJ4h1E4R88WkcEBeeVEBII/ti+2LlE7cZps8I8+rkCO+7q3MWhdXJ/XIYxbdVWnxsb4iwUJt9ZZzbVTUaO6IEc8h/SZTiytR+Ll8SHSDt1mNHTEG0B2nMeKlfXkdZpoMk8nQDtT3t6wc90NhJBF1Ynb+7p1MQil6vTINZ3Utmhkk/2hocYsLidTX/SiTrxgKYYPcwTe7Oe4wG/RTYaW2AOZoALwtrAaEI2+DcgKw+jOhVvMhKSKbEYaH1FdKtYt7BqJSzsf2GQg3k7STjqxhIdqVSf3jJXMLOMh27gMRzK0pB2kZ3g5n/hKFZscQMbdNGEBF5U5nYiB5cTay4WQDY53DuuK6xIo3vnaZbULKDuH+kEABrfDLDIbPqCHVpeAS/PAZ6UsYyzfIJCrzlW1OLaPd99mZKE7rm+wC3nOtgdLEsp5ZPRZyWRXZPW5gReH8jYB93WoWussicQWCS74Z8wQNxNUI1kEBMWl68vikBUyk1eoIi43hPlpsNMlageco3Ncti1VF13XyMRbCAjs3g7gFC5VayO+IS6+pK5Fz64FQVhCS+GgKQB4oHtrNcRl7idMwKIMfww07kfGngEKvrtYIzVkII9dfAdb4IZZ7N9iyacaHSamGmXssk3lio6dUKIbQF4tXhtcHhrTRRx00ZezU0uZeURS6ChB1ZRMKiUPoAw04hHPQrck8+E1yroXRk/9otO8vN+TPspSt3UO+74TesEVVO3ZKYsEOC0HlZ+YpMb725vqvPEcakQHoDGkxSy7lLqOqV6UE1EY2mMq8qAk0cG/A+XQfvkaSK4TSoESfksB8EQZw4tEt1ay/GHUmXsHm+sIr0PKmNWcRMsvvmDKAqy07n9oH8S/Szd7erWqXK+oWqFfPT9X13SpMGJKhx0tVydtty0K0lYOtOeTaxfWF7dtS1WgYFKpdHs1du8HJSlLppN5jDEzap7qwWZJ37bxH01/W724V5f8/eV0aw/yRieOHwsiUEptnTAgxpf3gNRGjPCVdFQehDRwc5gVDCZPTq7kWIZrqTc7dUkbjgOmMEdmluTXWgitkIUs9THStbQs6YtkbYwHRVOOdiP9TOrXDueBPexosWBHC6w72g7o0JLwDgTT+a3BjJUzVdZMmNSYuVZHpMb4eV1vFYDEbU3qR2JSa4tJErLg8PY9aaGUY2LpfZ7CoweJlaukp11d76k0JPlktSCi4pk3sWtjSWvcMrD0DWM0WC1F+Cjk39cmUdNVLWrr0gXyFC1xRMiYjMsYDaMj+Cp+ph04S4O+P2EOE4ZmJMl8JQcJOmBd1elCVyoY49R4zMhjmDXVKjzFceDPsl1YnCjKoydMq8MDLHwZVSm1c0r12QC94yaU5J7f430SWkE0ALLi1II1WqYrKBjpLDqWwaEX9buOBaktFHrUXKg2W5izdsXAKpUfqdso3qxY1qoyid6T9Z/FbPj69jir96NVAIHaliVkYApTbF9MyTIQXx16vVLbGmD2E4aQn0C28xiHqISURx7fIzH4rAqpEbzBD+rAw1wQyKJV3vN8wWcv43HqVXqa19fyrv9dKodeocqqTWoBSsmsmF8bgFW9iCXBUfzrXdBdS2BUrjMLUUjj2nFBhNxdHfxcxk2DvX7GFgBE0hHDX2RHquJ96ZlNz9L7HVupVg+kn/1D+kygMF37bc5KIXcALsCWN0q+l+Ci6MI2AWbA/WwiQC1moZAjE9rO0Rhz3M1U/2w8vhVENXr30cgpSCZnQOep1kEM9OYOFjh1bTAqDGelQVbbQyMgfF3t0IgiYq/apRQVGJ99BYZGlXPVZb4CcGUGj7o88lBI3ZULZpyaITYw08dNW7NKnDWDUOu6Ib1fKCsnFug8k0xt4Gf4cDp0ZknReI2LCx0xcnEymdqFY0Xao0Ug/OHVLhpEMpvr7qm+it4fbccPtphx36eYDsuM+n69II6wRIHC5EB0HUEX4TuJaYY+kChfZPpzW5lHLxS961k3vH4WQDuBLlumF0oMbQzkQTyZ/pW7U1k3u+kB9LlByw9HFpAlc4BKyQSF/x6VGQAqKWSG9E43WFVLHllh5mw3l/utKmquKQRObQHwfYdYtaJ3SWhdfwzIO6z7aZldx7Pm7auc/a3uyrZib7+l1VxDAvTWaN3ntaTNbCu9JU2YsgqZvlSPPNIYpECdpNrktahT7HZRK0SossB0pSFdvzs9I+V6AsgDfHza0TI4TfVdjFarvvV9rg545PdoSLPvB/hlyIZTkqGzcFKo47PLrqoXvZ/exdCuwsyXQHjtVrlufBiqVrK+P5KS5ro4o8aka7qsUI0BtAcQyBfNvUCYWnhqRr6eXyg0mC3bOozs+7Mi6fL5e3TqClHq1pRlnYgKkTD3OYZDA8rIMvaRGGfWa3qEEVfHTGHLUoVW7x5ZxKS5taa3vyeAydaWz6nyAMcTevLjzdXT9Mi+t9kllmaU2xpwsAD4X80IzOA4behZnf7gHQMGqJPR8u+tSqXIeZaGN8ZkwBAXZ7weoJhya2+oLdnmJQpFhmAm0XVRvFc19EJSp+wYv6csRKbO+flmP2sIhv47ZqiEGdMrssVlk6Ft6Qz5/Ba9S4e2kXJaeoYwqSpJopumdKMFrDcHFXijtkH9u4Rt6rk99Bp5+ycbVxphkb/lM3N0RkFxR0m4pybdxx15v+XAoxAAr6qg1phfx2no+OemN3EvrCI8PKR7hQEKb2SgLX2xjhyk8agZ0DYq7lrZWXQfaztPlrRs2sQPzo1UrapV2mRJhwh/V7SdpdI7l7ZL7THcArJ6aDFqylq1qKgAgZ8lCINFQryx8g3DyH0jB+NneYnZhaU0l5+Ce9Y8oPJZy7ivTIgWSk2fM3XtPRpzjtJTeTslscKSuM8nZUPEseLnXEP52RHFuTHj7E2d7Jo/Q6tdOrtGGFzHRGdg4YGRqp9pP38vvUvlCJgPJU7NHWmZvha0rz+XnzGMMCS92aouM+byHDy16m1unpPtm9URfVLWDMXwns6alokV93rEqI+YQxvIigHtERdR+kpb+D+N324hPSPLOWRVooY0VEtv3ZBkVrJX66eYnVnUO/svPiOk7BUdUARUAtZ8mr84BpV2AfXd7V696LsMLQNde9EWqFaHXVVW3+sVU9pVLIMmqV0x94+Z+whWavo5YxD5l3vYhvqW74dskc2iEz4gm9Ca3u0xpEVSGZPUXoVZGyOQH5S/S1EtAQCgcQy1BV0hW9FJM662D4q+hoP77PdW579B0VawThK+92jxDX6IPOLDUCykGt1XOVh6HTG17ZhNJ0qJr3kNu/R43sJNoE5khKjXqnv9bT2yUcaSxUEt9EaPI6k+cxq+dWgAybtIsc9D1pd0eCd579KhRIkZbJBSdnSd1mMVoqOhsIhKHKhCcaza+GGkESMmP0EyR2TsdJ2QcaPxnzDBFoDPKFX3BaDUvyP+qLXTLABxSh3F2wMHcT0Vaq7X43yMH59+vEaU4Jy2UY1HaiY7woUtjcbIidfr+Fvz7OIz5AkA1iK2lnNWTFGpOhHiCzN2TIelpmy9jiNjr3kABj9iw6TCKOkdEjJpt009kdZhkdWjUAbvUf0RCzvWpV/erpoTR47Ak0OQ9HPv6bnaQNSqqk0A0WEHF0w4+VF5VOdyvNnu+fn558Ozg35b+KjRTQs3pX65uk4+uwRqtM6hO8Iij56tPxP3as7MOUIRA5wOXLHaC9ZijAUBtc5a0+/kuTVoSZhZ9y8azxFFSYztbJ+QmELy9ZZlTocymT5khSwVlcjDnIV62jPFazto06f6e/9Wg63mORbaMVGXlEAsQm6F3vHOmzq01RWvy1A19rSxFWM4zMBE7JppMbomUGccbTiI0aF14BqkBDORg+encDvlORbfrE3SFkrJbHU57RCq9QBIhl12jveBXmsZsYbP29Q0PU6arkv6p8dFYDS7W2SLS9kwR0axHgs7f9H+qtgQWtX03qicRpj0fZqfe/bDfQlttjVbwUantReRaDUyz7gXhA+U26jVIfVAyuqW6Leox+p2MlS2HLSVJpLTzgIQ5LAZqPhuX3oF5TWBr/Qoy2nVSCcFZPEVSueXCdVjl6kjIlwqOnZOSs3gNkkcuuixQEVaH+jIuqCnpNkBZXZSbG9FbWtVUoVX3+Wq0/tqwNyU0NrDxC2KEI7HgL6nfxZaE+tdqxtZtVCklV1DUQAF5d2YnMxaZ2rUFi9Yqv6nDZjtDYbK4u27n1iyllUvtavYB7LE5zAXZb7UH9nuZSVYkqSJrNQ92upr2S/63dnvepcIov7k7uajCvy2TVJeoIZAxB31YPewglFDrOm7AZQJI024bRTej4dWHbnraas01EZu2XrP955T29p1ldLb0ihf2T07K7wKSs8lwZgZURS0NELXwp4xZ3mHOgBJSFfn1FInkvlAsPDC0OPFJ7vCLb1Vwj91fqROSRMPbqaOKZQnqJ2A7k07mLZnnBIIh+RNWG+l3RFh8XPcTbPvUWaP34rpEXp/+Kg0UjGZrvMrEXI196qsThnsI4bXzHfE9LStIcGJ/Lk1KGgQ5vjc/B1zEcJanNal2iAlhFP5g/x7GXideRJrX7PuqV38sRKUSfyNjG3adrRLWVVLSBhUG1eDUjWaPhcEOi48LfAhjhWADL61MdW1udIJD2V7Ez/03ENq25DtsACqjrtbdNuxAmTgvx5AWyn/uiQVQF9XK4yoqWaMWUNCPpNtcQ5zgUtuQa9gQgVu6lxe/5rXbZ7DnDmAkgGZTvjSqkPm7FBqRTSkbkjWo0ye+OuBEWSZQ1O1fIJqw/R6e5eU8YjZMXKt6M3sXIox55U5pPvZIMZsUIs5XrPwdVLgMcaSKANaPjsMY1B0/+BN6iGA4/SY2BkDw2XMGxL8I35+u8IXJCmYQVTqndNKjRq7MT0j5IxRuIg9YtaxSJymn2Pwf9Rhg3qv6nfCtsfqYrNUcyfXdi55jg0Q0hTfVxEqhYGH3LFky/Qe1Qah8Zq4HRUcvqJmZEdMqJ3V5n/qIpT2kfIca6dJPe34PRLgcC/I/90pWFHVCEjeojgRCQUAoILV54goSKMld62QWsxMMuZi0XNvIvg+Y8fAG0vmvg5zsVULLa9JUiQrnrZE5/le7Xgx3jDqS/XR1LwwFBNp3dr3qinV60PP6VRiNT4JbzfSC7SYdI0ScVLwIyJFp1JEUhjFMWUmolqkxxo0XiKYFiTecOe8Pp4mvSv4+D+Te2rUMF3g8T3Y902GnjvlkRLjZDVWO4CNByPCSXrLRF4edrJFVRRJ0oDGmDNQPgDDNWlJR9umNnKm17Qpa+krCyCwlZ5VdOqSgaZhuRiiaqBM8/KMmhuqgW6vSCZJfKVgfdZDMcUxjhLL0zXiGDoK4czx57SgdeDRkdcxttyX4bBary93rZyRiyQMnyNEcadUKMrNYpo36K6EljjaKGntHYrhJJ5ZS4VIPr82fazyByvkfJKAJ9xIKjCMZmMejp4vVXti+GPaCyOlRXV81PMgEOeNwbdbfpSqugjLa+kl6/sxk4I2Zvw9FaNujlvt9zv3FUyn7peaiIAqwyAqqkJWiIzzxS4sj6wdRwU3he4bhcjx6FgWyky8hBCKYn9VsFUWQ2EZpdKRWphirS6HGCfRi8TGhw6UF2wzejOlDZXJ0+8Q3FpiEAY1AUCO8KSBMpJeGTkFM1t0Q9/zygbTa35P3ROYfxbx9oOxFVxYtzn+O2CqGHwVaBeFmRMt4cU4LzB1NU9adVhU0H9MhNb8wjSbuJgjuimh3Vkp7bUtqTIIVpfMAn7sVmaMRnGNF3BQ7b6K5LCrV4yVlGlDgf81x8dR5sQ9vU2jCEWFKGWoZe9S/dFev2zxBkY4tKF90BZR6+yOpOHSoyxwazBGY6xSjH7nACL9HGvsVl3kHugfZjQhAQve5zVGapR5REVVujMfNxn64YECWG7WR/b5lmkxZomXLtohkrvSwORVnPPAInO/vZe2uuTurhlZ5D0sJaZdRNrhou2ATCKKPmiZsWJA6dzAqD4w0cJLhrUuhEMOkZzKk7tI19YX/luyPTRJnzPX+0EtvuATYiSFZrT6lurWZS/If3ognOd4vW7Hb6F3VfDXvFSDrYqsBDvBxRPnEgrySV+2Un/HhNbnwSvy00rWKfCm5IX5TNtCKi5e874dMYL0yTMTF/qj6kf2U6lckncIEESYj1vaxYSZBaqKi0xgSuMJBOrZLEKTwtSPanEAed6hFkJ2TPSxHMX3amxsoFOEfUO5k2sd+V3n9hzQTYZ+fU1bpA5CAkDQ1hVR/7opEZQ01as5ruCDe2+GK8qCqcQ5y2DZLV7GiXTzXNWI0tMMZua6V8hADZvVn8XTZb3dVmmXWNS1v2UCdbyFfqZ8VxtLC2dmXkK6gv9vXOChjnBsogKoXU3O2Tly0R9GDBoesJ5iu+Nbu8LS7frQ4OMJ+hSz4IEMp9VSRmOttfJWtvhfrcG1aD1RW6wkEJKIr1sRefJ8SuvJ2y2ZKPZaTTY4PftdLS57jRiVUqZBMsP19xqmFAneWEjL7Foa2agenFTRk+naElKzzrBgBERxjIih2nzmbnmly/NnGjfXxT8tZGvn4VYlW+AOQ/cP+c3WsLCqhjB95noFkkIf8i1UPsuewwugFu8RO1yTQrgXNimP5+OGVbKsrfQvVEpXxHsccqbSh4nCJ2P61salJ83GZ+tq9VMo7wPKmBNXYXa5LsZIVNUFUivlbKBqpf07u4gd+3oMR71ApeaBGlPrvt2jOzq00X+lEV2KUdbMduSpy+49YMZoRChYyQ4STTrpxTac0NadyKpcogwc0sYbVaRX7bQoi6FiWzW/W7dtanu6rBZ1aKVlLdPbxkJrssFS2XEQKvBHY8hidGpj1XM/aCGY9xwwVq0QjjDnkc6udWhp0xHj1p5fozunYKXfo4u14kuPscvG/SxeteUVGAO5vPVg3kt4tM/XlEFyrO9lkt+oA7dWeKi0xxp97ykUaAOJsoRcuUYdwKQpHh0HfXh9wn5vOpWknbdsEZ9QEO+HTJWRusy63QMXnrx7fh5TjdGyMVeIkHynj6MIKCM1a9L5nmPlXbEcsXyTkQo1CTYHXRmec9geBkxBlSk4QElsbIZQrpfNmeGQqQVmUrNnmHYWh9n4OVuQmSfsgG5VR8o+U+2yE28XkQOyUE4EYK/ElhSktunazgaYVDHTjpp7OlEeq1N/feqHrQpb1IxGas+kzoiPz6nw2nvp5jBl6UN3SIB3MeC0ezboAXpTX5itWhi0tp32B3puxjj8vOwwo2iZ1/XyWzG9RRuR31NeOsSKR9lzDTNnNaGZtDfOxrCMFeksAUoSJF9rf7UIzTv6J+2hPpjYmwOYUkvblGg8pTBQT0azrsikn2mPQbRUS6So0W8qBSZUm1ANvAvAjgAsXoMBbOQ0E8brWMBth0YYKhKE7xNJqoOJjugIBjw6+FFLaWsvWMs+OV4SKqBrANq6cBqTDkGhGaZ9ekHk71aG21LOiQ4+ktJqQI4FW8hMFppdXNL2GAF5sCN57ttDthCirhFVQ2nbFPL5l8trcJ7W7W/RbR0aZdburQfqYuVAmZks99ckjlCNqY+QBv0ObRQeQTs2VqCGO1tjF6Cdx3EUYGTqN2RojPYm6i23zJaxWeJD/E6jGXFHAvI5MONWM7hiVo6RaIXuzkxm/Qy1I/RuOTy0s8SxZE5lG3xRRMhSdcertK1wxlToXcFJAOKZMzsmhDBVA4hshrVFPSJcdmeVFcaEISlLoANd7KBkuLFCTiCGkEIQnKe4Fe2tkmI4l0pyrDwDb6nvUqYr9tWoGSmvcci+T7+nsaot4Iva+rdQT6gVisH2nNlTzXrRDIxUki2OV3S9j1iWMZfslTYJSTJx4PuAMc6XnXfnZZwnFKoNt00b+85XUBdDd8/6DuFKJyqBuN+DtsgTELcQyO+6IfxTtjsdTljzPsnvBQbJf1OQEyDGyVGybXT+eGCUUgavQ0IrlG4terWWhkCSos7rbpFhdGvblXYll/RcjcWQo+y6jrfeqSx3YKXhyUo5PW71pgCgBemhF5AKFAvIzvnWmPwVyGprF2oZj43zE7YwYveaIdMCKCQqt6Ppc9WkkP6at5QddA90uVkK7Hf6nf5no/erHL/T7/Q/Af3O0L/T3xX9ztC/098V/c7Qv9PfFf3O0L/T3xX9ztC/098V/X83M6HrF0fvpQAAAABJRU5ErkJggg==", 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "microshow(\n", - " images=image_t0, cmaps=['Greys','pure_cyan','pure_magenta'], flip_map=False,\n", + " images=image_t0, cmaps=['gray_r','cyan','magenta'], flip_map=False,\n", " label_text='A', label_color='black', channel_label_show=True, channel_names=['TFP','CFP','mCherry'],\n", " unit='um', scalebar_unit_per_pix=0.06, scalebar_size_in_units=3,\n", " scalebar_color='black', scalebar_font_size=12);" @@ -147,7 +222,13 @@ { "cell_type": "markdown", "id": "cd0f2459-2422-4c39-ab68-2ec697924e90", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "In addition to single plots, you can also create panels and animations. For that, we first import additional parts of the package. The panel object:" ] @@ -156,7 +237,13 @@ "cell_type": "code", "execution_count": 8, "id": "484f3dcc-d43e-46f5-9996-c65d20b89825", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "from microfilm.microplot import Micropanel" @@ -165,7 +252,13 @@ { "cell_type": "markdown", "id": "715c7031-4154-4c13-af59-1941c053b111", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "And the animation module:" ] @@ -174,7 +267,13 @@ "cell_type": "code", "execution_count": 9, "id": "210c333b-4db9-413a-a4dc-7eb135469ab9", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "from microfilm.microanim import Microanim" @@ -183,7 +282,13 @@ { "cell_type": "markdown", "id": "67d52ec7-66e4-410d-9fb0-5dd0ddcc6574", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Let's first look at panels. Imagine that you want to display the two channels separately in a figure. You first start by creating each element of your figure and adjust it as you want:" ] @@ -192,7 +297,13 @@ "cell_type": "code", "execution_count": 10, "id": "8c9d7b3e-ce5d-412c-adf5-3468de951652", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "from microfilm.microplot import Microimage" @@ -202,42 +313,50 @@ "cell_type": "code", "execution_count": 11, "id": "53b8cb25-aa10-4716-8e6a-954b95397ae1", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim1 = microshow(image_t0[1], cmaps='pure_cyan', label_text='A', channel_names='CFP')\n", - "microim2 = microshow(image_t0[2], cmaps='pure_magenta', label_text='B', channel_names='mCherry')" + "microim1 = microshow(image_t0[1], cmaps='cyan', label_text='A', channel_names='CFP')\n", + "microim2 = microshow(image_t0[2], cmaps='magenta', label_text='B', channel_names='mCherry')" ] }, { "cell_type": "markdown", "id": "dc0ffaf8-74a7-4e01-b15a-8af29111cdce", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "And now you create your panel, specifying the grid that you want and using the ```add_element``` method to add each of your figure to the panel object:" ] @@ -246,18 +365,22 @@ "cell_type": "code", "execution_count": 12, "id": "fe5ca684-1a01-4084-bcb2-d357e536437f", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -271,7 +394,13 @@ { "cell_type": "markdown", "id": "ae0da419-e8d1-4b66-b6f7-591d25fe8a97", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "```microfilm``` takes care of setting the figure at the right size, avoiding blank, space, adjusting the labels etc." ] @@ -279,7 +408,13 @@ { "cell_type": "markdown", "id": "ff89f46d-bcfb-4f30-8e08-ff4a964503d3", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Finally, with almost the same commands, you can create an animation object. Now, you have to provide the compelete array and not just a singe time point. In a Jupyter notebook, you can create an interactive figure, but here we just create the animation, save it and reload it.\n", "\n", @@ -291,14 +426,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "f76c88f4-a292-4220-a4fe-c579d48773e9", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "remove-output" ] }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "IMAGEIO FFMPEG_WRITER WARNING: input image is not divisible by macro_block_size=16, resizing from (276, 360) to (288, 368) to ensure video compatibility with most codecs and players. To prevent resizing, make your input image divisible by the macro_block_size or set the macro_block_size to 1 (risking incompatibility).\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "anim = Microanim(\n", " image[[1,2],:, :,:], cmaps=['pure_cyan','pure_magenta'], flip_map=False, fig_scaling=5,\n", @@ -310,9 +467,13 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 14, "id": "3df905db-f192-403b-af9c-351e63b6431a", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "remove-input" ] @@ -329,7 +490,7 @@ "" ] }, - "execution_count": 15, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -342,7 +503,13 @@ { "cell_type": "markdown", "id": "3481fc24-d919-4b37-9a3a-166c7c1eb02e", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Next steps\n", "\n", @@ -357,7 +524,13 @@ "cell_type": "code", "execution_count": null, "id": "60c7a701-44a5-4768-91d0-02faf3131deb", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [] } @@ -378,7 +551,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.8" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/_sources/docs/source/microfilm.rst b/_sources/docs/source/microfilm.rst index cc3d4cb..8379c78 100644 --- a/_sources/docs/source/microfilm.rst +++ b/_sources/docs/source/microfilm.rst @@ -36,14 +36,6 @@ microfilm.microplot module :undoc-members: :show-inheritance: -microfilm.version module ------------------------- - -.. automodule:: microfilm.version - :members: - :undoc-members: - :show-inheritance: - Module contents --------------- diff --git a/_sources/notebooks/create_animations.ipynb b/_sources/notebooks/create_animations.ipynb index ff5ce58..4670c3c 100644 --- a/_sources/notebooks/create_animations.ipynb +++ b/_sources/notebooks/create_animations.ipynb @@ -3,7 +3,13 @@ { "cell_type": "markdown", "id": "9c10ed7f", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "# Creating animations\n", "\n", @@ -12,19 +18,42 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 31, "id": "a32d0ada-0cf6-4e4a-b236-499471382001", - "metadata": {}, - "outputs": [], + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "remove-cell" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The autoreload extension is already loaded. To reload it, use:\n", + " %reload_ext autoreload\n" + ] + } + ], "source": [ - "#%load_ext autoreload\n", - "#%autoreload 2" + "%load_ext autoreload\n", + "%autoreload 2" ] }, { "cell_type": "markdown", "id": "cf0bc2d1", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Dataset\n", "\n", @@ -33,9 +62,13 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 32, "id": "b419186f-9bd0-4028-858c-1a4ad21e4a25", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "thebe-init" ] @@ -49,9 +82,13 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 33, "id": "627acb2a", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "thebe-init" ] @@ -64,7 +101,13 @@ { "cell_type": "markdown", "id": "e7753beb", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Create the animation object\n", "\n", @@ -75,9 +118,13 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 34, "id": "d1289760", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "thebe-init" ] @@ -89,9 +136,13 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 35, "id": "7d594d83", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "thebe-init" ] @@ -103,9 +154,15 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 36, "id": "26308894", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { @@ -113,7 +170,7 @@ "(3, 30, 220, 169)" ] }, - "execution_count": 5, + "execution_count": 36, "metadata": {}, "output_type": "execute_result" } @@ -125,16 +182,26 @@ { "cell_type": "markdown", "id": "d20efdf1", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Now we can create the animation object. The animation object takes the same arguments as the ```Microimage``` object. The main difference is that you need to provide in addition a ```data``` parameter which represents your time-lapse images. The ```data``` can be either one of the ```microfilm.dataset``` objects or a simple Numpy array with dimensions ```CTXY``` like ```image``` used here. To get a time slider, you can just use the ```ui``` attribute of the animation object:" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 37, "id": "b0cd1b2d", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "thebe-init" ] @@ -143,7 +210,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "eb3b44f93c0e474bbc6f613a62c0137a", + "model_id": "1ff06cb2e7e7480897c27cff6b107e6e", "version_major": 2, "version_minor": 0 }, @@ -151,24 +218,25 @@ "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 37, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "86b20750c1a141d39d63f5fab822996e", + "model_id": "cab8eaa5b4d94c058275dc47c0591c23", "version_major": 2, "version_minor": 0 }, - "image/png": 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", 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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", - " \n", + " \n", "
\n", " " ], @@ -181,23 +249,33 @@ } ], "source": [ - "anim = Microanim(data=image, cmaps=['pure_blue','pure_red', 'pure_green'])\n", + "anim = Microanim(data=image, cmaps=['blue','red', 'green'])\n", "anim.ui" ] }, { "cell_type": "markdown", "id": "16eb4dc9-4185-4ece-896d-ec1db370745f", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Here is an example screen capture of such an animation:" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 38, "id": "9fc5999b-f7ea-4dbf-bfba-0ad5a22d90fd", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide_input", "hide-input" @@ -213,7 +291,7 @@ "" ] }, - "execution_count": 8, + "execution_count": 38, "metadata": {}, "output_type": "execute_result" } @@ -226,7 +304,13 @@ { "cell_type": "markdown", "id": "3280717c-ea0b-44a3-9415-58d4005a32fc", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Volume data\n", "\n", @@ -235,9 +319,15 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 39, "id": "f9631afa-9f18-484b-a5ab-fb2f5d0faff4", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { @@ -245,26 +335,32 @@ "(2, 20, 11, 200, 200)" ] }, - "execution_count": 36, + "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "image = skimage.io.imread('../microfilm/dataset/tests/test_folders/coli_nucl_ori_3d.tif')\n", - "image.shape" + "image_vol = skimage.io.imread('../microfilm/dataset/tests/test_folders/coli_nucl_ori_3d.tif')\n", + "image_vol.shape" ] }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 40, "id": "b82df639-2f0e-4b68-8b06-ac570611262b", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "edda5dcc782543378ac0ce7e79e68972", + "model_id": "53aa8e5f62404d0cb8221e1a097b5302", "version_major": 2, "version_minor": 0 }, @@ -272,24 +368,25 @@ "VBox(children=(Output(), IntSlider(value=0, description='Time', max=19)))" ] }, + "execution_count": 40, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "005edd7ea16c4c7cbfd13322ac973d03", + "model_id": "4effc2bc377d47488eaa6cc591a3fbca", "version_major": 2, "version_minor": 0 }, - "image/png": 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", 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", 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\n", " Figure\n", "
\n", - " \n", + " \n", "
\n", " " ], @@ -303,8 +400,8 @@ ], "source": [ "anim = Microanim(\n", - " data=image,\n", - " cmaps=['pure_magenta','pure_cyan'], label_text='A', volume_proj='mean',\n", + " data=image_vol,\n", + " cmaps=['magenta','cyan'], label_text='A', volume_proj='mean',\n", " unit='um', scalebar_size_in_units=4, scalebar_unit_per_pix=0.065, fig_scaling=3, scalebar_thickness=0.05)\n", "\n", "anim.ui" @@ -313,7 +410,13 @@ { "cell_type": "markdown", "id": "f71cb42f", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Customizing the plot\n", "\n", @@ -322,18 +425,90 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 41, + "id": "45512c15-8c28-4d28-935f-579b2a792cc3", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(3, 30, 220, 169)" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "image.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 42, "id": "7a8e4646", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-output" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "53177558796b4cf692bc1a7b70d18135", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "0e3890752a4b49188aa0240e89e22114", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", + "text/html": [ + "\n", + "
\n", + "
\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "anim = Microanim(\n", " data=image,\n", - " cmaps=['pure_blue','pure_red', 'pure_green'], label_text='A',\n", + " cmaps=['blue','red', 'green'], label_text='A',\n", " unit='um', scalebar_size_in_units=4, scalebar_unit_per_pix=0.065, fig_scaling=1, scalebar_thickness=0.05)\n", "\n", "anim.ui" @@ -341,9 +516,13 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 43, "id": "da13bbb8-e008-4de0-8fcd-f8963ea8ff00", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide_input" ] @@ -358,7 +537,7 @@ "" ] }, - "execution_count": 11, + "execution_count": 43, "metadata": {}, "output_type": "execute_result" } @@ -370,7 +549,13 @@ { "cell_type": "markdown", "id": "e3727f68", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "### Access to microim\n", "\n", @@ -379,9 +564,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 44, "id": "dc82a734", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-output" ] @@ -390,7 +579,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "54f86595ef8d49b7874c00dc706ae185", + "model_id": "53177558796b4cf692bc1a7b70d18135", "version_major": 2, "version_minor": 0 }, @@ -398,8 +587,9 @@ "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 44, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -409,9 +599,13 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 45, "id": "23308638-4e91-4c2b-a4bf-dd769460ed12", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide_input" ] @@ -426,7 +620,7 @@ "" ] }, - "execution_count": 13, + "execution_count": 45, "metadata": {}, "output_type": "execute_result" } @@ -438,16 +632,26 @@ { "cell_type": "markdown", "id": "fe00c3ac", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "And again, you also get access to the underlying Matplotlib objects like axis:" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 46, "id": "64cf4507", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-output" ] @@ -456,7 +660,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "54f86595ef8d49b7874c00dc706ae185", + "model_id": "53177558796b4cf692bc1a7b70d18135", "version_major": 2, "version_minor": 0 }, @@ -464,8 +668,9 @@ "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 46, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -475,9 +680,13 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 47, "id": "a677f180-6243-49f3-8c55-7e92422aae0e", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide_input" ] @@ -492,7 +701,7 @@ "" ] }, - "execution_count": 15, + "execution_count": 47, "metadata": {}, "output_type": "execute_result" } @@ -504,7 +713,13 @@ { "cell_type": "markdown", "id": "010148f7", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Adding a time-stamp\n", "\n", @@ -513,16 +728,61 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "id": "03407c4d", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-output" ] }, - "outputs": [], + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3cfd6af1fd5a4880aa22ecc244cffb21", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f4ed9b13f4f045fe9800bb3be5ab802d", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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UWeri4pM+0WKaF5q3KGA6VLfGOKGjDKXjscJHy0zrMCRGJk6Y12c999n9M6Zm1/pF2uFBX4z6tYWqpe9nmkwX+3TecpBIQbI4qa2pa1fIdpsulq4Cz6xBzaDuifLm+sGpIJLUfWaaed0o27rmvW9m287rhkmYfTxtyE48giZEZiDbU9tgi8FHkixjqVZGJjZW6eboyNYOGdvsnG32nIg3zz0t5Agv6pyZ7ZhpcZKzt9i3tqwmZ0sgIKiDOpEmorQrs7SjQSLcb+YtqrpzkDpXSkpxEpy9xpOfHQmGUDxeqHQLYz5Amg+6baNvMC9lJrlX1xtNcpPtTdtSwAwhzMiaon+A9NeFwRPnEmVImrKUN9rq8FZ+T/419Y3fy0UMKPoijDktW+6H0sA0MUOypJVnMkMW7XJDCwVrnS2ixMQXbsHmU4aJnRTcKbzPSqCY2mu8iO809EXPjwwkamlYNMEje9fxuvQ54LJeTLWVTYtzpbZVmcaFPZesGWZsGC4bF3tPkjkzUrbNte/0LmyUJZSYYAjqcg6SCdAJr4DYIsUNR11UwAQnzjQYzaW9a3Pz6hwgMWlYiBTOMI1nYRqu4ZplSwW7VqmQYcj/msJteVXSjfzA+BK9fs2e5Ryhn67BKOpnkL91BebsFZGuNlBbIQU0GuGwLkejz0YawsDMOBLn72D2sib4JomJyqr222kd4waVFJl/cGlh6VnaDMBnO+1Yi993fkutquOkuZpSMur+nzOVxoSyFAwp1y5IY6TzBsBw3OBJm9PJMBvTrnwiTjZrtjaFtNguCJ4uZfMYh7vBqqiOuMJ0RRbbW9WbJ7EfPVllZGEuNQ1s4Bh+WrIJMPPnZBvallyQ5A72jtJiUjAMKmOTUTI4PFbpJ88ymhsJMvIq2cbF7Nuwp5zpoPsA9tjz2GSzi8Zr3YjeLCnVliwKRwi9/n1Mt85hZG54XnAOnfx9JvMg37W2aUkvqun6JQ6a/h4lDkVpnDRDYLYmY5B9uN8A1q3YTM9tWFFsHcjMt3l8cOHvUlPYRVvSGJsxtsFAy1aaIsF8seYiJlnqTwxHMa3OseD76LMajGTXItFrgD89m/pljfqbssmbHPajjVtDuFbpyGbalsvXFDSx4MkL0kOLCAtV+iuOVWsdUhXHe16kOMC0kkSxydaOB8Z0dkpuzKDJS5NJW4BBq5lZ9Ceo5D5sNAMNUMDWBpIQBSDvWjDWA0TimsFe3hlzzo/GcPm+VdOxFI4CjgHGhTSJWkdpI+/VEqiXKLlyM1rdvByRZgzkcyM7GdIHMwuOtU6gNaWrYxvbBxXieJ4M9KGJXlGXPMCuLqISypPeNw4S0ayPIirBjoSqwJisIGp6iKIeCLHYMChRqljcnNSLMB8DwCZxVGUdYeYBD2L0ygTpu9lWZBTDxcjTj7xvJwkEQDVC+lsLV2WbNUA+VboibU22KVVaPch+rWnPY1WVsYmdueWFbvQrAK901X2Ttgpg9gxW08uDPWk2l65UHXyRXG4C47YDjjIgqvJjE+w7E+23ur0FHzdWW5Ht2zgh+ncNg40Acowf1yRf2POUMU0FwxsyMeCQBO3HhCZ55b3vvze7yIljmK3zdrZJOXMAaaFw4SzDKZEQE/UpbPGWGoxbZkC4/s1LX4z9bPRsOGHDeJYHuZUsjaslTOuWmSx647IyPEOG3wND6u9xERgtC6A1wdNnm5kWpbFdr5BRqKSVMllADLc2Qaqz8wGfMcQDrv9Um4jNnO3ehhZR/qz4u2swn4FgM0qAMBiJpEwYw4GfqfCXMSj/A2kdRUDeux3rIlNOE6GY58HmSe9RZEHmTTDMuIEwFyPoSProw2XQmSEtRc2Bs2I3Rc/8GECqjb1d67CC99SR8J3ZtQz3qN0TC6h2yU52kxG2kObnl23G5iIvWFICsdXUdPeWDuHMUloxVre7k/tO6EKXAeyxo0MGIs1Bytu4Xfn5yIuSxseZFU3h0HIlYM4/mLC5KmlZSta1oVZuK529ejvJDySYQgeIgOJU0FIe7raKyk8KJ84rJE67eSZxxFc+X/P9+bNNBoeiDGzXFoNef6Z/d/p8Erhm5gW2bpgvIap+K+8Thhwj/Q7+ULUsny3++3n1KWFD+AnIHCwZwx1PFRxnpmqK3Ndki29ZSjl7MUN1JrVloc2XG42tnx9LTxP7eNTv9Vk8JzweojHGpfH1LRHNDv69QVvFHAO2Zg9QW2JV1eG9dBPDJhV4oBu4gqTaWFrWjO2ubq9YM1xxc54p4D3OakFXe28ua4I4wMz0vY+dF/F1hjeAB2qK0sAXCKzQQPRcw2IzfGMaQz3yeI/W14xlVmLK2QNavY/sQW8lUypNJOF5IUYTC8jmSKsP9Y7Df0WrMNJAzKjfGdGUXZQ8XfUmj+djuj0m4X0TUgVgpdud4rCicC6y4X6sQ2mi53g9xJHrM9g8rFxMtCHbO/+ebWFkiSXNhQMLg39z+1v8RKqZlLdhRFjGwTy8yMOCV+fGsGAnHNjMUaeGK5sE6GtBznyq5cWS3e7GF2QX2/u3nLqmnpIrIU3YWJaW/N3mXugaD4IkKTiiQqx1kHvMYyNzQL/T0NbciwohSVQ94aCmUh7wuW3y0kQUZx+TcxFRCW0uqTlohT7/jNuG454elX66RSR7xiyRgj3bw1ATjlppc06R2OLs0KX3eNzWAeGCZcdTP9zzY3BAP9OF6a6n76mqHFagLaAKJRoowmt6TfIqm2znPajRqi4YkJnEmDvDDJq/OOspCA9Ycc6sIFzMmn5/5fHTovHnbMx3OOqczLI4j4HJKtUZozVYxlSzOBrGMNkEMLVMdn0RvQnO6eCYGyiSMdScMpyUErZ7X4kt9VFoofc4p1hpVOaVz1VYsAng6LHfc19c6toDnQUtGUfQwdxLxOII4zpvuhaY1xakambMxg+qMuaikxbUM5ojoUe2gUli66qPtnNlLNQ+ZnOHN4UVzhuNazTyY7Mwpo1PZG5S6RXaCmgISP2JDqN8bsVdmZHZQVt89MWZEDQH/H6XUUbfFYdjEX3HkJWTY0kUAxoMmk8YVbERTwzJDoID2KPagx1nUhD5gLCgYo3eM+d/Hkccel6RUmeyAywZ+LSk1cNGKH+uikL4lZ12L3ps0D2T7rV39OQ5Q+xxHctL+T3uNK01GjNDPhC00ANqDOVGgQWhdza7H06imu0s/7xJRlixtMm+e4DTSuN2giD97EbHoNKRSlWHPAAeCB56CAB8BDoBShWqE0G2U6ESO2JQBC9O1bsB2WHbrhr0HZWotvsa64ulztVoZQ87jtHix4DvZdhH/xWNJqYoVtXlvsdm4/AAxyY3v6CskcBwz1YUJeR+xnfYFulAFwuOmXhkXiFnFoWbVqSEjFwkXr4IkZwJgTlUzbBKWTc/0SBvTGCMwQgrnalImLdvGy+xgpOVbcjGS+7OLyJVwfq8QYzsDGuEhRlotPrmOI5UDM52TM912oZr6LBd5mxjGiPCOrNXTYy1sEYgD93eyWNQt3ktknbsIFgu3KrPKUySNH6DvpM0B+OYDNPZ+6lkzgBI7LtIfYJhihpJsAnlhAqI/UcGf2HfEFySCAoeuw16U6jvGchlYY7BOY6pRXqvGXZJk17fm1O1xfSZwvw1p2rm66otLLxKG7GlvdH6XINFyE5dhclcsjTMhMr7YPxicvZdDR6SMXVaBgC6xp2bM8bv5e+Uike0Myaqz1dTySEG3OjzEIxpDbqIOYOBkJzA4LmaV76p+VpntMnAc4qZMXxMpI00sHTUdiTG7lc2fU4M5+lsymd3MExuDts2XKukutXhEX1u3voQSwzq9leH0VJmlKXJxeSISDe1GSnKY1on7jKs0DlybuhKmqEjhozvZNOGnu9wUHmW1XyKJsdKW2yTd1yxN4LadMwSVmlyIuoeaPFcURdcSzFXnSCbZRGVT88deKVz0VHn3fuB52dMNBAaj7VtBFWEYAvmBKqYaq25RAeix0FxHZs16adiwwzt1NvmFgovxpmYwx1U+gDJNbIpxIgEL15tRFPWPmRCLVtxndI6VqtFp+/afPaLGrAZH/PExxIejbcPzGhtsuqHTnrJqAXOeOQzZy+KKtNVWzgLaqwjQ0Zs+001lWP0efMhSZdAexcWLSMRDj6pDHg0kezYYfo8Sr2INHQ8+QiMWF7rQ4s1e/JBQmiDbq3lcS4iZ9rUXKo4yP7a2nj6Z8l539y20vCuPjx8z9ctjYnnad28iA4DUdb5llrg6m3y/h1TPRWG5H50ZBJIK95j1wYDn9LP2DP09jQMSJ7Z6Gfck2hypol+H22+92YvP8gcit8HVCF/nxcQm1rTiiNzhDzuul+9RnsXTDd6TyzgMMc+KY20iFqspGIoK+aofRma7nUZ+yBh4yplj/3IQCrRWqOmvoH+CPQA2Dt0NXP2z1hjApu8UHwfKBhi7vS8yAd4s1TMytEXGCp7y/qsvEB50bjKFMG+VGYvUICK45c/J698zeM28mIqFlh8NmubEJGJVdjilm3+o7aIpLXmgR6zWSJnh2t5ENXxmdcgkTTrqCJlc7Rjy4xJ18WJshIumoBLUYlBPh8L04Poj3/XJITise45W5CKAS0gaeBMHel3KSVq7zhCNzWWSBERqaaQmXPYWPjPcM3ItJV3c3JIWgRsk+rC2oqFp/cWSEVNA4d7W2Cz/MjJxDSp2DhxLmmBWozskJg3RluRIikKawQHwXeAIhwkVQpTQ74fhKZhjbYv0VU0qfzbSdEmwxhLwD43sgWD6i8Y0t1PGB7Swkn7nvL1Lpm6Rm8cM17QtQXHatGcRlogdCiW2ahqtpC3jA55V2nwMwqJJ++1zWndkcVCzxtCWl2bnYD0EnNeaLAnUUuWOUzMBmhHEzO7jBd+sXxm39fyKqHbWbMENLMgOg/EsF6dpwFxHmtcncdMiBpdFbB/WBunRgHYokhto8/gmYdawipRLGJr+vmx8GuAWfx3AtORytVr5iNmhkI+usfepCmXxYnqvUKTKy3dl9rPJC7RyQugBQ1M7thGL1VoJcMEQCbastO1E2uAhezFeaJme54MhBJrh5fmDg8GHtM5iQt/j7rpUZFuhtWZF9s4gLjcY6799ZOa7bvNV+1174v2VJIq/I4pLpba/WHio+1bxYSVIRXEZkdjofmMTh6/Wxddl00m14IG9ZKU0QnQfG7pxA7A7aWPpk5bX8ky+adAOu8lqHHtSKgypuU/ZjDqr7BCznQu6kACPs4co0suxOZeSdAN3Vs0NUk48rHZQlRJq6fklsWxGso5LD37TJMiF14d5UHP0sGSFDqixTlfOCJhG/97H1EMivczXSHAYQstvMfGM5yOdryxuReaeO5zvE6TUPSdfeMcrVBemlaoSoizzQPUQYV6yIMiAoEAjYHPYcIYt7Q631pLMjozjjFzCprio0VNHNe3PCjpXY09I/edfsqCmzVN7pgjKM+eWW2RTWWNjmiO1T04hzTTCnun4quuWOmClCCz0HcsPUE4q0tFq/eFx+p4Ujf9bn83srhzbaG8uJry3vC+AZCjUPK1bVa70S5qigfkz7PkLPDCLjKEMMMxL5OkA4vx4SwPtkmuKKkdvQSP1HYrAhVVR+YCRHqtDSw9C8iOD0kTXeGKww1o7CQzwKvoZNtuuZipSA7DBp0nW2tHpFS077iRxtL5qeG66XOWZEw3STZOEGFmNMeLNCmbMr2XokZDzIcN5sez7jzWP1MwjDJbxUFwhr11AI5BLWQW49IPgjuC4VyE55D/ZqniFwADxdxK9Redo0SDTFDf+6wojfubJN5I8lFlN660i/y3O34EAchnGyzY7IyLTmhcJCXDLWIbHsMnta+arVXDfqM/AWRJt5aSPX3PTEveOyMEfeCXB4RjWWO2E3zwXZuzmwo8j64jBpirjORfyi1FbnjyRfVGKeA88GyLaCeVMQfDy8rVGSW3eecBh/NFURugO6GnHAAcxDTZMGGhd0tztlxjESh0Yf844oIS2tQZctc09extdx/v5wnOpsJXYDUu13Go1MZOobItBzLY3LJDnYiBdRxrjBe2ajhfooLC5NMhKs9iqIfV9QzYhi43sJF5ObcwMAAQbCQAFpYC4OPAajtttgnNvWPNz2DVangn01fDIPVznTzF8Loe6HYAOoxoMeEA4FpeOmNcIYy5+b4yDQiOWO8XuzJdrv6bx7YuCCp47apjku2y9I4oII7sqeobDJebc7RsEXTw9eGjmu+IVqdtG1SzkVjlI1T8A4B1Q2ugcWyiVhxjFtcQHqeqNdblLiaLiDOIhyGjpixUTx6t2mhpQo9I5Th45Dl7z1+Zt4FtAe4aoG0AnGBsd0jT06e/OwDrNVLJWW1b/ql9VSaPuYRr+FmUi86/J1ojtBZ+Z3vUjhUBOYvSjtVxInvfC5YAaXUIdnz6MXeNVcxjVe4gP+cUbbnuVM2WloXVZnsDbgCrK3ENe7SLqrRHWnh2si+ouDtts5jles7y9jSRRFk4q7vJA9pHNZUWSqqi21CVt8ar2w4YW/m8HYCd1obYpc8OKtFOALQybio5ta/elo5OhCte75hHpJHDUpU50mQlOz99ZuaHOWHBZFn1GVvdnrN5IwhPNUStdeEn9IQJcUhXYDKnMDhFPcpiacGRVh9iwIbW16mpRAbWLGF4h2FB5BpWm35XALv0e0gucPAR/HfZc5aJWiqSUgxtJzE4T1RpMZxMIlBWV1K87t0J8saeHbA/BXY9sGuAPe3yWxegP8hDN4zL5DBOt/Wjk8hYtIsdFBU97Qgr5V8NKXHoxYZ4eGfekbjZ+OWFrO/nTK7oZUtzubb0DulTUUXjvWHHDklpsuDrxdFJRHMrvdXiBFig9OQqMI+2ePJWjOOqhLTvaswuTGcwRoQhFolYLEkd26b/BUFlIX3v+iNq/NAg3XUC7E4woQd2I8ZuBNoTDN01cF8feiKMf5KkvRx8NIHj39kWM+yWJq3YIHYapclm0mvualEnHZvg+VOrVbOzcShO/gr0qPRj58+eq2bURo7UkRahOPcu/87k6HAKUliNczx+oyLpjHF0sJ1tg2yjqEox+CSu6vxc17mlvKa60/Ao7EQTq9fbvh2WVOLcHBpMaAG0wI0dxnYE+jFja7sNONxL36NNL17ILgUKFaab1LRlmIjschurI+FDvVc3+7nWUCXkivNRjFc59tkkqHweaaGx9s7KZtJvAFK0Jtq0/NzYluB98+rWTmW1rWJ2w9RRxIY7wrYpM3etQ9JR59AQM8c6QrnjujgqkqHP75qB6gH2ub+NMCqrwJO0VcIWYY8RPYa+T5ISAJZrTPsNKQZ7hRELpnUGcI2pz7TxAsuqOduIWX1ro/FUjNJQgDwWTqMcG1dtaposG2aSZkWysr4TYnJQZGwOUTKsycFxphS17FBKf7kKh5l1m59jXggr0Ooh7bmJq95VuFmzj2vOTVC5SrCz+4QoTWcqvHoFkvX55AiUEEfqsDlEBm7L30qPxs0ZDNb71fGxd19n0L5rMLYNhrbH2PXAWXJ2pnXBuNsjeeWnmNcZ6Aagn2GFXAsJFzBD7gNQjqWrE5nNjfSdhkhpzOh+7csMYLgExn6TLdKAbXGooimRwYKKdT5D5X7KPHJaYYElrbDELRAWYtyWCchMmDGkUtRvJkGtRceCO4PKdQDs3Bf5k52kga4p7ovNPHEQM+TTCywZGJSRjiwdCtW0thi7E6DtMdw4BfoOuN0CtxtMIlknNBivGuC+qPuul0W0OhrmhSIvMXOqz5KHG9MzYPOpfmG/TPVea2lxTMz4NRiG76vlh0rpa96bzWiMNYGNnC0tdMz8Ny8gFShcarsDWiusZBuYvBrRB3PSQA2AHQCbhPTCuJp8fNh52CYFtnLQzQbN77H7lrBaucNRWmlGuiyymTOcbIWfJPrGHYbbPXDWJIZ8tAduq82ZGHG66DCjxXQAgJOEbao5oGC/7tZUu7yjsY5mCPeZ1Rr3PS54WrRV1KRTbYQMJgQVn1IDE81zIVTIRuYTKAx58VphDlLb+sPPi60vF0hrNXXiBWycqkTpG+CSDem4sjLhQ1ihs12jz9fn0slV3ImIiXKIqoq5ZSDXrnFRoKz+MtAdTIO+xdg1GHZNYsizJknIRxvgtryr69Pzr6ZEVNsDhwU45L1F09qQjRYmozhUNEsJjunb6buKpQaGNI2mwH/lxFhT2W4MI5yW6RliimBPjFnZBaDXWXnAY9gy25J0/6ABBpXGclkuBRgjLyxBHRxAXqWu+Igv0hnWXkXSinQOxnY0qmR7dJgOClNp41QxNgnYpnU4qgz04OhogfEEc3eSvdfTxJi41QHdLjHBxZVQpdGeXsJyJ0AX6VJakRmyI6ZaiMlk8iazq1U6I4cy10r6X8VUyoxBTtYx04odJ2JK3jfutwhXdpM63FOfk8wov69ncw5oej8dLNtpKUDzUIWR1nxY5azVwGqhQqCOKXawfMUozvPgp1U+xPAVAcIZJgG8tAGGhZjpiM3pCnNy0wJXfZPV0nqSj43GNYA22Yq3e+DWANw+BdYe6FoMLQBcYl47ADuMWKBbgwsIhlU18ndWNaKyGK3Q/4p8wACpTzOlCoeK9gE577hUm24/d8iFNfotZLq5UHBhgrE9H1W6Xq909Y2zk83j13sBtLikl+kAkSpgD7y0JQlmqGJqrB7zZ+ZAxQGMzlMXJJ05AKABk2arL13v6nnHibcFFpnlgKm7trzH8fYI3L6J6fYpxtunwGUPXGwJx1waDGhhKhYNsLaeqCWOXcX5o34ZE3VU/P4ySEXCPUuYa8sLrdsqErXeZicF/Xuyqt3MTk3OC9W4XL0Nr+YdO825f/75MwsX4YGTgsKAMyqnp3SyyqDqaQqXyJgXkA8dJ0KTpmswnCKr/5jqFSQir8YB+fkjG+FKN7VB6z9GxuvDwPQbcKaD3QI4wYQTzH2DqdsBp2NiyGePSWpafcY+S1ylqRMmdRGkdL0zHajFz1PCcJPDhSvcfLg+Im8vyQtwyyYTgOEMZFYp3hwaR3xY89jnNC/MG5Lvqeca8T6d6IXz3NkzgoTWa9qSSAXJkbnXwQkeY5olg2dWxjWjNz9HCUwrKHvw85I8bz4IisNuqaxeNoSVVs1nrCasAsTovEK3vN2z8DBPktTrGgC7ZDuiTypdVOewNsDaW4GDERPQjph2vYQm0zvHlff4VJwvHZdAsztRV8ZhcBL0vTSTYqlfbProWOt1VZsQMC/c23t1tIVtTxA/uKAHUB76ys82U8eXSwx7dDb7yXsm7Gd0+WP4L15rzyERrpJYO6L2qnrCaxb/DzTOa03tHwe58IQ2Qa3wdVkVj+iBpQcuWkxPAeOpYHIXDfBUI5lrCTwf0cMk4Qqo8sl9yC2pyYr3zZXMaFHOar6w1lmY+cpD4Eunk/8mE4m9ZYWPxJ9wgiF61iwFXSKx2pkbnI2JSjRNJW2U/vJ3ay+MHpHDzzyDOuB5QTauGYTnUijBAy5XHkm0iPTbll35ufqdgMkg96tbpYLacbOo3MGkRGbIsWsSQ66U6bK2wOVJGugnG2jkBxfy9wWAJUnTCT14bXNFN+5zXnz0e+y/836JGVlTyX1TBbd1WeQmBBr3uWmLCGL3JfMAZMevWWDZXCjNnWDUBr3575juwUlsT4f2s80eZ/mlC/FVgNEBafXPYYDKzmUpyXUprantwhKOF8mqhrvQo8kPTCtQYJ0zTXzGVfXh2p+UGznp7+0JsE+MOl82GC4APJRUNy6S9MTFAlxumCYA+0boOgFLZ53EWbE4GYcBm0WZ+BADK4kYyinm402iCaNjAz+eC49fY4xupQ6BglGcyabjROOoMN7QCX36DCd16w7NwMnH3KpOFQQSeqgBpk087WxLeq/RD1TqvHzPK14z0dm+0e2yEXQl4mfFtFiFRfFvp6DpPnJRqWQOZDB8K0F23qF4BugBpNMiartvkqOyqtQ7YGgX4GLDsG4YT3sM6yPA1Qase8wHYNgD5+9JBxbMfStq+FoOVIXRYuC9HHI/aJYU51euOXF3IC2UmIqcupUkvUMr2CzYxPOnTCj3jC3DUWavU4vhTDRydJ8KlFwzfl5p4xy25PAaHCXXHsmg9+/I17jYt0ULVr6oKdVjfKCDY0gSslpfeaM74ApEOaKb/JzQCXtXl58J5AKckzlAWTLrGTY5ckTPVCyOr8WBTIgG4yUSI6zI9YbU7jycYIYkPHRBQ2hYU59tTBgb9zNBbDOp+qFPWPEQj1+O4wIkEPqKngWSbCt5wOQEunrnikbQ5zbPjCEHumegkkqnaj58XNG4sbWzJk47KZZX4tz5F6qTYIy55COD69tipRFckO0jkRJxQoO3rwCrSeUaJmqTJs/sISeTJRpdBrpFpU7EngSAE/N+hw7Abofx0GNAj/GwYVwWDP19Y4wZTVrSbuElT36UybPIzBFGyudBbo5RAHi7s5fAxrEAxkqS1lQpj1Wib5ZxyXMWx7NEYvJiPmIryt/sfLnUPaVfUBoAPstJG2UvJUdH1E32TIlZnLdFL3aGsUSAONsjrJw5/PREN9Wk1YhhYdHiBL5TUxUM57ME9d3hoIAOsC2zBtS3QNtI+ZMOI07xXIy4MwHjYZ/ehw3nhA2O6DGtDaYFGNEC3bVXlfCLbgg/XeMJFydlENqr0JczUSDnAzV1xmSMtiKxrA65fdIY7crMqdVB+XIj3+bNEIYNjS6IGZDptjCjDVR1J5sn0nlz/JmqDDaAESQhGdzO+ZBnKsJf20E5gk6rOJpnqc8iJABKW7huvca4HpBCih2SN94DGDF0pxixw3PbER+AG3h/3MSAHjM2PCmA8bnkX85owHmp9k6Nklz515ZlUdTuzmNjfWMQPqp/9ebXzDgZmgp9DaiGW7DC3KNqsS7Pq82bZD1pPdGJYSqlW5hPTYTiIC4Qns338R9rk5J8h5DdzG1gKRRgA6fWe3Jw1OtDBstjGLBa8dYNJKfKpc8nuW+mwXP3K+xQ2KU1z7BmZpwA2GHYJUl5Bw3uoMdzz27ihevDuLM0OD9MwHqF8/2Gc2w4byVKwjYkAIue0DjMBPPkcSyPeXF4IyMb1ndyVMDMJjispcpVukgta8YwHgGI5+9qkBcAyTBSMyE4XdGEkVaDoAAG2Gp22hk8s/I1JpJzEucc49HQFSyToQdiMmOsXjWlGjuJqfyBUlHKBVrOZJDV8zVpSYNq+Y6pjTgBlla2MaT9NiMgOxYTGjC2PUbcwHh2I6nmA3Bn32IUW3xsE6OMy2LSsahS1um7QZ6tLLqwhyVpEIJdtH9AZtTaXBGTmoPhNBpKVQ/PmE46xv37NSgPaauF0uTi8Q4ZEJoQNGmtdY1uHMvER6KrA2BZRdQ4RZ6dmVP6DI1kGYOcjxwB0PrpxlBxMtiJQVTxJBl5g3ynURwvNcdO9m6jtZKFQFoUJml3DXDoMa09nsYOWE4wrT2mg17f5BCjwjw4VLebzhVNpOB+uq4xUHvmfABlHpKK+SwgHwhwz3Wh1mC6RNu0kqmUW77P+RB6H5t2jmfovW7zYaCFhJRK/BZnyIU0tVOcN8lhvr7xIp+ws/fWPE7JtmmWCilvsoFFULixk6UdMMNbYtTdCZ1HrSaJXO/s4hNMaDGuglF2JzRoDSB25YwdzgGcL8AvLRsuDsC0P+DX2g1PHxYAm+zl3jB1By+peExjtYoYedGFGSUjMTLDLsqYRWEDfp+b0wDNFMkrkofAH3b++7TXhiqLcOKO0tmX0FAJnAeGVFuX6G/NCXEqT37Wyn1omEuiLCPgAu6uvnVgJJt0ti210+zp2XdbvkcTmjoAayteuOJZIYTf8Ui0SIWpTpDyJNNzkoOj772W/qWFN689ZpwAu2SUn2PCjBHDusO8W/Hk/oDzFpimhD1O3ZbeY2aAzszmT3hARY1yrJo3jBFO6MwB5+yQ1ImqNr4HAE4bqWSx5TlYSF27Z4Yam9GpkZ9DtJP7rAGMgZW+VRcSnf0ehc8KtGUpaFQ7lFdIeojVP3fNM5PiizlUFhovhE697kSYY9yFK5/l7b1jv0ugNHUo0a9Mqg6XMqY+9yDvTZ9N6w7AHmPPzlWSojM2nK8bpm4BugPO1wXn2IBDNujHVRwAldIR5D6SVOImLdYdEhsxFxJ4QL3JgiGDM6fmzpqdRabLkiwo/9JMgAV5njq4RRGzf1SLutOOY9KOvr8IJGQzplXurXpChQfHoneDHV0cRTSrHHtGHgiP2ZF9FkDz1IQhlx5l+meLVDZFJeA1IFsT0v5t/UzpSqX8Ukv3mP2n9i32AJLTMu43TLtku07rAqDBucBBWPeY1i2nhHWH/B7GV5VBKyC6937hvgPgmMQ1jopFTxdBYsnYe6FA3jvT1dHfPSEYBNkpzYWQIfiPG5eucffFsCh5+1nvFVGb1JmCowuVDMPJ8vdq95Xwi3rqg/OmG2DtBXgGppUnuEUakTFdt5xUIhvCeCT1E2Pq30tg9oWckbb0WrsD0C6YsAD7Bee7ZD9qVCQNooqQRTZ5EfPrIlPb0T0/2O80JkULhyeZquvEpuS4tTpJPOZkU5vNbA6p9/jzO+XnJSEl6ggrpl2J6NQhKNGWa2buBy5CmdfWbQbDA1bvSp4fPywC6/YcGhw+9cHKtehnwmjYpetWoU6M76E/AXCKcRkxQRg3DpTEq9MM8TEgKkUbjN1egHe1L7W3ykBkl7bXwG4B9gcAC+b9HhMmYLdh7CZ7T2LIBcAhq7/lAJeAzGMVx8kOkWrcohkkVOiynPSA+y45RiZxKKqjUikf2tl4R0RNC/HclS6zWwMv2POBtIvVKluwHZvVro9EeTVfhYE6DX36d7a1bJ8cBZGOwX/nCc62oKlrdVo6WKWKsdOMbC3d3NlEjMocS08M3CSG7E6RYmc9xkUe1ikDLenkCh2cTr1hJCnT7vM1hwYptKIDQExofT+R7xPDzbspvXu/YD7cS/x8lhhzwh7zQVX9YqHaomloVJjHVJjDUZEdAXdzk+07AK6GuNp3i2euGibr1S2pZF3cMYUt0K+pa64pvqyNFl0uIptx2JjfoOc2jWrv0ti1dmB7hIVsIHzc2q1Q/gnQ6Q75MzOwJWo0OLhHCkT1vTBkD3RSJgUNJpwC3Q2kad0B3ZhCfSYlk/OB7lp4bI/xTAdpD5yu6bplwjTdA/aqZgOMsoBs0/TBhCuRilcJIro/AYcN834DcA8z5sSYxsQbtCygOzxA3pNCpCWmCCRJMS98mrB8Xt2UF50ldcz0ucqkDEPVGFMZckPGcuEw6JQeyI6kmgT8HKlGYul2W5bEi44NjEaPbVdOxe3oFNuB0r3cQBTwDshj3iy0ZAOj5VKUaJYeSwP0HVKsWbcfdEgM1wE4FckozIkbSFUAeqC7gaG9CVuJOwCXSb2i3YAbG9AegP4a89kG3NownF0lKXZ5PwnJiw24uyW1fLhOA2abqXpM3YaxWzAfJgy4D3Q3gXYBcB+4AWBVyXgfE+5jhjA9Eh1Td8gMGT1pg8pqEE7IgFINVbPTOHuIbXWKOed5ku8viZ6uSUUWQnHX3KJXHPpCzbLCev5b3y3f8b52a42dtjYW2gFoz7sNd5yd4zuRRTSLemW8xkMZliOZGdy8676RNKgWtqkfPdD2mDACB2FG3MBoG/1vI3HDTQwYE5PuRP10kGNNtsR47QL0C6bbC4bHDsCjE9D1GDBhXjeMFxOm08TsuAvg/iFLAQOzlcGE2TEBh7vp2S2QojUrsN4F9hfpe+yBNTGnHkHiJGUPTLpnumtKJ4EcvjkwiQeV9brNSTP9zhjCZQ6R1LxC6nsPEQjaR7VnSXrQganZgW0sMMHJvkqPLaoqWF5DEfS0t/Isy9atFgtf0csBt1KSVE2/Jygp2CDR21NHx2zB0yQF2x640QOtMOR9YcSDSscRaG8CuIXhcAtjewrsRstiGltgaIH5sADthBlXwNmC8faC6fYGPNYKbDWlmOxpSrJIOxQbYD1IHSDqn+77boXR1wukyeuBtsXUIpVowQXmw31gvUr/sIfZaasC8TRebnzod55IpYE1VgTZKezKqjY/q6FrVZXLTs3TnaToJSdvwjWSutGFCAzLUiwMIARHIO9xUB9hqAYxBS3pmtqa+X4bBwDtna45PmgsAe07LRIvBAuhOSWe76F/XZsGZxyBGyNwOgJnp0A3ApdJGmK9AeAGhsNNoL0hD7wJnN3A0I0Y2xsAdhiwYTzsMbQL5lPJwMFBAOwGOF2S03OmHZcTHO4yYJ2Yb1oPxBQN1KMecS/xGhbZHCadu79gPtwF1nuizleYLbqKSWC2lKguLSJqnvAmtm+T7EydSPOMlRZqTm2DgO8mXC997nugOxG0Qs0j0VBrOqw0Se9DeqkC61jMccx2rvzNCEHARFP/9T6ULWaJHQkoYNXzvu2B2tSABVUny6LaR27IILcVlD1yAEltIB39gRsj8Nht4NEbyYlZbwM4Ay5vAriJYX8jSc+dqvPk+IztiKFPOwjvLAeM7cElZpwLLROAYV0w311s4Kd1ks1eC3C1AlcHYL9hOhxkUtQTV6mRYZ/EkLvszR6mxJCY8vWL3rcBUg9Sm5bzY7U99jJG2GSf+OZLGbK0CRge0PhcBWNInWz9XXHfHpOk5I3MmIQyoFuy8xmcE27sqLjAiGNCreCrnwuP0A4Fe37FoweAFmMDHMJFpiaYIeWnDI4OtKrvAU1K0O2R4BzFIM2RkUIkjz4CvPDhxJh4CHjqZmLI/gaGQ58K3mMHdLdkT7Vm8yQJMPYH3OlXPIZNjOUFTy57oE/hQKwTpqcuMNy/B1zMSa1jwXx/D9zdp12I99e0WQ6AbYdwsfA90AIzluTt7/tUiW2fJCnWCcqUae+NHPp0pvmGWz7TsUdK7+J6jlJWBdDqajJ5NmY08YCTkDyxR49swUnaBNf1EpRoMK3kSOopFEkVpHfLOOs8ZiRAaGXzITJTMC0gdOs+dw6Nlom/0khDt/PtLW0j5QvV0FXsTABvM0h7cm4EdHVRIAPBGyFlxIwbQHsTw/N+I8bnP4LhsYeB9Wb6/MkxOT9tGuSxVTt0TEb0YcN02GNo9xiWa4zYcAcLRtwHDvfw8DphPmyYuwXzxT3g8mkA94BuAvr7MMl3eQ3BuokJDxlUhkI6OtnXmMUhmA/CZKtIl2XDhH16jqjt4vRbVlk0Aead80SqjeUiYvQ5P9NsRmrk3IyGH8u2326UBX4bw3qGtMgnzIs4PusBxqBOw0XIyYekrTQPmYAJ3pHNdK4isT675o3n96WEjB6Yd8Bw8N/PkUCQ+CZJyin4miKfkzV6oBuAbsDQ3sS8uwXcfo78uwWsj2C4UPuysQ5pMaU0UNcAJmBd5OCotMJn3AfW+5gu7+FpLJhaYGr3mHCJGfcA3Af6KUViIM7IsmGayOuGMpQMLk7kM1XpKimuYSGydROGFC/dohqbc04GHadoFlnZZWHwWDcTfDQyfRe89pxL2lBNyQaDpuXpdV0HnN0EcAPjPtnsaZ/7KYbuPVC8d16ETdjpsnf6ZBCv3isLrrhGnUAYZFhgliwpLRJgAQ5ftiNn+IQywaQ6NM8uH2uXvL5Uk2cHjcgM4wjgYeDyUeDqEQDPBtaHUgY4APQrBuyBZUr/cB/jYQHWe5j2Kcw3rxvOuwkQxpvaBeeHPc5xjXnaA4c90M7pu3UPLAvmQ2K+CVuSlutBwoHX3gPGNbAuYoOlNgJpr7e25UApc3KPcw7ZJovIBAPR8n2/5fsvKzsH4aWVs99dTF1ht+RQTugwYge0pxi7WxjaG0B3EyNGTGgwrBPmfXJyJlwBaDAukL43HvbpUQRXXDZZDe8sFuSxRnaz8F17pxcJtw+YlO7Ckxi0U9cyMGn1kKrRl6RHA+jkVIVTYHcD6G8D++dguPtcjHgYwHMwPDVivhI7bVkx44BhXTAe7mPCPUyYMOI+RlwB+wXTLl07YQ9gwow9JlxjPiyYDgKkY49pNwEHka5STi/lUCaJliCRLQ+qFDbIDJCkYNzhl89nTCGyiVWr9V/Nn9KzzI2YUe9hp6YL93SgmpKeaVNh0kZw2RZYB4w4xdApvHYDI25jaEeMh1HQisXmaJKkFF8fXea1suffScdug5WGOQIBKV+xU81SMkrNVv/PH26lylZwWVf3SsREqbDoBFLUpu0x4AaAhzBOzwGefBjDU88BcAvjRQNcLJgvJ2BRr3YS/O8ugAtMuJ+qnB32mA8TZkzCfIs4aUsO+U3izU7iVSLbfGlAxFNW1WSRB+RreiqcsBw8k3TXwuQMvCNPSGREs6c2G8N4AH22v1MShp0Oy3antsvwXKSQ7GAOYS8aSgtwjRjWEQPOcAc3cQc7AAec7w84P1zhHGS+LDJvuLZ+WEkeq+kUcEt1zAqpqBIw+x9m/gQQPbX8eZtra8sNHEFYagZptmUSUfJxl9W8iy2vSPt0dqfAchPDUzeAi1OMUt8RlwvGK/U+NIpygWl/F8C7Me/EacEV8gmyS5KCClpDGTO937DIVdVTYsTR9s/ooJN3CdYUAuWsDYBrDBC11glzn20YL0nKhqRZN+A62TFTpoOL5iRJJadXCDOy16onpJUxbB1zGevuRKCfXp52AyNOMeIUd3CKx9ZE0IgdZrSYseGcc0Frc76ShKwkhccwIbQPzg4O93baN+9IoQfasjSdEhePn1CpSCuAbSYhwJ0dvhzIU+8xHnYYn2qA7kSyhxZgTZ5sch62pKZxFxPeDZWUwP0kHc11Tsb5pDmNlH85u7xGzRqaAVwb0+p3iaHk79McENA+D10IgbFB3zcYK0cH+33RJE0XhYCyI2j2oyAe6vXnw+e9NB6QdowmZ1PNJp2HdJ7kiB2ggHk7ALvk5AC9OZL6b0Dwbh3CkncqzkCQbl6z5mJjcv0KLxE1/LzQ9o6oYWgMLSEjSXVRISuKmwYg16WJDAmydToZoBVIku2AoZNyyStw52pKJ0JetsBZWrXTOgGH+8B6F1MnEhJPQRkS+/uYDleJgfnM7atFjkZR5vC2VpaOyqgbLSjY7/nMavYkaQWL4xERickqgsh49D7m7Zr8rSdI6DNmKRhqkTFU7nPqXvspPzupkd6nKsTJvJIYPyRihhFAm87/wYZpf4UJE+ZV80FVcMRyK012cIgfZhojKwMZaaRSkLFEoL3DfJW8kxPQ+pShOcPzmGdlL9dBCrbFckif9ymkNeyvcGd3D8/FfYyHPtl9lw3OzzaMuI/5/tPA4V1A+y4ATwGHd2Na76YICvbAeoVZEh8cY2qYEEifL2H199cCstNCchENlpAbju3MPIqrGXap7yOpQcGIWctd91wCUCUR7Z8uymJv2YYHzCGz90v9omS/e8ac2xbjeoJJymCfo8EsaXnzYcI5rgRpSf+smAIthAm0gEKkxyWMWB1MbfFMpKD2awzZJQZuEziNDO5rtEDspRlNxYahSMPSFKIdyzWmq4T1jcsKnCYPGvu7eKy7hzvoMa8bngQwrRPmq4uUjYN3A4enMLcXSKr7XsLQBKe0/TXdNbBumJaD/8x1PuOe6NNojzqInRafkkJVHTHmUmEwVCRY1Vjnz7OdycUWavYXlhxXdllZRsMGb5/p94khp35I9YzQIB9i2mBAn35fW8xdj3M0OIeaOLwlZINlzGt/JcMQAKZLwPb8uBZoW0CHmZLWcszuFz6bBvr8dp6AYQ8U5gUAraXopASHINnA56xoelGyKa8wtXdxBw3G9dcwqoewbsDVfUz3L5DOK74PtPcA3E3Mqp44NPGBngsl2tuQPLBmQ8rrps6nlemAZHXS5ORWRRzYlrZ3SAvHwM2Xcq8C0Iwjsi1Lk1iAyNCubnl8oxaK9pjYlGoaAD2GVkO2Y1Lh7Yj50ACYBItULHYDFhFbqy7yTbY+sONbMZEibCU0zTUpqepcNxsGDc2ftS4BVFfrwtknNADV3XU8MVojMrXk9BwwrRMGXGAagWn/XzDgAue7HSYA8/37mA/vFtsmScXpMGFeEziOTjZmdXtgVUcibfwfFRAnqVTm80EWUHY0lG47yyZqAG72PK+O/eovpcIs7x0WZnJkSIcSV8wm41KFa/ZgzUYTtT6w7b7oxrcWOG2EGUdgPJXenGLshTHXDdNVg3nfAi0w4BrDqqZN7uvEdOrn1K+BrrUmJoYusgIlIObm+L3P0EqtHS6QYQsGNTsaXMYopfEB7zUDPWXCHDBgTfagEHKOJzEfWkzocb5rMeEKE+4DWDC3C6bDXlT1hBTGU3zvACzX0GoS/oCjrXj3FFWH9sM5aKVjA8Rygyyl+D2iPklamSe8UNJroI1tzVHrrLuFEdQ3z4kwbcJQebtxI159n6C3UcOJNwGMOcl4WTCvuqKuxVQQu42dNOYFUq3KC7lqHPct9JOleU2iiibIBQ+yVmrrxYbUnlFigt21JhFd3psearbcmhIahm4AuhbnhwlP4hx6ota8F8ZqF9uElaSlDtaKVH5uxrTkpIfRIBaCIJBDcFMMiXGrHAtsXmJIaphCXJfHJTPkiYc1nASp0RGldpwUhXqENstl1fdFRywXXpgEmxwOCZ8ETpGSZTYJPS0SCVtSOHblnZmRdp37EtYCYrZSea+GKl35cW2qJQBoxtIseaYJpwQyphQTfom4nMiptgHZb7rS474PLYMCpAygA/Br64Kh612FCQgTTodVpN+S7Jz+gGk9YFyuyYFJ75h73SEYnQCSnkYX0xQSU8n+U4k/AeJNiglTMLJET3qkLKIFGNYW83ook50B6OasWky8OIlXGxv/WhjAcFG9J539M6LHpLmS6DCvO+g2lGmfGT3ll+ruS3Ue5d+yhxVUUAjMFluGcmwrLjNhLCwA2NxHuMhS2UzAERYsKFY7dCTxRI2bOqYJzDFXIkSLsDP2tyRmUYfC0sAO+2z/rZ3EaBvbmcgxZXViknSkZ0MlDNkiPXJhe+vshmgrsg2YpZD2BSaFLJ7fC9Si36/AjBMMXfZuU2std3S41L0vWiJGjj0xaRQYcPFqsVD7sfyh9VOlp1SM6xsBzXtgv0vf7xr/E5vs5twwKGNK5pSPCPlX+t2MMqZu4cU+efu6cJKPQJDQcVjlxLGhy+dfz8SY3JytKdcMXSDI2iaJCo1EaYB5TTDEjBMMa5tPZTDPXdshMGh6nvPmeRHUmtIlAxePVLGmkxBVtErIDlBlogOWTo/ojWEHJexUGZK3RCiDNiRta7auJrZs9LlKx4rXz4zTnwBdJ2B5Dxx2QJtEjm1V1igTkOg5KPyz2X50NyYO5G5MrXIJlvy90gofBTQGJwnPraLuhyXNVesPY0eVky3GK8bwKKcYeG9d7g/VDlJMNzsAY99gXlKkJ3YudUgycIBsVsQJCSelAnAx5vz3llW1RCK4HPaAHGdWJtDiCQaZtIr5KSYnXq+TlqpCpcPrAvSTaMaD2V9cXS63rWoy6dhZ45yEGsIgUmzASdpOIjBQCi8uyfPebYRH6y5LpinuMYIJIZPmZJrMQqNL3A0gee6bPs8LP/5ekzvadCMd40YDobrf6fxOGFOPIGGvs6aibPXrhMqASAdHeKmc7Dnv1fmN/aRqGJbhn7WmMXieXBBjAhShkd/XZGKM3Yip5QlkpmwA7JKT0W0ArjB299M+IAATWgy4TjCJjkMP7wAcccxSZY0NvtKd5jzq+yWrx+A6zRAaZUBameUJ4ypbhHXhsBMDoY2xXk42uVwIu83jpxCPMZcKtiOJGiABVWq7JOxajdwMNSm5ljbBWIjv6Llph+KLG8Ex+fSB6IGGz2tqetlIpYmHR5OdvbroAJG3RwMHQGrdNFkK9mI32h6jBqPmHXa92W8TelGVSU3isE9bh7EBpxuA64Qj9ik/c15WAsAfAKEULU1k0lLKiC1GoQ2SrjYgqfFxJ1tL+rTnJklrPeaPGbK2GLLUGxaYVsq2byPoxuYiZNUAQDxKMRSumDux60POQqh57ldBfpFsUuLojqp0wA+oGuK92CFLXDHJgB8XgW7UeD8q5Ug1QGGpDezxaVKDG+SF8xY9zGKJI9Ge0rKDIAa1RNiUxW1SaKcqUhyLAzCuCwa04kRseVI6ADjUozcFE2aNM5G61/I6E05yeLdPp1oM0ASMHca2S+gG7R+fIZppv6XSMyx84uKQZmOl482MSTbqaChB4/gFdB2AfPhp0UhIAMCqpQDVRmNGYylH3nna7ZaZyIBm9azErtSYuQeRKR6tbdlyultHqpppUWm4ZgnJEQRrHFMNnuQgkjphpBkmSRMsXnUv24B1rcre9ak7TftculH2o4/A2c10SL1GSi62tFuyPWA4TJj3WlzrYI5GoiP0r2Zn8l5uRQZEGtl49upIKckNxt0OQ7eTYsKbODSU1bSTz0Q65cx5epYsChMCSiuQo0vR4VH7cEUKTxJYbvOwgkB3bSo9fWvnvo5NGpof4poAnUPds/pV9QiXZWKf2XWpFTv/lMjCztHPYRNlRrc5D6GtW1659P2IRpwRkYIankOLue8lgaEBug5j1wrz9qlSR3cLuHUD49lN4PQG8OgIPHYTQ98DT23AkxuG9d3AsqbeHaaEBS5Xvh8VSa9jk1EC+o5hr8C8U5ck1dw2GHaCCLTpWaNtIW5gOaiShDGw2mScVHDFWUr5Deb0wPMCITBFZtCK0sZ0WGXjrtfGWqQ1XJLUSBbD2dNLXE5eb9U2amywj3mUE8qV4SRXDOe5KMaWt2bYCm8QM7hVNQ9EP9aQ69gh5XSubYZTMCBt2u8xnInduO8x7m4B7SNAfwu4fYrhsRF43g3geSNw1gJPHjB0C/DUPWBpMK+CGULyHBexA10x2NzH5MUGFIShFGXImtcNgJ0e2V0vR/G1KXKmgY49kKE22SLM26lRwj6x2ULXYIDxTQ0qQkFzZljP7AwltTkTJHWaS24wt2uQ3XtVWz7nOUo23Q67Ek7YN77oqn5u5kBTSueiw7EsSPT4oypEZuBVFo1ImKmHeeQDeqA/hVZ9m/fJbhx3N4HuBtA/DHSPYLg1Ao+dYnzhCDyvF4hqAp4C0O0w9SeiCTcpca00JZNglE5PgBwEGmjuVUjEhQmkHaJwYzStYuUegOEszc1jbYOhzRlP5/tNto8sAA6JSa3kDHnh2nSOLkHSsSEzLzOjt9ORQ4byXTp5QuE0fol8VtGo+RB6kAFcdQJyY/UJVJwZFesak7YvlDFqTyWitRPK7ATmF0di6LuPwEK8EzMXa22TJw0ASJAP+hHohAENUtG/bwK4BZw+AtweMT7ai7RE2on5pDKdeNxryuxOE8800YY1wDBRU11BW5lEoYOhkjTU6hc7YN1ZRte41zMlGzwM3Xm5Yd753AIXClR7ckEqoK+0MS+YbxGYizBMiwBWw6yA5d2uzD+oCCD2vl2UIGBRFZvQ2RXsZQFpN17FOy8LH2X15Jkue47MmPr8TJd45h3owFLYvd7TpVKECvcsDdCNmHALI24DOMOA25jbmxh2aZ80MGJubwBntzGc3Ujnft/qMJ62mLBguFowPzUBF3tgvQcsF8BeKrJhhRUsWFO0x5svNOFWUlFyWKkcX74Wdg3WPhUaMCl7ggnp6D47DEOreWBJ5QwPVzAUoMsh4EnnUJ3HAlXxzg83nY8cjq5IQJqTo6WmzW/YpBhBCMvlwQjMSQ8YkKVQPgtFmGRFyu2LorkXtRQkAh+7qzH1xNyoqIkSVjkK3pvqbEQinSQPu+vSwU59D+AW0t7oW0gS8QYG+yxJzAE3MXY3gNMBQ9/iDg7A1QI8OWF6233gbfeApxZMy13Mh4u038h2WvI4wmOvOhZcH1w+t/7aKQ3SFshpudn5GztgaFuMux4Yd5j7Bk+LUzUBmPaSk6rMiowTAjlPwWffB4fT4Y60mC7hJb/20cY+R3xcHx2EhKxBuiYxpb+YW8QryYlZqcCSJHU4bGsltWPhvqaQqqoO0pmM4XN6Z6Spfg4LSVgLKSomKRhkJ8kLWjkYtzHgOUipXjeA9jawuwV0aWsq1lH2rfcYV+DOcsDwVColc351F9M73w289S7w1BVw+W7g/nuQtwMfoFs30tk9G2IChJ5xnSe/4mT0em65YIOap9C1SaCcjSmHsr+BqZNIjjh806rZWA2wkzh+7cSPDmJDCn3KF0u+xnJYtZHTawKkp9Ctfk73Dfo+IJ1RHiJsgNYSWrJNUG0UTx5UqtnKyRw/R8kYDyzSZ0UPW1WJnTCQBiapW560xuKl7nwWDmuRGsze+QnQDQmbW/vEkN1NDLgJ4GGM6y0AtzCNNzHeuCVYpALlyUYbLzfcuVpw510pywa/fg/zxdOY3/luzE89DVxOwOFpAFfJllwXmKfb5ZpFo5kiTVblEULT8aNzclxl4E6867bBvNsB45BqffY90I05OiVS0Z+PLnvehTEnwxF5WwlgeQfhQFOjLc6p9kM9ckZp3Pc0b/FZ6ugcLyeXXpAru5KKj/s0XKyzMWZ1q55LvcjqGdiI5yMvzJhOxxHnJAl5LjlWDCUUg1Dk/XXJFsMpgJsY8TAG3MbY3cKE2xikxvpscWNgaDfYESEXE9Ddw3iYgPU+hot3AXefBs7vYZpSfaPhMGHGihGyfXWVGpia2CugtQLiLhJinrXOCS1Gay3QnWA6E83SIsFSZ4xsnKbxbDdgnTDvFklby9lB6Pb5YICaz6DNom75oywUpA8uQMLjXd6rbaaggN0rwiTJ8xinjp7XorgfPZA5nBmSbAmTdMxQrjWOqRMtG3w5GGoqfampbeTB2ibbYmsjsewme604BdYzoLuNsb2FO7vbuLO/hWl3MzHkoc+DfjoBXarGMa4TcHEf0+UF5qu7OL98F6a7d/P+okvN5Jbc0UWrfhBtnUgnmiyOK9u4h37OS07CMBWYrA/MjyKP49pIoSwtUpWk4qQ45QHgDC1tI07yPnZzppBMMxrrQeaB1bA5pOypBw/caWJzpBr3fQbPAbJzog0J4FLsyKtMxIBNEg5A15eMxDZmOkclq9uBN6sr0xJE4iSzwlVL/k7tz4n3rXDHF9kDozFhdEA3iMq+gxG/AQMexbC7jed2D2Mcb+McPc7Na50wjwvQXQG4i+ny3cDdK5zjEmgvANzH+cV9TId7mHXrxtUeg5Z26RIEM0n1D5sIVZ2XErM/TYtH7fR0DfL1FUcPAMYWwGMAXthgeOEp8OiI+eIUeFuD8R0iyfoGOAemdS812u8nqMr0qzJnm+EjfT/yWCdEhBbXKUgzbeS5wwmvEpnZpE6SLBrZf6XJQMqYAgltTlr5wusEu3TZCalGbKqufm4DMhygxnZecQR5sLiPhTdjW3KyCN832nMPSKllkibX9hgg6V27hDfNaFKB/VZj7xuSszJhXu8DuAAOdzGvVxj2F8DuEmnXZbomjV9izNns5YPYjA+yx1SzBJioso8obb/ICN7UA7jdYLzdAI+eYHysSTWbnlIMLS/q8WJB2rw3YVyTJE/mhEJUvFW5Ru+WjzkJfTDBQuZTGeMmAbZmdc/38LPaHMarid3NM5IOCIPR5jHngSxUKQBG+o0QYXI99s1oYXVO7+fPXMobmQycwZIhjD2SYyHMutN7k9o9X+9jwETOU5KUCde7D+AusF4A+wkz7mLCldhok0VJ0gTvJeFEJnmBMakLIADAmTqNMLjMn6wBCrHKcdBdA3QdpnaXzJCxAR5tgFstcLvHeDmmbCZ1dBaktQXAbzW5psUwwyf3Rnpp3MlJi1JV6Wan1wTO6rVvcqzjglXBsnHZFsIaq6G+1CayNyKTOceFDGG+puhobColjDG9s8IwknWaO94xbpm3+lq0BQuw16KrwHxYkh3Z7oyuab9Px961M7C7L0yYylTPh3sYDhtS5Y4EkOcsoFS3yBeSqvRdnRf1VlU7cC0jRTk6ADjJJaPbFuNOcyPFRu57YNkBVz1w1WNae4xiIpg9aWO7kHQMzqorKeMjdw4n5jxJS+jxUnQgJnNCRYUYxfWtxumSzI6sD+TB6qYzeDsIo8wrJfmahytEFDV4Ni/BRC0506DGmHYWtDeC7Z7KLW5yhWagTCZOZzSmYqsTLmClq9FjPqiK2IDDhGm9B6yS7YMF83oFYJEjltVmXKVasL43Jzvos5K9RBPGRUYJ582qHGWSQ9/ASkYfGmAnZwEdGuByBC4HTMsN4MkeeKrBqLWdeoGF9kDaU5Rwy9S4AvFG762ZFJs3qWzMY+x7858Fm7IQUB1gVUmMmbe0cYyb86occbn6QfFweaA5H1HdqiHr4Jls2CYnJaiuGngeVyW0CsfmEmIRrpnkINBp3WPEFcEZMjLtqezx2qQYwop5nZC2+V5BVV7yqPciDTdMncaTFaqSmYuJs4zN2mTAQqi6D94jFBs5PHIg03rixn58qgee3ElN8xF45w54qgEuROV3jVQFzGM5rlpziNpawSKJyfJ1PLZ+LsY+9UHnVL10E0yOYTcz3fJn+Vmtg2QUD+woOfMyX+x2CR4B2nkbQ4EhFgYwM+ZG0pYHJBj9pmr8O+0QUeQtElyiJQH0K4D7sNLSa0pTwyFROq26JzqFCKd+j3FZZQO/vlMLtx6g2wpSnHqzZJHJIRFBRfJnwpiTMpqOdd9kaWqHMdF1aDFe9cDdBsPbToArkYzKkCsA3Ss/LXJEtKICINPoYDCbr6hG0FCsv877752mI0Zb9Dpmfq6GkVpmag8NVksBOiDaiHxA6yrRnNDc3pxwOOkgDMwgsgGySzjrcIXDMSfAZSQprpq3SCjtAjZ0e4wyQQPGZH8ZzdkRUM9ZMchsB27AckgV35QZFcurFhagSXWRDX1fUx2vvM23yWc+6v17ANgB5wPSRjEZ28tkU5rUWCiT36CuLUjAWCAstDUzsqvOG5xRbe4I5avwPOmDFRgz7ZmdplQK0B7cHJF++cHDql4X2XtKhG6BMJS+MWbTlV50xEKcJcZpeZoINW4sRpyl6UyfD0V2kPRhAbQkoL0DCU6aNHpk3+hptKswnnyjB0HxMcwO08vbQLR/vsn42T0VhowFCPQIEpa0rZb5OwUu9WSxBlh7YB2Jlg3jfgMObc44Xzdb5Hl7scJ1ib7sGef502ppWl4lajzeSTB0tYyw1H91ujI0GMw6IDo6gUgAbt8LM47GwfscdjqW0JHV9uYGfZbnzARFAMhwkYLlWmZwyfTxancb+ddgItgeca4Id5Ay1kteYMzwNqASAumBVP9ysf44h4YYxtu88ftcccyuE+eCF9JgAiLafnJv1wO7PhW0Wsd0FlGn2e7yXMUjZdBGxU07Kbm9JomfPfxUTjvnNABOU+rRhuZB+7kq6SzbrGgK7zQN984L+BTbLaufKKbVfugq1+pAcjkRIo6P/M2GbZa2FrqseWnkFLhKagjfc/5nzXbjfix6Itc1phhuW1Si61rVKsGM61V+srnjbGH93jP+oIc6RTqDlLRF2bX2jAEnwCrbaw+7dHQg+ry1t99j4n1Cltyr6MEBti1DNH1eIJtbxC4mzwdRKX1Qh4acM2QpeRRpKc4J4tagzRAMvAND3nFuaoSj3sj+SC+L51une7Uqh4UFV/LaOtg7cqm/ykYzMqQ5/WswvM9DGnlBaCmZcmElDx2wbRMMMxXSb8uTIRJA4TKmddRKcIIDZvrlZy1GXPkdsucmZZ43wD5/n/blbCmR92pDwiKv0sGpWERqrshnk6tNnejOCEJexP50h82P6QqpBheEROSLQoMcgfSspTlszYmwhAySNgZQ6wTRSaQ9rRT9TG08ZsyOmE+Y2lbQujknJanqzBBuZ5xipc6DJy/W/hZaSaqbFF4bpLN1mpLJ9R3Rawx4bI48yftoIvQYwNxUGmZJMsTnhXfMgGXfj31KwjBa6bhqPbZwvAEMWDCue5grqdXU9mlH5bymQ7JmpJN9J47Fq4SsOTnO/mcPHKIFlTEr9yLwhzA4RwiPBVDaad1KDq/aBFSktMsTlwaxRlTjXmo1JM1ROaJyl/ATlPDB5gAtHG1pAW0hHEbXisR0OzfJjvQZTfyzCRPENG4paaXbssdMCMEUnZ04tuYUZjglt5QoPK4pXc2SltEASJGdO22DO+gxtOnmdLDpFeb9hHMJk064j7TVl9S29t8cTelLj6xBaCzM8YwJImqGWP4l9cGEikcZsr8SxyFpr1Z3mjnCkDwxm2RU0tU4z65gYrVNt6Iy27wkJnaJuUqUqX12YiTjxb7TwSFGOZKtnWml31d5PqsfsVvzACKrMMAfBdc3Tgo7DQP63LW6JLHG3nik11o6+WFE0jTjWYM7XY/n9qd4DKOUktkwHa5wvp/w5CHF8zOklYMfSTuGynYKeYnUzHU2pfgEg//Rd1AHhjSHD8Icg8qoyfMHUIGrsmXDtggHmq1BK0oD/xW4wK4RycarZObrJZ0tYY9aQrBGvG+aKDsrvsm0FTahfrcV9hyQIYr65iZ5jnNSkAdfHQIXt2bpqXTEjVahScyYAfSBF0Kb7rvT9ngMI96/O8WdtcdwteBiBZ7EBrQb5sOCc+wl+qRjxVDQlpNh9PnCgHnxQ8yomn1dx6+9H4GK8GhoISLzgoHnbiDIwAUZpeZ5Nh4C4BXNzkxlhahR7Ty6AkwGwT6sQkJzyIBKPron0KhqeS4wQKJN4+dKI9s9LpUO2UPlz9U2rkk5lvLuvZnenE2U4aAJwLi0JhxGQBJHBKPEiDu4gefiBj5g6TGs6UgS3FhwDmC4v2Fc05mVIzagu07eNx/v3G3evmQ6l/xZ6YCVTiL31X2/5ufmaxt48yoLjdaDxrXW0Kr3toE1ZbCadGGpynUlySlwk9UjHzIkzUBbkq7lexq3+zF/vhkNmflSX9yiUxp7AuBVsnd+UvIGK9EkZ/mZRq/c79+ZJX8EjNUMypqjAdYTTJ2e3d0A7S6VZ0EnjLoTLziB6Xc6SCpdzvAZ5GzJeVVIjSM4WmmYnBUNCClN1ipCwjks0cEMrYZnOtMBpimzpKxJPcOn+IEChRh+2WRUXplO7A6DYehap0YJsNZBzCld5JCo7Xqsw9xB3Zejq3yVOOyaF4ULhSnTKS01VYNgb9K99q4+PUCZV7OpZ4WeemQG0DGqnT1kIdgN6E4keqSz1lg4bj5tcH4GPNnlDJvHVuDJZcOT04Kn91eSlgdYtvsqMe5OKwxfu/PcDUflcbYiAkGKKr0AYdCy4Bwzh7xLM+PUVxEnzxwkzqeME95VPlcj111bIdaByJnYYntmTbKxVJFnpjBimkAXRmTpHOk0pgAc6KtMeprpsuughbGCF742pWSrFZ93OG6GyGIhfmdzqfd9pipcnivP0Qz6Wc4ARQeMt4DpdrrnSSCZXXeB/7gC82GPt+8n/NrhKuWBdinBZMKCeUl4pDo5yU7cJBmG+0bjKo2r2HkzhBZWYEZnlq3IY+Cev4XDCCyfksFmXr3MRCS+WbyvQbUFaciTWYDxQiiH5maLDCmzZ69uqD2npk60s4wJOglIktOZI8oQyLgcn8YaWzzUyexSlNI+0qxSWaqkoU2LnbcIjFK8dcIJxl2DeQSGOw2mR3cYHukw73qcXzbAVYPzqxOJlG04x4IJM9I5jHIEzLIgJfzGst6sYajP3KeFPtP5UmeM+6XBizhmbBKoh3+0Xj7Q4grAqcIFQZLpAPJP64jaRk3xmTKVbqVVwiI2pcWZSsYiOiwPj73pI/aLRh1EDfJiKROKE705dNlgXPm68A5eiH1NMkCiVWGRhuucjakaRUpXZyZpgO4kZ/m3bYqz3tlhfmxMdYweTVsi5qdanD8JnGNNjIcN2OkuSvl73YsZQOOqC4jUphM4TKcza+AkpvYv2s7cTIjYogvVMfS5ck2bQm6Nv5lfXhiouorUU90w8PFtx2w/Cl86hu9IsizeBLCOVDuamMbZojywjBA4PLTxfRRaisWhKjgiEWiC6soLxmhhqYBwfzyQVDzvGPmA0tMhFe+40wCP9cDzToDHWuBRSVO76JMTs07A4QK4fzcdzioMOWPDhGvMuE6MuRyA/jrDQDoXMRJFmKPRQn1xc8JbWBCqpUjL3nylMdS0Au3INX9WWGivaBQlmS7TwJq9o5NDSL5zjFhFUudG9ugDwTm8qPeoBOGrGvuc8y99R8s21Ko+OHq5v/IsF+eO3n/jGNE0DgUW3PmM2ihcmforMIk6a12L8axJuxRvAcPzGuDxFuNjfdIK70RSyeuCeUkFEnC4AHAXaBMUNB32Rk+q2stHwXD/VRMR7dSi6VVPTSN0xc33Rov7AVCffN4OThTHSc83uyRbq5ARvEcjRiamjytkQ4nuN+HeSougbZeZwA9WUzIT9aF4b8deMj0/NJeIqs+tqLOha8o6PbX3GuNTbupCpywo5tkBdn73WZN2Lj7WALca4KpNRx5fib14eQXsk8qeWymIekgHzSdAf/P9lH4PjK0+CM7hMZO/vPDSuSEzpGugZ2lm061iT5rETjm4rbOVCvtJVph+b4OKjJ2pCuxgq93ZjuY0NEeIIsZmGOVItMANAJrCs679HtVNXOVeFYVXkc08MG2rH2ifqNxk2GnNzJB2+Hmm9WfQMDwl43V5naSklrURXHK+AnAFDPs9sKY668CC+WxDSsaYMVtNI7+D0eUfcAhR6VhCVK7LEo41kjeh8rU6Bgb3UdKNjmWBhVJZn7Y8vUFAVoEj8iawzCjGkNzWLFHqLa+kwn4Rwpyj1VVsF2opQSBLXmdChPy+4ZgEdrARvOqJ+5GoflIBiSjT9Z4xs0RSbx91Z2gJSQqurhKAZUnFWe9uwEULrCfABTBeLpjf02C4alLdoN0V0k7NfSquINUw0hEjM9BdZ821bBmJoDHN/ZGxc44fKnYhee08XoY/k6lUdZpD62WPDnP6RPrfn3nTwO/prmxY13rnfAjkEWOZm4+rIk8kx43pO6euXV1wZbCtZMQI++gCco4XQWPrBnS9qB7e9BQwS3IGnS2p0pMWDkAMSSorOQdiT5ppcoJ0VnqTJuKpDXgHAByAZ19juDpgetcCXADpEM4Jc7ckybiX0iyrOjapnyZkFLZRE+GIeeNMO0EKZsCdBT+HhRqPHCxgQG0hSUbb0DdoBweDEOEd/L6QUMEsHwunnWLIJv+0qE4F09ON77PaqSxpO1VtshLp/TGbJgPsmb5CykZGAszmndkONTr9zzxGm0FC6b2Nl/6qeQjwLyAUHR9efDpOqLRLAOfi2AiEN68ThqcAXCypLtFhD6z3Me3viS15heTUSPqb2KdjR8UJwrg46EbGJydkEOjPkpEW+8zzR9E4raSSS9rEe9PnGvdvGbxWZ2e0rBHGz1KbAStSxDUizVO2n1uWBKeUFaPE1rxkLd4vn2t280DJEtoB5/HKwIEWmJ4sW+xdDo2BX2c3M35nzcNhvikKkKU3b36zxWmTlRaamk9FxMhi1EmCjhOSVLyUey+nVMj/0CcPHBOwv4v58DRS9Q8psMXwGK5pC3StkSpH44D/waJgtUZnV/YpAGJ7tgiA9yaK3OogsPR+v3GsAjDb5NIDlMGSc0RGP7Lh7k+gym2ma/Rvj1seIR6AlZ2OdswRByc1Zd7NrV6XiSR99QzYBPtoKxZS4UDps20SKP5v71B6GjokgG0ugsek7yMaDPsGuEvSSKsD7yE5k/cx4z2QgtJCjQDoK/Je9077ufmFJ2M9oLHE5xnIu1NX2upMuZfej1BTqjGP2xjzCNSowmwms6w9vmqEsB6WV+f2bUSDV4FTgVlcyrtGWcyhqQT1LXqidl1eCGavkFOh2GSS3HDMWDyb7MK5Z8ZILaWIhf6QNBzkfeBkX2us5qUfAOJepllt8ErUowatFAc8tfS7+0KNxKv0pFadHP0n0Z2VmJHfq31yyIu/ZgDqmVna6J46flmB3Bx/+L9br7ZCp88AzQKyFkHx0GwCj5X8UPsqQAJsEM8R6nGwQ2MSVe0ftXfy/SGuC91uoKqVGEdomJA3fvF7nQpCfieAnP1ELW8b0AIF9B1yX+0nL2BxJjx2u2HqmJk2qfiWHjwfNgztFbC7n3DKw5ScHYtzH5KaBzNlNrkK6cWOIwmR7GCKmeKgJNJGqGhVuy80M7GQHS9IPmWyA+C8bqDJ0sNUXTlpzpvtuFB7doSOemDSbJJICgIog/jEkDY4UXVH2MG8xqa4zg6KogUz9LTaCS6yPvBk0QJNakgM+trB8dSfXApPx44mUhmTFt1gTLlAyxoCsEOkZlPZ91K40U6pPcjZ6klD6DiXUFuc1ybbgLZQqA+1PVmLlCJ3krc2Dp6PXK6BMGaLrnIjR10u04/BIJ9KUrCTnvqzyfdxbmK0E+EHydS0dQDBxiLnasmr1O8rVump6l4kN6lUZmaFvRwNUbIzwU4Fq/MTncKoJukWF1lp/EKg+4fugHRetyZYXEn/1/Sz3YDDJvu7r4D1PrBqQVQt/k+OKDUzJwCHwXKfVaBgbUh9ZzPG5s2cUhRza+B8hPbcONH7O7FUkl2WpdwY72Nbklv4m1ei3meSryCWISQ6NwciMZ1qFAwvtKMlUlh96jscCLx5GAfEpGxOFEB/Nk9yWlymIW+2qtie5oVmdAFAlvqW1EL27gqgOwAHsRsPk8zYLvcDEtpZV+Sj7SJioPSQaga8ecGpfEoH7RQw6IwdX7qetWHh/HF/o13ZifCAjHcHtFbThZwCdxNLTSWQ7CCbCPJmnbquMTMAd9LsA1tU5fSemlFdydBh2mP40Vb+A5riZzM2Ab83S8EC4GxO+9vdnxnATZiTwpkxczrgtXm9SVdPSXp1G4CdJF1cSaf28iTJl1wPwLKQLUlYaIgq5bliabdVxopan9GFwRbyBqxylrvmJujJuMGZsVY4qE0qLz30SIkEal85qUJEdTSo0WYwmKB8mf0dmVO24LKD8t5bUO3Ffd6JcQO/5m2mDzTAmWYgmQcMzBNMNFQrraGYgEKt6zaAQEOxu1FVOBpoiUKsSQrMOEAZccIKYMaMa0myCNCPNgtc5MWeI3DB9hOVa/ujVqSy2EJ/ZFzVfporoWM2qKPp4CPuY7pPr29VtDs7SgenKye8/LtxqmlYm0Jk19R6IobepaupJlWtc/EE2/xdETrjcB6ytMorto4eFOHOnmxcnRyWxg+QkAWNeo0+hxa59stsvW5DOl4l7dFOaYINsF4LM14JrbmW+Yxr5GwjJoZtRvmpQPgVvGQk/2DWd0obhE6TskUVPj6+T9+VpW+CxJLTetRm75DCjDZxjiHEu42MqRMa8+/k+phUwYyRieVn6e+p6le535o6tmQRX15TPtN5mT1gVSuwUV3yplw0kWb6WyemjjdKqCz0IVXqDaiE2WNbYfpkCZReNGLxUQ+bUJFMmg2klYRDokUGyo/AdBCTISRcm13P86j2KKfoxbEQU0ehHl9TassCo2jpma1TwTWGcGomA8XemPWdHZhhtSPsfXHEwBIvyEtUbNRA9y1fH7ciVEvGaAcbYkzxclc9bFPgquicOLMEhfTLRwY2XkrzxHSwoq12sKeNnfSlhkkCcGUP9foOiem6A1KRK6kG17ZiQiYIaFBtg40kro5XZMgt4+7WmuPM6xZlRj1Sf4UnKqpc38ULPklMuMWY90RxRKfqrsMk4UAgeuTyAe8luVXgpGGVDoXECSf2hZa0EDyAnq8nGgJOOQEY2Qmr0SIOnN9Kqr8wKpAbO2/G6GoymMMmtpEwko7XuDAjls9O7/O2sG7NHfot72UCMgbZNRK5AQrbUZ1X+W6oFWFQhowl/tivMN7Y4ELNgBMWblESegF4zFfbrP4HXcfznQvxh8HinYCDEBYZx7cmSx6Vus7j3ewa9ww1phEAZe6Ye58wgdKzeoZxmKOjUdQGAeLWZCKGrvEZQ8Hu48bvd41UnEZ2ppUWmFbL7YByA1rFLJHvpn6TUx+Q1aCzj2uOYsAAgfC7OjE1cyy3oWvoPB5GB1Axt8Ki5caaUjPhu5y4ofPfFlEQ9bZYmkUJSQzMzoufPBXHTQ7D2meB0EJ6EHPWvPgI9FYWCOOextSrB83nDtUEYO8VZ4xVY+1YKPk5OAd6vzW9xxU3OOKxGyxHptSZ4owNJlFxOcl6c7sCPN00RjL2VlbaaCOTpYBrAspBQZBiY1jQOvyd7V5kW5ijaIVq3/Cs597qn8nSyk+CEpeTfUNEhqUhSF1qB1Z41YAgpQqMCn5wKEU+rvDs8NScIxpIlXyigtTgNk3QxchG7nemt3SGJpEcvAty0D0psUXs9+gpG0FaOeGQvvvsz3o5vuiLvsTueOzRR/z1K42Xg6OChHR/lf3WNkRhQfM/E5BemkokyfX6iGxoY5vV2ZT2QrEf6KaR7YXIUHSd4/hjm81FbQ3kvGT1TZ2FQEBsULvkhgDHuMVSMRWgoPNxOxWgY1MswqWwB6DG/NzRSQ36bPstX1+A+5TW5vpjJkVpSjG++QEf8AJ87ud9YXio3hP6pvQdi1UHYTJHx8MCBPQ8jvoQ3xQZTdwPVMyKajAFJiwsn9Liw3G1ulYyrNpVcbN/4W25vzdSayWRDlN8ULZRMKK9NNvK6495vI5uUlux5B8zO0nhge/lhaNqzhCIaEMqfdzHJjMvsqc7PutZ+Ntf+00YhxE/8zP/Dr/rd32wXB+y4lkYcBoaSyweD72PYtpOYwga4cclmTJ50bE3XnNk30sL89+6WHCw45zXZw8Q9/8MxyNAcaCZMTjuWos911oltS6qU8f4xzxcvsdBP4HxOxAeGEwWUHiUU7uItuL9ConxNUfpi4sm/f6pn/6Z+D2/5/fi+97wnXjHL/8iMWVexDYmKvVinH1tvL/gcgTyGBSFvOAln/ucJbKaXFwdukheCVI1PncFTmzguQkcMOrkuBZWIj8w2gmhA0mSPEiVEFPzv0Cby3Zm56V2feUdhpOZRGrKAXJSJH83x52GoQ0gesh2NdzVsMeNJFfj7UdehD3wfu/3PLzyVa/G0+9+N/7aq1/lq/mpp78iS7h4gH2g8Wd/4ufx9K/ewyd8/CfkD1nCd8DXvPZb8eTFFb7uG7+16OMPvPFNePJXr/D5r/hiNE2DT/+Mv4I3v+nH8db/8C783E+9A9/2uu/FC1/w21OfL4GxGfH5n/1K/Nsf/Vn88juextueeBJ//3X/CL/p8ff3TC3NbMpiDy8Z2LnmT2Yak3RVaeePUZ5JKh3zdqsqtWa3Oc9/y3/rZ+9FSir8wTCSZ7wMrFtJGxu4Jh+YvlBAoVDBAdfkRIweHgrSZ58RdMNVfLHhNX/7G3B24wZe9Vc/D0//l18/Gs70++UDQkG44LOekc+11pVpgo1s3mfkKc8kDLor4/Jt1+Eff+cP4A+86MOx3+9xOKx49rOfg5f+4T+K3/8HXoQ/9lEvwTvf+Xa8/p/+ID7og/4HTNOEZ555Bg8//Ahe9jF/Er/vQ/4gXvyS34df/dVfdumJJ0XPzG0n6EIkZ4lTVlR0YaCjlCwk3VzUgdTEwP/WJjkgUhdTU5yGM5g0msFMlhfPgPzP0biITRS8X14go5PYjYcyej9JSmuhLVbk0OMKH7vv6wtj0OjI5YY/9/Gfghd96IfjX/2rH8H3ft93pEXFkpJpCs+JdNjv0rp4zdKUDH9N3yNJ/Gth6k/6lM/AC3/778Cn/7k/g8ff51E8/pueg4/6Q38A7/ilX8SNmzfxt77ma/Gab/67uH37Dv7En/xovO/zHsJ/95tu4WP+2Evx1FPvwnOe8xvwv/2vX1aQe8JSp7CNAGRJELxWd3QH8kqLHm3nf8400SY1+82N0Ax2nIJKB4Wp+B3KqFwfvEuqkR2qUdXv6mkxnDX2PXzGTJUzh4QRVArKO/JiyPieY8wiTZDHdMNzn/sYvvRL/iamqyt87l/9HHI2nqEbAyaJLcBSRw6Ul5brF8H/uw7X6Xh1MFF7+/YdfOKf/VP4vu9/Iw6HVH3j3//sT+NzPu+zAAAf/Hs/BB/x4pfgEz7mD+Nf/qsfxjPdCZ555hn86I/+S3zZl34xAOCPfPTHoG39/sWTNDlbmAy4lTVGeMXsn8YbtBGP4okBHRQJuk6kVs0IntU8UNtWmc9i1bWoSpqkeFybSte070gWFTag0nczE6oOHKzPmqvoadjy2HTxOdQ4tm1ee2NZSXMH/O2v+0bcunUbX/vVfxPvfOfb6eZnuXHS9zoHhe1lHYfC5j6hfuAIU8q72I6X9uM/8W/w737i3yCZayqMNvzbH/tXmOc0yz/w/a/HO37l7bnci7Qf+Rc/BAA4PT3Fb33/54t2SHzWOkD0AYxpTXDGGtQQY6/aYghQm00m2zTscFDeYmr0fe9VNNPsDHuzmdOzJmc3AV5Cb4bZxfPHXWz/jKI8DEstmxsbdywLw2g1uI0grgHAH/24P42PfOlH4ed/7t/jW7/lG/xYVW7Xo5cHEDTVN+7sG80JcIK2pvrdZ88EWz6//Gd+6qcKOgYA2F/j6ad/HY899r749z/z0+kLPXlYxuRd5/+v3XP79h2wP9NaqG0FcAq/yzAQYZPtQFZke4mxrDO6hxlgBbT8RzkAWbXmfwRZqMEeVbeq9TWaDZsMlESGLsV5ObafpJe92OrEVKr4anRED46f+8SIfP6OLQzGBXnxUp85NVAZ79mPPgdf/je+CofDAX/18z4L2yb9lmcemsxV6ZgWPkFNICseI/l9EpjrGRW07TVwewMuKSFCaTzJ0jhHv0J07urS0c/hx+2QvKjz6Z4hDxOS+TQAQJP56rrtiB+2UIxgBVxx+G7zgxmv1UaDPa0CJVniLzwTxWdEFcnPA3nT6hX33rO1tLeVr+WX+CSLEdJHBcareBrRUWiCROek4c2FPqdIhmGGNYnM0lt+zn2+9pWv/ut45JFn43//e38Xb3vbEzg9G9IR32Lbd10m9uGzM6AD1nXDuq5uMTiz4tgc6Hc1rQjUXGE480Eba7jQ0oJR86sSQODWNWXq2rA01QnXUtEmQdb8kOw1N15FF4kCoGTb3BwQ3lXuYaawdH4fuRmYgWz1VqRqrcWJixNj33F+Zkl/7WStou+A2MLh2iVrmfd73vMAAJ/8aX8Bn/xpf+EI0am97R1PAQBe963fhL/2xV+Qk0a0HyL1o00HAM0JL0zZKqImx26XL2SGC8/xe9ZDP6Ul0yLsq6/6KImO1j6sEZBId5LQxLy1GgTBEYAKzFBpzJD2NzfzKDOGZxUyojRaM5NWsUi9RrOrV60wl9V9xubYBFEtoteF/h3TKnqtSlWLRzfe7FGnqCqd/uubLRKKuPls+aT+3+c3vg9wGRkl0fX+H/D89Nk1LN6vzzwR6+HAHjqbKguZrfJ4l9BzrInAao+XzANlZVe+V5tNGW8l+8hJX9rDEdRqtr82/zn3pqZ2LONZmCYwvSvjcgXgND/fSrTQc9XWmtBQyWuhXUvzLQphccVdSr5gaIWYrMiMqeROxoX+x1720qLLA3Itn89/xavw+V/wvwEAHn701OzcTAf8PCpTWVJyai/5qD+Gr/3yv4FnniHPpwN+++/4IPzO3/m7AADPetazMnIRT/jFddZs6hBGwvnyIwu2h5/HkwgTlKco8NMZUFdYxXc0Fy34r2yFswHo4ZYDCOA2oLvy7GDU28Iw1ZJpH5Eqo5k06fKWBTU9ZoQD75dSZSeJEKAU168y1Jc3rZUJD3Voyzezzej2QcZLPds5FkMVhor0A8AHfuDvwGte9+14+P3eBzOAZXeCF73oJfhH/8f32DXP/4DH0TQNbt26TXQJE7NE75rqvHfy33AGH9rlOSPPZliBE4ej6e+ndAMn6PaCR6l0dKs9SDYl0iSP/GPAWbwy37asdq5AXji9j1O+VDJxR5kxGYpRiCQ8AyBQvd/Aceli0SJ/Pq/kcQpK4IIQipfS38acocV9TnnvCspJZG6gOLdhwpYosuV/DlpLjsq//tc/jD/5cZ+An/+5X8Q7//NT+OVffRqvf+M/w7Of/Rx8+7e9DgDwe/6n34v//Cvvxu/74D9Y0Nw2ka5M67PMw4eLXFX36h/8n6l3HTKY3OdV5kSxMmdMZEBz3PCHXFMDkGsMqUb3mnBBK3FM32c1sSWpcHTjmH9nmizp15IZyq4ThlRoZTQa9X2kRQiyMglXgMvZDFH1Cv7ptFP4TpsmW9gHUX1KUw3CNvkl3qvkfcP3fjc+49P+DH7mZ34KJ02DZb/HD/3gm/BRL30RvuxVn48f+uE34Wq6whNv+U94+zveUs7hlplsDpEkMwik4sygYV1GPIo+pOc867ld/wxOYeomedex4xvKPD1ktXbEeE3SKkyCgu9KoE4oPWMy6YXMMISBZe+apHOXd9OZjane+uoXiuGGSg/bzsuGfPZkuEbvC7RkmrydmK6XcXULJOB9sdQzAfC5anEILBCENDDKIFot7qsGckTtiZ9+C97v/Z6Hl//lT8N3f+c/9B603JMA8yaPM40lAKcBYgW9Ygz42doiPqsJQStrcyvJBs8swlR8CBR3dl7IsVBm0gEwNR+lg6x4XnnyjAmkEoOEtYNJrdHkXco19B7znMXhcOB6zVNegDy7XrJYiWX+MGoAlWyFJMgZOlnDVLQRTxzbvSFvU1W0TWYfnkM5sio0ZmSb2VBG6aKV4QnoxxBL6+gcn+a+Fo5NhfncdSu9z65RvkoQZGvHBpM0mpl5iNH4JdHO4smaEFtWZdOq6WDEmLyqV8i2BbkvVgSTzwfkLQpaGc6aeslrStBQ79EzpGCF+vmiz0XJbNHrZLiM7OSaM6HNaZQz7dtmiEU8+S2PR5OiRpLmlqUKNZf9rvTm6JMV4Sqc2BN7VqLDCw+njY7Z1joGxT4klAXCjPE1dXALn6dmVdeSUd7U7SP1GDu16Zrk9MQ+OgbLjJVzNY945V2WRMVxdExHdFzgV2pBj/bLTvBiiRAktTJyl/ZaW1tgK9nCscXkEn4ZAgM2tux1X8LjrqB9UIUnH9T4sfbAg03j7wQBVfsDeWdYyEAWJguoMESOazMk6BcK8uKOpcEVbpL7TH0PZEfG87CVSbVOUK5rnl9o0rLm0IS48DEQNQ9C6qTuA3YJw2h8dIISZVWKHD0cavUr1KkUu5f6Em1T6YN9H0uXBLXNSRw2bmueQEv/o/Cld4rks/hc+ckZ7pHxik1f1tcGWYEL+r3KmAhzcFK3zskA7+j5RULzW2uKj5L5ZWNPAlAFxglO4fIPH/9tvwXf9f1vwq88+R78h//0n/Gqv/YlODkRCEKwySiR1H78y6/4AvzUz78Nb/+1C7z+n/1LfOBv/6Bg7G74nR/4W/GGf/Im/MqT5/gPv/BLeNUXyfODhFBDm9vnvvwL8P/8+yfw9re9G6//vh/Gb/ttv8PZNjOAx3/b4/gnP/Am/OqT5/iPv/BLeMUXvxrL7sS+L6EXGRgHX1UGVa6r2lDmUTb2DpdVpFK6C5CRSpaYl9p5uI0zaOqagaG2GKhofLY7gA/63b8VDz+6w3d/zz+Ey8cUm340GjLtPDZmivA/APMZ8gKzrRnIgqjWaGy0nQxnjeUs3rp1G9/1ff8ceOYZfOKf+Th89Vf9Dfylz/pcvPLVX1Ia+NpkVb38s1+Bl3/eF+HvfP3X4pP/9Mfi8v4l3vCGH8RDD/8GY4hbtx/B69/4g3jmmWfwqX/u4/Car/ly/KXP+it45ate7U4HsMEkJn3557wCf/Xzvghf/w1fiz/zKen53/Ud/xzPefQ32DW3bt3Gd37nPwfwDD7lUz8OX/c1X47P+Isvxyu/8NVC91bQro3f7TLSGRIiB4ony7SFPq9vSqnRe1s7qTmKvsRIj/NopQ5SxATJEfUtMkCNISolGDvFa0sYb6a/rabpmheZtzGR+8XCpmswn275WVFqSmvzKtzwmZ/86RiGEZ/4iR+Pe0/fA7Dh5tlD+MIvejW+8Wu/Gvfme/ZS9nJv7XZ4+ctfgW/6uq/Ct7/uWwAA//b/+gn87M+9BZ/2GX8RX/63vgQA8Cl/4dMxjiP+wv/y8bh/7x6Af4Hh5kP4wld8Mb7qG74Kh3v5+TkaA+x2O7z8L78Cr/m6r8Tfe+03AWjwcz/6E/jJn3sLPvPP/UV82d/66wA2fMonfzrGYcQn/vlE/4B/geH0IXzhK78Y3/iNX4V7969s8Mu2ke2D0jHiZjapShjyUHvSPKsfcI7/WtXiMJazwm8K93CwISaymAQKEFBhSngzwtoxFa90scNr0nuTsamo7BUZujqGVgDwp2zQc+VdJ/MlTMR+xIs/Ej/yL39IGBLA2uD13/FdOD09xYe86MNIxfnO/o8f/D/joVu38E/f8H2p4x1wtd7DD77pB/ARH/mRRtBHvCQ9PzFkaq//nu/A6ekp/sDv+1CvKug9v/93p+e/8Xu+B8q051dX+KE3/5940YtfarR+xIcT/SswX214/Xd9d6L/gz9MBgRloxU98Gfhu/iZSQijNalCs894rI6FSGutkg1vnrDZ6KR2gbyfCZnR+Z9dxw/t8r353chSn/0BGZshqnVuFVB85mu7cF18BwCsDU4MOzsDHn/+C/BLb30ivVxW87v/y5O4vLzEb378BemmHvj+f/Jm/MAb3ywDseH5j78Ah8MBv/j2t7rdhG954hfw+OMvMGIef/4L8NYnnqBw3IZf/ZVfxuXlJT7w8ReYHfL9b3wzvvcH3mwdef5vTc9/+zt/0XXwP73lCTz+/N8svdnw+OPp+ToxAPCrv/IOXF5e4oW/5QU+xInNMxrd4wYwevzVgaR7LaDgbTVrHTCcIks0Af7zJGWJkRmIJAuraxuLJj+LQHVrR0HtLGSyg1WOi70r/k7v1DEf+rxAlD7nAHO4WO3U8L52PssE3r59B3ffc9e9fMaGuxfnuHX7tnRwwzOHDdsJbJJvPXILl5f3cX19jeE6R4UuLs5xdnaGm+hwb13T8++eZ/dfCL179xy3bt8RooFtu06gRafPv43Ly/vor68xk7C5uJue33UnWNdNnn/X1Iau6rt3z3HrEaUfBZPUIBiDgeibmQ8x1cGuoAgexqIIkTKiG99grjBdzIwEyyW6gi1JW0e86tX3eNr42Dr3jEg/tfgMp4KLpJgNHBksAxfZFHA4NYC2AHy3fIGpIXtYAnv/1J94yXE1SA/nFtWGbVGIA9ABn/AJL61ijv6zzV4zICjGGkS1IYPsXHqmylTCgOz9c7kXmuRCHVLEhm1FBzITBOR3MMrnzgEIwQNyGtI1pMIpJa+KMcYk5g4pCbjmQNWaJnVUgPJSdZeL2mjq/DX++XK0sra7F+d46KGbxZFnt27fwd17T0PBZ2eDdMDdq3Ocnd3A2ckzuLx+lmGBt2/fwdXlJdY1veTi4hwPPXSrIP7WrTu4e+9u1WPFAvz6xQXOzm7g5OQE13Q2zK1b8vwrev7th4rn3L51B+++uCgGKU7a8bS9rFLnAFNVF8+K5JTEE2p5AfTIDLlSiZwOePqp/TFC/n/ZHr69c3MmAGTy9t721ifw36vtKO19nvO+ODs7w1ve+oR9Nq9qtySv8z++8wm0bYvf+ILnZwm7JhvybW/5BWBNuN1bn3gCj7/gt5jDNK+V52scd4F5cm99a3r++7//8x3m9fzHfzPe8tZso771bU8kG1bpBPDIY++L07MzvOOtT2QJ51QgL8BSbaVnN94T1cZMxr8HeGdAVrfmfCx02lnNhvtvtm04sZS0FfiRH/pBfPiLX4IbN27YJS972cfj6uoKP/Zj/9rAVQAZW1sb/ORP/hje8567+CN/4uPERmgwtiM+8qP+CH7kzT9oz/rhf/EmfPiH/SHcOBtN7bzsZX9Cnv+jHpsjD/Qnf+zH8Z67d/HHP+ZjjaHuPHQDH/GSj8YP/9AP2rU//GZ9/g2j8WV/9E/i6uoKP/5jP3p84i1hucn/jiQqqzGf7oN3iJR2vS4Y/IU6JTVar9v031hbgGFpVFKmwfiH3/Za7Pd7/IN/+L340Be/GJ/0qZ+GL3jVq/HNr30N7t2/Z4P3hu9/M97wT94sBYw27J/e45u+4avwVz7nlfizn/qZ+IMv+jD8ve/4bpycnOBbXvtNJp2+/du+Fftlj3/w7d+LD/2QF+OTPulT8AWvfDW++e/I82WBvOH73oQ3vPGHzFN71v6A17zmq/F5n/eF+MzP+Ez8wQ//MHzr3/8OnJyc4HV/9xutT9/+bd+a6P/278aHfsiH45M+9c/jC171xfjm1349fv38XlUi1TxRoLwOXSOOU+Mz0SXwEJ2YGWKrnck/vc49kz77b5kh2b5fgZYB4/nX7+FlH/1SfOXXvQb/+B+9EXffc4HXvvbr8RVf9aXgSEPXNMAzargmQ/xrvv4rcX1ygs/9nFfgzp1H8LM/89P42I99KZ46fxd52Rd42ce+BF/5Fd+Af/ydb8Tduxd47bd8Pb7ib30pcH1t72gsrAmow/Car/tqnJyc4LP1+f/3T+NjX5Zq0mi7e/cCf+qPvwR/86u/Af/4O1+f6H/dN+ArvvKvuzEwFU7eoVUrZm/wCkXkYeBnUKa7Nd2t2W/hnibbkYj3eVjk4dunyRmkHM/CdtV9Q8j3uSRkyvDKjO+3XWiseZJzK0eA8lwp/h6dwlPkw+1FY9rhB4FM5Q9DE0CeuDpJwbl71p1n9884u0aJBGhLpHqdjYci9NRWIsIm7dhpEex56TVMXHwOD0iQZOpQ+Xsa5ASDSrhPB1ahsEtJKlYVqtfwxJw2WRIuW16MZ8hmTJ9/DpoUEmGlFZh596DSILZzcnay6TCQ9Kw5VK4/x6S8MOhwZCwMlI99l+Y208nnUwfgjJgYtDgCxKbpa9OiPBWYEkBmykRHO63CHMXWhJjZAxQpR/JzwGaVGiCEFplG/DsRwMw2yWeaVzjzalfiQRidngALpCRflQC1PsRjO7TECk2Uk5aObj82MyDpbU0YXLpescy2yQ9fwiIMMMrI91efW9IC0KEAnT5HzAyb1wBtcVaSOo5r5fxEmaepazCuWVilDXgS9lyjdMzhVz1gVI/qLrauGG/5ef7/AJk6t6BpoSAVAAAAAElFTkSuQmCC", + "text/html": [ + "\n", + "
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\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "anim = Microanim(data=image, cmaps=['pure_blue','pure_red', 'pure_green'],\n", + "anim = Microanim(data=image, cmaps=['blue','red', 'green'],\n", " unit='um', scalebar_size_in_units=4, scalebar_unit_per_pix=0.065, scalebar_thickness=0.02,\n", " scalebar_font_size=25, fig_scaling=3)\n", "anim.add_time_stamp('MM', 10, location='lower left')\n", @@ -531,9 +791,13 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 49, "id": "bf7a19c7-10c7-4b39-a63c-3217551ad347", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-input" ] @@ -548,7 +812,7 @@ "" ] }, - "execution_count": 17, + "execution_count": 49, "metadata": {}, "output_type": "execute_result" } @@ -560,7 +824,13 @@ { "cell_type": "markdown", "id": "1a4945ac", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Just like for regular plots, you may want to create animations with multiple panels. This is done in the same way as for figures, by assembling pre-made single animations. Find more information in [this section](create_panels.ipynb)." ] @@ -568,7 +838,13 @@ { "cell_type": "markdown", "id": "ef56544b", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Exporting the animation\n", "\n", @@ -577,15 +853,21 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 50, "id": "885eec25", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "[WARNING: _io: 411 2021-07-09 01:12:44,106] IMAGEIO FFMPEG_WRITER WARNING: input image is not divisible by macro_block_size=16, resizing from (165, 216) to (176, 224) to ensure video compatibility with most codecs and players. To prevent resizing, make your input image divisible by the macro_block_size or set the macro_block_size to 1 (risking incompatibility).\n" + "IMAGEIO FFMPEG_WRITER WARNING: input image is not divisible by macro_block_size=16, resizing from (165, 216) to (176, 224) to ensure video compatibility with most codecs and players. To prevent resizing, make your input image divisible by the macro_block_size or set the macro_block_size to 1 (risking incompatibility).\n" ] } ], @@ -595,9 +877,15 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 51, "id": "0d2fe97c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "anim.save_movie('movie.gif', fps=15)" @@ -606,7 +894,13 @@ { "cell_type": "markdown", "id": "92b66340", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Using the dataset class\n", "\n", @@ -617,9 +911,15 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 52, "id": "4d98a88d", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "from microfilm.dataset import Nparray\n", @@ -630,19 +930,57 @@ { "cell_type": "markdown", "id": "3e1c4b7a", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Now we can explicitly specify which channels to plot. For example if you just want a two channels:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 53, "id": "d7b7b41f", - "metadata": {}, - "outputs": [], + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "723a569421214e5595349a2c70d2bebe", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "anim = Microanim(data=data, channels=['nucleoid','ori'], cmaps=['pure_red','pure_green'],\n", + "anim = Microanim(data=data, channels=['nucleoid','ori'], cmaps=['red','green'],\n", " unit='um', scalebar_size_in_units=4, scalebar_unit_per_pix=0.065, \n", " scalebar_thickness=0.02, scalebar_font_size=40, fig_scaling=5)\n", "anim.add_label('A')\n", @@ -651,9 +989,13 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 54, "id": "573cfa53", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide-output" ] @@ -662,7 +1004,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "01e976266ceb4231ae84a86b5b6c5d82", + "model_id": "10bd38956635405dbf50497363e4021a", "version_major": 2, "version_minor": 0 }, @@ -670,8 +1012,9 @@ "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 54, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -680,9 +1023,13 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 55, "id": "eff62340", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ "hide_input" ] @@ -697,7 +1044,7 @@ "" ] }, - "execution_count": 23, + "execution_count": 55, "metadata": {}, "output_type": "execute_result" } @@ -710,7 +1057,13 @@ "cell_type": "code", "execution_count": null, "id": "87b1d5e2-fc22-489e-87f5-b48d224f1d0d", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [] } @@ -731,7 +1084,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.8" }, "toc": { "base_numbering": 1, diff --git a/_sources/notebooks/create_illustrations.ipynb b/_sources/notebooks/create_illustrations.ipynb index 5b7dc6b..8b5cbd8 100644 --- a/_sources/notebooks/create_illustrations.ipynb +++ b/_sources/notebooks/create_illustrations.ipynb @@ -3,7 +3,13 @@ { "cell_type": "markdown", "id": "f769038d", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "# Illustrations" ] @@ -22,20 +28,18 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "d3900163", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -49,7 +53,7 @@ "\n", "microim = microshow(\n", " images=image[:, time, :, :], fig_scaling=5,\n", - " cmaps=['pure_blue','pure_red', 'pure_green'],\n", + " cmaps=['blue','red', 'green'],\n", " unit='um', scalebar_size_in_units=3, scalebar_unit_per_pix=0.065, scalebar_font_size=20,\n", " label_text='A', label_font_size=0.04)\n", "\n", @@ -58,20 +62,18 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "5353463d", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -82,7 +84,7 @@ "\n", "image = skimage.io.imread('../demodata/coli_nucl_ori_ter.tif')\n", "\n", - "microanim = Microanim(data=image, cmaps=['pure_blue','pure_red', 'pure_green'], fig_scaling=5,\n", + "microanim = Microanim(data=image, cmaps=['blue','red', 'green'], fig_scaling=5,\n", " unit='um', scalebar_size_in_units=3, scalebar_unit_per_pix=0.065,\n", " scalebar_thickness=0.02, scalebar_font_size=20)\n", "\n", @@ -104,44 +106,38 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "id": "93c2ea9f", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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", 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\n", 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eIXQAHZiqXg14KAAAAAAAwMxsHgprwM0cs64lW196plSM9bE0640VqyWkhFrrxG3htgcQiuQF0cbKtApAdOvvwjlGB9qADthBB6YDHUiX2XUdwEMBAAAAAABm7l1fX2cVvLy8zCu4I+TM2nbBAjOHZapnX6k+Szb5abWOdIp7YO41r1NQcu1aWmmm5LZacA8PD+/p3+jAMkEHwuXRgWWBDuwurg7EwEMBAAAAAABmFp3lqSc9Z41LWydotV5NubFSDv661rnP6y6Qcy/W3Au5LDV7Sktu87HdVtABdOAugA5Mx20+tm3goQAAAAAAADNMKAAAAAAAwEz2kiere7HE1Ta36zLmqsodV6x+TrqwnH5LXWm19ZfqurMGB07h0q2ldf9zH49PyOVtef7nDtgrCS6ci5LnJDcgFB2w10cH2oIOzNdeLejAdPTQgRh4KAAAAAAAwMyigrKXYqHyqZ211W653tMSk6IkgKpV2sKlXfspSG2spITO5S5YR2CTKVMK1r5P57JMowPhftGB2w06cHe4rTqAhwIAAAAAAMx091DkzIpapSJT5l7z2doqMOXxlI69pHxqplyywVQPq8ttsOTs0nmxWlutVrzWtLJMT5FGsaf1Ohd0oB50YHv9WtCB6drc1i460JYpdAAPBQAAAAAAmLl3fX2dVfDy8jJacO41r61mplNmf1jaukerpaC2folFqie9rBtzPxs51K4Nn4NWa7WnoDYj0hSk7oHDw8N7+h06EO7LCjqwvV5J/7WgA5ssebwi6EBrcnUgBh4KAAAAAAAww4QCAAAAAADMNAnKnjJgpzRtmqW/KdyTS3Ml5pzDUpdoL5ddj+vT6x7qQc4mYb1YytKEpbq1Q6Q2NAvdy/49NMVShBbtoQP2vpYCOoAO5IAOlHMXdAAPBQAAAAAAmFnUxnZLYWnBcCHmmJmXWqFyLCgWK1NO+rXUuFpTMp4lU2p1muNc51hppgyATJ2PbeVz29mle+g2gQ6EQQfy+sz9bWmgA3Xjucs6gIcCAAAAAADMFKeNtc6+5lgPFmLuzY/mmGXOvc4wx1JQcl1yLGSlVrRY+VZpHUuvQWoNbs3aWbfs3PcF7AahtLHoQNv+p2Du5x0dQAdgdyFtLAAAAAAAdKVLDIXV+lK75s1Sj5n6ip5ZOixbzvdcS1y7TtdyPqz3Wej8TJFBZCm0tiTntLeUDCa7Djqwe6AD+WXRgelAB3YDPBQAAAAAAGCGCQUAAAAAAJgpXvLUKjhp7j5y+qptq1V6vFD7rd1xqXHdFtdqrdvUL291k6bOZ+9gTbfP2udsisDW1m3693npEoRdegZ6pk1EB/LbQgeWBTqADqADfcBDAQAAAAAAZrI9FDnWiV2ctU3RR6uArlTbU577XItbzFKXax2J9WHFUn/uDZFa1VuK1SjnWWgVIJuTtjS3XitaW0drrU7WtJroQHkf6MBmPXRgE3QAHchlbh2IgYcCAAAAAADMZG9s9/Tp0xsFW88ac9iF7cenXPtbi8W60TPFYo/0fDVYNyIqaadnqsYUU66t9OlhrS1pp+eGVyUbd+W2ua1MT+vmw4cPxw2N0IF80IG240EH+oAO5NdHB9LgoQAAAAAAADNMKAAAAAAAwEyXnbJzCLlLp0g/Ngc9XImtgvAs7s4pAxl71G99PXq4qpccBFjCLj7bU+7QXLvkpySocGnLbETQgVZtogPl9dGBFehAGHSgHDwUAAAAAABgZjYPhUtsxrREi1oJuzR+a2o1S9nScZSwFKvTHJalHGtcj3EtbcOrnEC/VoGIrer3CE6eOzViKejA/KAD5e3N/XyhA2HQgfy2W10zPBQAAAAAAGBmUWljp0zxFupraTPsXWCuVHcxprQGzn2fzH3uLakRU+0s7Xz2TBU597Ur4fDwcNK0sejA7rG0+xkdWIEOlIMOhHF1IAYeCgAAAAAAMJMdQ9Fz45opNsVpTc8NWW477nlqfa1y1kS2sopa74GlWGLmZImW4dYbPOWsWU2dB2vbPUEHtvdxl5/rEtABdAAd2E0diIGHAgAAAAAAzDChAAAAAAAAM9lB2ZeXl3kFZ6B16i9rMF+s3i4E3tSO0ZqaLOeaTbkZzhRuztYu3V1fdjHlRkC7xNwub+3/4cOHYzAeOhAuGxpHTtltdaYGHQj3ZQUdyAcdCLNEHYiBhwIAAAAAAMxMtrFdT+tCiXWjtZVl7k2LprBKtNoYxWKFakkvq1NOYFlu3zXWiLtgrVF6BvMuhdS9s6vHjA70AR3IBx24PaADyzpmPBQAAAAAAGCmqYdibitNDr3S0+0COWtXU7PgnjPkVtdlF+5BxTpWi5W3tK8c69cc57pk/fUuPZspdu04duEZRAc2QQfmAx0oBx1YJngoAAAAAADATLaHYpfWk86Nfx5Cs3mLNaF2hpqzeYp1m/kpZ8+p8zpl/yn887HksSo9LFwl/VozzOSsZW5FTtaWFFNmqukBOpAPOtAXdCAfdKAtd10HYuChAAAAAAAAM0woAAAAAADATPaSpxIX9xLdNyVu+Fp3fuv0hSXt5pazXKOlLWUodY0uZdy1tHq+WgdS1ra3tOOqbTP0vNQ+7zXjyO3D2hY6sAk6MA3owDLaQQfSdW6TDsTAQwEAAAAAAGaq0sYuxQJVEozTI6CtF60tQaFjb5UKcBc2XdlFWp9Da3u3zapXejwx61uthbpVvR6W2Nx7ZSnPOTpQ1l5uH+jA/KADbUEH6tqMgYcCAAAAAADMVHkolrJWdpdmza3Xvik9ZqGtUgla6lvXG24bw1Qs7Z5sdQ/N/ay3otZCtUv0HjM6UA46UF4XHagHHdgEHWgLHgoAAAAAADBT5aFQes18eq6BzWFp2SxqybH29FgLaGHqNc7+tZ773lNarUmech1l6ThaWWstGwrllpnTIldrEZ4KdGA3QAe294cOhEEH0IEUeCgAAAAAAMAMEwoAAAAAADDTZMnTlMztZixhSle5e15aufxifbQ8nindcqng0dg4etxvOeOYw51d2vbSAvN6Pm+9A49rx3xbluPkgg6k+8rtDx3IGwc6EG8bHWjf/lz1a8FDAQAAAAAAZibzUFhmdtYglJx6KatAz1noFCkWa1LD9RxXyey5hyWk5723jdDx5AQ+6jiWZgUSqbuXd2FjsSnO+dwWpalBBzb7QAfKy6IDywIdqOe26AAeCgAAAAAAMLNzMRQ5lFg17up6Q8s6w55rEpWQJSYnhZ9fP/Vbqr2lXZ8p2rVamHrdO9ZUjyVlrfdyK8vyXdo8ai7Qge2gA7txfaZoFx3IBx0Ig4cCAAAAAADMTOah8GdZpdkoLH2kWMqGNUrP2bi1nSnW+bYmZukK/TYXvdbwWq/TlJuDpZji+pRYhKawxM5FyTgODw+b9YsOpEEH2oAOlIMObIIObJKjA3goAAAAAADADBMKAAAAAAAwk73kKeX2LHENper7fd1mpgwCrF0C0GqsJa7z1n1uo3WwZmppR87ygqUy13VZynmpDfyLHc+uLCdBB9qCDpSPo6bPbaADeaADd1sHYuChAAAAAAAAM02DsnO2ss+xTixtNtqS1seU0551o6ec2XPs+uYyp1WyNnitR8q3pVkocoJWe15D/96d0ko6RXDjXMGwPa3D6MB20IF4f5b6NaAD20EHyrmLOoCHAgAAAAAAzBR7KELrwMbG9lbNXV1dJettIzbjLW1nLiyz6J6byeziWs0ci0htysfUvZzDLlpQc5+pEovyFGui57ZITblmOGXtXYrlEh3YDjpQDzrQB3QAHegBHgoAAAAAADDDhAIAAAAAAMw0DcoOubjnYK6dPUuD3XaNlJuuxBWY045bpiYgKze4MHbPzH29Qsc65Y6mOdeqpGwPrMGmue3m/hY7DyXnMNXOtrZiTL1zLjqADrRqBx1YgQ5sBx1IM4UO4KEAAAAAAAAzxR4Ka8DNlDP81EYiFlLt9DiuKWefU2CxXIQsU3NZHENjihFLnbeU69MyFWjP/ubEahHKSa9ZQk5Q4Fz3FTqADpSCDizn+qAD20EHysFDAQAAAAAAZqpiKGpSrLnUzl5jlo9WmybNbQmxbroypVWg5HyWpKcTEbm4uAj2VbsZTcjiWGsVzLkHa1Mh1jC3pWjKVHy1z23tuELPb6t33ZJAB/qCDqxAB9qBDtjbs9a/7ToggocCAAAAAAAqyPZQ5FhJptz0w8ocM7vaNbyt1l+WntdW5yqUsWPbb6G1sy9evBARkYODg+j4rJsdWc5xSf+1mRrmtrLktG3JCNKTnDXvU79rLBbcVte+tB3rc4IOhEEH0AF0IFy2J+hAXTtkeQIAAAAAgElgQgEAAAAAAGaKg7J7BKhY6Jmmz7rpSUkAWOvNV2JjyiXkgisZa8qdnRqXX08D79yyT58+DdY/PDwc/97bW93K6gbXskdHR2OZKVI95vSVcg0vJb2gxRXcq2xpm9aUpj5T3h8t8c/DUlKahuqjA+hAqB46gA5YQQdWTKEDPngoAAAAAADATLaHYikz5VpqA6BKLS8tyqbGk1MuNWOvTbGWE3QWG4/I2hKlnxpw9/z582iZkNVJ/9a+7t+/f2McbvnQuKbCt/qErFY5AW6tA2NTwWMl7ZaOy5K6c27L0hTMPX49x2r1FZl/TOgAOoAOhNsJgQ7M/86qZe7xh3QgBh4KAAAAAAAws2gPRW6frdbhlaxnLUn31XM8rWi1Jjr1W2h9rW91ury83Ph3qEyonZC1KoaWcfuInescK4v1OoXupVZp7FqnwytNv1hS30JqLfLcFh2fXbWi6bjdNerowGYZdCC/PjoQBh2wgw70J6QDMfBQAAAAAACAmeIsT63Imen2yADg97/EGaFSaw2wtm2pa7VM6VrZq6srEVlbix4/fjyW0e+ePXsW7dNyPCkrVspq5FO6Xjjn/u51X6bWT5eeQ8u62hCt1pxPkTEjh6W+U0LWvNi/pwId2A46IBvfoQP1oAM20IE0eCgAAAAAAMAMEwoAAAAAADBTvOQp5S5JkXItLznQz2eupQE+vcZR6w7LqZ9ylZ+fn298isQ3NFL3eKj/0PXV8qFx+OkGaylJ0ZjDEt2nrZ7/VszlBt9G7Tszt+3Ud6V9l/SLDszHndaBN94QEXRgbtCBPG6jDvjgoQAAAAAAADNVaWN7B81ZZ3Q96bX5SopUsFdOIFhOOznkHE9pGsWYtchN5RezaLlj10A9P8DOrZOzMctSSF2XmvsqFVw4R9q/JVMbXNjTCt9rg7dt7aIDK9CBGXTgtZX98+WXv6wDWX188MFYBh3IAx3IBx3IBw8FAAAAAACYyZ6q58y2ateutZol3RZar79sRa7FsNUYfatV6H5Tq5O/+ZE7Vt2YRVMUpjbFSY3DJ8cCkXsNYyn4elhpa9fw1ljG5rB03wamTCMZAh2YHnRgaOcnf3L1+c47q/51gzsnzmLv+XMRQQdKQAd2j7l1IAYeCgAAAAAAMFO8mDA1m7ZaUGJlljhDXcqY/Fl8zswyZFVonXUhlbmjFSGrk6KeCl1Dm9q0KESJdbX0nOf0kfMsLMVia1lHvmRqLeNTxBAspW10YBljuvU68PDh+u9Hj1afBwciInIxeCb2B0+DiIhcXooIOjAl6EC6fiuWqAM+eCgAAAAAAMAMEwoAAAAAADDTJH9aq0C9pbiRlRyXZI4r0xLgta2eX6a0ndbus9A4fHe6fr5wXNSxdIHuZkX6naYE1N/c9H++Szu1/OJgcJlbl2bkuLx7nd+ezO1On+P5b9nnLl7zlqAD6XrogEEHnLa1xWdaZ/h0/yfGX9iEDpSDDtSxi9e8FXgoAAAAAADATNMdXkpSm+3STLvlBj6WcdSmC8y5LiVWxdKAuxzvgwZaP3nyZOPfImvPxOUQcPfqxSsREbl/fH8so+UfPHiwMfbSdJg+u2QdmIKcFIfWdlqx69fMf15rAzpLzkeoXU2zWdoGOtB2HHdSB05OxjLqmbgcPBvq4Th2+kQHpgEd6M8u6gAeCgAAAAAAMNNlD/ra9aA9+o+tdbXOkFut9211Pko3mvHHb00bWDJDdtfM+mV8q5XroVDPxMOLh5uVn63/fHm0Wd9vV2R9bDqO2lSCoXsgdv5q75Na6+bcz2TOOGqptcCU1Fuy9avkHux5HHPfc+jALdCBwVMhInI5vK8vdGyPH4uIyLOzs7HM0Ut0ILe+DzqQDzoQBg8FAAAAAACYYUIBAAAAAABmspc87YKLZ4p0Y6lUcTlBMK3HGLouSwk8jOEG4/n19DfXLf7wxbDUyW/auXuvX1xv1PeD/ETW5+X+/XUwt0/q3JUsk+j5vNQEUqbas47VEhgawtp/Tr2SMVqfW0uqyZy6rd4ZJelHY/2iAyvQAXt9JUsHfu/3xt9eDO/yl3pcw3KovQ8+WJcZAkfRgc3v0IHt/ea0hw6kwUMBAAAAAABmugRlh2g1Q7fOgntZ1HpYw0pS100RgJTCEpToli2pd/ry1Ovc+ftqs72eaRwtG1T13NSqJE1nLjnWqlbWt9r6luDTUlq/v6YMhu5p8ZurTXRg+3el7dbQTQc+/XT993e/uyo7bEgnQzrxfafuVSTIPHcc6MD2Ni1lckAH2jKHDuChAAAAAAAAM9keiqWsmS2ZYVrXk6bWSE65htjvK2VJSaUC67mmuMQCFFoz67O3t7olD9QKJSLXcj00tPo4vTrd+LeIyNne2UZfJRaqFD0sqnM+S7kWspq1t6lj7XnsJWtD51r3HOtjKe/XbSxlnOiABPu/zTog5+erdoZPbeWlE2+n9dCBNOgAOtADPBQAAAAAAGCmOMuTS2m0eEumyJyRolW0f4qeawpjs+/SMbdao6lZOHQTOzfL0/4QLHEqK8/EjVgKkdFcdfZy01ORa4kpyZjh/7vldc5ZexsrE7IIpSwfrdZY+oTGan1X9Hqmc/rqkYkk1ueuWKbQgfK+0IH8+ikdGBm+e+l6LwZiG9qhA+iAtS90IB88FAAAAAAAYIYJBQAAAAAAmJksbWwKi9u4h1sO7OS4BTVgLlTPd3m7gXv7V6v6Z3I2fLF9PKnrqm27AX+97i+rKzNVvrWLfYolIj37KEmpWFKnpL0Q1vNbO9ZdfaehA7tPTx0Y/x4+x3Sxr16tGzo+DvYZAh1o204O6IC97V3QATwUAAAAAABgpthDUTpjbhX05WOd7ZXM2loF3Flnljkz1FD/Occa+y3VR05ApjXlXDD4bmx0+PQCr+XQKTPcyS/2E+0k+rTM5q33sCUFXw6lxzBl8Ooc7NLx5Y61lYWt5N1yeHh44zd0oLwMOlCnA2PaWU0NO2xsd/jGG2MZ9X6UnGt0YHfekxZ26fh2TQd88FAAAAAAAICZyWMoSmaLU88sa1K1bauX21eKnPR/oe9Ss86eFhm/nJ/SL1QmNJ4xdsLHLTosgz2WzTW0ob50pn0QSDvYa91hyGLXs49aLJbkVtbmuSxsrdcST7kmeddiANCB8nZy6txmHXAKR8uG3umxvtCB7aAD9dwlHcBDAQAAAAAAZibzULS2SFk3P/FncqWzR7/eUtYrpqxnU6zxDP07tubW/befzSNYZ1VkHTsR4P7+fRERebT/aOuYc+i5AVCvddwtsTyDU44xZx13af1aemVLmSszSg9rFzqw2X9rbrMOaJmXGvPw2Wc3xpHawM0COoAOlHKXdQAPBQAAAAAAmGFCAQAAAAAAZpouebpt6blqN5WZ63zkjC12bKmgvtK+9DtNy5cKxtPfng2pAF+dO5sVrfc2GjpdfXyy/8n41Zt7b2aPWalNF5jD3EFSOdS6jXOoXVqiLO0dEzpPU24UpSzpvCxpLNtAB5atA+fn52OZcWO7YalTaHmTv2keOpAPOmAHHViBhwIAAAAAAMxMnja2hNbp9lpSYtnqGfiTGk+O1aikr9p2Um37lqVw4eFzKPrm/torEUsXGEItXW6fsYBBq4WmNjAsp37t/VWb+jIWbJnTjjXlZE7ZuayBsWDNUit4iUW5NE3oLoIObG87NZ7bpgN+2Zy0sSHQgXi/2/oK1UcHNvtX7pIO4KEAAAAAAAAz2R6KKWc5U/RVm27Q2ldsNr8L1sRS64RfXi1CqWMdLUxOkdPD06GzzbJne/E0sqXns6R8r3WlpeVbWQWt7fRa1+q2M+VzYXkma9fgW6x7obZT56zlOUQH8suk+kIH8nTALaMb0fl9pLwa6ED/dtCBu6cDMfBQAAAAAACAmUXEUEwRDV+SzSLntxQ5M1zLMZduPuKvoQtl1cipX0KqTiq7h3J0dCQiItcn1+N3py9PN8qc7a88E68fvD5+p+N/8ODBRjv66ZYJUbIWOUWsTO7ayNJ2WzBH26HzkXMP5lxD6708pxUsxRTrt5cAOpDHXdKBk5OTrWN14ybQATvowPa2W3PbdAAPBQAAAAAAmGFCAQAAAAAAZhax5KlVgNsUWAKQStJ/WduxtlnadqyvVgFdB/sr9/Xnjj63/nIViydnMgRhD1Ue7j+80U4omM9Hg/hKUgzWUnuPzhWg5vef89y1CmJrWa+2j1ZLGHq53FvdE3Muk0IH8rgLOqD/dpcqaVC2X8atiw70BR1AB1LgoQAAAAAAADNdPBRTzKJbzvRjzGWty7H2pIKUYpvz9CQnACq0EZFviXp++fxm44MB6VS84GxZp43Vvl68eFE48vCYlxzQatnkRyk9rlRAp0/tOZvima61iE2RKnKOe7BHX+hAHXdZBy4vL2+0k+NJQAfyyqID6EDuOErAQwEAAAAAAGayPRQlKb1y621rp+XMrHXqu5zyORuZlPyWSrMX6ncOC1UO7nlRi9TFxYWIiOztr25JTQ0r4mxs5xO4e0MpCf1+QxYyy31acn1z7+UcS1DNczGXZWbKe6+2r5L14KV9laQtzXnntnpHpo7D3TgMHSgvjw6ESelAKD7Cj6FQQhvboQN57VvroQN1fe26DsTAQwEAAAAAAGayPRRzrIsrXYNbm2mihNo1hP5YUxaIWgtZz0wK/vhL1yT7a2efPXsmIiIfv/x4LPO78rurP443+9SMUH6b27Bm9SixBrR6XqxWiV7PQOl9WnI/tBrz3JkuFKs1P1U2tWlTa7Rf1zKMDmyCDmyWaa0DoXaOj483fgu1kwM6UD8uF3QgzG3UgRh4KAAAAAAAwAwTCgAAAAAAMDP5xnYlbp9cd05sU5yeLt4p6Jk+LRYsllOn1KWpKfxyAuXUDR1yr2k9dYuH7g93I6Rt4wn1H+szVSZUvsQVWRvMupT7NUUqONESmBpra1udXtcwl1bP9BSu7p59oAP5oAPhPtCB/PpLAR3YbLu2/tJ0AA8FAAAAAACYaeKhyJkZpmY5rWbxc5SxbhDj/zvnnJXO4EvKl1hAcmfXWk4tUjn46QNd/ECk+/fvj7+pRStltVJKxpNKKWi1GlkspyEL2VIsUiXBnz2C+VJWr9R3Je3OkaKxNohvatCBfNCBNOjA9nbQgXQZdGB68FAAAAAAAICZYg9F7pq3UPlcUjP+nmsILfVLLQY1s/jcmbtlHDmELFM519ffECWVLtBfH+uiFiVtz037p+VTliltO7RBi7+eNnQOay1Ssd9aWUBSfUyx1tI6jpI12SXrYktTLVp/i42jpxWp13hCZULr2NGBeB10IAw6kP4NHUAHSplbB3zwUAAAAAAAgBkmFAAAAAAAYKYqKLvEpTpnMEwuFhdVbcBMbZq+EH4gW22wY44rssTlHdp5V8fsB9yJiJyfn4vIevdUv24u/ljdoLyQ+1skL/1gDqklIiXuylD50uDXVtS4cnPvM0vAYuqapZ63VqkEY0Gbqb5qAxFrlwBZ+3f7Rgc2QQfCoAOb4wj9llMfHUi3iQ7Y2ymtp+ChAAAAAAAAM8UeitLZqGWGXGoh6hn0UoI/s07NSEtmwaWWqZIAplTd0MY/LQhZgfxgvBxyrEah9nwrmFtOv9NAv5zgr1Irx9LS/eVQa7nw67h19Xrod+59l5Pa0WJVrA24y6F1MKxLa8tjbdrT1u27ddABdCAFOjAd6EA5t1kHfPBQAAAAAACAmWwPhWXNWC2568Fi69BKZ38WC07pjL21NSLVv8Wy5FoC9O+ctZ5+Kr9Ym7mkUgqGrHv+GEMbIimhlIL+d3ruStckltz7tWncarFaLGvq66d7ffRc633i3i8lz3LKEuX/1uM9VmJtboU1NWjpem2/LXRgex/oQLzNXNCB7X3Vgg6kx4oO5B8/HgoAAAAAADBTleXJp/V6rqnXivrftZpphqxoOdaenNmmZrwIWZRyxpQzQ8+x+oSsRTkZDHLwLVOx9t0+dIx+RhARkePj42B7LmphyxlzTuaOlhYJi+Wk1LIUG7fViuZfF9dq+vz5840ybv2URctHr+fbb7994zf//mxtRZ+L0vtzCtCB7WXQgXLQgU3QgTDoQJgpjhEPBQAAAAAAmGFCAQAAAAAAZpoueWqF1S2YcstZglZC7rCS4KASN3rKvRfqU11+oYC52NhyyuQcayq4J+U+Dh17TvrE2G+h4/FTz3388cc36oWWAvjj0DKpgMbQPVXi3re6IGtcl9blI6G+S54BP0BU3dsi62vmX7tQ/VAZ5eTk5MYYY+2EqHUJW9znOYHPPQIxc5h7GQA6gA7ExhQbBzqQBzqADuRCUDYAAAAAAExCEw+FZeaUE3yWmvG3Hk/L9nLKp4KKYoF2rkXFn6HnWJ3cPv3+U7PqnOMJWaRyrBsxS5bVUpeyYKSsGv7Y9PP+/fvRsjnnLPTblJbfWHBgqEztM5myxOqn3sOhe9H/dOvps+BatBQNnNTxaH333opZpqzXosQKlWMNTwWxlloDfazPtJaJbRhladMHHUAHYvX8us10IJIGNzQ2dCBcHx3YbA8dWIGHAgAAAAAAzGR7KKyzmxJSqbxqZ5QlY82ZSdau703V15n15eVltE5qvWEoJZvI5qzechyh66Kzf+0rx+oTshjE+hKJW+HcMufn5yJy85yFNs7xxyOynn3r+kvFtQYeHBxsHavfdupe7mkViVmUci1lOeulY2VCZfXc6/Vxr4teu1CKR71ntYy27d5DqfXavQlZ6izvhtw6lnum5XsaHdj8DR1YsVgdePPNVd0/8kfGMi/03fP976/GM5QVQQdy6+eUQQdurw7EwEMBAAAAAABmumd56rVOsGTtV2mbqRl2rWUqlS1C0dm7PxsPrTcMbWjk189Zpxvi1YtXG/9+/eB1EQlbptSik9pMKWVBiG044/7tnwf3XPprMvW87F+tx3olqzJqYXL70O/8+9U9nti1K83Q0OqZKLkHS6xYuW3nrGn2s3noPfn48eOxzJMnT4JlRERenA/n3BvOhazv6dhaU0vGmG2/3SX0Oh4eHla3hQ5ssks64I819K5cnA688YaIiDz70pdW37/zzrqTod6Btve7v5s8Nv940IFwmZ464D8DIdCBPpToAB4KAAAAAAAww4QCAAAAAADMVC15mnLDjdq+coK+Ym7slOsuhJ9eK+T+TZWJpU9zXdZPnz6N/qbuwVfnqyVLZy/PomM9ldPVH8Mhnl6d3ihzdriqf76/atd1BaqrXc/L8fHx+FvKbaz4wVX6mXOdQ5viaD11939y8cm6wnDKQ4F3vns05O7U8ftBeVMG1YWo7b+kr1Q7oZR+/vKEkKv7ww8/3PjtC+dfGH/7cfnxjb7Ojlb34hN5Eh2Png/3GWvtvq7djKrk3M+x0VJJeXQgzFJ0IGe5iKJlrtxlScPfuuBhX+8np96z4XlejA58+csiInL5Yz+2+t551+998MHqcxjXSSBVJzpgb6eVDrhLnnxyArDRgU1664AIHgoAAAAAAKige1B2jdUqt27JLC9V1rdMqbUlFOiW2iQtFVgWs3yE0uPpDF1n/B9//PFYxp/Fv7pwAqjVSDVkwzt9edPr4JfVMqPHwkWNOw9v/vSpfLrqajgv7rlSK4J/rKGgtpwgR/+6hK5dKo3i4V5+cGnObD6Ves8/ntJ0gan7NHbvtLJQldYbrZqBDaP8e1k/1bIqsrZSfenxKoDSvV/H+1HvwX3vU0T29jc3NEpRa1GqJXauewYApqz6UwUeogPT6EAoYHtMofr669q52+GqrP5TPQuuBXj47oYMBO6dS30XOM/30RDMOYkODJ96PBd67t0U4euGon34faED2+u10gH9DI1HVxWEnp+cIGy/bCnoQBo8FAAAAAAAYCbbQzGndSvW/7YyIauT/2/3ez/1nr+hkMjNmXaOZSpnFh3qQ8fz0Ucficg6rZqIyCfnQ2yATvDXe/OIrKqt4yFCp24/XHbDQ6F3h5p7BgO/rmMXEXljb5Wez08xK3LTAqXHGNrCPcdKo5+6NtO1xum5yrFwpfpM3UM5W8+n2o6Rk0pwaqtTTnsxC27qeVGLlHsvq3dNY33eu3pv/O10b9Njpv9+f//98bvLvdXNn2NFLLEGTmEtivXdYxw593sIN10gOrBiKTrgP1eXzjv3mT6XmibbiWsYxzH8NsjAOnYiYNG/8GIp3FXsWubFw8F/MaRtFREZRzSMu6sO6DtI9cA5VyNafvgNHahrr5UOjN6+4RivQl4l/ffeTa906DsfdKCNDsTAQwEAAAAAAGaKYyimsEaVWJlT5VPrYv1ZtchNi0cqc0ZoIyFFZ8qPHj0SkbyMBKG1r7pWVmfxo1dC5IZn4vSZY8nV71548RBuUorh1IweieFOOD1Y1znbX1mMfSuxe9c8PXgq20hl+YhZFVIWkND11jbVU/KmvBkdj2bnuH///vidn10kh1prQonVaGrLcGxsoe99i1TKyqrPz/6lu457s72zvbUH7HR/8JwN9+DZ8XBPHq3vyYOT1fWMxeyEKD13rda8Wq5Zz2s/91riFOhAWAfc7DejZ+L6ejUe57pcDn+/0GxEw78P3PPhj3n4zZUK9WJoViQZjmvPOeYD9X7oBnKBY93XTEtnq2e4iw7cu7cqo9+pBdy9J4YsTwfDb/d/9EfHn9CB7f3FvrfogHr/RJx7cTj3e26msOFzz8si5l4nja9AB8ohhgIAAAAAAGaHCQUAAAAAAJgpXvJUGtxj2YjIGjTilw25S2MBdyJxF3fIxRwKxssJ+HE3UwuN2R1j0bl2fdS+9z3lzRribMalTk7cjS43GetrUPbxekmKn4rV3ezHT/GmuEFtWt6/T0IB175L1V2m4Jd5Q9ZBgT7alztW302acnlrvzn3dmuXd6heahwlAWY59XMCXFPLNl6cD9dsXUROL4b7TO9b5600JgA42fz3k4dPxjInR+FUgqngyVCKxSmDi/1xWOvNMWa3/1xurQ68Wi2xdIN/9zOCQ3vpwIYM+BuvaTuBdK2HQ9mDoU/3ra5HocdzOLwb3RDvPX1ffmG1KeWBLn0SkRN9X2qZ4Xzuvba2ZzbTgTdXS11HCdT67jnUYOxhmRg6sH0crXUgmOZ4WBp4NTwb7pKno2G8J8O101TEDx+uc9n71w4dmB48FAAAAAAAYCbbQ1FiYcrZ6MWlZJaV6t+3SLmzX7Um+AF3rtXJnzX7GwPF6vnkBAWlLCAHnmVpDCI+XgcRP5dhW/uhi7MLJ5B1CLSOBlWLrE04Xg7AjbKDgWAMkh2GdbC/Ht+BbFqWXItBzDIQsgj5uNdZr5l/fd1r4Kd2HD0UziV4/eD1jbHG+nNxj0H/9q9PTjsprNbeUiuTZUwpy1QsTWDIqjg+S0PGgMOXjg1U78Wh6TNZ38vK2cHw3XDI7j3oP0shD5RPKpVnCaWBcrUWeuuYWrV9p3XASeJw8SM/siqrX3z66XoAw8ZcvXTgOJT+VTfac70Pw7M3WmoD/V8N5+hwCGY+Gtp233vHGiT72WercfgeBxGRwbq8P3goHg6fIiJ7wzhGb4F6Q3rowOD1eKl9DQHY7jU40MQQ6ED2mFrrwNiOc92vhnvmpXq3Al68A73PhhTKofc3OpDfR2vPBh4KAAAAAAAwU7WxXWss6/RS7aRSAapVQ7d5FxH58MMPN8qE0gVq26GN3NQCruVDs1/9TWfRqTV8rrXfL6P1tb3nz57fGI/EJ+ZOo6sP9UxspI0d1qtrLIV6PE5kbTlQa00q3Z4/C7bO3P3Uc6/L6+Nvb74c0sRq9ZtZHJP9+1aVkvWXobZbpQKc4rlLkRqHWqRSz0vMqvj8ZeB+VQKn/Ik8ERGRz+99XkREjved9bWeRUrTAZdaneZcjzp1n9ZjvZM68OUvrz4di+nLweo5tu3EUBz84Acb9afUAX03uqQstH6bIet7bG26i8ZQ6Fr3o0CZfR3bYIFupQMb9XTzvOHfVyHPh3ooPv/5aL/oQP44anTg5eBxEJF1yuHBU7EXiTMSEdkbYphCzwI6kE/rY8VDAQAAAAAAZoqzPPWgdhZ+Y9arVtDnaytozCKl1ij3Oy3z6mLwQrjL/oYhjhvCuRM7/dubWLvWjZiVx/23nwFE67sbAaU2kbnRZuq07nuf7h0xGHd0Tfs9Wa2zfWv/rejxuB6K2DGGLI4lWSj2r+K/nV4O12UwHLqbpJVYJ/QztN38Cy9LimvNy7GgWsaRQ89MIop77DHLlGs59J87/Rw9Si5ePI/I2kt2fLTySIQ8YWP2meFa6RrzpWS+mBr/OUt55JaUJWRxOvBjP7aqM7yPL5zMReqh0IxJ+46HY3+wup44XguR+XUgJwtRyCIfi2/YsPwOMRz73//+qo7T176eB83kNDyftToQ2kxQ4zQ06lE3uNtz3lvowAJ0QI/LPa/DfaZZxI7cLE/66f1/BjoQZw4dwEMBAAAAAABmmFAAAAAAAICZJkueWrnYclyzJUF4KZeqvwRDROSjD1apyE6fDstmng4/bGY6W6Fnzo13O9z8TLmPU0uFFP+30PHkpGH0XbMiNzcS0mVNGngtIrJ3tDcc6urz3f13o2NMpYj0fwsFufv/Th2PDJ7U8TqJjNdq3CQtwKVcRn+LEXSrV9ZPpR20uKKndOm6x6PXMWeJyVj2Yjg+91JoYgDdSNHxgt87WS2z8++lUDCeHzhZel5KyrcOlrQuiUgxtav/tujAB0MK1afDOJ4Oz+mF+7zqu31Y1nHgHPuhLr3w3tG7oAN+n6ExJd/1+sWQrnXjN28JV60O6JIa3WRQZH3NLkateKaV1g0kgn1joAOb1OrAxTDWDRnQe1mXmTlLpk70t0SiA3QgzJT3BR4KAAAAAAAw0zQoO2eW1iNdYWxmHNr6XS1RuhHaxgZ1Ol1+7P37pmFn9EycXjkW8eGQdBOu1MYqvtXJapnKIScYL/Zva5nS+v41DF27RxePVl8M1+Xs0tnM70XEM+F0pZaLkHUj5k0JpQvMsVb5wZIbQxr6CLXjfxfqPxYkmUPOuff/Dv07RKgd33ql6XxdT9i4maJmx3QMiHqsGmiXCv7P2cAoh1oLeStaB0z3sH7l9hMrs0QduByCOR8P7VwOQcUvAmM9GCzxV0MwsojI/tDWgfdOQQfa6IC/4eyl43l5cX3tN7jqyzn2vbfe2ugfHVgxpQ7o0e073qW94VkaZcD1Pgz1DzVd7Ntvr75HB8ztuZA2FgAAAAAAZqeJh6KnRSqnL9+aEdqs6INh9vvRsGX7k8Hq9Pzc2WBLMweqZ0KNI6mz5P4WiaHIsdq4ZdQaoVbZkAXjhuV3S5s+JenCcixLVguOv5bZtz6JiBw8WVkcTs+Hzfc0dmK9xNIZyOpDvURuCtInB082xpqyTKWsRznnzpLuzyUVM6DnSI/j2Emv59ePjcvFtQLGyoXWX8fqhCxcb8qQJlavj+Oh0Gv08mRV9h0nPeeDBw9EROSRpuIc1j+7lqnYplPuOHKeiVC920rJeQilzEyVzymzNB1wPRQfDs/TpVrEhzJ7bp/699DenuOhOBzKHyYs4T7owHYd8K/V0+GdtCEDQzt6rdRL5KYgVQs2OrDJFDqg6PXZd1Ir6xtd0y2/47x3Rh0YPBPoQBta6wAeCgAAAAAAMMOEAgAAAAAAzEy2U7bFxZRya7u/+enj1MX9gx/8YCyjO6H6u2G/+eF6x97TD4alNH4wtutJVA/b4P05O765dOPewSrtYMil6gff6W/3798fy/hBRSE3o79rasitp2VSbuic4K+UyzrmZgyR4wr1d90UETm+XF0AXfL03vl7q3+/dAKx1Rs3nLr3D99ffe69PxZ5tv9sY8w5wXih8fuu4VRaytQxh1zlsSDNVABeSbBlbj1F773Y/RJqx/33wyHEblziNARcj4HYInL/eHXv67ImdW+736mLWz9DS0OUVLBl7N8t6JWer3a5ROzfoe96u/mXqgMfOs/XB8Pn5aefiojIi9//fREROX7jjbHM0fDb4dDesZMmVXfzTS2tQQfKdcAPoD8f+nzpnFdPBsZ/h3YpRwe211NqdcAfh+bd2HOC6I+HPh49XGkGOrDJLugAHgoAAAAAADAzmYfCpzQVV2r266cHDAV0qUVKP08vBwupkzU2mSZ2QDffGj0TD50fh2m3bwFxrQq+pUEDXVxrVM5GQnr8ajlwZ+exDXNy2nHrxAKwSq1X/rULWer8cbjWH910TzmVwVMh7934Ti3hZ0erz9ODtSVcf0ullUvdZylrk+IHSfr3pMj6vgxZpvR+8C0xLv53OYFyKXLS44UshrGAUPd4zvdXD9jrR69v/ObeQ2p9ejhYptzgQv886P0SsuTWWp9ap+drReq53XVm0wFNGzt8f+6c40t9F6072fwUGbNRHw9ekQ0Z8Kyn6MBmH6Fx5OhAoEFtaP2dvguG+kfDv93jyUkvOqkOvLay6+7/oT80/nb4h/+wiIicDO/CEw36d4KYd0kHfI8LOlDOLugAHgoAAAAAADCT7aFIzdpyZrY5bed8H1q/GNv6PTme4afQhmijVVsP1TUUDWdM14Cfnayt5wcnqxnyW0O6QJ1xp9ZohtZxxspuDN+7HqG1s7F/h35LbaiUsjz448mxkrj1/WuVskiN3oe9s2iZ8foMniRxM515ww6NI/bv0FhDY9Z13L619IljWUqtV1arjF8mZM2LrRn1/3bHWpIWUiR9PWPPmduOWpT8Mu79phapkFfGt+SqRSpkcSxJz1lL6HxOadlqlQo0dd/nvHdCY9olHdD19xt3+VD+QI9Vrd1OX/rkafpL957Vv9GBNFYdGM/ZJ59Ey+wN78/94X3qprxMnZdJdWDwTMjgjdj7iZ8Yfzv+yldWZU7GZQ+rDyc9MTqADsylAzHwUAAAAAAAgJniGIpSC0hJ5H/Oelr9dC24/m86m3bbe/XilYisMwOdXtz0TIwWbD0rwxI+NyONfqdr9O+d3Bt/UovUu+++KyLhzVdiVoUUOTNE62zckhmidOat18rPSOL2n7p2fkyLxlT4sRUbvw1eDDcL197+5jlPWZ9C92TMIqVZZUScDCTe54bFTZf+Hq36cK1n7npvkbUlJhRLYSHX8uCfm5KMKKENcFKWqVjGG/fv2Hpwt0yofoxa65G1vsV6Zc3eUkKpV2FXdWD8TtfohzwCGo8w1DsePt2N7XR197gZl/N8ogNhanXghpU8FK+hZYaMXKFN33Iy2kyhAy+/8AURETkaxnzo9KFxPOotu6+esEZr5tEByS7To/5t0QEfPBQAAAAAAGCGCQUAAAAAAJjJ9rfWulRSATsx909OcFHoOw2EevFs7SI9vRqWLQ1e0nFTNNdrqmdDN986DiyL0vyAX1x9fP7znx9/evvttzc+1dUdcmvnuO5ylhKklhfkLB1ItVNCyDXsBxanUs7pp167jfENzZxdDsuYrlafv/HyN8YiY5D8sBTt/eP3N/4tInJ/b51i7kYfHqn7SwPrPv74YxFZu7NFRD76wUerP4avLi6HYw3EGL68utnH61er9Koa1JfaQCiUei9G6XKHnI2M/LbV1RwK4PPvaTfdn+Xesy7tKAnIrB3HXNScz23nYBd1QJ8lEed+1rL6vdPOnre85DhwPz8c3ttf/OJKCNCBzfo9dEDr6bLQK93Yzmlbg7GPTld6oEud3KU1/nXooQO6maJ+p5skXjhLr0Tf8Rpo/X/+z/iTnrFnw7ivnGBsfxzoQP1v6MBmHevSJzwUAAAAAABgZjIPRc5sMWUtKUkJNuJMpkePxNCFboS2kRJ2aFLTxo5lnNii909Wlu+9t1enTgPvROKbrqQ20LGmOMuZSVpm7yVpyEopCba8fnHt/LhZ9n1ZXYPx+sj6mvkb213Lup2UZSonaNQPvlML1Q9/+MOxzJs/eHP1xxBbPW6492LtKXE32xMR+UTW6Q9f7a2SB+g9UxK0WUrOMatFKnXt/XvYvd81ME/b0WfCDZIsCcYLPS85VuvYmEPfWevHyAlgrg2Ga8W249pFHQgG/3rv5CP3Gg2WY00bK69Wz6QbZKrvevVCoAP5lOiAa+WO1nPO68Fnn4nITWu5yxQ6oB6KS+1r+HRt9uP9pZ6N//2/12P84INVmeE9uafenCGQuyXoQPg7dKAcPBQAAAAAAGCmi/mzdpaVs6mNu/ZOy/u/3Tu651QcPm9mMhtRa/J7++9tlD176KQnXRmkxtSAobRnlrV7qZl2itDMtsaKWJsGLUTKyu4fv7ZzebVOn3o4XIgxTey4q9S6HfVMjP8ePAKP5NH4nVpHUpZCf0Mi97j8FICPHz8WEZHTHzoeh8fDp5qiBgOM600Rr/s3999c/32y+lutnKmxpoitR0+tCXatgTkWKZ+QVTB2v5emC9TzUOShDDBF6r2cdlut4bWkH5yKpehA6H481LgKvefdsQ7f7b++imdS66puvCWy9kygA5u01oHUmv099eI67y1/3KF1/L104IeDV0HEkQGNw9EfnHZGD8XQ174z1pPB63HyzjurssN9Vgo6EAYd6AMeCgAAAAAAMNPUQ5EzoypZPxlCZ2Du2js/a4T+5m42dHaxsliPa9qHNfZjbIXz2+jNGKqfvb22fr/83Gps75ysLAehWbhviUnNTHNm2tbZ55Sz1VBfoQ2MRNKbBIXKPJfnG7/58RIisvY8ZdzRIauV3juaQUT/7Wbu0L/f+HC1adLp4+F+WRum5PTpaXAc7gZ7N3DK6r2rVtHQpliKniM9z6XPn5/Bw8U/D6HrFLtmqTXvins8eoyh5ye0kZJP7FlaynrUEK0tSq0s06E2QxtU5Y7FUqanDvheD42deHnP8WZ7VlA/XkJE5HOf+9zGb+hAvK9WOuCj/gX1JIms79Wc2LNaHfjwww9FROTxJ6sYOEcG5OmQ1WkcxfDvY3dceq70frlex/sdD/caOiAbf6MDee31aDNHB/BQAAAAAACAGSYUAAAAAABgJnvJU8o1M4WLOyfYyw/qefDgwY2yT46eiIjI9cXKvegueRoZDlGXOj35/JPxJ13qlOPqVpd7z1SLqfRttdSmB8xpzw8ES/bl363uv71DvnewWsLgngvfDa5p/0TWLl1NAahubbfMuMRJvd/D57jMSUTeu3pvo4+zAy+QXJylWoMH8f7xzc19/Hs5FeCmuC58DV7zz2co4M4PvBNZH3/K1e0vH0kF41nSfbrH0Yo5gtZSz2hqeUCJOzy1BKHlMd8WHdDf/PvbRY9Rlzq5m9fp+x8daNNeiQ6M7/FhiZD7XveP2Q/i9cuLlOuABmGfDwHbKgfrEpv75Yqsl2ftOcuK9nUpiS7Rc1IPowOboAPL0oEYeCgAAAAAAMBMcVB2qZWilVUjNVvT2avOiNVq5PatZfwNVs5eroNlxw3TDlcWZ/VmuMF4fkozdxz+Zi05s3Drb36ZnNlvDqkZbmpcJVasnGBLt49X+6uNpU6PhmDslzcDnMeA+iFGU69TKDgvZIlRi5QG2l18uLK6jF4JkbVH4mL47oXXt/u3dquph0+cje1OhjLDbXVwsra+xFLnlaaTDAUcbsO1NOnfvmVK0ymKrFMq+pbhVGBY6PlNWWD0OEqsK9Z3zpRp+vz6uVb5WH+pdIM9gnlvmw6ExqdltD10YPu4euqAb/lO1ddzX6sDY+D1EFQtInI+eEYu3lgl5xjftE4ZxZMBOXE8FCdDIgC9r9zkAehA+DjQAUn2N7UO+OChAAAAAAAAM03SxqZmPjWpu3JnRjoj1lmsO9NX/Bl2alx7+6vT8u7+uxvtu/X0O3djpdimK7XWpxxS1iKrpdGvl7Nu2i0Ts464ZfQ8qkXp448/FpFNi9LrR6u0gE91lWqo2cHIr5sZhtLrpTZJUvQ+OX02eBGc5aGnL8Keiff21nETp3tDmUfDF8OtePr22ouhsTnH766O2d0wy1+THdrkR8+Nfup9l2ONcs9BatMify2xlnXXEmt53wrojtXfbCxlvfLTH7rHVkvsWey59jzV3pJTGVq5bTrg3zPowPY+QmVa6YD/Tg+163upanXg2eB1cKMEXnifyt7gsRAR2RvqPRq+870R7t/vDrET6AA6sOvgoQAAAAAAADOTb2yXYyUpzQCgqHXDXycrst6gxbKOLGUVcDdWsliiWq5T7oV1pu5bFVLrQPVTr9mjR4+2thM6PyGLlE9q3fQYA6EGHPcJGYahG+u5sRNj/f3hOzWOqofioVN2MFLdf7iyarqWVN8ypcca2uTHPy8hK46/aZFrmdLj10we7uZNapH66KOPNv6tz5FLyBLsj8m3SNVaf1LrSVu1ncq4kVsvRqs1tzmUWpRrQQfQAZdd1IGxzPC5IQNDvzfetu476c03RUTkZLg/TgZPheuFUA+FfocOlIMOLEsH8FAAAAAAAIAZJhQAAAAAAGCmyZKnmoC7UDvWeil3mr+RkRJKJ+cTciGGAvViZUp/KykzBSXXNZXyzU8r5+K7S1PBeNYxqps3tJnV6MJNNaOHpkM78L4XEdGhPvT+7Rze9dEq7WAocDAUfLcNPb+h+1SP2V/qIbI+D7pRk36KrIPu/N9eXqzr65Kvjy4+2hiHiy5dKFnikiJ0nS31ezxbUzyvMRf1EpbFoAPpcZX+VlJmCu6SDiSD1L2xHQztbcjAaytb7cNh6ZOfytj9bhd1YOPpGfrVdtCBu6sDeCgAAAAAAMBMtoeiJKCjNAVXTgovv6xbJ2fjnZoZaSoNYq2FyZpKbI4gvh6z4BwLX8ryoWjaRj/oLBR8ltx8KeaFcNH4Sx3yOuZTzo5WKWF1I7uzw+HznfXGdg8ePFhVD1im/POhlp2QBdU/H6Hzk0oJqMF3anXSTZzc3/TzzYs3hx9udDGes8ujlfXLtf7G7tNcC1NOyslYmy2fkZ5BzNvay93saArQge3jKKmf+g0d2GRKHRiDoId6B4H37ygDgzfi0Akg9z0S+h5/5513xjK7qAMXw/FsyICmhB0+Q15AdCCPXdGBGHgoAAAAAADATHEMRa3VJIcp1rUlrdTGcbRaDzvleji/r9JjzjmPSk6aPn9c7t++lcJdK+qnxUtZPtIdD5+61DXgoVCvg3oo1BshInJ6uIorOHu0+m7vaPWI/cjDHxnL+CkB3XW1vsUzZ213CH/zJj81oPu3WqRCv71xMWzWNISYnF456W91aHpaB4PUs2fPxiL+enZ/gyP375zrU7vBkfXZsjzbPZ7fVu/Glukae/WBDqADc+mA9qXv5oNAmtTDIRVs6D3up73VMqnN6xapA8OGfBdf+IKIjDIgbqt7w/kfZUA3BUQHTH20GseU7Sh4KAAAAAAAwEz2tLd15g6rhaulJcnSf+8+RW4eY8hq1GNjmNyybp3YWN2/U+s3fYuF/ymytnQ8f/58oy/X+hKzSOUe30NNyzTEQ4xeCMcUc7a3+k43ttMyx4+OxzIfH30sImuPhFqdQpYY30Ll4lukQlY4xbdCud/5mUzc8+pbpFzL1BsvB8/EcPpOLwbPxNrotPbe6GciCUvouir+GmL3msU2SypdO5/DnNl0Qhs0Wd+5PY8DHZimTxF0wP0UydSB11/fOp4c1MOgn24f/oZyoU34fI/ETujAkNHp3DmOl8PfLzUuYvj+mVP/YNjs7mAYz9F5KNBONvpFB8Lsig7EwEMBAAAAAABmmFAAAAAAAICZJhvbpWjl4vZ/K3UN1QSd5ZbNSY0W6z/nvKSOOWeM1gC1HHd2iFR6v219ue2qi/vcc6VaAweDHG5+/sjBj9wo4qfy039rqkKRm0F4ITe2/5s14M4nlRpRXcxPBve0yPp8Pj9fnd8xADtExhDP9ldLwO5frc9HaPMoH91sScuG3NuW4MRa97F1qUvOcosp032W9t8DdAAdKCGpA7pc5stfFhGRfScVq+jxf//7q8//7/+Lth3CX+qUs5nhbdGB8+G9e+GeT/1bx6jnzl2ypOfcSx/rjgMduBs6gIcCAAAAAADMNN3YLoRlJpiytrROVzhFwE7tLDRnVt0jNVlJkFMqbWAoWMyv5wdrPR0CxETWFhQNylNLhjsOP1Cu2Kow/OlbnUKWEN+ylNqQyE//F2o7ZW0JWcj0O9/yF7IY+ufXDWjU78aA65uZEde5AMfOnb+HQxoD2APoNYuNWUTk+Ph449/u+QgF6FmIvVNKn805A/ZysRxr7rsWHbCV31YHHSjQgR/9URERufzSl1bjGD5F1hb0A7131FPxySfRvkPv5ruoAxfDWC/d97G+f/U7fZ8HjuMwcX+jA9PTUwdi4KEAAAAAAAAz3WMoYqTSfdVapFqtj2uVkq8VtePISTcYWm+YwreAuJaH2KY6bh9qdfrggw9EROSjjz4Skc01nuqReHXxamho9fFKXo1lPt3/VETWVo1xQyLHshOyEvm/PXjwQETW1pJQWd8iFbI6+Z+utcX3ptQSsvz55zq4JvnZykp1eDkEjrghKrFHyDkdZ0ebG/yF3iY6tti94P6Weu79dbU592npvdyLnNSGIWrfP6k1vEt8p6EDedxZHXi1et9f/NiPrerruBzL9v7Q5p6mZB0+DwLHgw6s0BSw6qDekAEt5z+bzr+Phr/1M+RpQQfuhg7goQAAAAAAADNMKAAAAAAAwMzkS55SbsaSdH+lffRME1gznlT5HgF22/rIcculxuW6NHWpUizgTmTt4v693/s9EbmZynRVQTuOditvyJDydFh+c3mw6ju15Mk91tiOpqWu7lhgnft9TuC4f7/WBr7610BE5PTpEIytPu5nToXhMp7KUGYYvqaGFRE53R9+0+BsObsxjpzdXP2Au1DaQ0XH76ZojF2rKdzbrQOSc8lJN9r6/moJOrA5nlT5u6wDbqrwC921WesNdUIcDb8dDMHYG7kk0IGNc/90+O58uGYaQC0yysC45ElH7y552j87u/GdPw504G7oAB4KAAAAAAAwM5mHImeWWDtLStXPmclta3cbOWm6eqdY7Elocxrf4qHWKJG1dcmv94FjWVKL1OPHjzfqvPnyzXXH2qQaTtTc5J5m705+9eKV+MQC7kTWFqmQtcmvP6bJGzY/ClmdfItMyFMS+nfNPZS6Lvqp51lE5OHTlTXu9NngaYhndRw5PTod/z7bG7wVQ7ejN8Np5+zlUGYwiD2Vpzfa8cecCi5UUikoQ7SyWuUEDqf67vHeqSEnNave5y1AB/L7RQc2+7gcjvHZEKh98J3viIisU8OKs/HaYDV/8eGHq3879zA6sKkD6qF4NpzzjTfrcB7lzTd1ACIicuR4OPbUA6WejUAAdsgzIhLe8A8diNfrRSsdwEMBAAAAAABmsj0UU6bOy7Ew5aw97UFJer3U+ku/fk6Z0vo5v+Xgp5rbWGM5WAjUIuWuefXXwYY2K1JLyeMfDBaTweBw9sxZqx+wfN/Au5NPj1d1XAuIzrDVIvX222+Pv/lrZkP4qf9Caf9i9UMpBbeVcwmtRy3ZKOrDwVL38PHDsczpeXxDu/Gca3zE8dnGvzf+Vg/Fy1UdjaXY+O78bLNdh1f7QzrI/ZuWz7Grgmc6dd+3fjeUjrXUkhXro9YSXWuZQwfQgR468IMf/GCjvWevv74ewFDvSj0bnrVbRGRPxzSM8Tiw6Rw6sOmhOB/aUQ+QuF4VjfMYrtWx3svOud8fPEahlLT+OM6vrzd/cNvxnhN0YLk6EAMPBQAAAAAAmKmKoZgjQ0irdbVWa41fP2fdY44VLWemmGOhKu0/VSZmkXr+fJ2ByV8X666R9C1R/vpYEZFXj1fWabWWn12urds30MNSL8bBzbKaeejl3s1roZYkPzuHW863Prn434WydORYplqTur56zV48G6xOblEd0rA08vRq7T043Rv+1uXFK8OdnB0GsjzpsuXBM6FeCRG56VXSa3flXDvDIx3LoiIyjfW8Z7+t3qe13oTceugAOlCrA/53l5q9x/VQDP3uq2V+KLuxLdzQ1/7gadD3BDrwbONz4z4Zzufh8NuV85tuEKieiUEG5NC5drHn3/33leeZUFm4cs6l5ZlGB/Lb6a0DIngoAAAAAACgAiYUAAAAAABgpnjJk9UNY0mzFWIuN1YOOYFUuXVqaJWS0Hdfa/CXW9dPRxcKxlN39kcffLT64UOnk/PNT3fZzci4m87wqR5qJ4vZ/tHqx1d7qyVU6oZ2U51pEF4oJWBOoJ1fNvbv3DIl90WorB+MF7ouYxndqG7fOb/DeRyXKDmHOm5gp+d6b7OOixuEvRpI5G8ROTs622xPZLyOel3ca+ZfK2uAXclzVnKtSpeoWIIKS/ubAnQgDjqQ1gFNF6sBwm4ZDdod32xOgPAoA0MfR8M7+vCNN8Yy+r7w39/owGYqV7fdo+Gca60D55zrcqij4fj39N9Oqt0YG+lrvd+Ohnb27t0bvzv0UvaiA/E+l/r+w0MBAAAAAABmJtvYric5QYFTBgyW0DMNo2XzFDeYTuv76elCFhC1PrmpANXqdH2+soCcPh0s4Wvj1fpvNbJo0+7pGIwhZyeDdVuDiJ3N0V4/WgXvqVXD36Ao9J37230NAhwIBdr5pKwktSki/bI5ZUIbGo0EnvQbKVzd4fheIN9TITc9E+rp2PAybe7rNLY3XksRefNktWmSXh/9FLl5PvUzZDFMMWW6U5/aPm+jFb8H6EC67Rx66oB+6m8bXowhwPtq2EAtKANDvyeDR0Lf9e573LduowOb9YJBzL4XxakzysBw7n0PUGocrufkhQbXawD4cA3dd73//kcH2tSf8ljxUAAAAAAAgJnuHoqa2VEoFV+Ldrf1Z117WjOmUsuZJSVgbb/j5jSB9bF+SkCRtWdijI+43L5B3bh2/8T5Uv9+a/XheyNE1pYK3aTo4cPVBm6ulcO3SLlWlpglaletvCErkUh4Y7nRDOh6H/wYihOvrIjIs81mtO2NPjR2Y0hD+/7++5vtisjB8ercP3jwYNVVwGrlX7OeVsE5rVgu1nXCrdMNus+ZFXQgj9uoA76HQje/23g3aRyEPnvD1xsyMJR5662VEITW2qMDm8R0wCskIo4MuDEUg2fhyDuP7vlwNziMcaWxKUPbWt/1DmlsCzqwyS7pAB4KAAAAAAAw09RD0XMm51uNciLmrVH11uPoPaPNXccZm5nmrC0Orb9U64afyUPkpvXJtVo9PF9ZNTR24vTZsHmdnxVIZLwTT4+HMm85ZQbPhK6197N0iNxcMxtaO+tniijdFKfEcllCjpXERa1ofsaOnI2VNrI0+QuV9wLlBiPRk5MngcGtPjRmQj0T78l76zJDm7oJoZZx7wEda+i65lyzkk2kWj+b1nfMFKSs+TnZSpa4Zhcd2D0d8L0Xo0Xb3bRuQJ/u46HPtx49Gn9Tz4S+29EBuw6452O8X4d29gJZs0JxDX79G14Q5/rqGU5FPKADfZhSB/BQAAAAAACAGSYUAAAAAABg5lakjW3terRuQFTicptyzCXl3e81TaAG0YVc3fqburVfnb8afxuXOp0Pn5pW9MU6aFeXwtxIJ/ruekwHb68cpY+OHq2KJtIFplICar3QZkWxQK4cl3fIPZhyi7daduEHpoXGoWkQjx+t3MjuUiMNlB6D5N3lUMP1eHLwZPXTkfvjimcXq6ULYzD2y0BQtp7iYWi6sZ67wd7e0d5GH6FjTi1LyGGO5Sc9iC2nabWJ2S6DDixHB9wlT2Oa2E8+WbWt7Tr96WvicNjoTN/j7767FgINtPaDsdGBfB145Cwh8+tfealhRdbnSs9RSAfc+0AksjxLz9GwDCo0Vv9aoQNxlqoDeCgAAAAAAMBM9nQvJxBpii3Cc2b8rYLirO2kxthrdhgKtClJLVYSqBcK2Bu/c5uJNKmB1yIyBv2ePfQ2rTtxLNgnq9tUUwCGUs751g391BR0IulNimIWqZxzmLJMKdbrnvPcqdUmtHmTX++T/U/Gv8dA6cFjNHqLROTF0cp+eLK/GYQXGod6Pc5enm38e3UAQ5nDzevrekPUepaysPnWxNQ5r33upwzELKXVfVXbPzqwnbusA6nN1eTTT0VE5NgJ/j0ZNrTTd7wfXO3+jQ6EKdEBd1x6PtQT5XpsYt6C4ud/+NTrGvIuoQP5zK0DMfBQAAAAAACAmeIFaTkpp6YmZlWoHV9t2sDYv3tTMnutnen65d218aNVWrvQos7+KJoeVmMnnh2v1uW7lil/c6KS9Zc562Nj3/nHp22XWP5KUwHmkJPqTceq645DfCIrb4V6Fl44q5qLLGzDV2dXq3bel/fXv+kbZjBEvX+8+k09ICI31+e6farVyrdIWc/r0lL65VC6Xj/n/oiVzU1/iA5s5y7rgNueWqPH6zF4JtyNsmIpYdGBOK10INVeiQ6M6WOvr7Xy+NueF58RSg2LDqRZog744KEAAAAAAAAzVSHzc64n6znDLFlzWltvaTPllNUmtbZx/M7dnV3Xz3tr60/fXnsxXry9slSrVeJz9z8nImsLhvtbaJOi2DjUopHCallKWWumWBudM+5UpgxFrT2apWPvav068LNp+BleRETk2fCpX6mnYj8QQ6FxFnurz3eO3rkx1hQlFqlWa+Z74o81JxbA/a4XlvbRgfp6t00HXO9D7P5wreZ+BqcxOx06EO2zlw64G9Tl6IBuVKjfvdRr4L63Dja3tAvFe6ADu60DIngoAAAAAACgAiYUAAAAAABgJnvJk9WN1Mr9ZOlzifjuq57nJ8et7m9Kk0Lru65JDZTTvp7tPRt/c12nbr3rk+t1/cOHG7+F3Nn+b6HNbfzvWqWVy0kdFwpQzbmu1qUisTYPPLeyyDoVYAjdfErbU9d1iusX62t3erm5Md5GuliPs6PVbwfHqzG6SxFS58i/h3LqpGi11KRV/73ay2Wq9zk6sMlt1wH3fRzTATfg2k8jig5sZ04dcNvTZVBXGZvO+UHZ6EDf9nJp9d7BQwEAAAAAAGaKg7JbWX1K0lxtI6eeZQbW41hzgnDmIDQOtXSo9Si0aZFrZfL/7bcZ2szGT/MXskxpvdSmNjnkWKRKfksFS/W0PFra8q+h/7eP/uZbti6vLm+UPZVhYzwNxnYD8x/KxneaHvLRo0djkViqR5H1NU89N7Hr2sPaO4WF3ZoK0dKeFXSgHHRANtpBB+qYUwc2PAY6Dn1/D3UOHa+Xv2EhOlDXx1J0wAcPBQAAAAAAmKlKG1tDzgwrdxYWm/3Xzsh6WI9azRJbWTxSqe/8NG6xdYxu2ZTlI2RBiFmm3LWV/prQkrWvpZSc1ymtiqVrcP2xhdL0pdaR6ppqtUyljvXGBoauh2LI+nj8aHMjI9eC6d8DoWvvW61Sa6JDx9OLkNXZZ8r0g/6Ylg46UAc6gA74v02uA4OX4dD3UDixGMdDm+qRQAf6MLcO4KEAAAAAAAAzxR4K65rX1IzfYmWpXWfbw/JgOY4S61eoTMkYSzdh8o9HLQZuJg39TS0ZoWwhfjshq0Iqc4daR0LZK7YdR89Zeqt7uSf+OFzrYsiaGKsXWjf9fP+5iIic7g/ZnvTSOZfp3tG9jb5C62P1O39tdKh86h6K/TtF6fus9dr3VIaYpdxDIdCBNm0r6AA60JOeOrA/eB3233lHRET2ht/cq3TkeUbQgXR7se+WDh4KAAAAAAAww4QCAAAAAADMNAnKtrhrU66qVuSkFLO6qloH1U1BzphDLjd/jO6/1T2p9fwAvtz+1I2ubk43TZ2fHjAVjGe9Lq1c5T0COLcRu04h3KUEfgpBd5mCfucHYG48tyfD39qt/nNvPY5HR49EZH19fZe326Z/L7l/T+H27XXNctzpqZST1j6mBh2wgw6gA7XMpQMnWl+XPg3B2HvucqahDDqQ7mvXdQAPBQAAAAAAmMn2ULSa+VgDZVKpzXLYpQCX2My05dhjbacCs0LBW/qdn17OJRVE5/cR+neOdaLU6mahldWpRyCopY+Ssn7QZAr1SoisrV+aLjC0YVVqoypLoF3Os56yapYGrVrYhfdQCHRgOtABdGCxOuBsSCdf/vLq09OGo4cPx7/Rgfz+dxk8FAAAAAAAYCbbQ2G17LS2aLVKz9WD2DmyrovLKTvleUldy1AauJx6sTKt18C2wLKWsdRKUnMdQxadkusaqq/XNbWZlZ/i0bU6qSXKt0i5dVKbFfnjCZFKR2lhynW6c1morFZvdCC/bXQgv16sDDpQziQ68MYb64qaLlbf+0NfR45moANhdlUHYuChAAAAAAAAM0woAAAAAADATJO0sRb3XI77traPKcjZTTG3fIxSV3Htrqkl/fplQzuk5rix5wh2Kt2V1jLGuQLv/BSCqT5Cafr8IMuHToBdrP+Qq9l3cWtwXihd4Bxu39Rz0+ral+y4GhtbrF5O/6W/+X3oNcstXwI6kA86UA460EkH3nprXfELX9iot6/vtMCSJ3QgzG3RATwUAAAAAABgZvKN7XLa6dlHK0otUnOMI4fWKfRci0Ms4Kc22GpK5gqWahWIqb+F0jjm4FuoQgF7/mfI6uQH4eW04/8do8SylQqUzfmuNrDUb6fVhmpLeC+iA/m/TTmOHNCBNOiApwODV0JEZP9LX9oYh3oo3K0N0YG7oQN4KAAAAAAAwMzkG9v1ag/6kZP6bo70frVp9pZidSo9jpLNqFJoCsBQStiY1yFlUdIyoc2KcjYtsqzVLq2XotcGYtb16bUWWcvxbLuH0IG7CzrQlp3WAWeTwn3v80g9FM5Gd+jA7dKBGHgoAAAAAADATJeN7XrM+OdYG5bKmtB67Vuoj5z61nGU1CtZv5lzzkrvj9haxNJjLrGstb7fap+J0HhKnkVdO+taofTvnOubOme+Z+L+/fs3yoYsUn47IWL3Tu09ZC3jl22VwaeU1hmVSttAB9CBVDvoQJhbowMffHDjt9EzcX0tIujAbdaBGHgoAAAAAADADBMKAAAAAAAwM9nGdpaAlLlTYOVQ6nKLHdMUG5SE+rO4jUvd9Ck3ZazfWtdw6LhSadxy6m8rmyrfY2Mky3IJ19WtZTQVoLsZVUmqx1QfGoSXwhJ0lnM+Wy65mTN42LqMxVrfCjqQDzqADuy0Drhffv/7q09NxjF8ogNt2QUdwEMBAAAAAABmmngoFGu6r1Z9tQqUU0KbebViCktQCTnnzHoecgJ7a9oVqbfs+fSczedYYmpTxeVcT98ydX5+fuM3NwVsrA+/To41KjUet92c488J9qy1gNakcZybVu/D0v5al82tjw5sL7+tD3Qgvz0r6EB6POhAW6bQATwUAAAAAABgpomHojb1XU67OenoUmVLxqFlW1l9QvVrLUC9Zpmt06qFypdYDlr035uW1yJm7Slde+vXC6UG9NfMumtn/TIhC1XOddU0gX79pV1Dl9rnvvZ92OvclK5Zr12z64IOhOujA5ugAyvQgflBB9JlQuChAAAAAAAAM8UeitosBVYsfdVaDHoen2+h6mXdm5qeaz3npnY9q6W90PnIySCif/sbGbnWp5RFym8nZKGKjcMto3+XWDxrz2/JdWq5VrzVOvBaco6/1Tlu0VYJ6MBugA60bQ8dKAcd6K8DPngoAAAAAADADBMKAAAAAAAw0zRtbIiYS6VHoFsJKdfq0l34Lfu1uJat7sFWbmyry7l1IFRtUGGqTizANNRvKGDPD8JTV3WojO/ODqEpAFPnJ5Um0Brk2er5qF1KETvnOfRMwZmTDnIJaTLRgbxxTA06EAYdCIMOoAMp8FAAAAAAAICZbA9Fycyy1ALQI4VhTr+92mtt5duFQLUQJQGHrfuy4o91ruBTH2tgmZ8mMBWMd3l5GW1Lg+pClq0cUveAJQiv9HzE+si1TMfG3+MdVUKJhb3F+NCB/PbQgRXoQDvQgXCdnD5TfaADbcBDAQAAAAAAZoo9FK2sTrHyLku0xLSy0FksKXPPglNMYaGbgpTlQQmtVS1pN2e9o18mVT/UnqYJ9Ntzyz579kxERJ4+fXrjN98So9ar+/fvj2VOTk42+gytr13Kevgcy5Klr9ZlLeUt7abur1gZtxw6gA6EQAfy20UH+oAO5Ldr1YEYeCgAAAAAAMBM0yxPu2CJsIyxRxaJpZ4rq/Vr7iwpJeSsi211PKm1ojkWrpxsKaF2Ymtm3bWzz58/3yijlqrUOA4ODrb+VprJo5W1aIpnaso+cqxFU1jWSlnqu80FHUiDDsiN32JlSvpK9Y8OoAOhPnZJB/BQAAAAAACAGSYUAAAAAABgJnvJ01JdsyLTBvNNcR5qA/VqaHl8vc+Vtf3a9IUlwZYl7dWOTQPwUrhjVre3urjVPe6i7mtNF2gNtPPT9aWWAMCK2mDPVve5dUxTgw6gA5Z66MCgA8P7/+rVq3XB62sRQQfmZIk6EAMPBQAAAAAAmGkSlF0yQy/diKQ1FqvPFLRKsQib9DyvU9xLJWN2A+X8QDvFtV6FNjLy21RKUgGmghxT40/9Nscz0cryOBdTjxEdqAcd6AM6kNCBH/9xEREZVeCDD9Ztfv/7G/XQgb599WDKMeKhAAAAAAAAM03TxipTz9pK0q/F6qTKlNazYE1PZ900qXZdXc54WlkhW53zHAtIbbut1i36bYc2G/I/XatTKpVgDiFLVOjfLtp/y/O8NAvyHEy5IVLofB8eHpraQgfKQQfioAMNdeAnf3LduG5Mp6lknbHuffrp6quCNKXoQB92QQfwUAAAAAAAgJmmHoraWXhttoZWdXI2kclhqet0U0yd2cWyNnKurC2xzWRSdae89m6WJo2P8C1Tbhk/04Z6JURuZvXQz1pCFrulrlG1WoR26XnvAToQbmeX7gt0IL/MTunAu++uynzlK2OZfc3c9OSJiGz+T+HBEE9xNHgq0IH88rv0vLcCDwUAAAAAAJhhQgEAAAAAAGa6BGWnKHEp9thwZsr+rXUsbtdUmdD5mDtto491AyAl55r1Op7UtesR9BjrI7Qxnb/kyU0RqxvaKW66QXVtayBWaOmTv8mR1u9xrLuQnk9p7fIOPbexZRe1lL6HrKAD2+ugA+Vl0YEtOnB8LCIil++8M/72TN/pQ5kDZ4xHw9+Hr61sz+hAPndRB/BQAAAAAACAmWIPRU7gUY8UaSVtWjc/aT2T9INeQ7/ltNOKnFlnK6tYqJz1GtZuihMrU3p+S1JMTmFR8dMEagCe+7eWOT8/3/gUWXsrQvepWp1OhpSCIcuUH8zd41hbP/eWdlv2X2tRynlue1ipcsfh/oYOoAOhcuhAW4p0YAiyPv9//28soz7r/cePV5/OxnYajH3y1lurf6MDTfq/LTrgg4cCAAAAAADMZHso5k6BNcV61inW5/XqI2f9Zk790vXGvVKkLXmtpMX6lGs5sFjPdM2sW9b3TKg3wt30yLcsuVan+/fvb3znr5MN1W9F6YZIc7+blk5LK+nc5xodyG8XHejLTurA2ZmIiLxw4uf2By/G3pA29uiTT8bf7j94sPoOHdh5pvCW4aEAAAAAAAAzTCgAAAAAAMBMto9qya5Hn6WM1RoUWOI+LgmcTPWVU9/aTi9qz08pJS7unKUDtWPLCYzVJU76bzc1rJL6zg8odcesLu6SNIGlbuwcei236MEUS11aoedTUwf36qcXSxkrOtAXdKBABz76SEREDv7v/3ULrb7TJUtDIg4RdKAXu64DMfBQAAAAAACAmck3tith6uC41pag1ljPR2hcltn8lOkoW4051UcPYmPMPXexQErrmP1APTco298AKXXOU5ap1hapVMBdyqo357MZotbC3MrymnNelmJtDoEO5PedAh0I99GDxevAkA7W/U0++yzaBzpg5y7pAB4KAAAAAAAw09RDYbUcTGlxsKRjmxrLmHLS0ZValua0XoWY+1rVbFgTSuXnl4mVj9VXb4Pvacgda4qYRcpNDRiKvXDL+n+3GE9t/SnuoV1KO9pjrOhAG9CBMHNfK3QAHSjpaxf6aNUOHgoAAAAAADDTJYYiZz3q1Otze/VnnelaM0OU9N9r9pq6vrkb95T0uRTLWA61mT9i7aUsW6HvS86ZWpjcje38DYxClikltb7WQqt7KMQU94cle8vcVtcQrayBIuhADHQgv090AB1oBTqQDzEUAAAAAAAwCUwoAAAAAADATNMlTyXumh7urCkDbqzUHOvcx5VKKZbauCennVbBYyVlW53PnE2LQq77Vvd9yh0eCtRT1G2tbu379++Pv/mubn/zIve3FDlu8F0IkLXQYxnMlOj4Q8sbcuqVlkUH8pj7uNCBMOhAHHSgnF3UATwUAAAAAABgZhEb29UGWy11JrtLacNqaRVAWFKmlhxrUYnFrbTf2rb9zYouLi7G3zSV4I2NgGR9fPcO7m20F0r/l7JwxaxOJRarUF+h75Zyn/ukxrXU99JSQQeW3UcO6EB5v3PogIv/3kcHykEHVuChAAAAAAAAM9keitZp0Kzswmyv1TrOVufTOqtPpQKsbXtbn9Z2reswLf21Xvua+i43RaOPby16KTfXrPvrZEP1df1k6TG3SiVYkhZzivfQLlnIW4IO5IMO2EEHwt+10oHQb+hAOXdVB2LgoQAAAAAAADOzZXmqJWfDm5xZcM6Yc6xxuW2V9F+yxrTH2sKcGX6OxWCKDYlabaJjXfdp6avV2tkQug72+fPnIrIe87EcrwsN+xdpVo/Uhkah8dWulQ21aamfU6f1u2npa3rnBB1AB0rrx+qUgg5sEtMBFz+7EzqQDzqwCR4KAAAAAAAww4QCAAAAAADMFC956rERUS1TBN+UjEMpcYfVjt16XVJBX62YMkiz5thD31ndpbVlUwF3OakAlXEjov2V6/t0/3T943Bomj7WPVbfjR3a1CYWBBdqx+c2Buy2OtbaZ7Jm6U+oncPDw2Qf6EB4HAo6sNkmOmAfR60OpN7RujwKHajjLumADx4KAAAAAAAwU+yhWIo1qiR9WIqeATtTWKRysAY7tbSWxb6f436aMpAq1VfOOS8JyAxZrxT1TLwn762/HJ7+393/3Rvj0b81UC9kvfLL1gbc5dA6ZaX1+V/KezCHntbmuUEH8kEHwv3fJR0I9ZXjvUAHttdbOlOMFQ8FAAAAAACYaZo2dm4sazTnXm8bInYcpbPoXmnYlkzPYy65Lq3SHoasTpom0P/t4uKirLPh6dfUgG66QF0v6VukcqxPpecjx3rX6jnNSf3ZOk1nT+t3T3b13YAObIIOhEEHVqiHAh0o7wsd2AQPBQAAAAAAmLlVHgrLrG+Js8YS60rtpjgt6+ayRGtYiVWixLqRsz629B5Uy5RaovTTXS+rZcZNj4Zm3z98fyxz/OhYRETePnlbRDYtU/66Wvc3f9z+sYbWRlstdpZMFaG+Wq9jn+IeXuJzsgugA/n1a/quZYn3923XgVDGnkePHomIyMnJiYigA+iAHTwUAAAAAABghgkFAAAAAACYWeSSpx6p66z9Lp1WwUo9z2+Ju3MXr3PpmP3z0Wq5ggbOhfhYPhYRkYdHD8fv/CC8nI1rctMelpCzdKC2vSlTRNbS6/7chWN3QQfyQQfs42nFLuiA4i5dQgeWyS7qAB4KAAAAAAAwk+2hsAazxOrtwgxxClqnQyvtt7ZOq7SFfh+lQXEpK0+ovE/r48ihZEMjf4Mit34oUE6/81MIhixT2o4G4InErVxWK1LJ/WZ9N6SCHEvKWGnV9pKtaOhAH9CBcB/owOa/0YHtoAPzgYcCAAAAAADMNI2hmHtN4tIoseS0mo2Xjsf/bQ4LTSlzzdhjmw1N0adrKXr+/PnGbzkp/UL/9uuHysU+c8acS6/rGUpb2KPtXrSyUE39vOziue4JOtAHdAAdyAEdkCb1c8BDAQAAAAAAZphQAAAAAACAmewlTyWBdneV2E6RPc5Tr90cU+75WvfeUnaVnMKF2HPJwP379zfqp1zVfh+hYDw3CC/WTutzNfdyiR70ev6tLvup3jvowCboQLtx9OwDHdj8Gx1ow13QgRh4KAAAAAAAwExxULZ1tpOqpzPjq6srU9sxSmd0tbPnWB+tZuEtZ/M906Zt69Ma0NXq+FvN7qfYBEpxLUr6m/+8uKkBdWz+pkVuu/rc6efx8XG0f8uYU+30uN9aWc+s1zUV+NiKnGeoVb89+kAH6kEH0AH3N3SgbZvogL0dPBQAAAAAAGCmSdrY2hldzCJltU7UriuNbSqzrd4ukzrGkmNNWQNDa3BL1rq2ItVezsy/ZLOlnA2WrPdXKD2g4rd5eHh4o44llWDo2k1hkWlNqWVnyrW+rc5f7dpdrZ9aW+2CDuw+6MDmb+gAOuCCDqTBQwEAAAAAAGaKPRShmWksqt3ads6sMWfG35Nd2Ba99jy2PkarhWsKYv2VjqNVBpTUufd/C2Xp8K29/hraUNs5a19D1qtU/dhvPa5vz2ex5N22lHdCz3GgA7LR/1KueQh0IB90AB3IaRsdCIOHAgAAAAAAzDChAAAAAAAAM9lLnqZwY1vKzk0qsKz2nIX6yGGp561VoFsIy7muDbKsdXuGzoelzZygyVCZWlf3FMT6s27yE6pf04712u3Chk46Rg3kFEEHYqAD+aAD4froQBx0YD5COhADDwUAAAAAAJipShtrCcJLWSf8dqaYvfUMrrEGDO7CrDWHXsfRynJZWr8kYM86tpygtZxUfiXjybFspWhtrZrC+mW1EJUEuJamJKxhzpSm6IC9bXSgvl10AB2o7QMdaAMeCgAAAAAAMNNkY7vbRon1rFUfrdLMWev1WEtYMx6XOS11tWvFldrrk7NGc4p0eaX9xcpYr3OoTMm5LrEe7QI9033u+rmpBR2wt4kOhOuhA9u/RwfKWYo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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -152,10 +148,10 @@ "image = skimage.io.imread('../demodata/coli_nucl_ori_ter.tif')\n", "\n", "microim1 = microplot.microshow(images=[image[0, 10, :, :], image[1, 10, :, :]],\n", - " cmaps=['Greys', 'pure_magenta'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'magenta'], flip_map=[False, False],\n", " label_text='A', label_color='black')\n", "microim2 = microplot.microshow(images=[image[0, 10, :, :], image[2, 10, :, :]],\n", - " cmaps=['Greys', 'pure_cyan'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'cyan'], flip_map=[False, False],\n", " label_text='B', label_color='black')\n", "\n", "micropanel = microplot.Micropanel(rows=1, cols=2)\n", @@ -168,44 +164,38 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "id": "eb53b08d", "metadata": {}, "outputs": [ { "data": { - "image/png": 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szWbzymTTVgyPkMrrjoWSQ9eTY+Na91WrT6sj1GcrKBeiRi0mRKL2h2QJVTS3FAovLDZAW0Y1zjMUcODHSZiXy2Up0JvNBq1WC9vt9gqrElo9QqsE76PGC9OqYDloscCTlxL0KAkOq93QRI4xR96VqjYb+nGaHxY8lJ5EipnBtfNms8Fms8F8Psd6vcZ2u0Wz2cRmswEAtFqtsi9FUaDV2h1qjY7TTCk6PzWSqJkUltmhjRmVD1GGWj1aHbnIMWeSBbruzfXqRszUCIWgrclAwkza+eLictvX5XKJxWKBxWJRCjQAdLvdK6tCyMmStB7vr3VtdG4qO6Eh5NjFzBNrVbPqiCFmnlTeOSnEDuQke0tYNlndJL8FbWXh9jPwyBwh84KCEOv1GovFAufn56VAN5tN7O/vl2VarRYuLi5MOo/q1yg+T6TPgyrsUp2gyctXvVQ2JCZryRpay/PlAQRPo9cFb15GDNIZ5HXT7+v1Guv1GsvlEmdnZwAuzYxWq4XBYIBut4tWq4V2u70T6pd0nqTvNGFODbh4QW16FYi2/FuTLiSskpniqEr3JZ0dEpQUIYo5K4CdO83/OFLC0Vaf6I9HBKWDR8eItlsul1gulzg/P8discBms8FisSgdxvV6HWR5QnYpb1+Ogfwsz/NAY4e0/mjsQ4qjyY9dt7KLamhNI1vC4xXqVJsut4yGlGR8rU3SzsvlEqvVasdB5CwHHaPAC9fMqXahhiqaLOQ4W+OqOaaWwxaLUHqz6qiNlGt150NTw5qA8/89COU1e9r0gM7T/jzn8e/0P9FzxGqQNubU3Xw+x2q12rkmbnfz6+VjIdvM1WSa1s4ty21+TZsTrJXEC0t2cpSWu1VrCSRIgdGYAun5x2DZxHU4OZZ3bj1IwIWSCzB/yQ03PcjGpvJ0PTLBiY9ZyG7nwifNH15GfrY4XW1MpICnmoRVbHquGC2n2IOgyRGy77RZ6vHKrSXE4pBzlmNpVsT4UwvSESTBJpBQU5Blu91iu93i7OwMBwcHWK/XaLfbaLVaqmcf4s21CCNdG5WXE14b21hU1EPNWeemHNfasdgdeV4Kkl9eX1XYqI7YUkdUlzxPQ06U0hIkzSHk9VF4e71eYz6fYzabYTablVw0gNK+Xq1WaLfbwWtN1WratYUiiloZ+m7x3xKee+UJaMX6Za0msT5wBAXa4og9iFFBHockNkipdmbK4GjcNJ233W5xfn6O4+NjzGYznJ+fY7lclpFC+uNmCg+8aPA4yl7tq40XDyppZlUONGYkJYYgo6ESllkYHEdXywHkUFKxuqzfvAIcG1CLNtSEmJ/DbenFYlEK82w2w2q1Kk0QouzkDanq8Mb8GKvvhFjWXKppFuuPRbESYtd+7TZ0DuVlUTiWFuGQZeTvVpKRZyC4OWHZqiRwZBuT5qUsOwClJiaBBoDZbIazszOMx2P1zahWu958GK/jpiGmmUPCWzXokYNrs6Fj6aKp4LZXinOmHUvlvzXbWNbXaDRKYeSaaLlcltwzgJJ7JmEHgPPzc5yfn++Us64jdJ0k9DlsTx1MkFYmxeSUdT+OCZGVbZeaoCSF1vqsIRT3p2Pyxnu9dpmsxLUmNzG4luXHOHXHy1H0cLlcVqKy+PXL686BNaGr2tOcTgytkI9Dy2fXXoX81+qJRYvof2m3yZtDdJbGVsT6AWBHMDlfzAWZa2PKuiPqDkCZKqoJeyg/RPus9VE77rkXObGAWBDFE9bWfJGqE92Cm+WwOuuddRb3LBObCJJHDi1bMtoWevrBoo74ANN3EkR5E1qtFrrdbpldt1qtcPTeEdC6TB0l8HPpcSyNd5UUmsxKC2lQOUG0spp5xtu2zDc5Lhro/msPSlhJTFxJeGQnZQWJmhxa51IdMKrHivmHhJlHjUg4Ujhsbo5YvKtXW/B2SePS/330y+8UZIk9KEvgqaXyuLwurYxH8LXQtWcl4JMk5Ix6Aln891wNHVtZXDa0JswWNPvaoslCqMIZW7+HnEuNLbH6TUn9q9UKzWYTnU4He+Mf3fRmY8fmpptH2x9QvTKMbfWL2/QWUu5JLnMVSkDyatpQuVCikvSRQogKtOxAqqceo8disDRqKmcaY0WssKvGdBBNd35+jvl8jiGG6HcvNfS8Od+pgxKZgEvtzfOPvRo853osWAGa3CCV/O69Lzly5elnEsvhFaS6wuTypskQr+e8GOVH/dU4bwpzU5CEnlA5PT3FcrnEbDbD5HSCT5x+Ar1lD4vWAvea9/Cg+aAUVouH9sKjCFKVRVWHTDM3qjIlHmGtRUN7+UkvQppFo9208/gApgZ6iAWRtnmsfR48KdmO1QbPnD6Dn333ZzFZTzAdTYEBcNQ8QrPZRKvVUrWwtJktmzKF4orZ0VUoOss5TLGFuQ/Ej+X2ycK17pzkSVixbEXrBmg0X45TJ51EjemQLAeAktnYbDboL/voH/XRn/bRX12aHJPDCXroAUBJ7dHGM7IPVv9531KX5hhyTZXQeVo9su8xGfD0hd8DC8lOYQ6smSy1q5fwj9VF58qgDP+fTwqprUmYNc6Uc9FYAfPFHA9nD4Ht5ef5dg5sd/ls4NFESEGMMg3BWsW0MrmTxMsYeSas1ZdU8yjZKQzRbxq8Jot28+TFkdCHOHEJHjAhm1iaFnwl4cLMN42h75TEv1wuMf3Rv//X+n84whHmrTneab6DTXdTCnCz2byiqbhghzhiL3tgwYoyeoIhuW1VMR/q6EuyU0j/x3J8U/hp+t+i16QpADzSwFLA+bZc/LsGEnJiH6gefi5Pkby4uNhJ5F9iielwisXpAr1ZD4v+Avda9/A0ni6fAOe0XaPRKKOIqTdeattQfICPj0TMqdfMRBnaTjURrGuJce85Ap71xIpVll+ARbxbORcWLI3MhZ8eRAUeCfB6vVaXeGqT03H8Oukc+n+9Xpd7a1A5Cmk3m01M21PMe3OgBUx7UzSajZ3QuAZvaqfHaUpRHp6xjwlhrP4YYn3VJovHFyPU5hTKGZ3LfMg6Q+FXEmZ6dk+eS7m42k2XxxqNRinEmnZrNC53FqXQNpWdt+aY9+fABpi2pni6+XS5Jwc/V/tMbWnHY/AIhqZltXJaf6zzLC2dG2OwUhG09j1ylS3QOcEN4OqSadnJvC6eLC/tUdo4kZZ1CRI8y+6Xe87x79qKQ3kc9DfrzHDWOgM2wBaXWrvX65W/S2fw4uLRLkpcCELjqU14zQSJsQqhsZcpAiFouTOpSI0yEmJlkx/BykEoeiidIum0kRa2vGfKcqNUTWlDU/+73a6qkblQNxqPtmylCJ9kOZrNZimonU4H3W4Xq9EK89Ycw+Gw/K3X6+08T6g5iNr18P7JY/I3fh45syFmSOPcNUhKlMYlJLgh21sqBm+YnNfhRSWTI6b+LS/bAuU7cE3LtwLQGAfa/ZPv1wygFCzgclBms9nOdzIf+E2m363ACgVKut0u9vf3MZvN0Ol0MBqNMBqN0Gw20e/30e120ev1SoHPUQqxGx+iKekaNTOMzg3lTMj6uVBLWEJumRKSIrWuMVeRuiKFdWjpWBvArrlB2pHvTESCS8/t0ZMhtGHiYrEA8MgsIKYBAHq9XtkeCVuj0UCv18NwOCztbe1auX3dbrcxGo1wcnKCwWCA1WqFwWBQauCDgwMMBgP0er2dOj0ZaHws+HHL3JII2b8hFomD3wMuxFq/pMnEIVcE3j/u39QN98vrU0AzUWoNjX7j33lkjifS09ZbXBufnJzgwYMHZW7FyclJuR0XgHLZJ0Ej7Uqf9/f30e/3cXBwAABXhI+EuNlsYr1el1q91+vh4OAAR0dHOD09xWg0AoDSZh6NRrhx4wY6nU5pYlghcM84e4+llrFsbK7A5ERKtZVDfbAUpYcSzo4UxrxKTatwLaDNYC06SP9vt9sdE4M0MQkyaeSzszM8fPgQp6enOD4+xnw+x+np6U4OMn3udrvodDrl8k/b3S6XS+zv75eCzzeF4ddGn/lfu93G/v4+xuMxOp3O5UC2Wuh0Ojg8PMTh4WG5CsT25ZAheA6vIgk5Z6EoIW+DTDUSKOksh4RaCw55nMuQUPM2U5BtQ3sa07Qw/8ydGbKJuVaez+flpuKz2QxHR0d4+PAhZrMZTk5OcHR0hKOjI8xmM5yenu5o6C66aPQbGAwG5fa2lL9Mwr6/v3/l2cCY2cEFt91uYz6fl8LQ6/VweHiI/f39UmNz7Vw1CSd1peSQKyUfe1IiXJCIx7coRw/lZnHKMSWZy4AADpYjhpAZYUHTzJyx4IJMgntyclJq5LOzMyyXy53v3WkXzVkT3VYX/UEfvV4PCyywaq12nvEjLU2OJ3ceAeyYG/IG0n7P+/v7AC7taTKHqK7RaIThcFiW5ZqN7E5uf0qzTNNwGqvhHWf+P/dPuDCTEuECTX+apuZRWq1/KY5i6LosxRJC1obnWmacPCbNEcsh4a9HWy6XODk5KTXwgwcPcHJyUv6dnZ2VW2+R4C8WC3RPu+jNesASmGwn6Hf66OFSoOfNORrNR4PATY9ms4nBYFAyHiSAXKhJ8OkYlWs2m+WWBqTpe71eqZ01m9yTpSbH07qplg2sZSdKp5vnd9N3uge0epFpJTV3FVgCq8lRLoICHWogJqiyjEbqk4YgzUwmxf379zGdTncEmT9Zff/+/XKpLzYFupvL6F2/1cekO8FHWh9Bv93HvD/Hve49nDXPSuGdTCYlEzEajcr3ClLeBTcRuDBT30ljEZPC37lCE4MYFBIMbW9obvdyLa0JcyxrTrtnIduZs0f0mRQELfOU8kqTh/74ClNVAHNMqEpOoedRJY3/5J8lqc4Fm4R5Pp/j/Pwc77zzDt59913cv39/RyNTQhDwaMfP9dll/kav1cO8N0ev10Ov1UO/3cekN0F/3AdGwM3BTew199DpdHBwcIBbt27hxo0bGA6HODg4KKN6mtDxY1LIpfPEv5NA0JPeKXxyrIzHxAulEtA1kIDSKnNycoLz83NsNpty1QKgmh0EjzBboXWNUKgjF+TaEvxjlA2ZGMQnn56e4oc//CHeffddHB0d4f79+zvOHoCrvHILGIwG6Pf7l8ebALrAYrQAhsD8YI5Bd4ABLp3Cg4MDjMfjUpB7vV55LjczgKtvgS2KoixDWoKnlwJQtbJmamiQQQ3JfEjlEJoIPN+Cl9eCVpw5Ojo6wmazQa/Xw3g8LlkiD9PF2471MeRoxlBJQ0tYS4yV2siP8Q5ROJuEer1eYzab4YMPPsB7772HBw8e4H/+538wezhDf3v5JAi6QG/Qw2a0wXA4RHvSLp0wHthoD9pYHizRGXVwu3e7ZBpIgMnO5ZQaCSEXam0l4vs8E6Rm5981D98yHzTb16I9raQgzfzTnG9OiRKHf3R0VL7Ni8wn8jf6/X5Zr8ZUXVfgTQujx1DJKZSQ5odF2/FdOsncuH//Pt5//328/fbbeP+d94G3gclsgkV3AQwAdIFla4lJb4IbN26UgjwajUoBpZB0t9vFcDgsAyt0c8gU6Pf7Ow4gDZhkJAjcKQppiJiJwc8NaW0ppKmPSsnzuSNIvgg53uR80y6qpJV50heAUsjpOqyVRzI2XubLi1pNjhgdI2+8pY24k0H223Q6xXvvvYf333kfvbd7wBSX2rkLLPYXaN9slzkTg8EA4/EYN2/eLAWahJiCJWTDkjDLPA5uZnCbWXvtGr9GvvTLsloWnTZOBOkYSmiOYordShpZOoKcITo7OysFm/a4pkiqvD5KfrJeTWf1Q8JiTSx6MmUFcEcKPbZOo9G4YldyaDdju92Wy950OkXvpIf+sg9sAXRwud9FB+j0L5OAxuMxxuMxnnrqKTz11FMYj8c7QkymBA89cweH/ueMBjcVpBcfos2kzct55thYxTRXimYLMUwyUEGMBnH8pJnPz88xXo2BDsoAVyw7ULaXa3pY59YeKQwJLi9DHdIG0QLXjOQcNjdN9LeXHDI6ALq4dPRawF5rr9TMTz31FCaTCQ4PD0sHj0wICmhwLaz1m4SYXozJf49pQyno8lo9NzeUHC9tYS34Yp3D+8OdQ0nTLRaLMmBFSV001qSl5TVpbcWuUQvLa2NXF9ftNjk8SSOAbTfR0ke/cYEmTIYTYARgA2AJoAvM9+fABDg8PCyF+c6dO6UwDwaDHZuYbgYJs8ztIEjnTwozP8avT5axtDiNl2dyc2hRwxTI+AB3BkmYObsxm81KR3DRXKC7390ZUy23heoNsQ0hpSDHwxPvIPyv0XYE6RkDu8JMORUHBwd45sYz6C/6mLfmWGwWmLam6E/6GN4e4vbt27hz5w7u3LmD27dv48aNGzs5xzLKJ5OCJAMBXDUvqL+aY5cqmID+FIlmY4dsZUnn8f+1srJ9sp9JsHkaLs9o3G632HQ3mAwm2N/fL824kNnhnXwxRscrzB5U2gostgxpx8ipuLi4KNMxx+Mxzs/PcTG6wGQ1udxSC/cwH83RHrevaOYbN26UCUdEy0n7WNrF9BvvNy8jKSJtpUnlTK1yKVpYM020CSDr5/QoTz4iweYvDOWv06DsQ4IcSy9CWtf6LUdpSFR6pjD0m+emNRoN9Pt93LhxA5vNBrOPzC6dwOVlz+4M75RMBgVFxuNxGRCRSfwEHqXjbYXMC+/1SrbDshOtySyRymBQuVDKAYfcW4S/n5zyYiiNoN/vP9pEB1cZIdLWcgXjeTwpvgO1Ie3oEGoNrPBKJaTwSKEmBoSj0WiUETwAeO/Z9zC/Ocfx8hiHOMRoNMKdO3dKTcwDIzzCx7fakmxFbJC0m8CPeQY5JIjWTY45QXKSaJNGluUmBo8K8jA3UXXEbNC7FinyScLseQYyBR6zgo+5tRpeuw2dcuPleVyzbjYbfPzjH8dms8HTy6exXq8xHA4xHA53qDj+LCBpDRnQ4AOiDYBnuQsNonS8ZJ08w433Rx6X9Voa3hJurU/ydzpOmvnk5ATHx8c4OTkpNTMFU2QONz284IWmteVnbz3yHnppwWSB1igqCU07SmeLbGmy7/r9Psbj8U5kSnLLnJqjQSfaTTqAluMVGhSvRuf1yfqtMlIjx8wPXkbLzeD1W32SpgYPpFCYm7IGybnmK2HsaRuLEdKuxfub7LdUTLHJ4d7bzqOBZeSLnyuFvNls7kS0gEcJ8+S4UDmeLM8/S82s2WcEPjghTecB17TaxNW2I5POJ9c6GpPh7R+ZF9yOpTY5q0GvauZbmUkTgwR6f39/h8snn4Tqt/JVNEdaW8WonLxfqRSdhtq2ApM3QrOpZZ1ckLkNRzYflZd0XIg/tkyMqsLMtSD3D/hx/oAv/42OS16c9znUH43mijmdnNUgoebMBn/sjD9ATJqZcl+8GprGIPY9h1sP1SkRzYeWdl/VhiW/yoVTEworGBIKhKRwoqnXxMdCOrm0tFMZ+eApt/vpfz4xQg6itK95X0IOF9nOq9UKi8WiTNflVB2Ba2OLSeB9lCtDqvPrFXApf9ksR87Nt7QH/cahaU06nzMX/PyYRk6hviRCyTSaKcCjcLQK8T8qQ5tJ0hJOzpY0Q6ouuaH7RZqaqDp6PznlvEjqU64yVq5KrK+Wo6iVsRRnCj9dyyspJDQB1TpF5UhTpfKYucIcq9O6ZqmdKSjBBZKHmel32tej3+9jMBjsODohHyB2TVpfaZWjfnBhJe08n893dpmifHIedZVaUBNmmkAygBWiGEOwTFP+WyWTIxWxkKaciVLwtRuUYsNpIWzZjnZeLEghuV0SVvmwKTlf/H/KXKO9P/jDBKQ15RKfopllYIIn8fM+cZODh7vpXeUAdh5H82hhbRyJEIhB2vuWIvHSdQS3QFvLQspyENLW9LtsLzQ4lkazPGsNVv6DVk5u4EgCs9lsyvxi2paMHuzle+3dunXryoMFmja0wFc86iv/jbNG1Df6o/cqarYzaXFNK8fgEV5P1NgSZtmfmKwlv5IidFwz8rXElNCxVHJeTrSYFtbANYR0/Egr8/RLOoeib7SvHj3Ye3x8XNqpfIPHVqtVPoAa43itfmvCLCE1LOVu0P4hms3MUwi4wHNmxqMtQ45eaqpBiq1OqLzRDIdHY6acy2ENlBYhizmmoUgb19Byw0huXpAwz2YzHB8f4+joCMfHxzg9PS0f+qWdmprNJp566ikcHx+Xj4at1+udSBzdwL29q9uCWWFgaxw4+J4bwK4wc8pORgW5Y0vfKamM+pkioDGFJK8hN+ReW3KSFU6mslqkSyuvOTmhJUtqZG90zZvUwx9b4g/10t90Oi2fVKf84tPT0zKsTKzGaDQqNSU5kmTzkhbkwsKhjYkVJpfg9j6BvzKD2+9yQ8uU6F+oXI5zmAtXYCWH6bA6xTlZeVxDLBASGjipja06Yh603DSS7GR64uODDz7AgwcPdiix+fzyFcm0OynfW4TbqlwTaq+xiPkasWuT2G636G/72MMe5s35FXaj0WiUqQYpu6bGQvrWb5ppkeoIciS/p9Aj3CmOouccqY2qRps0SLoLePT2WL4XNTl8ZF7QFgC0j8h8PsfsdAbg8jlI0oYkHGRySBs2Nd8YuDpm2p7afIMe+ruJm5i35kATaHZ3E5P4w8Rc8cR8pipCWJV/50g2OUJsR8r5qeWk02ch1ynklBffPJIn89y/f39HkMm8oF1QF4sFLuYX6G/65W5O9CDCwcEBbt68ieFwuPPIGF2r5Hi5gMgxD61uPH9D7ja182auJi4fPu50ypRc6/0yBEv7eiOzucqIXzfZ8hayAyuWYGv2HhBPfud1SnCOOnVAeCJMiKIjWo6cv81mU+54SgJLT6ZPp9Myj/j09BTT6RSnp6fobrqYtCZAD9gb7ZX7h3S7XUwmE9y6dasUHEvzyQioFmDQ+i+vi4PvUrXdbvFw+/DymlHsbPHggWbj836l2NmA75nD2HGO2pxC6aHK4AkHF66QjZwaKrUGKSTM9L/ciZN2FXr33XfL/OHpdFru3D+bzXB2dnbp5M1XGGOMSWuCXqsHjID14Rq3bt0qt1m4ffs2Dg4O0O/3d4IrPJFeamnZb8/qxtmazWZTPt1NfV4ul1jhkovubDtq1p0FS5ipvRxTwZoAqWYuofaHZLlmCXUkJWDCuWEaVBmg8SxtfPI0Go1yn2T+wCg9ET2bzfDgwQM8ePCgpOTI3OB77m02m8sNIvuTS4Hu94ADYO9wD7du3Sq18uHh4c4jY9xG1ViNmHCEnFge9OHvn5nP56UAE/hnuUeJdT9khNeLXGo2Bdk8tDWDQjeDL/0hEyQUEZO0HD+ekkylLcu0NJMw379/v9zi9+zsDNPpdIfBIOHsonu5/cII6A/6wBB4+s7TOxvhyK0B5L56dN0ar671WxsbyR3z6yLQtgXN5uUbu3hyUoiyS8kz8ay2KYKbwrZFNbS1jIfi76F6rFwLiy/maDTC78vz2m7c3ODMBr0G4/z8HA8ePMB0OsXDhw93lmz+Cgqyj2lDw+FoiOFkiMlkgo9+9KOYTCZlVJALM2lma5taDVyQtRVMal4NPBdaCjHBYjM0+jNFKFO1bw5VDDgE2koashrlSyifWbGLCWlsjeC3fotpOF5Ovj2AuGXa1vfhw4dYPlji5tFN7M33sMUW69Yao9EInU5nZyenwWCAg4ODnQ1w+KspuCDz7zJ/xQoM5cQELi4udt56QAJPCVEAdrYZpuQkzsAQqxDily27O1cL82S1VGTncli/1cEReyk3T9AlJNT0TCNB2pyr1QqL7eJyW7If3bMbzRvli4iGwyFu3ryJyeRycxayl/k2C6SJ+evmuBNowWKHNOWi7Scon0rhnPp6vS7fWU6UHeWYyL2y5STTxrgKB12Fc9aQ/eJNT5IKL6tpFu/SFRNcDXLGa79fXFyU7xHhoEeROp0OtqMt1oM1ik2BW61bpe1JGvnmzZvlm69Go1HJYvANcEgrU91aVmFsHCx7mued8DeIlbshsSgnCfMOHw2U/dR2aSVNGYoEyj5VFVKNk6c+xZD04s2c7DCCxUikwBPKjvVR3hDu2dMbrm7cuAHgMuhAVBeBlujBYFC+2oKif/RGWnomj9vI8jnIVO2s5c4QU0O/c6eQfALin+lvsVhcWS3oM09t1bbM1dJLQwG2WJArNWGJPtey0YwmKNIxDOVvcEiNm5r0kjohvEEdiprdunWr3COZBAF4tA8fMRf0QCk5fHKbBf4YGQmg9C9kLgpnLzhFqfWXfBMuxDzayZOl6IEDGRIHHjmL2n2MCahXyVWJEMprDqHSU9+hOH+dkDdUM0GsSaU5UzQwpOHI4+92L3feBC6182q1wvn5OYBdM4QLMt9j2nL8uHYLRUND124pDis/mvwBCtFTtiAXarouOn+5XJa2NR9XzSkPMU2eoJlVvzU+XlmrHFipat962/DSfaE2Odsiv7dardL+bbVapUajjQvlRuqcveBtcC1NGlZm14XsUanBtWsImW4kmHJnUR4NpBWEzCKNd+YCZCWHSWG0nMdY5Dbkp6XSd5UFOtce9taXulSFnBIpxAQSQm5D8pdqAruPKXEemcwK0vSSHQhNXq+m086z6gQeaWdu+8/n88v018Ua7d7Vx760gErMtKiyMnvvqyfAw5HkFIYaCwVa5PEUTzjH/kqpn/qmvQKYll9tSeRbkfHjFmcb0zaepH0td8XaG4Sox3Iz88UC67M1euih0X6UQ8IZj5CzxW36EAuRS9t671lMgVbS0NIu9ZSzjlk3PMSB0vFQIMajsfmGL0S5tdvtYOSNP9y6t7d3xfSIefCh/AjtOyGkncncoIgnf430ar66fNVH69HT3fRH10IrD19lqE3rPnDqkAt9Drw5LJVZjpB20WyvHO+UkMNiaP2Qxy2mRQo/adii0De7kU+dWKxFaIkmLQfEHyKO+SjEaFDfLi4uygAKPeW9Wq3Qb/eBHrDsL8s3icm97DjfLPukMTRWnzlSw+Qhoa6cy5GydMcEUdYjO+flqD0DJD3tUCaepim5xpbl+LN/8jcusB6nJ8ape8E5aG1VIYYGLaDda2MwGOzsNtrpdK68iJTqjUU1Nb+kjqw57Ro9SOKhrWWu0WhEl0IPBcjPtXIHtLq0ySTP1wZe3gS515w8n9rx5C7EHCqZrJWauCPtZxlYIZDg0p3e9rfodDpltJNyODQNTd9jfbOuj69Ejwu17D7KhUwKphWQCSGVCkyh7qw+aBNA+13+H2qbJkBslQghlKdCqwXXzpyu22w2WK1WuImbQB9YYIH5YI7BYFC+qOng4KDMOdEg7WKe4hqTD89k9Zqj3nIuk0NeQOyCPA5izAm0oJH8EpoN6gUXQk/fLGbC4spjHK2F0M0kYSbGgmcPPjt79vJFpk1gPphjOphib3j5zkfSzBrDI7WrpnE1Tt26H9Z1eggD6pMHWc8UemZLlU4RYsLi0cwe+ktq7txlMuZHxLS7psk18PHnZgffQGa5XGI8H+MTs09gspyg1+3hCEe417yHt1pvlTv1x7bNtXhp7bpC1xZDarDNQi2PYHmZCS3RxPoeQspgxQbYO5DeJa8um1GjInnOBnA1bZSim/QwwtOnT+OZ42fwU4ufQm/dwxRToANMMS0dRXIC5eNXkh6zuHVP3+W5oRWLrjN3la1kQ8slJ9dTr9MrtpxJDSkmU8qE04Tfc32x8eP1clv24uLRwwq0GeNyubzM5d4AvXkPE0yw6F++AnmBBQ5bh1eeVOHXzR8uiPXdw0zlmH4ctbMcGkJsQ8g51G527KKrTBhNS8uJmGIOaVo9dD69bkPrl5VxqF0v9z9oCzGCzJ4DgHu4dxlMAfARfAT3mvdwr3sP3f1uGQWVARXS0iFqU+tPDNq9iwWfcuIZtT71HYrYWcepg1U0dNXVQdalHafB5BMhRGXy82QftQQrj9MUy+EgkEC/i3cBXGrkN/AGFt0F3u6/jWcHz2I0Gu28YYw/X8gDKddxX7Q6NTpWS5mIIemJFamBCV5hSgnU8Hqtm59rqlh94EKqBUd4OV7e6nsuoyH7qt1IuU81HaNHxyjj7t7mHqabKXqtHhbNBZ7uPl1GCXnmoBYl1ELfViSRysWuNTQGoXwgL9zPFHpvBhcEjaLjQp3T8ZhHbQm5nAghyCCMlk+RQkPlQqP8uG3Ln1anHfppo3V65cQZzjDtT9HoN3CreavMVeHPO3JnkLelfb5uXCvLkbqUS02qcdgpyB1IqVG8VBx3tDxlJTQt7vUj+DlW/RZIqPkzhOVrKLBAe9jG4eQQ4/EYBwcHJV3H2Q1uO8fiCCn3kstQlYnhbTNYKtUu1cqHOuIJh3sQYjZSZ3xKPgqBL/vSwZLlNIRsVS5gktmQ5gbfxxr40XOCvTaGwyFGoxEmkwlu3rxZ0nX0LkKtLTkmVXJNqG4N1ljlwl2L96Jis9GbtRcqqyHmwFD/vdcgy8cmZuympAaB5JJPThoPQ1shb54RSDkblNNB/LOVv5HrCHoCSgQtaKN957h22i7G93oidMDVZ+XkEp1K3XC7t6pWiUGaU5qJJk2ekAkScyItKpQ0stw9ib/XhRxALsyS3eD94ROH98PS4NqxHD+jqmJLFmgrYqTRS1q5lONenleDZbvVYc9p/HDI+5eUX5WAlCxLD/fOZrOdPaE7nU6prelpdcrfoGw7cghp/w2CRdlZBIHV/xgLlWqPe5Ak0KEZx23W0CxLvQCtvIfaSUkw4udY5SR3TILjZU+k9qNxCp3DM/W4/UwOt1y6+WuN6SVA2+223MWJdkkK7b+hXbvWL+ucKolhMXgmQC2BlZjG8iQyhewpbTJwofCsDnWAC5jGnkhtGxPw2Ljk5MiQNgZQRgO73S5Go1GZ+yz3qOZ9raoxQ6aoFVAhhFbwWmxoKUgebUSNh2YTr8PbUW7T0blcQ/GIo9cBq+r8SGfKap+OeZdYr5/AWQ4C2czNZrN8rdxgMMDh4SEODw8xGAx29tqTdYb6RAhlK0rI684NnHgnWmWnMCQ81oXnUGMxcPvUK6ghzSGXzhBHnDMxQs6uxmeH6uHOYKvVKl9SBFzdXZTMD74Fgwx1W05gCkcvo6maU3wdqH0HfwupDqFWhi/5EtIBSwHV69XummkRyk+Qy3mKhpPlvNdGzwn2ej2MRqMrzIa2IY6HRgs5vxY8E74u57CSQMfMDg1VPVtppvC6cqKaMmHIG06vcpNyr19jHbhjRw4h7fbUbDYxGo1wcHBwhdmg8yS/HbouTyCMr5AhStZTbw6RkJUP7aGt5AVYtFUq5KBobEGKJotp/KqQE8Rzk3j/NV5bvou70WjsaGMCOYjEbpCpwbPqYqHuGEVnUXvasZijH2LIarGhtUYtLRhr1HIKvAlDsh4rbdPrfEib+zrYEevaqjqGpF3petvtdrm/RqfT2dmWjOxmcgZpAoQEWd7vGNXJ7eOUwIhX40uhr7zRzHUQ4IRYRDE26JqnL+uwztX6UlUzx2g7z6Tn4JNNmxitVgsXFxfo9/sAUL6ertFolA4g2c3yVcdcqD1CG4s10G/Ut1Rfxmuzh1DbVmB1lvUORqogp/bFI+CSKUldcTyQwsTbAS7Hizhn2jmVv7+bookkHPK1GKl5Jh4h86QspCpKz31Lfte3t3JpruTM1twZHlvitN9To4ox5Jgx2mTgfZb18X05eBibGAye88zD29zs0KCtkCHaUkJTBCGSQLblOc9CllNoJRnJ77FEIw9SghFVfpdlU5xKDddlk2tOFG0sSd8p7E2Cy9+VAuzuMio5Y6td7bs3bK/VkauxY7/vhTq13W7NHy0uNRQpS4XHlo6tBN5ZTzcgJ5CgwTsG8iZqwqIxHkVRlEJM7yfnICaEZ9QBVyOusl0Jj40dgibQ1hiH7hX/rdlsmp0JCvR6vS6shmRnrHI5tJVsI0b3pPRHKysHXU6OVCG3aEDZDufUNUGTYybrplc7kzlC7Ab9BuDKI1Ya1+6h3vh1hKBp3pAv4rlHskxIoGvZxiB0kz2OVUhIPZOpbgbGY+95oDEUKcIjy8h8FU5rcTuaPtO5IVMipNA8K6tlnlVZ6WLOfjZt5xWUWLmYh+yxWVMGN1XAPctpyk3xLs9WtJIfs9qXqwlvM/aqYzou815itGEsW077ngNNUXrv7WPL5eAIefMxeAMmFupKjkl1ckNCzscjNmlluioJnOXoaedrDnxKfy2B0+BhwzwBnlAbHG6Btpw9wnXmIcv6PcKUoqk9y6Z23LuyAD7Ty7sKSUgbWwp9rK5YUCXUXgi5EcIQojZ8SiV15TeENJF3sLwOn/e8mDbQbEKaNN4bVGXSh9qRLIlMA63i5HF47hvx4pZCqervRFcwL20Xs6U8jT0upDIpqedaS22dNB8htApqEUTZJw55bV5hlra97FOMwahyPzSEWI5gCxZdZCE0QHzm/l9AqK+WtqybbZEIZb5Rn7x90OqSf1pZbxptatSvrtU/evUpy3euhpZLZGo/Yv3yomqSU5XJqpkKQH2rXqqWrEvArH5cFypl26VqcEAf0Ni5OYOQI9Sak6eFmoGrDpwVfaSyXmhjIcPTWr0pfHFqjjOdH0IOdy/HsI403ixVlkovVUFMs6SaMrkagjs9njq9NybVlAsJsyeKl9IWR84KGRPy6/C5XAJtDYSWp2uZDin2nadtoHoEqkpQwHszpOB5tKEGLd+D90MyUZr5Ir97AmKpQudlkbTweB1wb6drwepInbMvFiWSpoIVbfMQ9amTzpoEVgIQCYmHk9baiTllVh6JBhlK186P+TUhTj4nMBLqp2uFyc22C1Zagy3kQU6Yu652OTzUXWpkMRcWO8H7Afg1pIfLrgq6j165yc62iwl0Ch/tyaFNrTO17tg5oQHNyeSTK8t1CHRMo8YEPBeWCcEnbt2TgIX583horULt83XD84SEhpgApSzPHvAIWV0BlxhilOfjvE9A3rXGKFuCR2ElJSfJBPOYp821U51evxchDVG3SeTJLfEgZIt680a8x719uG6zzuNTAL7rqH2jmVgG3XUEDTSONuf8ELhQhVJg69DM17lse9q22pWh9jr75rlvnjK19OiNN97Ar/7qr2I0GuFjH/sYvvzlL1/JtS2KAq+88go+/vGPY39/Hy+++CL+8z//U61Pcsta/fK9f1T/T/7kT2I4HOLFF1/Ed77znWjf9/b2yvqHwyGeffbZnfp5iuYrr7yCT3ziExgOh3jppZeu1K8FYfgK5Z1sGp1YJWnLS5mmCGhKMtdjhRbDp7/NZlPE/j744IPimWeeKX75l3+5+Kd/+qfiL/7iL4rBYFD80R/9UbHdbovtdltsNpvi5ZdfLnq9XvFnf/Znxeuvv1589rOfLQ4PD4u33377Sp2r1ar8s+r/wz/8w7L8drst/vRP/7Ss/+7du8H6rf7/8z//s1l/Sv+161kul8VyuSxWq9WVa0z9s87Xxo/6HxpjeX7df1r9VdoLyWxlgX755ZeL8XhcPHz4sDz2yiuvFP1+v5hOp8V2uy3Oz8+Lg4OD4stf/nJZ5vj4uLh161bxpS99aUfw5QWH6qdjZ2dnwfo9/b9//360/j/+4z8u+3pyclLcunVrR/BDfyTMIcFLFeBYOT4hYwJnCbrn/ByBrvIXkll3PrTlTd+9exe/9mu/hoODg/LYF77wBcznc3zzm98EAPzbv/0bTk5O8PnPf74ss7+/j1//9V/H3bt31TZpydLq/+IXv4j5fI5vfetbav17e3sYDofB+mX/x+Pxlf5b9fP+v/7668H6CdJZ5tcYsltDv8lyllniyfMIHa+cX5EZJZbwsCHJrciLe/PNN/Hcc8/tHPuJn/gJDAYDvPnmmyiKAt/73vfQbDbxyU9+cqfcz/zMz+B73/te+f1b3/oWWq1WORGs+j/2sY+V9VMZXj/1Udb/zW9+01U/77+sn2uD559/fqf+FOQ4fVy4+XnyOP+d+yN1Ziw+zlRgnvsRnZyeCrUcWeByxkynU0wmkyvnTCYTTKdTAMB0OsVwOLzytO54PMZsNsNqtSrrky9On06nO9rTW39RFLXXD+w6bJPJZKf+HEiB82hDrzClpsOm4HE5faGkMA21vNZNWwYkt2iV4XjppZdK4YglmFsRMo37pt9eeOEFLJfLK3Vo+REp/dd+q0JraW3H0kp5uyHIJKcqkVGPFs/Njckdu6RnCrXvXJPxDh0fH5eabzKZ4PT09AoVdnR0hMFggHa7jaLQ37cymUxwdHR05fjx8XG5Msj6Cbx+67q0+ouiMPvPBzpWP7UBhO1U+Zs3f4JPYs8TNnVTd1Z/qE/8f++5Wj/5sVps6NAy+Pzzz5e2JjX+1ltv4fz8vLRNn3vuOWy3W3z/+9/fOffNN9/E888/f6Ut3t5zzz23U39RFGb9//3f/x2sX9piRVGU9XOBqNJ/Pg4hWLytJswyWHVdy70Vuud98zhmqVHGUH2pT0VlJ/gTPvvZz+Jf/uVfcHZ2VnbstddeQ7/fxwsvvAAA+IVf+AUcHBzgq1/9annebDbDP/7jP+Izn/kMAHvZpvpPT0/L41b9f/d3f1cOgKwf0AeX10+/y/p//ud/vqzf6n8MfCn15gxb9aQITChyyaN+1rla/VVyYLSVpNY0hBCnF+IOiY+9f/9+cefOneJXfuVXitdff734y7/8y2J/f/8KP/vyyy8X/X6/+PM///Pi9ddfLz73uc8Vh4eHxQ9/+MOyzDe+8Y2i2WwWX//618tjH3zwQVn/3bt3K9X/9a9/Pav+1WpVfOUrX4nWb42TxQ+HOFutXE4AJsYHxzhs7x+PJXj6HxqrKjy0K7CiNUQXsN1ui+9+97vFSy+9VPR6veLOnTvFl770pWK5XO6UX6/XxZ/8yZ8UH/3oR4ter1f80i/9UvHtb397p8zXvva1AkDxta99bacdT/2bzab4yle+Utb/i7/4i8W3v/3tncHT6t9sNsV3v/vd4sUXX0zqP9VvCWXqzdQE1lPGE5QJCXRqH0NCWDUAw2WKTw5Zf0hmXfnQMWbBWoKsunNzo1PrCy3N1/kQQhXvnsOqI5SNp+WTyPM89abYvnUnmRGsemvJh7Zoo5A9lZuLqzkeoUGLEe7WzbEek6qaQ+xhJ1JsTn6erN/6rJ2fAnleHeMSg7yPOe25eOiQZox1QJvFGn9qnV8FdedD565IWh2ec0LCaD0xov0WOy5/D60wqc9C5oyVJR8eVA6saEGIlDoszc/bqKteD7xCKSeytz0rGOIxDTSTKqSVH3cKp/d+ecYq9/4lP4KlLT2pTxt4tbMVcve28ziQY17R9eSYSXWVT6lL5rWnTF4PUsyZyoGVXBss5sDx73wpTxkEb7u5q0dsEsr2coQa+DFKjg8gVbHEVu3cZw9juNaRC5kTGuQKYF1A7MI0IavqoF7hOx8zvP33hrnlOKeMtdTY3nYkQjsopRIDBPdGM7laToPH5pY2ujwfCNuK1o3IEcbYOdct4N4EJK9m39vbK/On66TetPsUuo9av1LbkEii7azKLM1l8dapsM7LyWtIcVyuQxtbKZ3eHZjqSv+sY9szr3OnjeN1mVXZLAeneEJMR45NW4W2CdXB2ZOqgqppthRtV1UwqwhEKkNTB1WnIWX1945tUKD5Fk1aR7QGczsSq0vWExJWT3shOzBF4FNNGyuLLsVGTumLRFEU5tZbKTEDKk9lNQUnYdGMsTZSEAx9P8ET/F/Djx8/9ARPUAFPBPoJPlR4ItBP8KHCE4F+gg8Vngj0E3yo8ESgn+BDhf8PqKHEvOipSw4AAAAASUVORK5CYII=\n", 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", 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\n", 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", 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -215,12 +205,12 @@ "\n", "image = skimage.io.imread('../demodata/coli_nucl_ori_ter.tif')\n", "\n", - "microanim1 = microanim.Microanim(data=image[[0,1],::], cmaps=['Greys', 'pure_magenta'],\n", + "microanim1 = microanim.Microanim(data=image[[0,1],::], cmaps=['gray_r', 'magenta'],\n", " flip_map=[False, False], label_text='A', label_color='black')\n", - "microanim2 = microanim.Microanim(data=image[[0,2],::], cmaps=['Greys', 'pure_cyan'],\n", + "microanim2 = microanim.Microanim(data=image[[0,2],::], cmaps=['gray_r', 'cyan'],\n", " flip_map=[False, False], label_text='B', label_color='black')\n", "\n", - "microanim1.add_time_stamp(unit='T', unit_per_frame='3', location='lower-right', timestamp_color='black')\n", + "microanim1.add_time_stamp(unit='T', unit_per_frame=3, location='lower-right', timestamp_color='black')\n", "\n", "animpanel = microanim.Microanimpanel(rows=1, cols=2)\n", "animpanel.add_element(pos=[0,0], microanim=microanim1)\n", @@ -254,7 +244,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.8" }, "toc": { "base_numbering": 1, diff --git a/_sources/notebooks/create_panels.ipynb b/_sources/notebooks/create_panels.ipynb index a2502a1..b35394a 100644 --- a/_sources/notebooks/create_panels.ipynb +++ b/_sources/notebooks/create_panels.ipynb @@ -15,21 +15,32 @@ "execution_count": 1, "id": "4eab0013", "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, "tags": [ - "remove-input" + "remove-input", + "remove-cell" ] }, "outputs": [], "source": [ - "#%load_ext autoreload\n", - "#%autoreload 2" + "%load_ext autoreload\n", + "%autoreload 2" ] }, { "cell_type": "code", "execution_count": 2, "id": "2635d5e3", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "import skimage.io\n", @@ -41,7 +52,13 @@ "cell_type": "code", "execution_count": 3, "id": "c6e45a5d", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "image = skimage.io.imread('../demodata/coli_nucl_ori_ter.tif')" @@ -50,7 +67,13 @@ { "cell_type": "markdown", "id": "271f6ffb", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Micropanel\n", "\n", @@ -61,78 +84,94 @@ "cell_type": "code", "execution_count": 4, "id": "8b1f58f9", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", 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DyWQSbKdLoORMYn0erWweTHGd1xAyRVICLdb7QvB9FsSFoEBbklFSIoTaA3dhPawPzAXHl5dAwgwAVVXh8+fPuL6+xmw2w2azAYDm53A4RJZlANBQend3dxgOh2bH51A0pEtgY2zaLm2x2vQaX5+0wNd3UuZqWNDHci0OCyPBbWAfJyrLCkXPOO+8Xq8bU6OqKlRVhe12i/l83lB55Cz2Ad5eX59KgeP/v0242qXB8o55OT54z/pCu5rne+jkJAkt8hSLWJu/qqqWht5sNpjP542jCKAZBNLJlX3EtZLGp7tmEokU7d5V8/aFWNMqhKDJwUO5lmU5XYS6y73cidGOW6ZZqp8E04fFYtGYGXmeYz6fq86htJddikFyxPz3LgJ3SMbCxRzFmH99XgdEZNv5tHUfWXau2D/XwiEemguvNuX5QOe5M8h/32w2zc/FYtH8J3AOejAYNL/LfUF4e/rkb4H0qGHKfSEWxtrffSOqVB4xI8QIs5VqkgKZ2nmu8jTHg5/nglxVFVarFa6vrxshXi6XTYCFhDrLskf5HTQoLBr/ENAUQoqN3bdNTn2tpbW62JrQOUJ0K7sKs6aBeUMtI9v3UnzHLNSVNDtIqEkzL5dLVIsKR9URlotlc46cRM6OcHAt7XJcQ23Tzllecmy5HL5AVEp5lvpCVKQPUbkcqYjtPC1CFhOmtTpD0maXgkjnKVK42WxQbSqAyIwMjSlCUcTBYNCKGpLW1vwPa/9qdrg2KEIzleuYlX1w8c2hAapFKIG4oJurLonkwEpIO3fhP63CS9A4zJiyXB1FWleiqIrdBfV/Yjs4ttutlxlyrakMRfhevHjhFQTZx6E+jwlIufrJQrvF8t6pFN9BcjnoXq1DQiZBTJ08RVNq8hgqz8U/cwwGA+R5Xv+x2Qn1BiizsjE7Um3lLjOhJrwu7c3rSWUYZPkxSuop+PGgyQE8fqjYne1j7KAY+9IacHDtvcbPu1BVFebzOZbLZaOFCxQo1nstfbu5xWazaTmFnHMeDAYtc8FXnxQYlwBJW5Ou9cFHbfJyQpDXW+vvy4T14SA7+Md08G8LuHZ9+fJlI5ycqquq2n4uUQLt5Lq99sY+/E1l+la3uFJwZaAlxPR0URq+crX7rLa6q12+crrKRNQSLNIuIY1HiLGjfTSd68FdjqNvNYncsYkfI7tXmg4t+3hnN5frEpgAyIDz/PxR+zQbmurVYHXyUv2EruirDtcMHBok1lmkk4aOyVl2IcgrOhwmVxmcK+fC6zJPXFFP4o8pP4M08AL7YApyIMsznOO8dQ/wmN3wIbRQgsPaX7HUYMpACc0MsbNGHzN2skBbhNnXuS6nMbVzCdxGdWlDF13H00Xp+M3NTcNiVFWFzWKDzbrW2Ec4wpfZl00I3NemkCZyCXVXBZHix/DrDyHo1nJ4edrvGqIEOmYdGRAXMIihj3z13t/fR22+LcGFmmfPLRYLzGaz2uQYAsiA0WiE8XgMoG2WSJbEJaw+k0Sj/CwzlGQxtOBECrdvhTQFQ3a1bGdXTd0rbRf74IDfdubX3t/fO192KqgNXCtze5pr3jzPkWVZLcA72X3IHlrnJVL2FnE5iKlOoVV4UwRJ0+KhoEroHcfSihK9sBwxK1VcD2/xhi07KUlNzZ2/0MuVWpWnio7HY0ynUwyrmt4os7IR8ul0islkgpOTkxajwZkSX0KXRSBDSLlOCpEmoBo9GFundq/v/k7xj+Q7GWI3O3E2xkG8887wfWXJpwH4dRI+Wo00b5ZleD1+jWJUABmArD6W5znyPG+FuzntZ0FfjpV2nza9h8ruQgFabG5fgM0nM5Y9+qI1dMzU1JcNrUFqNW4ycPrOCm5q0N8ksJPJBMvlsr4wrwMrALDGWg17c8QwGC7Ecrma053qo1jYEqtMpEaEgYhgnu+kNAm0Ua+dD5Xpu1/WIaNiWtvIrOB2duziSg2DwQCTyaTRwrfZLTACkNf/ycbebDbNMixKI9X4bNkW1yof3naL7avNUCkzlaUOCYvW18wWi+/Eoa340ZDsFPqmq1D83wefVtGcw5BAaNBoO1f+Bgk1rSdcYAGMgUE1aDS4hGZuaJrap3X49bJPY/uS9798dov/E9KOvqCIz2+h811tcY5OTqHWWFeegJV2ioE1SukaAJJzlsfp2HA4RJ7nGI1GAOr8jvF43Aiz3MqAmy2+tociifKaLrMNBxd0mc7KQe/OlwNvMR9Cs0UKO+aCWaBDnrBEyPbSpl+CL8AQYi00TcST9WUCkZYDrWXNkZYG9s7gaDRqbGzuFLqy7mRmIG+nb7ZxbfpohdYn9LtPe0sqM4V96EonxiJpXw7LFGOdIq0v0bXmkJ/jYWdJwWmQmy4S+NpAspPX63WjiWlgkDCfnp4211VV9cjB5OsLeV2agFk0Vhc+nvqMmzOy/zTloqURaOm7hFgzU94fu4sWwbydrnWlRewUojXcl/iksRtSI5KD5pvSubnhEmrat261WjX71338+LHR1Jr9TOXKMslc0eDacpjOSW0WI8g+s0z2hTazyGPcTJHmkFRiMmrIn0GbsbWZi5/X7pMwb2PA4SPELTSPBWRa8M6T9crcCwI3MbRyrYn4pFlPTk7UTWSk7UzX0FKsqqoa1kOjFfnz9LFfNofFMea7qmqLeV1cOretrTnpPjmIofxCiFpTaNG+rutdtI82En02nw8yych1Dc/TkFt48XIkyAQhmznLsqYc0tpALeiDwQAnJyfIsqzZapc/hyu3w2XH+uBLFNPOUR/QWkneJ/LZtb1GpCYNhfgtSk2zArSyenMKLYXxhsi/fcIcmm74fnHA4yAI/U4vSN5PmpL/Tffe3t4C2FN03BbWQDQe/U7X8k0cJ5NJS3tLTpo/i2QaNIQYEckyuYSZD3i+RTD1B9+2gXBycoKLi4tWH6UERkKw+mkh9Pol2RAtRy9GG4mhl8A1KDc1+O6gmpbhOc0AGq3KN2Kk4ycnJ42Ac3OBT718YFDZlGI6m80APN7EkQcESLipTB/lSbBO6/Jvl8bn+/Xx/a6rqmrt4QcAFxcXzTMPh8NHOSiuNrlC2/x8ijnaW+jbSr+4HibFPnQ5e3SOa2T+Uvh9cvtbcuRkuHoymeDi4qIl/LSpOf+bypcvfz6fNxvPyAE0GAyaNFONJQDiNZJ0IrUghqyLnoGEmoR5tVo1g5LWTwJoMTnHx8ePBqaE9u6lHc0DKT6h9m075+srU6TQMpJ45pbL/tEayI9p5gJBnqMNyEnb8I3IuYahxa2aCUECPh6PH+Vk5HmO09PTlnam6Xi93udwXF9f15vP7ISZyiCuWquXnoNMDxf1xa/X6D6NJpUznda32+222bx9Nps1g365XKIsyyZwRIMwBiHt6wreaM+cgiSTIzU5yWVHS/NBg9TWt7e3uLm5wXa7bV4ICfJyucRsNmvtPccFi4SO5zhPp9OWQHMbmC96JWGmurbbbbNFGF+uVVVVU75sP3c+uVD7EGKbfCab7OP1eo2bmxt8+PChGZBlWWI2mz2aXai93NTig7yv3HQregl9x9o7vutlBI8zEvQ9E4KcdvjfpGFubm4wn88bAaaVJfLlAMDD5gFFVeAIR5iNZ8iyDFmWNZqVh7OpTbRL/2QyeVQe3+OOfqcyp9Mp8jxvbHBuN7uEIJSz4bNZZd9ykBCTA3h7e4vZbIZvvvkGV1dXmM1mGM6GeI3XAIByXLbuz7LMlLppoXMtPgNd57PDXUjS0KHYPIfmiWtr+EjT3t7ethw1Lgxcs61WqybIQQJMQr1cLvGweADWrCGfgWJdNKmfuARmF7PmNJkN4/G40dp8H2ip4fl/rqG19YWadqbncmlpzQ4OmSWu49S/JMz0NYJPnz7h6uoKk6sJis2ub6YAMuA2u22yDDlCWy5osAqxLNNnurqQtNFMCK4oD9fGfPojm+7m5qb1yQdKnCfB5pQamRhXV1fNdPnp06dakHfC2wj0EG2B3v2NCbAZbZBl2aPPTPCNY7gpQkJMGpkEWWpvqek1aIELKbQ+bR4CDRjpCH78+BGz2QxlWdbt31R4W71FkdWDvcgKvMvftXeLAh4xPjHyYUlks9wTQvSnkX3gkT3tmMueI0/7V7/6Vcuhy/McFxcXOD09bZVJDiC9FC7MxediL9BALbxrNIJcDAuUwxLFsD5fZiWyvK1Vud3LtRR3BvmnKSRjQolLtCyLQ9PWBJ/DbLVVtRwWzs6QIijLspmVcuQosxJFXqDICpTjEsW4wNnFWRMk4tAy7ggxZoJ1QPSmoXmlsgLXccAfnZJamX8q7cOHD42XLXONidwH0NBlavBjiP2uRnx3o7NamDEBiny3jGoErMfr1k78ZPsCe9oqz/OmTv6dldaOSgx8pQtFDKkPtCCL7CcNnA3hfcyFSyYXSWaDK4LZbIZqUWG8GNcr2TOgHJXAtLahj6fHTfulZqa2xM7cPuajr0BNkLZzOSbS0PfxjzLUSlr55uYG19fXLa1BwQkAjT1LICGh3+kn0UvLbIlyUaLATgtnbJfQMYBRPZ1iXGtm5MA0mzblnJ+ftwYRrw9AY2qQhp7NZo2WA9prDIE2syKFwie4ErQCxncNP+fzUebz+Z792e0ChfVuezMAZV7iJD/BWX6G4XDYhO8ls/HixQtvmm8o2zKktUPXuWCyoS3gmsOVkyyF+ZtvvsGHDx9a7AQ3N4g1ICEhpoES7s/P6x2LyIlbLBZYjBbAJR6ZEchqYS7y3ZSaFbjNb3GCkyacLQcLz3Hm7Av/HEVVVXjYPAAVUI3b+SHantEyYihBx7okK/H0WR5AIa6ZTKVZNcMDHpr+AYABBjgdnCLP82YVO0UIpQBb6EaJFK3eq8lhgY+m4+mUmjB/+PBhT7nNFrWtmwNVVtUeN9pTP1ALzBdffAGgFj7+/ROuLbmGfJm9rNcCDgBMgBVWmGLalMtNBH4/D51z7c3LLua1A1pm5SOWg2ex0U+ey+GykV0JVha7W/Y9CTNpZzI5HjY7YZ4AGAPz8Rxvxm9aOd7Hx8et78ccGjxAB+yT1XrJtpMVcWhTg5aQD7T3iaOf19fXKMsSHz58wNGnI+TXOfLP+d4GngDVqGoJGzEeJycnzVRINi1F/eQn1wA0ZdzhDp/zz5ieTjHFVA0cuEwDXl5VVVguljj6dITp9bR2RAPwZf/Jel1CGqsNSTvTYOfMzGKxQDbPakc5L4ARMJ1OmxmRhNnHncfs7kSwOIJd7OmoYRdKyibItE/SzuQAfvz4sYnmLZdLjH89rmm0NRomAkNgns9bziEJ8/Hxcd34ncPl2mnfFfXS/tYSkHjAh6KDi8UC28UWxbKo7fU1E+b88V4d0pmS/cRnFOnUkcDQ82rg3Ly0nzk4Z04mRzWsMMpGwDlwPj3HeDxulpVptrOmpV1BkxAsWrd3Hlor3NogPs0Sx3x1ddVEp8gB3Pxmg/HnnUBzdmKMpnMlF0qRK2D/4viHLzUtyyN1dA2wF15XMgzNJmR/fio/oZgVKGY1PUjtLYclMAIG+aAxkShqSCYGDTwuhDKNlbePnvX29tYZbuaDjrdfDnBOMwLAKBvhKD/CaDTC+fQcr169wnQ6xcXFBS4uLnB8fPzIEZXOKdD/mkCJ2NzqZMPIVZEMohDddXV1hV/84he4urpqwq2b32xQ/KoAblB722f1//KsFo7L/LKV8cWdFJmMT04UUX589yJOX2mCq02nJHwkKJSzgSVQzAq8vXpba+czAEPg3eQd3mXvWhE2PrAoSkdlyaw9bjbx5+VwCbWWv8GfmYSYJ05l06xxpouiaAkz2c989uJOYV+8cSiDk376luRJdLb0NbuZT3vkCJKGI4F+WDwAV9gLM3ZBj7OaCx1NR830fXp62pgaZNcRa0APS549CTK3/YbDYTPA5AJabZUKCQCxH3y6vsJV3VYUeIu3DUVYjuvAxMf846Pd/OknN414ZiBnH7Isw2g0wsXFReP4aglOEtrCYGI3aFDyZCyaPYqiwPn5eZM+S31NSoP3r0QKy8FxiJXf5iVY1oQjLUVRMhAA6ujdeh9qRY7afs4KzKdzTKdTXF5eNgnmNP3yTuZagzrX9RLkIJDOjhQIYG/Xnp6etpZYlXlZmxjNhbtnGO2FbzgcNuVpOdQkxIvFogkmUZ3j8bi5l5wz/swyW48/Ix0nUN9TWdPptKlrPB7j/Py8GTzkbHNhlmaGT/taUmE1SM7atYLJUq4pUujKuaWfkjMlR5AnxfCQ8cPmYc8M7AQZZ0BxVnPEJMy/+7u/i+l02nS0pg2k5rBMyyFHh14MmTDcJKg2tTCUu3/N71mtpU/y2kwgrUhal2tkHrInx5iy/UajUZNgPxqNnEvBCFKouWlFMxXNGHyjHKAWaOLfubLgpoZcpSL71XLcJYgxeR1WLd55KzDS3DwjjH6njluv1402OqqOUFTFPnloCOCyFmZMgcHvDfDll1/i9evXuLy8xOnpaUuLcs2qaVng8WIASz4EOW7cXNICEqiAclGiXJf4z/V/1mbSuMS78Tu8HO/bxPM7aEBcX183Qvz+/XssZguU87JxLqvLqum30WjUlEHP4xu83LSRzz8cDhvTablcPtooR4NLK3M7OiYCaEXMjgIakgWan5OpfjTSyUMnVFVVf9+PkoV2DlUxrLPg3k3f4dWrV41m1kh9Lsj0N/10OXr8d6nNXHapK12U7P13eFd/3m1YoMxK3IxvmkANv4d+n8/n+PTpE8qyxP/+7/9i84tNnUSFAuV6nywFPA6hhyCpOs6oyPJGoxG2222TPEX/ec6GNDWkILmE2qWFLWarBZbBkrSdrgsyd2E4HGK1WmE4HDafb9jOtnVkaocCBd4O39a5FpfAq1evGg+fR924FpZCza/RNJm8RgMXbH4NX0pFz9d81o3oOgD3m7pf+LpFAI12p4jo1dUVHn72ALxHk2PSpLRib+fyJCmtrdJepsEpnU8CaWmeA0MOILFHfFGwJW01Jm00JNR9JSh1DqwQ+AJKYM8uTCYTrFYrTCYTTKdTvF+8xxDDmhWodvnJGYAp8MWbLxrnRDp/gC7MLk871vuWifdA+8P1QD1gF1hgg02Thoox6k+7Yf9pN7qeO37v37/H4moB/ArAr4HieucIo71ChJxCYjqIuqMtxrTQt+SzaZEED9uv1+tHm7OfnJw0FJ3mANLfXTUrYA+kdLWlzSxHSJi1FSnAPppHAg0As/FuvR/7CHz5qsTr169xdnbWbMElOWcNmuNnWZ/no8CANg/9aFPzjP3c/c5zQgA0+Snk/C3+36KmKa9rYX67fQtgl/W30/RH46NmGRiZAvIzF3yFC/1NNjNtqcAX8vJty3j6AA/3Eyz5GqkpozxHQ+Zr8GtTF5UQkvKhg6NkMGh1/MnJSbMIldtxm80GP8fPUY5KHE+O8b3p95qOHg6Hj7hQKpuged/0ol1aRQozp/20KCGBR/7G4zFm1QwAMMUUo3FtTnGHcLPZoCzLhncfvRuhWNTfBy92/5ADOAXKyxLFFwWyy9rcIPaBRws5XIORr7PkWxJwPp2083a7bWhJznP7UkJDx30aVlsNLq8PpSTTNT5Ehb5j9lMgEB9Lq05OT0+xXq8xHA4baksmHZEgayZGSPu61t/x9kp2xJXSSdt+TSYTzGaz/VewAJxvdqmredZa8i9XryyXS4w+j5qP3Rco8DZ/WycEFagZnu8VmF/O8ebNm4YXJvuWmwMaV861M2no6+trbDYbfPr0qbX4d7PZ4ObmppWKOxgMnOaMBM+Bts6Ghwie+NDJhpYC41rFQAJ6fHzc7KWhdR6PAkrNrIVdu3SS60XwHA9qJ80qRVG0EqU4n8vBbVcANT2ZAUWxX6Rb5AVwCeALoDgvcHJ58ijIwQe0TKLSTI3ZbIbr6+smV4b4bDnTcGF2gTvXoWBKlmVezesrI6SJY02QqPRRnwC5KqROIeeNhJqf49eSMynv1+ro4hW7VoYA+6mXHDJa/sVXxxCkRqacD+J8m5xjCiDR/zMAF6i/2TJtBzkkw8PL5m0k5bBarfDhwwd88803+PTpEz58+ICrq6s6RRT7bRoAPOKeNeXC82NSkvpj16HSPX1o8aidk1xLy7W1hNz4J5CN69OO2tSnaWopkNYlSvKe0LXk1HKh5kJMARDSmHwBLQAc5Ud4GD7shfgMwKRmNsppiXJU4uWrl823Dilqx/NWgMdbBHN2Q+6xMZvNsFlskH2sB8UyXzZsi5ZnIoNKWj9roWhCyupvfp/8vQuinUJfoy1UGZkUMpoVCq/KemOXKMmIJodsC9DOVSYQi8EXDvDVMsDjXUuzLMPmi03NZExqmq+clihGBe6L+2bXpouLi2alCOeENXDhpj02uDAvl0tgvsuVGQLYANWiwmK0aPYbIVua55wQQqyS7CvXzGkR0j5XfAMd1hS6Gq0dN0V4Ihw/4HHCSmgq9DEe2jYLfItZvoSJb2YYEmYAGI9qTvnh8gF5nuN+dI+iKHAyPmkEmZxicgR5H0henNq9Wq0a25mCNrRbVJMrQznmu/xygrb1b1VVODs7a66Rgqu9w5RMO43t4OgaXOm0t51Pe3ONKDvGpSld+QMyA0ub8lxCrS3YBdybo7soMb7BTFnWgRAtkifNEYzaaZvkYHImA4A3AYuDh7VXq1UrP6T5OCjQ3sIBwCbbqLujLpfL1l4omh8DtPvYB1cCW6wzn8pHJ+0+6kpK8QViLCPcl5hC0KY711pGFzRbkWtqXgbfpYnvNkRJPnwNHgfnrCnZn7QhReeIySATQ/oPWvSSRwBvbm72tvEyR77YDTC+Y9TO1BnvVDQJNP+GObBnP3wBJ/5++bvrK2wty9KSooI+T9cGaI6ilsyiNaQvCi6URMVnBC3Xg6e6yqw17nARFca1nNycUa6BJGeP507wnAnJM/sgo4N84cHR4qiORPL9/Ib16p98vB9wPCeFfucJVavVCqenp4/6KTWZPyV3IxRc8aGTQLsCLdpDcIGKjQC5lk1ZnULeHnmfNDc4FbZarfDNN9/g/fv3rWm9oeIAbLBBPs5boW8Samkj06obviYS2KfFSqZGe0be3kaYP+2EebfQmJKdmi3PMuABD4/yUgC09samc5RQxmk7qzBbZnMJH+dsNXUIva0pDBn6XKAAferQXqirbNf9McwH/wIAJfXwXAgSZmIQqqpqNoNsnK2dpSFXhUwmkyZAwjUyUXHcjJCrbHgIWhuAcrNKXKN2Arl2xm7BRFYCFXCEo3r7hWqJzWKDClVjbvDsPBL07Xb7yI7WzA2Cy+btI2/aZ8pKmJOTLJDmR2qqITcRiM8myKlPJvLzAeMbPDRta7uf0ipv2m72/fv39cqVz+ta+3HB2Qk0hb8pz/j169etLwBI00Jy665VNNROOZOQMFdXFYqr3UJjoMkRKc92Ka45gAooqgIlSow3Y2w+bpAhwwYbLLJFa/dVV0DHqql9cQr5t3QcNRzE5EiJ4oS0tTbiXNlYMjgjH9In1Np1pJVpE3Ba98g3M+T5y9nHDPPP+zWFtKNpOSwxwQTjbNxyEHmWnHT2tOCRJcsNaNOCzR51m117TnfbBQ93Cycu0Wx5hqrO4S42xT7DcQ2UValSjbJN1vYRuqaA+hRp5+SkUKZVasUhuBxGS7muSBY/T5qZvptCG+BcX1/vtyi7mgEfAVyJ7Xl3Ub/JZNKsoOZb6FKmnEsry7wMl48APF6NQuYGRSOLvBZgCqKUw7IW6N3uqsB+I0Zs0Mwu5VkJZGgWXlDbtbwR2SaO0EzsEs6uaaIuHHzDMi1lsAusZpBWz8uXLx99bJI0869//evW4tWjT0coPhZ75mCDevo+q9M9j8ZHmI6mjTBIu5myBoHHNjK1RZoWWt4EB2c3gL150HyVgMLru73qkO2FuaiKZvkbUF+zmW6a1THceXVFKVOYjhADFXtPCFECHWsHS/SRhaWV7RME6VBxio52c+Ib4FSzqt4Z6XO91g9As5C3/LIELoHfm/5ey2aW2wC4tgIwbZQiqDI6RklEMrejGBV7syPbrX6ZAoPpAAMMkM0yTKoJ3u7+AbUWf5e/wy/Hv0RRFPjqq6/w1VdfNfw4Zzj4qhXLu7AqHI1rpvu7+GEH19CpUSHtd0tZLgeQ/05OIF/RTbTcV7OvUFzVq9KLddFM4eUXJbI3GS4vL1tTNG3QIjfCceVyy/1DuNBKSGqP2+mUzlpibyfTHtiDfP9dxMWi3tG1We62M5mKrGZAKMtPbommwaKdY7Wrj8FImc2DkULNXLCOQDnSfPdp/DQvw/pwJCSyLJmAxNcLNpsXVlWLwSjO6pzlclo2u3PStllymdTx8X7H+5B5IbWeS3PzpVZUzvHxcesTdFmWYZbPcLo5xU1+g/PxeSuIAuz2DdmUzeLecrzbh288wGg0amYTTi/yQWkxG1JNya73SwQ1dArDIe+3lOPjNmPr15wsOVVzkHBMs2mdEbdjMTCp7eVyWuJkfNLaA04LlkitLKk5LUrpC+trx6nOV69eta6pqgpjjFuRyobBqGpG4x3eNc7iu/E7nI/PH21sTs8gQ9uyb/tAaBbW6L3OLAcVnCLU1ulHYzRc1FzXDh0MBliv141G4tG9alTVdmhVa7PissD5q3N8Of6yZWLQbk5UHtmdHL7kK239ogtakr1cOJvnOebzeStZn0L0y8USw8WwoRmR1xr7PrtvzA1ZX0zI2yoXMsvOMmtLdLahfZRLiq3UBaThrJ62TEznn5QgUMLQ+fk5NpvNo2VV0+m0EWTKV6al/xoFx21jzSaWGYjyWVyOo8YJ85mGBiXff4+2FyuWex6aMB/PcTm+VFevcGbG168uCk+DxbHrK7iSzEMTQllQ1gUCoQfSUlFjwR2w4+PjxkGk1ShFUbSWKvHsONpeQTp9EpojSM+gPYtlgLrO82cgPPrSAJbNDqkYo97cfHTebITJl3yRzc5ZFdl+F1I1bd950Z1ZjlAQw5UOKBEya0IPGBIMvrZRfsAHQGvbXGCv9bhW5nuEuLRwqF2xM5XGkvAckJOTk+bv4XDYrPrmEcByXDa282hcsyOcneE0I1F20iG0mnpd4g59pKGanEKqzFV5KBqkHdf4x9A11B5XopKmvWVSFF1HSez08k5OTrBarQDsdwwl+5ibGHJRqaTWQtDyVVLA23N8fPzow0bNtxSzDfIsB7L2lgvEyNBWvbHC7HLYfALMr+k7QkjotOqb515YIK9PycKK1XCyPM4FA+1PP2jfMiGHT07DGj0n4RPYFEdbrq6husn0WK1WrVmG7wfNFxyMRqNHudk8kGJFSmqoT/D7EPLk3Udd56UnK9HX6OT1hDQddxDpHmmCyHRODp5pJm1nS74DHffZ/76EKwlN6OQxysfm4JHNs7OzZskX5521Z5Bmk/QHYiKDh0YSy2ER9NDUE4Jm0mgOpvSgY+rlQsA39nYJaYomJrhW7Mg+Dj2DK4wus/22220TLaR2k91MWxVToMaVyE9tC800FqQqstgkpqitwELH+4r6aE6F1Rt2CUQoOKDZxS6NZWmHtQ9i7uOMkrYNBNGQ8/m8pZ35ahri0ImxiTUzeLtDz6g5iBpB4GPCYvv1IDsndYkudsnMS2VJqL18jwoXZXVIh4ZDamFuEgH+HVRJqPn2uXxRrtxmTDOlAKjaWbOJ+XF5HZ+FQkqpj/B3Jxvaes1vI2TOh+s5fM/ns4tj+4W3R75YPsg0IebamtgKYL8JJgmxZjP7gkApq1Nc18jrLNmUKbNetA1teVGpYXLrSNbqIPZEu1cTPG3BLZVPTpDPf3AJM++zUNCJ1++Cz1GVGzYSyJ6m+yz52fK5LZFAn7kXyz/HHPch2Yb2jbyuCHHaMTYXXe8SQC3owV+qtopEgxwUvpC2/NsXFNLseHkvfdSTdlMCoCbpuzZmtCTzh0y2FPiou1Q56pzgb3lQC+m+3W6TOGhtMLnKsQoo11AWIZbHJCzhei2i6KMAZY437aK02WxaCUckrLQHtAYZ5pZt0oTMp8RimQkNqX5YlFNIsORdxBDq9/f3zv06ZLlae0Jt4nA5Odo1XQJAPlhNEOoXTdDIKaQ1kXy/Op6kRALNTRD5Fd4usFC7vhnVh1haFjAmJ8W+vJCxr8FKjcn29GHihNrQhbUhWPrRtUWDXJjAbWe+8obAv63CtyWgz+TJ53QlWvna3oVR8kHj5WPQabNGakBKxaGIoqXulLokUn0Bl4CGTJCQo0jHqX65yTnXzmQzyw8EAXvuWWuHK3CUGjDzzWS+WdVVrqtvO7McslDNZpSNsaR4WjoOsOcK9KmltVmgS/0pK6U5NCeOypVb/TZfu8X+iwDavht8kLjYHNlm6hP5bmR/pb4PTcElleM76cr31RpD6JKvzDtMlqv9HToeWzfQrwkD4JFzqa1W0YRHS6TnG+XQGsj1et3s8rRYLJrPTywWi0e2NA9xW+GateS7ktfK6+R71Y776g5dS4gyOboIK4dVaHxUYSp8jimd7wqZ0efT0lzg7+7uHs12BLmXCNfOtDplsVg013OTQyYf8fI1mpEj9V2FrtU0vYZebeg+BDjWLo0pN4V96LMNrmtdAmyhDem5fBQbBwky3+KXPm6k7VsNPF513gfbEQvXu7u/v/eafKH3mxRYcXWEdQB0tXu1+/vQrF3h8jFC17ggr6MlUrT7E7AXaNq9n9NztNE6QdudSQZPUvq1z9mtaznRLEdsZdpUSuVog8Qi6JZYvwzDWl9MiJ4KDUZLdI36JOQw0nXS1OD2swQPe8sFsKG29e0/hBAbqOvMcsRUZtlTgsMqzIdgMVx1ua6PFWoCv4Y7ea6tyizgm7LT6hQSYsqH1rYn0Nr24sWLoAlkgeYcPvXgaOrucjNpGcmdqhUZQqW+e0LHtTI5lWSpzwWfp+4674OWP+IDD7DQ77TrE+2/AextZ75iXW64bqmnD8SYKmQ391Fm8ApeWahSawCDrrU6cFJwZNtiolaa4MtntD6DVr7ruVy2q3UQcGaDvjBAX8Di9vN4PG59YSuGrtOu4f1jFTx5nbVP+xBq79nUaSMkYCn8Ykygg7fDFwmMdWa6Oj2+lFNZj1YXt6Gvr68buk4ugJUbrltWpEj7+tt2slNlr3OCvxWpZbm87pBHrml3rUyXWdKlbRo0Oo4LeMhx5QOBQt38C1b8J0/s5wn9rrYeModF1tX1ulB7et9ON0YwpMaK4awtdWqrvS33udojw70uxIbsXWaRb5kV/3IV/0wbgNaeIlrikRxUvA2SB059J/IZ+TGtLF/U0ecPSUQJtC9J3udQuBrfxQnx2WTSpJFIFfBQ3TH30N+S1qTpXgo1X2bFv1YrQdyztrzKsiDWMstYEKPYYhRLsCzzlTv4Rrupwg7TSkhQQ7kGWlkxGsjHusSaLKEADIBHggzs2Q0JTtfJz0r41g4S+hZUn8LpYsaE5C3qLWiJNRYt24ctHiLcUzrJJdSalx7TrtDzyjxnK+NB3xPcbDYtU0Q6hL6V3Hx5Gf1+KAfQp5hiqU5CSN56saF9a/W6cpt9Tl2he0P8eKxdz82f+/t7b19IB1GCtDV9AYvbztIxlKvAXcIt7VlrRNWHLjZ3H4ha9d0lDyEFLj435Oz57gfaL9B3nbwnFOixsB7WrQG4QPK0UQJPPCINzbPrXNwzaedQ3/D2W21nVz88JaJNjhiE1u+5CHsrfZWqQV3t8NUde1xrj0+YuWOo9TM/xjWyi3/m9/goOxcH7mMdXPg2BZlwkDWFHDFanYOP9lC0T57zOYzWII715YTq85XjE1zSxjIhiUC0HP+shvz4D9DOtybtLNtoecYYhMwO37sIKbbOPHQXYXZxzPxYLLMQ07lWDtR1T+pgjhmEGseqLY4F0EpIAmoN/T18DxgAd/ldI8j84z/A42VWoT60DP5QYKsrUst6kvhm19UQGmIoPNc1fcFiMmnt9a3n42YD19J8WVWDHK3Py2k0ncuckUrHomBcQY4u3L4VQc6619oc6Gv/Nw5L2Ntynw99evz0txQG6bxpdd7d3WG1WuHm5qbR0KStrwZXeHnxstkil4SZ78Yv2ZOYlF5+PCTAT8VI+dBr6DuFqut7mupDmCXlFnMv3e+DVpaMGLpC3jxpH0DzUSPSzhyW7YAtCxJ8/kwKurJKPkQlJ2kj9anXo8U4bPwe33ELW+KyGX3mhjU4Q+A7JgF7hxBA860XApkenNmQSUguYQ2t3OeQ79xiX4eu6WtgaOj94/V9JokDuta3cKjatZbgiRWxLySFo+VrCPkHjIC9pqbMOv6tbhJs2cYYQZawCGGswx5yOlMQDKx0KbwL6IGtG7VYHRIuWClBGcu1liAMXcfhUgbD4RBVVbVyM0iAydSQGXS+Pjt0AISePyS0rvNd5C2ZtgutFtagPYDL7ubXhbR+HzSUpa1WQQgNJAtIeMm5I9Pj9vYWVVW1vjFOWpl/R1FCyxexcvK+cz5FkmIrh+4JKTezyeELkPCHcgmoyxHi1x7StuJt0CJhsn7S4Ck8uIvLdtngBN7H8sVxh4+Eln8nhY5zuo7qjl3uFULIjIu5X4NPDkK71JojhTT1+1Z3u1ZjAP3aahb4Ot1SR0qUynd9jO1O7ZU7LxEtR9pa7iYqWQ2XMMfMFlYt3ifvfzCTwzf6XPsW98F6cIGLXTwA9KOJrLSdq49SuFsSYtfed5xj5n9rgsz/tkK2xcp8yDJCM1EXdA59UyGkpTm4APPNU6ywJLm79o3om00hdM3hIPgE2WVWECR95/oopqToLI6otb2ha30DU3MIrfZ0bFskel9TmAJu6/kENWT2AH7OOdRhFgHtkxngabCuOjU72wKX3WwxPehvV9whZMemwGoShurtlJzUV1AltXNC+ROp9VjNhVThtqyy9vWtK9jBBYEGv0s4NAc59DyhnJxDOJ2xMGno1BRQSzk+M0JjTFxmis/GJUjbXJbHtU+swxRL5bmEQKtb9pHLRvYJXEgb++7rywyTdcayJRY57IW2k3gq+k2DT8B9wiz/TmFB5HmXnWkRftc1mtD6NL4VPt49BN5ea0yAoy+FCRgFuq/KQisxtHMU9fIJm0XLaOXGIGTeWGx0iyPlQ8rMkQLLs3BoiwZibOCQLyGv8+Ho4eHBebKqKvdJgb4WxWrlhgIvmrBZTBAffEGVWM1nKTsWqXSl5RksgQ9rfYdAlmVHrnNRLaLomQZO2YVyCbqgzzC3qyyXDcsdqFC5LsdNti3WtJFlxwqVvIf+5v9jy0iBZsv3wSBFtSqWq+xDqC12Le9gq7Bwmy8U5ToE550qFD7Bi3km1zFZlgVdIqgp9/sQ3aOx1Fffmjo1mJGCVK2hCZxroFkcXEt9Wnm+0LvPzrc6eH3niFjqDMHbkj5HTizIbLHuY6FBm15T0KUfQg6r/DvV6YvRwC7tHvucoZQErcxDy1T0drou/jYVTxHOdlFoKQ7SoZxf3ibO/2qBjy4Ob6zZeChoiiaWrdIQvfso/z2F/gqtb3Mt4dcQQ/hr6PLCLOxLCBYaLqXsvk2vFKT2hwarCQREBlZCCCXd0DW+vF9rO1z5BK4olHa/D67Ole23CksXIQsJNddwMdHLvtrnghYwOTTVZ+KhrULnM0O6TtGuGSGm3L7aJFdoA2GBSBU0fq81vB8qh9BnhO7Q4GbYcDhM56FT7WNfzkaX8mLKdZ2Taa6aAxOaZYB0bZNqx6bayC6aj88y34ZZwp1+SQDIv619FjQ5uFZMESZruPYQ8OVq+Np0qCzC1NRX13XctgyF0btGJw/pDMeUHQxEWSp0Je6H8jCAfaeHGnuoyGJfcFGIXPvJxHyJPoTZChmACdngnGGRONS78S0ISY06d0rwD1VkScj3rUPk55/S1ksxl1Lt0S4Mhma3dxkYXfJcuqCvpXuAUUO77BzLCwxd4xulMcxKCLKsUOiZaytqYwyVqDErEn2Fni3lWaFp6admKoD0+IS3ZdJo9xXeJ28capPvb8s9kp2IScxxlelyFF2aOzXPpE9o07mPrrREBlPRRa44okyOWDs6tmxpfnD4GAtL2RzSaYoJEcfUG3NdH+iLhuszKJKCLmamV6BTgx8E2TAezvXVZz3eBaG2dLVFQ3ZmqvDF5iJ/Gz5IV1h9Lg3RCf6yg3wdpp07VHL4U+SEHAq8T6xZcVZ0Eei+nT8XYgNevgT/ZJbDZxJYFrX6yvxtE8hDDhZXimdKuJ6u9fV/DHz+wCH75GAmxyGgjca+FgK4pvHY4y7NdEjTx4fYemPNGa3/XWkMMnpnzZnmA0ELePVF25m/UxhToRzJLi19f39vGukWLtvlhad0lBTmQ88Yh8yOc5l4Mf3iEriYaOtT5Y1E50O7EDMVpSSS+7Qs//nbZq644PMlLP3u6+dY5idWuF338HcgB4ErF8dXf8ogCJocUvuFpieNftPOx3aopSMOQSv2rVlcub2xHLi1TXKG1aKgvnwdQmjQaPen9FtXZs28c5LlvM/u8j0odehTTUuyfdpx17Oktk86f1xj8UQuV5s0E85l61uF4dDM0LfBPHlpu2c84/8aDk8yPuMZT4hngX7GdwrPAv2M7xSeBfoZ3yk8C/QzvlN4FuhnfKfw/wFwRDEc7W4rcQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "microim1 = microplot.microshow(images=[image[0, 10, :, :], image[1, 10, :, :]],\n", - " cmaps=['Greys', 'pure_magenta'], flip_map=[False, False],\n", + " cmaps=['Greys', 'magenta'], flip_map=[False, False],\n", " label_text='A', label_color='black')" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "id": "3a764800", "metadata": { - "scrolled": true + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] }, "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "microim2 = microplot.microshow(images=[image[0, 10, :, :], image[2, 10, :, :]],\n", - " cmaps=['Greys', 'pure_cyan'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'cyan'], flip_map=[False, False],\n", " label_text='B', label_color='black')" ] }, { "cell_type": "markdown", "id": "3d317040", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "Then we create a Micropanel object as aa grid and just add our two microimages. Those are then exactly reproduced, including annotations in the panels. Note that we can use any option used in ```matplotlib.pyplot.subplots()``` when creating the figure. Also the indices used to place the plots (e.g.g ```pos=[0,0]```) correspond to the xy position in the grid." ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "id": "4b23afa0", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", 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", 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If you want, you can also explicitly specify a figure size in which case no adjustments are done:" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "id": "76146d87-df6e-4ebf-9e73-36ae6dab9c4d", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -180,16 +229,28 @@ { "cell_type": "markdown", "id": "0eff5eb4-9d65-490b-b534-621bd61b23ac", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "In the end you can save the panel with the regular ```savefig``` method:" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 10, "id": "75c48705", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "micropanel.savefig('../illustrations/panel.png', bbox_inches = 'tight', pad_inches = 0, dpi=600)" @@ -198,7 +259,13 @@ { "cell_type": "markdown", "id": "eaeb1e89-d70a-41e2-b2f1-5d8a92776182", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Avoiding double display\n", "\n", @@ -207,30 +274,34 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 11, "id": "28a305d2-8eb4-47f6-b5d1-b83517cbd453", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "microim1 = microplot.Microimage(images=[image[0, 10, :, :], image[1, 10, :, :]],\n", - " cmaps=['Greys', 'pure_magenta'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'magenta'], flip_map=[False, False],\n", " label_text='A', label_color='black')\n", "\n", "microim2 = microplot.Microimage(images=[image[0, 10, :, :], image[2, 10, :, :]],\n", - " cmaps=['Greys', 'pure_cyan'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'cyan'], flip_map=[False, False],\n", " label_text='B', label_color='black')\n", "\n", "micropanel = microplot.Micropanel(rows=1, cols=2, figscaling=3)\n", @@ -242,7 +313,13 @@ { "cell_type": "markdown", "id": "41b822f5", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Usage with options\n", "\n", @@ -251,20 +328,26 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 12, "id": "f0c200e9", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "microim1 = microplot.Microimage(images=[image[0, 10, :, :], image[1, 10, :, :]],\n", - " cmaps=['Greys', 'pure_magenta'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'magenta'], flip_map=[False, False],\n", " label_text='A', label_color='black', channel_label_show=True,\n", " channel_names=['nucleoid', 'ori'], scalebar_size_in_units=3,\n", " scalebar_unit_per_pix=0.05, scalebar_color='black', scalebar_font_size=20,\n", " unit='um', fig_scaling=4)\n", "\n", "microim2 = microplot.Microimage(images=[image[0, 10, :, :], image[2, 10, :, :]],\n", - " cmaps=['Greys', 'pure_cyan'], flip_map=[False, False],\n", + " cmaps=['gray_r', 'cyan'], flip_map=[False, False],\n", " label_text='B', label_color='black', channel_label_show=True,\n", " channel_names=['nucleoid', 'ter'], scalebar_size_in_units=3,\n", " scalebar_unit_per_pix=0.05, scalebar_color='black', scalebar_font_size=20,\n", @@ -273,20 +356,24 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 13, "id": "392bb4b3", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -302,7 +389,13 @@ { "cell_type": "markdown", "id": "f65ef8f6-d64e-4d80-a6cf-bb100f2e00c1", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Adjusting size: accomodate colorbar\n", "\n", @@ -311,19 +404,25 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 14, "id": "c38ceb53-2e4d-4911-90a4-cec6e8b8b81c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "microim1 = microplot.Microimage(images=[image[1, 10, :, :]], show_colorbar=True,\n", - " cmaps=['pure_magenta'], flip_map=[False],\n", + " cmaps=['magenta'], flip_map=[False],\n", " label_text='A', label_color='black', channel_label_show=True,\n", " channel_names=['ori'], scalebar_size_in_units=3,\n", " scalebar_unit_per_pix=0.05, scalebar_color='white', unit='um', fig_scaling=4)\n", "\n", "microim2 = microplot.Microimage(images=[image[2, 10, :, :]], show_colorbar=True,\n", - " cmaps=['pure_cyan'], flip_map=[False],\n", + " cmaps=['cyan'], flip_map=[False],\n", " label_text='B', label_color='black', channel_label_show=True,\n", " channel_names=['ter'], scalebar_size_in_units=3,\n", " scalebar_unit_per_pix=0.05, scalebar_color='white', unit='um', fig_scaling=4)" @@ -331,20 +430,24 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 15, "id": "a5deef88-f11b-495e-bae4-ef2c2b609c89", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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iNxXncA4ncAKb2NxzrqDgJE7iAi7gFtziRk0NDAy0Ya3JDbD7y/fIkd3RUgMDA8vFKpKbZ+KZuz7zN+Zbtv9lQN9a52Z67eGCaHGZZN1orWPTjmctA/xz1vLRmnV4DqgFJ6LnaY3u0qwo3IKU1SZlNUgjz42AL/uyxQ+F5xbKaFakt95o7hNA3tfHysZrtSW9Xc/RvXjgOV8qeHi11watJ0VgWdtVSJ8l8IgzOleZ+6+NSasbeT64boq342mbrD49vVc0T5DWN+9Tm7tVJDccvVwBc5LZZRa6uWHkreLnw5S7psdYMuHbkjZnjkZGeiYiRGuOQJj334N0t7rp1lZQLCHrFrIWmZZ8IFYeHa9OROzKF24pUeCcJH3ewkqPaQuhFb4t5dGR6kYJoHTPJN0Q38hSCsPXxkzh6aOqm1IjV55gN6Ifyp7X+pWgudcsF+cqCYopPEHvYVrEK1rEux6ZshZWaw6khdFaLHtpSXprUmh70viXoYGpyGiieqJ3/qGRzyaJ6F5LmmhYEwBzaG/OEQ0K7TsaVRUVJPP+ImJdq5+WcpGxeskSvXFEct141h9OljipieYkksA1XNw6xcfZEp2niby9ZydKmDMWxOsczZabgYGB/cew3AwMDBwYVsly0/stPBPaPad/L0yZt99b4xPRUXjHohoTra0orDmXwpajcyu14dWf60KyXJFRZDIVn9v+t19YW3IjvQlHc4RILpLIGyxP5c+tAtFdvrVy3LLEj3NENUBzs81mcuxo57NhzJ6bxAth5si6vaLtepFpFRHrnecezVh/IiHeEcug198qkRsLLcLU3ot1r4VM63euVsfrz0KvfDTR9lsJUqafZbp4vHD7VswNaedtzRnf2pAbL8V/xOXhuTDmIJJjRBtHtG1LwxEVokagCUvpOKRF2dKzaAu3FYbO3T7SdXm5dqK6J618KwHS5sAjnJ7uSdsjTHNfcUTdcUCMSK0KueklxGxBdgHgi4YUFSS1m01Ilx2PNAarTqRNCVZfWWsYveae97mFuPYiYN6YpLZ7XH8LmdHKr52gOGqJ4AuhJC5uITYRiws/Vo/PsRJo1oHI27l0XGvfImN8HyNvEbbao21qiNyf7D3M3vdMnqJoThl6DyLRWxRS9BWFJ6Dn5CryXK6joHhgYODgsVbkZmBg4HBhlcmN9SabeUvtbRWQ+u/pmmnRAmXrRCxlWbfWsi1sdM61670P9+0qz5FxW0nXvcxrzOT06eFq9P4PrQ25OX7cDp3VXCX8bwuWa4u+5Xq7iGthvVoot/QG3eJC4xaYaGi3B369Wih6BtGdzq3zlvWDz2l0rJlszJJ+J6PlkiwpvD2tz6zVqiXdQWQ8q0xuLNfCYQwHz6JVV3FY52OZ4dNRga92jC/kkfa8nDnL1im1tKmhZbxrQ26AnBtD041EEXEZRMNv6zm+2EYXQm3zx+jCng0TjrhM6Li0NiOLo3ZeGsPcezoH1SUUvY7IHFsE0buH2hg1RDRI2jgtrAq5mZNAz0OvRYQvjppeZD+SDu5nzheOFouTtphnrG9Wnx5Z8IikZ1WLWHl6R8H1wDL/X60MIkJP6wvZipKJRrxURK0q0cWdL2Sa9SCz2LVoiuYQBWlOrfshaUB4WS5ituBZSaQ5pXMUyb5s6Y5aLFFe+YjlR0OPPD4rhqG5GRi4jrBWlpuBgYHDhVWx3PTEfug/pLDtZfXZshXAsnRG0XOeJWSu1UC7vv109SyzX6/NiB5qzpjWKloq4+KIIBI6nqlP24iG5Xrg1oDMvkeeSyfr8pgT+RRpL+vmq+e5Ky1q6eBWGMDW1dR+6kat1UWlWW+kUHcp+kkamzd2bczWPWjVR1kWoHWPlmpxgywT1oIu6T1657XR+pbOZbdv6DWmntfY0hYnipbrrzdaXJeeO81LOxDtT2p/bciNRSYi4HqJjCCZiz0jbqMMPDca75MKm7X6mfmK6lvoWDKh4DQU31tkW90klTxo91Caz5YFX8tbwxHJw5Rxo2nPQ+v+YlF4GqJ1JjfRzMMRzBXpWgneqD6nFXP0JFIbc3Ki7DdpXAZ6JWLkx3n70Yis3iLxSlBHEr8ApC97S69hfcm3kJBs5I0nFrUg1aM5Tmr9rEiUjyGa74aPN5KEMDLHPGIsMsZsf97YtXtRx8b1WNoz1kIqrIg7rXzm2ZXKZnP3aGL2inUmNwMDA8vD2pCbgYGBw4dVIjdeqG5vy0HU0jE3gzFHS3vZ/jxLkjUuKeNxFD2vez/QGj0llW+xvvD7FI3SivxfyORHWmu3lAXNBcPftulbaNT6Un972WEjmqBohJNWv+o9tDKWJUeyWND+qEsna1mak++GjylbJqNv2tqK30MJEcsg3zJCq6/1HYm8y4BbanhUWNQ1tup5bqwcJdr5DLImeksPoy1ilpbG287AgpajJUoGo8etbRR4/cPgmuotUrbaXkYf0T6t/peVdmCtBMVzBas92uBuMOpSsfLY9BBAc90Pb9cKdebkzhMqewssd4tJLhyqR5HGFnVtRYW2nouujqkSRE6KPDHzxoZ8vMLTvkSuQ3JzzQn/l/Ly1HFWsu7tzWVhlQXF2TdnXnZO7hltAWnJaNvSf3Q8rWMBfHFrJG+MFa20bCuN1vcydUQ95j0LLQlh7/YHHGQXFK8tvsDwvCja23brW/ac8VqLKycjXt0e0PQh1h5f0kJuES0r+shLKggAm5u5PaO8LMW8Hr8HPfMIRctYz6KWeVrCCuTDGZqbgYHrCGtjuRkYGDh8WFXLzRxIb6Nz3CiS++MwuGVakd16YFl9LjscPWPt6JGXJ+tePOwY5EbB3OytljugdVdxL6zWi1ai9efk/eERMFGtixTaDfhhz55eSapbLR/WvaJjatlzSXKlSWOh5Sm8/cEs8PLSPe0ZOQX4li0pxN+zbK0KuYmKYjPQXA5zhcmR7Qdaw8izdXu06wmIl0HkWvKuZNu0SK7nivPIVWsemazbbtkk2mq/J7kppbwZwEsAnJ6m6dnbx14O4AcBfA2A507T9CFS/k4ArwLwCIBXT9P0rm6D8WCFhkfBF85ofSk8Nipotcpb7i3q5si6KKQ8Pda+UFpOlnp8czNWj0JaJKX6XDvjXWsmdw/HpUtyPa0fTvAkV6AkXtfG5/UrkR3rmnokU9SOr1soeM8v9blv3S06koN+S59DDnpHSVl1Wu9zS10vz89ht9BFnikvcSSF11Zny809AN4E4C3k2McAfCuAf0ILllK+FsC3A/g6ALcBeHcp5VnTND3Sc0CPwXvz93Km0C9rTwviQVt4W3Og1LF7Aua5GiIN0qLpiYCthbbnIpstY5W37gm3lEgi66ilj7ZhzRGwN0txZoxSe9HcR5oQm/fvkcxVJTcDAwMHh97RUtM0va+Ucjs79u8BoJTCi78UwNumaboC4NOllE8BeC6AD3Qb0MDAwOHFqkVL7VekTRb1Dd4anxU5pNWR+lkWeFh9Jj9KJkosEoWltStZJjzrg9WXVyZjzeBja71XVnh+JMdNdNuIaFZs6zqS5OaWUsqHyOe7p2m6O9MAwZMBfJB8vn/72HLgmcmtN+BaXnszp/k/pPO8fd6WFfIsjdWDZ/mo/UdDwyVtTcYK4u2obZXTjkfdiJrVytMl1X655cFzpdH8L5JbkN5r6R7QUGsLVYcU3UZBuz4N/BnS0gJIY5ew6m4punhwDcgyFn1rEZYWwYiLIpI/hrbn1ZuDgyCIWfKRXbwPwk20rDwyHF7upJb+IvfDckUmyc3ZaZqek6lgYI8pB9gndbNFbCoy+UGkMnwh0xYLqb9ax1pYJTGsl2/Gc3VpGqLNzd0JAHn/tSwPdffIGp0PXjbjRqSIbiYZcb94AloKKwxaGo+UJ8cKbdfGkXGH0vr82eGIEk2NVEUJ+aqQm8xbfo8FxyIXHqnyLAxaX/spDo1oiOYialU5jOgx3rnPZO9nmkMiOMsm1Z1wP4Cnks9PAfDA0nrjCy+wV2dAIS2S1kISEaB6sMblLbQtwllO4KzrjFyfFh2U1dBwYiSRoGh7mmVFOifBI6H0cybz8sWL8jVmROqevkZCawSVdN1S/yuQz0bDkYMewMDAQBxT4l9nvAPAt5dSTpRSvgrAHQB+o3cnAwMDhxhVd+P9HAI0C4rnhmxrJnpPg9HbGtF7e4BelhNvXC3ukagGxgup7h2ePle3M6d8dBxzwK2Ocyx4nUPB3wrg+Vhoc+4H8DoAXwDwkwBOAfjlUspvT9P0zdM0fbyU8nYAnwBwDcD3LC1SCshbDizUt1avXH2L5ZYQLYrJK8dzqtD6Uqg2tXJkLRA0UkeLeIlaUbK7m2vz5vVlWR483Y/nNqyIWlI8eGX5s1HD56t7MJKnJuKWo/fQskJJLs/WfE0Uh4S4ROC6paJ7G2XhtdWS1C4b6t0jNLynOyk7nkhYsRVeHRHA7rebJBtWvUw30kE8TxaWEC31CuXULyrlXw/g9d0GYIFrGfhiltEueAufpOmh7Wth0lp9fsxL0OZBCuO1BNKZfDS8XQorJN3SB7UiS44orHshte21m82/o/UThedK9a5PO2cR2izxO0RWmQhcQXFvcK0LX2gzguVoNAvvW/vs1ffq0vrntv9p5NDTM1ltS2Wta2kVgUfK7ycB8u51NueMhwj5y5TvgbXJUKzpQehnLzGdJtyVjnnRQFZSOm45qf1HLSdRMpWNbomSGmlMPPFfD3jzyWFF/2htawJfvnGk1p4llLaS+HFE9E6a4Nxqzxo/bbO2l9F+RaLrOpEbKYEoOfd9AH4MwKlpms5uH0snEB2am4GB6wgHqLkZGBhYd/TT3NwD4MX8YCnlqQBeCOAPyDGaQPTFAP5RKeVxXgdpzY3lCsnoQKJumDk5WqS2ekUs1bZa3UjRvjUrQTQUXqpj9T03wijbRtaSMucet2RP9iLuWlxXvI1oWWCNLDdWZAqw+610a0t+67TewqPp5mn/1nEplNqL9OH1tbrWMQkRi421b1IkrBvQxxx1H3IdUmZPKq1969qlPbEsN5AUsWfBshZGn7ceUWVaP1ad6F5dnSw3UgLRbfw4gL8F4JfIsZeiIYFoKolfxBWSCbG2Fist30okvDva/35gmZqelmtcpiB7PwS5kf6yBLtlLLSNObA0URLWhtxQeELWrMaEu4y0JHm8L0qaJHFmNAFdJEy7ZaGPhMDXtq3xeeVbxN6elkSClDvIat/KOyNpaCIan+y2EtnQ9yw8154lSuf1tfBw/jdFnNykE4iWUv5rAJ+bpumjLEP6k9GQQDS9t9Qc3cZ+Eg7L4sHLWG14FpVe8KKUWuYuEnmWtT5l+tM0R561Ylm6mZakfMvOe6ONawDz9yvSLAsRMhTd+BHwN2SMRMpI/WQzDFtiWiuyRupja2tvIsBINE/929MVeW3wYy1kwUucaJHMqKUmI/CV9DGZ54LfRzpOSbclaYyimCOAXyCVQLSUsgHgbwN4kXRaOOayrLG31MDAdYKhpRkYGDgwLDda6hkAvgpAtdo8BcBvlVKei8YEol3JTUv4tgctuoqf9+pn+urVXhbUitDSj1dfsmZ5GpWIFUVzV2r3TBuz1j7/O6pT4RFrXm6lyLMlWaOWrbuiWBty46W2lyKTuEmeuol4fZ5xFohbCbytDLQ6FBHLkHdu/tv17rYj1p0KywpjaaSkfC20XsYV54Xje9azSO4j7zo1S8qlS7vHtLFhj4/3p7mVWu+5t30Db3vJ0VJ7m51+F8CT6udSymcAPGeaprOllHcA+LlSyhsB3IZgAlGX3BxkHpiovmYOshqhZcMKJ27JDWS5u7xQ8agw18o9EyUMGrK6GNpW/Zvn7dGuu0UgzNFbk8OxNuSGwhJ+An7CN16Gb3bIF1otzJa2LbkcNA1Qq2uFLtyWPsLLoxMRRPPPnBxSaGJZmrDOC93mbfHFXLun1nYDnGxYif4iJMoiTy2JDiWylc3XJO0ZBuwN+46Ak8kIceoXCr4ngeg0TT8td9mWQHS25WaOpSHTfsV+5VSR+rbOR/LezEUPAexczIlWap2DDAHVxiT93Que5YnrfqICYmm+1orcUIFs9o2VE5PohosavLw4LeSCt61ZqurfnOzMRTZ5n0cO6HVExxfNlsyJYybaLQJtzNGIKc+aZ5Ey2oankWnNquwJsqPt94uW0hKI1vO3s8+vRzKB6NDcDAxcR1grcjMwMHC4sEoZiqNvmVFzfuYtXAsHp+1448pE3kSsDlZovNd2ZDweohFUVh4c7q7pjay1TdLJSO1k27fcZ1LdZYey88/Z+V9bQXFLpEwk22s0/XwkBwt9c2+1Imj1Nb2IFOpckdlHKLLVQCRMuCJqxeLXsLmpZ8zV4OUnis6BZGmxrBrVpWRlAN7Y8HVU2vmoZSqS9qAikiLAeoZXafuF3mJcqXzPsF4Jc0K5s/qQ/YBFriKL+TIgEb9I/xZ51fqRXIEW4c0IlrU2+Lm5brI5z9DakBu+cHiJ4ZaVVwTQhZ1ZEXEU2RBjwCZfdRH1XHXW/kubm3HtjtUmrxPV5lRYuXy80GdP48J1U16+ogiokFgKka8aGm1s2hYjkbF4JNObCwmrQm4oDmJRt6J/WvPC7IdIuRckvYZ2DmjT5GQJo9RH5h5F+olEfFnHtHnqnbNo7nxbY1p7eHviAHExZougd67GRxpzdHHy9Dxcg1OhJcyzxM8SeESTB6l9qa6nQ7EEzlnxLR+XJsj27gMnUxYhtO5by95gvL9MdJWXu6mWjYjpr1MMzc3AwHWEtbHcDAwMHD6souVGgxUxNDfSaW4YeYs7IpuRNqOfyGhPrGP03BxXXTbvi3feynmTGWN0njS3FA/9pu1m769XRjqfcXVly60Nucm4dHgOD8ml4OkvLGtHJNJFOpfRplg5TSRtCtDuiotqgzL7HEmh0ny/qkheGc/9aI2d3mNJt2Qdj2hc6E7pV6/a1kXPKiXNWYuWyXMJZp4RyVLFsU7khsIT5GYXlmjb2XZaznnlPTdRC7HJjKGnSy0jsm7R1ViYI0qXyExL+3PQch8zBHBtyA2HJKClC51EXix3lOXmkIhOxkyvLVI8kZs3Pg+8vrd/U1RDEgkN5wunR+akNq1rjGwE6S3cEmFpIc20v6iofFnQ9paK6NC8MgeYxG8ZmE1utLdkei5aP1JuLnr1F7VKLTs6qlXIrWGuBqRn/YjVZD80Ky3aLgvR6C6OtYqWkvQZPO9NPX/xovzmbG0QOUe/ERlvBNrCoi3C3sKmWR9aF1yP/PHxWPqU3gu/tz+WZ4nJRBlZ/WZFvtYz4kWpSeD3PqOdyc7JKkVLDQwMHC6sDbkZGBg4fFgnctMayq2d69Vetrzn3ukdaeO11Ssa6jDAsnRIrru5Yf69wce1rGeU39+11twA8yKWPEtBVovg9aul16efrbfprD6i1tHGaVmteF2p36xli2eRplsxaJDukWWdsj5LY6AaH82iYyEbbh1JDWA9A1kNDi8ruWYzeX4iWCdyQ5HJQdIbPTQ5HvmaoxmqyCyMkbLLXuB7z2lkAbcw53rnPosRbczc59Cru1bkhkNzv1CXVQSaOT7rYqDtcT2NNEaeQ0Vb6LyQaSCmsfDCmFshiYUpLPEuJRnc/ZYls1IuJI0s8TmdOxf1WlrnVkvMKJUD9GdCu+daWxFdDbB3D6uKVSQ3PCFaj0Wv98LsJYCzPkfQg6BZVoxsJFHL/HlaIX6P50a8ZccmXZ8mEo6MLSt47k3mImRHI82HLe/SvkLKBiudA3K7edPf0aghL9MsHYM0Do1M0cUlsjh6wmFrTFZ7Ur1MDhq+EWlFZPG2ENl5nIMTmBpZVsfDc91oOixvjydNkG6RtWh0nNYf78fTkFnXyqHlu7mOMTQ3AwPXEdbacjMwMHCwWEXLTUVL3g8J0Rwqh+3ttYdritZfllspql+RLBda3Wx24FZNVM8Iul7uRIpWV9rcvtcqWspDNttr1nUl1ecWHyuaqCX0uTVLrKaZkTQw0jkNdRySlsOyykTyAkk7oXsRYrRMVLfkzSU/n3EvWSH8muUjY02RnlmrvqXjibhe1y1aKiuI1OCZ5+fmean993IzWFsK9ETGzRQpO1eE3JNsRZMMemU0N1n0Xhw2gsyRGd/akBsrtFoynWdCsaWykvg3k4elh57FcsNE0vfzUHltoeWLpjRvWni9NtbWMPjoHGt5jDIkV+or4xqMhI97Lk+PUMx1B1FCao2jHmshONcJXHKjLfLLtjhIfUQ0Nb0XssNiQbpeI6V6wLPk9LbMLAs9nqW1ITeZaB3PUhCJILEEnppGhu/rk3krnhOtFNX0aO1J10Mji6Q2vbH1zGFD+6BElhM4Dm/8GbJm6ZEsRLUrmmaHIxKBVfttiZTKkqlVIjcDAwOHB2tDbgYGBg4f1pXcZMJgpbdxywV00FaLyFu3dP1RN1l2H6c549TGMzeXj3atUd2PNzdzQ7G9MPTIdXrWw0z4fosFZ23IDbeSeNYKXocj+xabjSyZk52Yvn3X31ZqfU1H0rqLt3ee91P1O9SKIm2H4bVtWZg8DUzWDRjZ04rOX0veIYpaPxqRV/vXLHqamzSjFbJckRFXLLBa5KZVE2Ido+1FF21t4ViWG6JVq9K6UGf1QhFXTe/Q9dayGYJmzTtPR5BFSxK+zPi089r/oew41kpQTBfIbOi2VMbTmPAvdvo5IvBtccvwcWgELrLoWPWlcxYk0iRtSqmJWS23V2s+Ik0QmxHM7ici5C5aB8gJwLX63r5Y9LfU3yoJijPi1OxC2vL2ut+JAHsu7FL7Ullv8dOsWxE9SnTMy0LWCiVhmfqaKCGc+1wcFh3XocbVq8ClS4u/6+IeXayyyeGy+W+kt+xI+3PLWHWka2y1ekjX5V2rN34vbw4/Hs1ZZPXPNTpSRuNW64yWc0jT/VQiltX5WFFeXv4nr63WDVuvEwzNzcDAdYS1sdwMDAwcPqyK5UZCj7fvHsi6XaLuolZE3CUZq0BUu0GjxLyw+J59e+Oi7WXr9UbPdqNh69E2slGIPclNKeXNAF4C4PQ0Tc/ePvZEAD8P4HYAnwHwbdM0nSulHAPwzwD8KSy+N94yTdOPdBuMBCuc1oqGsaKcIv21ImPdkHQ0mkvAyl+inbfG51kwvEzIXp6fiDVEi3ayrA+Ra9bmUBqTNc7INfD7yV130n207m3rvNG2emUW1vpZFXKTEWfS47Wu1iYtN6e/bGp7qf/MeU9T1DNcW2vLG28G0fnLiJNp+aybJ0oOl0msW555WnfZ6Gy5uQfAmwC8hRx7LYD3TNN0VynltdufXwPg5QBOTNP0x0opGwA+UUp56zRNn+k5oF2oX/x13ya6cNEvck1f4yVA4+Xp50goMQclBREBNCcblMzRhVBbaLw8QFJftC53kWhbLPR0U0kh6Vp5er66KCO5ZqRxtBJXy41EIaUD4OPgbUnXr7nbODHyiCevL7Wd3RwVWB1yA+xdPC1SMMd6kRWbtiZw80SlUQF1JipGG4uHjJg7kxOIl8vqeDiy1iapbgbaPc0Kmj0C2Tu3Uw/y05PcTNP0vlLK7ezwSwE8f/vvnwXwXizIzQRgs5RyFMANAK4C+GK3wXBYAt8Ka3H0kqN5Cd04wckIkiPEhpeTrs1bfLwFu2VnbzoubaNSLUFcNv+OlVunXn8k2Z80ll6gc0IjqiICXH7cstJENEZSW3zurfxJVgRe9Fm5jsjNkYMewMDAQAxT8h+AW0opHyI/fzXQzVdM0/QgAGz/ftL28V8AcBHAgwD+AMDfn6bpC0u4zIGBgcOIGi0V+TkESG+/MFfX0Ypl9WNZHTJ5TzSXVdbiEu27JSQ5i7nRPC15Y5ap09HCtD0LXTR3UdSVOAdJy83ZaZqe06nr5wJ4BMBtAG4G8P5SyrunabqvU/u7ob3xRspXeJYDS4Nindf697LTZrQ/UiSN5tKR4EXi8D4sSxa3YvHtHYDFeXr92dB1KcJNsmzxrNAUNIItsl2DFS1Vz2nWDyn6iULS1/Dy9J5KeXFoG55FKuKm8jJLR6xeh4S4RDArWqo34egZGptdxOaSgaz+Z1n6jYMIL9bC1/drLB4Bj5bV2vauycpdRH+3Crwp9iFa6vOllFunaXqwlHIrgNPbx/9bAP96mqYtAKdLKb8O4DkAlkNugPxiSSERC2ujS28cfJGrGpDa9uamXl4L09bIEF/Y6TlpzHwhl9xInuaD1tOIoqbB4QuwJhZu0XhofXnlalkv14/mdopsFuq5NoG4Tktqx3IdebmPrHZr/Za8OqtEbjzLxFzwhXGZC6K1UPVYeKxyy7A8HQbrjIVlW/W4fqpVdN7S57Kwn9ZQBe8A8EoAd23//qXt438A4BtLKf8CwAaA/wzAP1zqSLK5TrJlLctFJAEeLxNdiHnftS1P42ORH21ckb6zxFEiXpr1K2OtkixEHFlNDSdeXnSSRwo4WggbHY/Xj5UPKJujRyPZFNn7dogxNDcDA9cRkpobE6WUtwL4AICvLqXcX0p5FRak5oWllE8CeOH2ZwD4KQAnAXwMwG8C+Jlpmn5nGdc4MDBwSLFKmpuKqCZlTgbj3pYgq4+bt/9p9XlY81xI7c2xHEkh63OisebA0y3NjbqKupLmzqHWRmsEnXW/LVjlOkdLvUI59QKh7AUswsH3H9G39UhEk4S6o7L31hzNAOtFU3nw+olkUr50Kf/2fZQsB9eu7T7HLR48L46kl+GWMUsDwzUntV1v9/QMvDw5ljsxkk3Yuh4t1Fsbo2ed421ZFiqpvNR2JI/QISEuEXTfODOL1gXW0zm0omUxikByoWhl6Pmo4LYXeWzRzHiEdm5Ida8Q7DmpCuh57Z4s2520VntLAbbpXvoi5hqdrAtD+/L3csRIoAtd1q3UQoKyqfepWLWSmhMnYv1WZBPdWXUkETadJ8/9I5VrCQvPJibUchtJbsqsGzXiorJcmVZ97Rm2SNghsspE0JXcHKSYda7VwrN8tFpxei94c5L2Rdv2YFky5oyrzrHVPr0PWVLRY+56Wvta9DVrQ24imWq9JHcWvC9+Ci/KRKtnnZOsTDVZYaQ9iaxEdRwSKLE5dgy48cadz1evApcv794NnBPBjJ4DkPMYWYhabeaQRomQSGJvCmvcERF1pj0vOzH9bSUUpH1puZ3qveZYV3IzMDCwXKwNuRkYGDh8GOSmP1r1C7wNrf6yc7JYmZ0jfXljirh+vPHPdRHOaYO2ZemSrM+9xtCK/XC3DXIjwDPXc2hv8NQkL0XV8Lf3aGRLLUvbj7i2ohE6XqZgrZ7W18YGcNNNO8fOn1/8vnJl8fvatVgYsrYTN0VrRmFp/rQsvhq46zCjc4m4PS0XmaZBilohJVeslNG5d8bmVSQ3kXwfHrw8M5H6WrmIy4FeQ5aoZK+/NXlfK5bprtL64n+3Iupe0kK9eTu9ID1vmcSMrQkJ90tQfKixubl34dEQ+QLPJr3Ltp9prwXaXkQt4+FzceLEQndTc/XcdNPih/a1tbXjuuJi42i/FqLERHMZeu6jyLg8V5k3Ri2/D4VWv0VTFCHXPCmgB6/MKpIbwP7SXVa0TjYDrVa3x8I3d7z7kb8k00ePaLCsbiRSNksOohmEszgoC9DANjKbM0pf3tZCZX2Ja2+91oJrLVRSJFAGUsI9YG9kj5fDhS+slczceOOCzFTNz623AidPAhcuLD5vbekaDKs/3mdtC9DnJDNHGV0WR7V08AzBFiJkphc8AbM0Hguapcfr7zrGdeOWGhhYd6xdtNTAwMDhwapGS0VygkQsAZ71J1o3q8FpcRPt55v73BwxVpvZOe9tgctEYbW4vLxQb28eLEuPZP3jbrRsHpzofEnl1obcbGzoYcSRnCGZaKK5b61R7U32Td+LpLH0K5ubugbn2LGFG6q2f9NNwG23AadOLT7fdtvi3Jkzi8/Xri10Nw8/vPh8lC0bEReZZEmh98SznGh9WDl/vNBoDinPjWW9u3hx97YbHBkrSzYqq+Zm4vU9a4wWrs6vXZvvVSE3nlsnIu7UykcwV/Bq5STh8AS41oImtd+iu5AEs1r70vke4tplELpMskKP0FnnW4kgvWfLfEZbNTgUa0NuKI4dWywk2kLjuY9aRKzLcDlEc7YAvhvKS5AnEUNtgT12bEFsnvnMxedTpxZJADmZoflwqriYjtUSdnOhK6/LEV3srfYsQsG3GfDC6DVCbd3TiKuLwnOz8n699qVcSxQtbrZVITdWorneyfOybUStGtGF1WuP52CJWjwyJGfZ5PB6QZTgteTl6VGutbyGDClbG3JTI3Qi0BZ3azGn0BYJugBubfXNkNtjh2bNChLZC+vo0R2ysrm5W0R8/PiC2NR2Ll9e1K1C4itXFn/TzUPpNUmbgkavS0s0F9nclLZ/7JgcPaShJekjBb/OajnjlpSozoWPPzuOaG4mXn5dBcUDAwMHi7UhNwMDA4cPq0hu9ivFvIUefVtbBWTcJ1rbGbfXnPZ73oeoJkfqu4f1wss/1DvMvWdW5f3EWgmK6d5IngVG2t4gG5nkpc+PuAj4sSxaLQfaG7llJThxIv62Xq1WdXzXrtl6D9ovH0M0j4wW/SbdazoGL2KMnqO6lWjOIS9CSyvn7UVV+7B0VZIlS7OQSeOPuJ2s+VhVQXHF3NT1PcN25+4T5NVtWcTnko5W19kyFuhowsHefWouzxaSE0lf0EqeWgXfc8ja2pAbiaBoOTvqohDVENSy3vm6YEhEQVvA6bHe4bWZXDxa+DiFpk+pJIQSiYsXd8LBpQWQEheJNEVE4NJ5KjimrsFImL6nM6H3kV+b1mY0b4y29UJGd5VBfd60+Y3m0fGwiuRmGUniWiJbrLotZbR+DzonjUT6shFivceUrR8ROM9JdqiRi9aIPItYeXUj/UnXfr1YjfYdnHx4kSdSnhm+uHoLoqXP4F/+c6w1dMGWILVtRc9EI4nob24FOX9+J8/NsWPA2bPAue1n8+JFO3EfJYLZMtGIJq/9Sua47sgjKxmyxMt5Sf08y5EFTyDugY8tusmpJQ6/zjA0NwMD1xHWxnIzMDBw+LCKlpssellCLEvO3Ldqrz8vPFzCnDHdvP1PO5exZmkWnmhOl0gZLe8LL9vqRopGw2Xch54bKuI69c551rU5kYZrQ24yZnsthwr/28oinOmfm/+jmZQ93QbX/Gjte5Ya762b56k5fx544IGd6KdjxxbHap6bS5d2R1fxMVjjycy5FS2muSKj6KHDkhDV7PD2NEsRfUak6/NyHVllObLRecD6khuJEMzRxfCEbtaikXV3ZOGRC20R89wqtH3en9eH50ZZBlra761pybbXWn5ZGJqbmfAW94oe+W5aYfVVXW58ceHiUG3hqgt7dB5qW1bOmDNndsLvjx9fuKIq2WlxUWhjtFxxvWERGs+lpI0pSwh6PWOSeJ67+qTn3xNAS31YWFdyk0UvYahWfs4itczIrJb6kYSE0Vw6loWmR4bfKFosM1Z9bXy9Cd+cRH1znom1ipaag2hCNi3jsaT38TQwkqVFy/HiLSJSFI2E6H5O0nEqzuWLpLQZJdXcREmLpIHxItDomCRC6O25NCc7tJeDhp/PWoIoInUjUWyaNdCLNNTKr3O01MDAwMFhkJuBgYEDw7qSm6gLxkJUo5M17feKgmoNS872b+lvMv3yPnmW5UyW58g1WO7BZYbu7yda0xdoz4ymGZLma23IjZVxV3qrl5DZ24daI7y3Xi30W+tbsiRFon94/Wiou4ca2q1Zsnjb9Xi13vBszZ5VKzPWSIi9BmnOteifaH4YrXzECpfRdVnbJEjlI261SDbkqGWnYl3JDcXcHCC0nUj5qEsim9q/1dUhaWiW4YbLimmvN2QF3FHXnNR2RCPlzffcBIH0GqS6a0NuOOZqF6ykcxWSqFMrby3uHJyMtVxLJuGcBo8Q0i0MKIHhSftq2Qgx8BZPa44z0HIXeWQhE87Pc/8Ae5PqWYkgpX68cG3aj0TWLZJm9d+KVSI3y8wK20NDQtufGz3FBcvLECXTv7NkhFpdlkFUIpaZudegteX1a6G1XkvuoGU8F9cj6Vw6eMI2aWH2xKLewpWx7FiQFhFp8Y+SCz42Ds9y4ulFjh3bHflUx0/HRHPbbG3JG2XOQSV8loXL0z3x9qzEhTQSTKtP4RFgD9q10HYj1kT6t2W548+bVN4jevuY26aU8mYALwFwepqmZ28f+yEALwXwKIDTAP7KNE0PbJ+7E8CrADwC4NXTNL3L6+PIksY+MDCwBEyJfwMDAwNdUUXF3o+PewC8mB37sWma/vg0TX8SwP8N4AcAoJTytQC+HcDXbdf5R6WUx3kdpHcFz0Ay49fPXg6ZZYd2e9DG2TMaJptdl1puMvW8fjWLmTYHc+5Fb8tHb/df5H73jhqLYq1IS/Yt0nP1WKnptaidrMuCgro8IjtTW1YJaRyRaCXaP70eKaz42rWdDMUSJNeUFqlz8aIc6k7rSLAi0LSsztQ9w0O/I9mJqSvOynLN+5f2IrP61FxO2jPVqrPKuD+5dVPSeVF0jJaapul9pZTb2bEvko+bwGNfdi8F8LZpmq4A+HQp5VMAngvgA1YfJrmxFoqIoNZK+MbP90ZdRKOalLlC5uyiqrXLx6N91o5l0dLGHHF2ViQdKd9bfJ5B5nr4M9nyf2ttyI1kcs9qTuaY2a3+OaQwWrpwVqITDVNu3YJAa48v1NUlVfdTosfq39Z2C7Uter3cjUj7y4yVwrpea18wCVJ4v1c3G7Kv5RfS4OWo8WDlsalkLdOupCniiJObW0opHyKf756m6W6vUinl9QC+A8DDAP7L7cNPBvBBUuz+7WMmZguKowtHVuzZA9xK4I0hIxbNZrLNjtUaR0vbGqw58eavJUpIsuR5pDMqKrby90QxxwKWRSU6Ga3Z2pAbLcFdrzY5LE1PJFmelDAuKpKVNC88WoyLX/mYJA1OlARWYkPbpASH6m0ykETcFdmMvppGiea3saxnVl0Kes/mZAOWNF/1uNRfJOMyPS+Nz+qHH/Osgdr9iZObs9M0PSdaeKf56W8D+NvbGpu/BuB1AIpU1GtraG4GBq4jDM3NwMDAgaGf5sbDzwF42fbf9wN4Kjn3FAAPeA24lpuelhkt30oEniWlJeQ20ofXRiYHTAu8bMI9LDv8HtPPPTQylrWHtt86/63PQURfI7XdO6orev1rR1q8iBOtnAZNQ8PrR9vzorZoP1L0Cu9PyyDM++MuB6k+tSRJbqYTJxY/UvuSJYe3zxF1pWVdhdo986LRahkvlw89b1lyvPLZcH+ub/JyOUnttkQ48ag5L7SdYskZikspd0zT9Mntj/81gP9v++93APi5UsobAdwG4A4Av+G1l9bc7Lewl4MuMNZipC3K0fEv+zoll4/U7zLIizQWC8sOVe6pVepRZ64bjLZjaaVayOlakRsN0pd6RB9hiU0jBIfXt8z8gE6eNKGx5Qbx3Ay0fCU2laRIxIbX5ZtpXru24466fFnul46bL7r878gibIWw13skhVRX8ESMEWIVde1oY2vVdfFcQrw/KnTW6lvnPWjJDaWxUHQiN6WUtwJ4PhbanPuxcD/9uVLKV2MRCv5ZAP/josvp46WUtwP4BIBrAL5nmqZHvD7CmpusNqD1iz8yjsi5bDQWR9RioZGpjMVL+q3VbdG88L68+t5x7x60kpUIGVgmsu3PtWpJ9UfOm2145ALw83p48BK+acLYqLBYg3Ud9XyEbFlJCKm1ps4NJzAV0vEaQUU/c8uRBSnKyEpwFxX4au3xfr3FW7OKaNY47Z561kTtXmt5e7wMzd6YvHF70WS9k/4pmKbpFcLhnzbKvx7A6zN9DM3NwMB1hJ6am1LKm0spp0spHyPHnlhK+ZVSyie3f99Mzv3xUsoHSikfL6X8binl8Uu6zIGBgcOI/dPczEYqz01vy8dczUy2Tq+ILqlsVr8hnbP0HVmN0hwsK9x9LlosR5pFbZmIRp9F61F0dkvdA+BNAN5Cjr0WwHumabqrlPLa7c+vKaUcBfAvAPx30zR9tJTy5QAabeIBZLY3APJvoZLloSUcV2s7Ox4pY202FNqyGG1t7Vhoqrup9qeFfVPtTURv42lOMm4cT29SYWWZ9u6nlcU3agn0Mklb/QN7rVf8ube2b7AsfNGIP20s80PBDxwHtiu4FmacEZdaouCWRax3yPAct4U0DxKhmqtXsQhsVnM1VzDbes+t/jLEho8zGoaeuccWIfYIM9CX3EiJtLBImPX87b9/FsB7AbwGwIsA/M40TR/drvtQt4FIoItLNeFnQmWp5sLTL7SEfnvw9Boc1r5BXjte+94iK5ExXoYTIL740zpcg5OBlSQvuj2FhCxR1TRdXl4bPie8rLWlhHfNvE3pmdHIWf275jai85zBOpGbFp0C/TuTh8brL5NHx1tYeiCysM6NtopodOZYK1rmxSI5vaPeJETbkKxj2bb2KzoOaIqWakmk9RXTND0IANM0PVhKedL28WcBmEop7wJwCouMoT+aGUwzqlUjKv7MWEB4P/W3V8ey/Ghv6BKpkGBZFLT6kWvkeWz4cS26qkZWVYtPPVf3a9rY2JsEsLbbmniQEywp2slrwwInkNUSQpHZv6vmtaEi8Zbx8Pajz6GmH9MIoZeDSXo2D5HLKYIDs9wMDAzkkSQ3TYm0FBwF8GcA/GkAlwC8p5Ty4Wma3tOp/YGBgcOOVSI3y47m2K9ImAiWqSnRImMkV0hkbBlt0FxoeXBa27LaiVhxWvPiaO1mrXlzr38O9iEU/POllFu3rTa3YrE7L7BIpPVr0zSdBYBSyjsB/CkAyyc3UgRLJFLEKsuR0bx4Lg4tpFtze0lWGis6ytv1WwPvp1pieL4b7oKScrhI+hotGktDZPdyalXimao9q4ZkgfMyFs+xtkTgubUsSOH2PFR+ztgiWCVykwn/bmlHWlCs+tEFNuuaqG3uJ8myiKN0bhnEa44wOzJXc8iBRqp6PYPSeet5jD6DnptrzjO2D+TmHQBeCeCu7d+/tH38XQD+VillA8BVAN8A4MeXPRgAMhnIuIW0JHmam8jT5gC2ELS2reWp4e4aiVhZkFw4mVT8x44tCAwlIx5x9NoEdufD8ULXtcSGrQkaNUTz7FgJE6PIJiz07huFl9cmMt8SNPfUqguK+RdxRpMQFW+2ftH3WuiXRWbmWjk0Mtjjuvk99UhDRgjc0/q1H1Y9T8MVsbZlrZtR69yyoSTSugvA20sprwLwBwBeDgDTNJ3bzhD6m1js6/LOaZp+eWmD45YBShbq56jmRFrcJU1EdKGJvt1rJEvahLPlTZuStkg0E4VGbOpnPv9XrtibaXqRUsBey0jGAuZpRKyootqWJDLn9bOElxNnK6OydFwjzLQM7SvznESsRNnosOsIQ3MzMHAdoXO0lJRICwBeoJT/F1iEgw8MDKwjVsVyA/S3kEStA/sRzbRMaGHqntvNgqS5aXUNSZgT+SYda9FrZUPPLbfXMiKvDtJtubZ7S3FLAg8L5y4Oz7LC39JreKwVHSNlr7XcV5J2hEewSNYpWt4DHS/fq0gCtzJUrY3moqvlq9XGy6ki1bXGDOih0docZ0PAo+46Pgf1s5WZWIqw0sbZ4uaKPse0z6iFSTpvWZGA9YqWshavrEvBS752UFimaySycM4Jw24lklabXltembltzSmvtTFHNB+Zuxb9l4a1ITeWibwugpo+Q3I5eOn956ait8pKAuHNTXuh29iIJcUDdsa7ubn4zcmIJMiu5Sqs+a7uKL5Aa+1Kwtdsjh4p9Dt7jyy3TCQJYjaPjaa94n97fUjj83I1eYjkNqL9aM/DupAbishCml3YvCRs1mIQJQreW37PJHxWP/VcKxmkfWpjkfqLjMGLbmrV6kTasuakVyRfTzJDy0RE4Nn5G+RmG9Yb/MWLMXLE+8uKOyu0BdZ6W5aS3tXyNW9M1cVcviyPj5ILK1JJW1graTl6VLZcUPJDccMNu/U3R4/uzoND++RExyMr1vmsRYhb+DxdSbXg0T75Yj9Hl+I9XxHdi0bqonmRLGHyyFA8MDBwUFgbcjMwMHD4sCrkJmJSz7z1ZjPAzolk0dqjUUfLzkpMPy8rjFvrN9Kfl2eGYz9chfyeZMYYvZ89XWO8TmZ+WnRla0luouG8GVDrTTRLq7Wjs6fX4e16b+nUEiK9lR87trCg1LIeaH/cyiNFQfHoqGqdkcbDce2aXsbbRduCdJ+8PDZa9JN2by2Xm3Yf6jluGYmM1wvBz+7FZVlfpM/efHCsCrnJoufi1yK8zboM9gO9c8j01gBl79l+zFsPYXNtJxum3pr6INK/1Af/bI1xrQTF0sLAF0btizzrOpASxEXGlhG9WhoPaVGzQq+l67tyZS/JyYhYr13b7aaiqMSmkqmq7aG6mMuXdTeWhkhuHe6GsciRRUQ0LYkVkp/ZsFUiCVxzwwW/1O3FxcmaOJi677zxea5W6hrl8yrVWzVBcYYMtLy1zon6mUOmetVbluBYuzbLWtOCXrqVDObMWbaORSQidZdt2Wsts9aQBMIZzUw0vw2PyPIsPJo1wopQoW1olhVtfJz80L2feNtU01Pbr78lEnXiBHDy5E6548d3SM2NNy7aqntLRa0LHumzInYiEWrWWDzCK+3AbeUHsqxTFJQARgTL0fY0S4u1P5pEJvkY6j1dAQzNzcDAdYS1sdwMDAwcPqyS5aZCs+B4b5lWJMjN2/+0spGw5mUhGo3UW7/B2/UihQ5LttsopHQBFb2tcDyrc/RZbQ2N1yLjLOtYNvx/LckNt5p4lgItZ4nUbnYcQCxL7tWrO5YOwHaHVKtNtQpoGhrL9UY1Ot4eTzX6SkN1QdXr2dxclD91avH5CU9YWC7OnFl8vnp1r/UnapXQ7oEXkqyV57tp8xDqFpclILvq+BYWwN550Nw8PJqM50ai5TRY2i/JEmUher9WhdxIrpHoAhTNf9JKDuaa7rPugRrWm73+6EKYCQGvvw+C8AH+fZlz3gO9B1ld1n4n5MuG5nOsdSh4ZJ+eKDmJiiU1RNwVPC+NVk46V4kNFewePbpT5sKFvW6QSjhq38DOdVW3FHVTWWHAUv+1D2DhhrrpJuC22xafb7tt4b6o5+v80FDqOobWkP66cGdC+qNh1ICcR0e6zxpRrMSGElEpbxDfZiHrivLqZfMHzcUqkZuKFk0MrRfV7GgL0DKEtJn2IiQvI17dD11FL/H03AiwnroXau2bew8iZDVjPYxYhuZEUwFrRG4iCyMvq4lIK6Jf+NHcJvStmy6C2tj5Mc1SUzUuFfx8taxQckHJy9Wru3P98Jw1fLxSFBQlFjfdtLDaPO1pi8+nTi3ITe3vypXdmhLJoiGBi7gty0Ukz4wnnpUQjZSrqHN14oQ9lmrB4RYl71nyRPNWn14En/T8R/RgFKtCbgYGBg4P1ipaamBg4HBh1aKlesHTsOyHm6XlzdkbM21bqs//tjIWzw3J7pGjJZJnJjuuVkgWmptxM56Op+86zrU1fCy9XYNaO5HIs6y1iGOQG+hhv54uJ6NBsMCjjfjxOkavDRqNJEFzuRw9Ctx88979pOrnahGhc3Dx4o41oc4f7ZfntDl2bKe9G25YWGue/OTF5xtvXOhtPMuaFPXlWVcikWu0vFfGgrSXlYZqqbHcVLVcZDyRNAKeVSsDL7ow4noFVofcWIJfTVxrLTARfY0lXJ6r5Yi4R6IulOz1SO21hLZHXV2tLiN+jM/rXALl9e2VeTqebrqlon1H63vlW0jmnPlYa3IT3fZA0+fQhUwS52qhupIbR/ryjy6uVatR25TyxtDx8n2oNjcXxIMKlul10DZre5ubwPnzO589WKHRfL6++EXg4Yd3t8u3Y4ggsj2BNB4K6s7JiIclssd1SJxMWqHW0rVLbqWswLk3OMFZl72lpIVZe0vej5wg2c8U3lt6NhJKIzetWp4oMfM0SfR4D61NhNhkryHSr1b+HM7tsdzU3/fhvtA4tP6kZztrZZkrlvb6XGtywxfzDLyNLalmh+s8qHgX2NHEWAnaOCRyZI2J5pXh49/Y2D0eaUfwJzxhtxXh/PmdOpcu7R5v1c9QCxht//LlheWnkqNap34+f363ZQhY1JcWeC1xnxaJplk26r5RGXLA26L3lYuDuVWN3w9gL0mm13/ixGLeKAHiSfskWNZHTTfTE958Xkfk5shBD2BgYGBgYGBgoCeWvis4PT83UmQONEuGZcHJuGy8N3jJsmLV55DyAkntescziFgyaoi8dK4HJFcbd3XSz9Jz5uW7mau9ybiZoikSNKyt5aaXXkYCd7fw0OgbblhoXOh5+oZbrRj1zf3KFdntxUO9rXFwyxAFj6yp7dX+NzcXGhlq0bnxxp32Hn54MV5qiZFQrQQ1zL2W39paaG7oZy07s7aFRB23tCcS77+Cu8okjU5kSwL6N78P1JJD70G18nB338MPy2OtVitqqfHGNucZ17Yr4busc31aNmvydWS5SZMbywVhLYK9Fr6MoNer32McUbLRo9+5mpzWPufWXca9p+3T35Rs8c9zxxWptwyCV7HW0VJ0cfA2ruTgJEETp/Kke5Uc3HTT4ocKbE+c2E0OLl7cHdrNt0CgOh0vTJovPNxlQ/PJ8LECi79vu20n6d7Vq4tjNbW+tG2CFM5Oz9F6lejUz3U8tI60N5YkAI66lSLluMvL2hiyfub7aVE3FLDzTNx004Ig1s/Hju2+/5XoaOQgS1y0DUGtUHGrPiC7QjnZsf4frVK0VCayo3VRjy40c8chteFpZrzrbyFX0bFlyZonyKbtZi1oWUFxq+al1vUsKdp4Ipa5ZUfkWciOT7pPa0NuuIAW2P3Fy8kO36QQsCNA+CJEk+YBCzJw002Lv0+dWvzceOPuduvb+fnz8iJTz/NIG2+hozlq6HgljQrFE56w+F0T7tWkexcv7t4ziLfl7dd06dLip2YkPnZssZBTUkOJjERspAzBEmHx9m6yCKoH6/7z8VWrTSWNlSzWZwBYzHOtVy04NHEi71uycHmwkhRW4Tktxy01fAwarA0zKVaF3AwMDBwurA25GRgYOHxYZXIzJ0+LZOmwQq1b0Dtyx6rv6T2sMXhh4NHxaRabqMYoguicRsfo9aVF5Fltt46rhw6Mzk+2Tem+D80Ndutaoi4Ja+8lfoyWrW4m+vZO39qf8ITFmzu13Fy9utstwduWLA9amK20FYC1nxbXnmxtLawodbw1mor2Q6OdpOgmCXVctR51fT388I4lx9pJusXCAux13dXQcisvDAefAzoeyarBo702N3db7+gzUHHDDXLfmnXMcqdqrijaBs8izffS8mCV8/7/AKtNbuYgshBlyE5EsLlfbgmNSGRcOt5CJ7lvLA0SJ1zLDtXfb0iamsPghoq6CDWMUHDs1Qd4X7yRL3dps8oKvj0BDf29+ebFolY1LHVROXt28bm6JyhJkcbLNS58/DzJHgVdeOvYanvVPVRJxpkzwAMP7CYnZ8/uuE6qm8ojHppIuOpLant8ewdgLzm5dGk3AbWSCFZI+YToHEUQcb/V8fAyx47tkJeNjb25hSTiRMcnJeST7nsEWu4mfn2teXMkt6GEVSE3c3OlzH0rbrFk0PI9LBfaQiUtrFZ/rQtcdA6iRG8/FntNB5Stnz1H+7Tq83uW1b30RKb9tRUU14UiKsqUvuQz+oOjR3fnkqlkhy5QVBfDycu1a7sX+ytXdluGaoI4qpO4fHlvHS2DsbQZI498unRpx+pw8eKC7FRLy8MPLzbjrPD2Sap9UI3NuXM7bXBRbm2TEx5r8eX7bFXyw+e8tkkF0oC+L5UWcVbb5P3Tuvwzn4NLl3auXdOsePmVtP60ebI0NfyY9X9Aa98a7yoJioHlvH32hGSt4H/T89Hxedf7YXw47IKyoImcWwiCJMbNji0TFi3NsRfe3vJczIm6kgidRFTpca2frMuJtq2NbcCAJ460wli3tuaF1vK2aBI8YMc6AizIwqVLctRQBY2mqmW4taIu7HUB5y4UKlCmm1PyKKo6XirEpm4kSmwsaPNLrUwaqqhYs5bxpHn1PM3aTJPs8dDyCxd2E1DJtWeFjXNiKm0eurW1yL4M7BZTAzsC63pcsl7x/i1BcxTZehZplbZ3aLX8HEIMQfHAwHWEtbTcDAwMHA6skuXGw1w9x7LeXltCmDmyGpke4eDUehBxNXnt9XQrRq1JrXNiWUy09uZe3zJFy8twAa4NufE2wZSghRlz/UO1CFBXiPXGWpP0UUsKtdxwgW61Wnj5bLhriP595cpuSwC1lNS2q9uqol5j1cJQyw7XZ0jjo+WppYPnjIlYDy5flo9z91NFFXBXV9ptty30LvW6eU6dWt/T0VTNjGRp4rqfG27Yu/8YdffRv+s5KqrmliqpLzoOS4PFz0uWSyools5T3Vrk/5AkwOZYRXKzX1FI2fasfC49Fi7LpWEtjhIBsBZ9iUjQTSIr6v5J9+G+EHmTRMlRV4nm1su4qjySKZG4KInK3t8Wt5LXtqeJykTMRca2NuQmAr7Y8kgSCu4ioOSA780kiY1Pn97tNnrooZ2FjQt0rUWOtikRlvo3hyUc5eSsukjqeKX2+KaQVsZkCZJbjV6L5gbi+y/V4xsbC8H2V37l4vOznrU4VonaAw8s5rnex0qe+HXz+84joCj4HPA9tTgh4HtrXby4U+bCBV1EXMcm/ZbK0r41LY7mcuU6MQ76f6Vln6pVJDfeIh6p3yPslp639CVeWG7rwqgtlpl5iB6vBKf+TQlbJQWenoQekz7PXfAtbVOr5ShLOFv1YD00NJ62K9u2N561Ijf0C14SR2ZEkVzvcfLkDqmRNuTkizMP7b14cceKUMdJtTJ8YafHNPKTiXyh56tYmSaQs6xG/LxlbQD2Wn6uXpU3xbQyEmt91HGcOgXccQfwNV+z+Py1X7u4L9U6ps0174sTXY0ccOudNF5+zbQtLgKv104tJcve5JKDk/Js/7S8tBkrsJrkZmBg4GCxttFSAwMDB49Vi5aaoxugb6JSJErGxaVF3nBLivZWHw2VthAJrZ6b44S20yOUPdpXpO2sJWYZmpP9CGXPImOp8sp4EX1rSW40U7xmDZCSoXFLB91ugYeZ87f++hbPtzCoqJYYzU3DxyklvaNv3dx1oeVgqajWA6pzkUKbubVDClfXUEOf+Ti0snyM1XrFdU5076ZTp4Dbb198vuOO3Zt9fvKTe5MX0vmO6IA09xsg7+d17Zp9Ty9ejOfR4eH7Uh3N4mi1x8t5WrVoNJR2LatEbjxkdCRWXct1EunP0pxQZDQQHiwtS2Q83jVzgkM/nyP/5mAuWVpmOHNU4xOFRDg9MrEfZC5D+HuSm1LKmwG8BMDpaZqevX3siQB+HsDtAD4D4NumaTpH6nwlgE8A+MFpmv5+t8FI4GJIa7NA60u9khcaUn3DDbr+gOetqS4l7pagiz1d6DyXEx9nRD8htaW5zY4d27vXE2BrZPiiz4WvkitN0whJYfrATiboWoa7xqjrR5pzSgClzUkpPLeeFLZNNTOebooTmwory7CUFLE1JHwZ0JJmUqwLufEWgwhh0XKLtORI8ciVpdWQhLcZtOg+vEX7HM7hw/jwrvFVQbFEfDJ9R+pJ8yfV1UhI1CLkYa7eK1rHE4lHyU9UEK1hH/Pf3APgTQDeQo69FsB7pmm6q5Ty2u3PryHnfxzAv9qvAT4GS4Cp6SusPDfXru3eadlaeLhQtFoxaBI7Ti54W1ISQr6Y0PrWwuwlKOTg5EPKMcPBswdLlh/aLi8viXeB3bonippo8JOf3Dm2sbGjuamC4gqJHM0hCvz+8OuVchBxAsV1OcDeXDKaDkaz0nGRvEaetG0YNGufNleZ6KpDjiMHPYCBgYE4psQ/t61peh+AL7DDLwXws9t//yyAv1BPlFL+AoD7AHy8x7UMDAxcZ6i6G+/nEGBpGYq1dqxjnsuGHqsWDA2alSHb/7I0HhEX3n24b5dli7uleH3P4qDNgaYTil571EKWtXxoWKbuZq7OSQqDz0Z/Wf0m3VK3lFI+RD7fPU3T3U6dr5im6UEAmKbpwVLKkwCglLKJhQXnhQC+LzOIJmiuDa9OhffmSTU3gKznoRl/6Zt9fUO3ooMi449slEjb8yw2meyyVGPDs/PyzMd1OwnJAuSBb8lAx8wtLw8/DPz+7y8+nzmz0OPU8OsHHlic51mgtagvbS74VhG0HemZ4dfMQ8uppUVy63jPofbMaG41+gxKGYat3Dieu5T2J0UQAoeGuERgPp0Zl0ULIqGv9XwNiY66YlrDkHuHRUtlaj8RlwavlyUevGyWZEr9WMTMIwcR118v8tIS6s3RS+/TAw3RUmenaXpOp+7/LoAfn6bpQimlU5OdoC0EWs4RWk9CJS+SdgfYu3cUIIeOW+PJQgott/qSjmdcXdwFUjUuGiRx77FjuvuL64Yqmax9PvTQbjfPpUvAuXM7omkpFN0jB96cWfNTXXMegdRcoZrIWgMnszyxImDvHF/boP1KZIeft7ZhOERWmQhSeW48nYhXn8PSdGj9WYt8hNBoiyvXW0SvM2OlsI5Leo9Wgub12SsvS6TtHpgzvgzBiRDTFi1YT+xDtNTnSym3blttbgVwevv4fwrgvyml/CiAmwA8Wkr50jRNb1rKKCi54AuDpD3wFmcOaaGm5SU9Cd3XKJKoj0O6Dt6vVE5rJ9JXBW+LJtCzkgdS8HKRaCW6Hxb9XP+mWhy6AJ85Iwt8Ld3PHNSM0NI4KyQri6ddoZDKZ6xtHmG2ngvtnJTbxxrXKpKbgYGBg8c+kJt3AHglgLu2f/8SAEzT9PW1QCnlBwFcWBqxGRgYOJxYRXITsdpkLA2a1cZyW0ih0Boi+UYi42nV3khv+a2WAV4mA2kM1cXH24u07UWctYyHt9fLEhINz4/2vR9WKs/F1zkU/K0Ano+FNud+AK/DgtS8vZTyKgB/AODl3TrMguceqZAsMtKbqRRRBSze9i9c2Nl+QUvZz7Un1SVy+bL9luy9jW9t7dY0ZPKbaOc9lwmNLqpWG359mfHQnDrc6iLlk5EsIcDOXG9t7d7egIefS/t10fN8fDyMnludasQYHxeNyDp6dG9/HNxNVMG3cpDK08+RshnXaoUVISU9Q7UMnQeKVSE3WbeItNBRN012caehz56gth7rqYOY2xa9nuzCHwlNjxI43m40ZLsXoWsNU8/qkiLtSWNeFlqJqOXa7Elupml6hXLqBU69H+w2CA0ZfYoV8g3YX+IV2iaSdSxUZyPpcaz+WsbIQclLJO8N12zQ67lyxdZ+aOSR5suR2ubkic+xRHBqmbqHFF+MaZ8Rt4s2j1z7w8XUlTx57WjgOYu0cH4uStdIWUXU9Zkdt5T0TyM0FKtCbiJo1ZhEyvK3bstqIH2O9LGsqCiJqGXIXWuETYVGbKTNOLNkIWsx09rv8cz0RiTKTkOUwEbnYb8Fy4cK0lsmXxgoLGuD9sVPrQZSn3QsV67oO11rOUo4NI1NZEHzyJ7XJtcQbW3tjRii44xEDnHwqCvpvKbBqVYZTVNDhcUVEeuWtndUK7JkQwPNsQTEIucigmZa3iNOvA8revA6xNDcDAxcJxh7Sw0MDBwYVilaSrKMaG+1rW+ZPDRay7Xi6Sfm9p8ZJ0XGKhGxtniWsKyWiB7TXGT8nraEm9N2tHqtkUY8gi7aXwQ9dWRZzY7X/7LdUtc9POsNNbPT7Rf4G2yNlOHHKq5d8y0GXoZcPjYaxitpiniIr2TJ0nKpSO3SN3meo0fTGPExe3ltIi6WqnM6enSvJYi6jqS8OpK+RbNkVKsNtybdcMNOmUiklRU9ZfVfEX0mNEuJ9ozUY1qeGm1c0nMonV9ytJSy9cuPAfgWAFcB3AvgO6dpOr997k4ArwLwCIBXT9P0Lq+PQ2O5kQTFvQjMfqCHK0UKhafnlj0GrQ9OuJblyotAIpE9Rd9WXxyeRsnTDEXGx7GW5Ia6pCxk88hoCeUAX+PBNSUZl4e0wGRcDtF2KyrJo7qQY8d2jlcSYG0qefz4znmea4aGlXN4YeYS0azlLUJnuVRqvydPLrZwoKBC7qtX927pUFHD/TVwolzHZt1D6/n0SEftg7uxos+MRFqk57vOx/JDwe/B3q1ffgXAndM0XSulvAHAnQBeU0r5WgDfDuDrANwG4N2llGdN0/SI1UGa3LRYDqx2NF2KZz1oiarJLGb7ERnTAo38ZMAjzjxtEz3XY85b2si0H0UvrYtVfs61DsuNAi9qRBJLSuU1jUx9I6ZkQNpYcy54Hp+KCJGzdDnUSiW1K+lxuOCWRvtwMgQsCA6vEyF7mr6JC3q1Nj3rEMXGxm4yc+zYbrLDd3mXkhZSq1bVKmmIEBvLIkefs6zGJgIpCSCFZ30EupGbaZreV0q5nR37N+TjBwH8N9t/vxTA26ZpugLg06WUTwF4LoAPWH2MvaUGBq4j9NxbamBgYCCF/dtb6r/Hzga9Twbwh+Tc/dvHTOyrW0oL3wZkV4f0dya02hpDq/7DandO/YhGxwtrtsZG/6ZzHQmf7+mGyoRmay6dg3RX9rYWZrB2pMWywEj7+GjneXuS9SDaBm8L0N/KeTuapShiaZLe4DU3h3ScWmIkFw51eWxuLiwc2riqZkebv+pa8qwOLbomeg1UU8M1MSdPLq7jxht3roG7qHgYdA35r+D7YtVx0vFo0PRQlrUwAi1rt9a/1Q63DG1u2q6zHHFp2dcOAFBK+dsArgH4P+shaTReO26em4q5wttovSy0hbtX+1H0do1I8FwW0v3yXH0RUXhWOO4JgLNztV/h+7zNyDgjY2j9PyFhbciNtnGfhEx4bM/2rO0gtASCWplIv164MG3Hc+cAu/PS0I1ET51akIJ6DzY2gHPndvqnyfakPqm7im80WVHL8lBvqV3pfNXUaOVvvHHnOgDgppv2uqTOn99NFi5e3N2P1H6dE02bwt0+lIR4hFvKZWQRX+7Sqn1q9ajrTXKFRp77OLlp2teulPJKLITGL5imxzq7H8BTSbGnAHjAa2vfBcXZxYPCi1zJRp7wcUWilVqRTZDnLeAZi0A2L03mvAUq9o1As1Qti1h7EXC9kX3GDrOAfl/hbRAI7CUYkuWkhYDQ894CzMt6+WssS1Ik8kUbg5dvR6p7/PiCAADAl3858FVftSAH9fwDD+wIic+c2VufZvONCHEjezfR8pJOiM8xzWtTrTb1Gk6dWpAbmi/n2LEda5GURFBCPZ+NHKvQNDZSeU9I7+mPWjZqzT47HVFKeTGA1wD4hmmaiBkP7wDwc6WUN2IhKL4DwG947R2aaKmBgQEfa2O5GRgYOHzoFwoubf1yJ4ATAH6llAIAH5ym6X+cpunjpZS3A/gEFu6q7/EipYBknpsMtGioipa3a8s9Em0v6mprbZ/Wz9TJWila3G9ZC8hcRC03rVYs/kxkctJExyP1wcu1PHst9YE1IjeRt07PmqNBeuPnLhPJimJZEyI5XiRrkjR+LdqJg7s0tPN0zFZb1eVy883A0562+KHtV8vOTTctPlONjAbNUtOyqzptj7dZrTZU33T06G7X2ubmbneS5K6LhvfXaCrN/VefMe+59ELAo8+1Vk+L+GtFv2gpaeuXnzbKvx7A6zN9LN1yM5ckRHKJzBkPb0dbSKNkJaoB0jBHX9KysGfz5/TOt2OJgzMJ/mrdufMdGV+2jjd/mfu2NuQmmr5eqyMtTDxpmrawRYiA1bdWzhKBRpKrWS4D7pKzyvPz0rgp2akLNSV51AVUQ6alcfG8NRl9lEQ6KTQ9j9YeF0BHQp+p+4lvv0HPSW1tbc3TVWluzCis+W4NMV+VDMURZBbfSDbYCm8ROCx5Z1rRexHmkITEUpksMrqniOhZ+iwJn3uMzRpLC5b9DPL21y5aKgpto8f6Bc41OxIxkqwQkQWT/vb2d7IsPXyMFqqmh/ZrEbuao4aSq6tXdfJz6dJeXc2ZM4vEdlJ5YOccIAuK+VxV4qJFXEW1LZoguUZ00dw8vK9z53IkOqIlylij+PVSMkTvjzYez8rD68/dL2qVtl8YGBg4XBjkZmBg4MCwKuQm4o7QNDFWWxqi2osI9iskvVXjIYVn97YESBYQbllptd7wPiJlpXOeNU6alzn3KGI9tHIvtcDLrTTcUgIsq0nkDdSKHOH79URCrLNv5JFssBnwDMlS9BYN/9Wib+h57vKpVo7z54FPfWoRIVXPnTsHPPTQ4vOlSzuWkXq+7upNoe3HlIGWV4ZfH+9ra2snAgpYjP/kyZ16ly4t3EzUssPb5ddDQ8n5/ZTy9Ej32HomKPg91PIwZbZ08BAZ26qQGw9ZTQT/vMw8JZLLwxqX1I7lYvG0O9HPVp9e+xH9RkYzkiVYUf0SP27V4+40y7XVokOKPAdz58canyeM97A25IbD+yLPkAXPjaW1aQmC54ynthcVfEp6FG88fLGkmhm64AMLFxRdqKtLqx6rCe+4WLgSkRMn/I0vPWhuLK0cva46RiroPX4c+OIXd1/r+fO7CW7dQ0uDRFh6EDgL0TnT9Fzc9egJjL3naFXIjfblbCGTa6ZXdAswn7xwSAt0y3x45TK6GGu+vEU8ci6z0Guw2pAIYkQQ7JGh/UIvnVRrxN5agZMNSZOiJSSTtCSWJcgT6HJYYmSvr1rfOp6NarFy8FRsbOzNQ1O1MfU43WCTWj34xpu1viYW1vaJoogs2pmIMZqtuI6V64zofaHEJtJ+HQ+dA269ksYuZa+msHbh5kn3MnlvpP8TniWR1s8k0TykGJqbgYHrCGtruRkYGDh4rIrlJoseGVfn5K+ZE03FXSLROnPOZ8v2CHWeE00UdUNp7ryWqK3MeFuiq2i9jNWoB7RnXetz7aKluKnds2hYJvlIWCyPqMq4iTyXmaWBoeW0vqUoGS+brKYfkSKQaH+XLu0uI7mXqNtJCrOuv60IMcvapVlCKKhr7cSJ3Z+5Faxa/urnixf36oQiOWfoNV+5svtaqXUxYk3jWyNIOrGoWyoa2ecds9pbpWgpTx/ilaHlsmV7w3NhREPZ5yRumyOI9jRE1lhbMVfgnRWR37z9LzuOuddpaWwyaBWxZ7BW5IbD0hXQL2rNvUPrcwIhCTgtF0BUGErHp4WmS5Dyo/A+teSCHFo4NZ9HTlaoy4e6mbjbiZM7jcjVdrSxeoSAjqm2V11RntaEj/Py5cV18Pr02an5e2j9DKR50J65SM4dXj/Sd/aFwMOqkJsIMvoNzyojLcg9F4yWBZ/337qge/V7RopF2su0kxFFW+cj18jJ4H24T60/NyFeK1qjzzzLW2Tsa0VuLA2BZMmwLBhatAmtH+2b1+GkS7IA0DFYyfWk+rWstVBJi7uVI+bEifhiXYkAt+B4C6MmAo7W52X5eKu1RoIUCXf8+N5rqHqio0cXmZc5KeCEzoK0U71HPDk8jQ7vzyMvXv6jSD2KdSI3AwMD+4e1IjcDAwOHC6tMbnppICKRJFZbLdFQVuRRL8uQ91nTVUSsSi2apRZkxzHXqkStWk/H03eVs6x5EryIsjnRWZE2IjqlOekQ1obcWG+Z3OLCTfoRfQuH5VapVgPtLVmy2FBLQ33Dtiw71ngtqxPFDTfs/E0jh4DdIcv8HLcy8AzIUvSTpaXJulqkNjii7VjWFT7PJ07sngvLWuJFf7XmtbEsklJZHkGYhWWtjMzxKpGb1sUyk18lgsjiH8khks1h0jpmjdjQhVwa6xxyorlpOKHy3CqZPDLWODziUPuic2IRQm1M0fFq4/FSAvQiwZqmKIq1ExRz1xP/4pdyoUjnK7yFwdONZBDR5GTcTBm9R3XX0Dqc0Ejg88jz1/Cynksocrx1nqvLzXL/HD26dz8ortmJjDEKL9yaupG4rimacM9zd1mieakPb7sHilUSFAP9ku7tl2YmEx2UjeTxFkFeL1I+msfGQ1QsbZHOuRYZqV96TRqBo8c9chpBL4Ew10l5z0jEGrnWuWsy8L7sJSLCrR30i39jY3ebVmbaWp+f42+9Xl6a6I7Qks7CW7RaLB2VrEhEh4preTRUtA9rzHzh1/KweJFftE0+Zo6qFQL2RkZFSVWtLxFo/oy0ECNq3ZOgkRiJXFoWy6yAfQUwNDcDA9cR1spyMzAwcLiwSpabwwTJpcHPZyN7ouWyVozIWz+1VGR1LpHy3M3UC9410XIZa8w5nNsVHQUA9+E+1bKzLET1YNF7pll2Wq5lbciN5zbiyFg2eCSMl/lV07xIEVP1HP0dzVJLQS1LNVuspXMB9mYe1qC5m+pnGrIN6BYaalWQXDDUuuBFnPF2pCzQkiuJWqP4Vgj0c63Hj2k6KQ8tVhovb42UioDnNKLI6nOk9AfWGCSsC7mZ60ZpyftC+5bOL1skTPvLaijo4iwt/LWM10bkvOYKkY5n3FGeeNYT9HrgRGjZhEaaj6wuK4s517M25MYTCFvHtfMSqbHKadC0P7zv7AKo9WvpW4Ddiew00EW9imM1NxLXg9S/o0npNNJH+zh2bFGOJtnj5aw+JWJGiQ93q3HCxudK6mtry94fS3KDcvIQSVMA6Pdec31yAl3LcNefpTOLbBjLsS7kBoiLOVsRbXcO0WpBdJHTrE1ZUsP71cpb5zWrVosQlyJrmajHn46nm3qUlvvZStSkNqT5sQiOFDllCahbsDbkhkJb3C3Ni/WlX2HpESLEJJpwji/gkkXHIlRaRuL6WdPQaOBi3PpWn9HQSMfpNWQjeTRROP9cBcJakj5aj94DapWq5yXrEN07is6hNPdeUkLrOqQ6llWFPyNe5J5HiCVE7tk6kZuBgYH9wdpFSw0MDBwerFq0VDaCxjPtR6G9xdO3aUtfc1BRKdn5sawblsukNSqsxcKVjQaKRitF5iLrlspEqGlj9Sxcc56tiGvLar8nuSmlvBnASwCcnqbp2dvHngjg5wHcDuAzAL5tmqZzpZQXArgLwHEAVwH8zWmafrXbYDjom2c2XFZrr2JumLeHaini/UhZlfnftKzl0qDHeOQXIIc5VwvPlSuL89TiwkPtrdw7novKs7RJ7UvRatIxfh+5RcWyPh07tjMHGxu7MxJvbe2ex8uX7WgxLdpLOx/Z8X1OtFUdA/3bu58t/a8KuYnoV3q4AaR25kJaxHsLa4E4mcvqTTL1av+tfViEMVrXK5cdUz3uCZDngl5zLz1NlEy2vAh0ttzcA+BNAN5Cjr0WwHumabqrlPLa7c+vAXAWwLdM0/RAKeXZAN4F4Mk9B7MHHqnJuD6yGhiPAB0/7i8e3NUSHW825wknAtrYNfFtJVLaXly83YgLJhp6bCUr9ATJvE9LbwIsCF1NdLi5uSA3Gxs75Tc2gDNn7H6s/oG9eqPWpHtZl6BEpjJasuj/jVUhN8tA61twaxQUxTLJjiemjfQZscZEF8SWa2ud09ZIMq3+HJG61k8PaPc3o4PqQQZ7YZqm95VSbmeHXwrg+dt//yyA9wJ4zTRNHyFlPg7g8aWUE9M0GeKOGbC0F170DrDbEiEtpPQ4rSOd9/QNHHwvKU//4OkpWi1N1FJDBbeSHseaC03rU1GvL5N4MHpNljVEIj8WCTh5cuc6NzYWP6dO7a7/8MM75a2d0Xn/fHwasbAi5ixrHe/L04kdP74gcpYmqMVSdB1haG4GBq4jJC03t5RSPkQ+3z1N091Ona+YpulBAJim6cFSypOEMi8D8JGlEZuBgYHDiVW03HghxhXZt/CsTqYlSmm/0OLG69HXQSPjXsm67yRrSebaD1MEXTR/joUkuTk7TdNzMhU8lFK+DsAbALyoZ7t7ENVgWJ8ruAtJclFZeXUkCw5142gh0J41gY4pssOzFy7MLUU8V401HskCwS0FURdRLePlVJlb3nI1csvLiRMLSw3NGXTDDQvXFLDQ29DrPXp0Yem5cMEfR2T8EWuc9XxbVkJeth6nW09UHZj3THr3dhXJTUXrYhEJO7bcOi2uj7nCzzn9R+v3EmC3IkLIsm1pBLdlDjJuICn0ej/Q61nx/o/sU7TU50spt25bbW4FcLqeKKU8BcAvAviOaZruXfZAHoOWn0MTk2puEq5LoaHQmf5pX3PguSqy7dCFjupePLGrB06eeL9S3h9NVK2NITsXEXdU3WNLqnfqFPBVXwXceOPuc3PF5hqJrnNhPWveliAUnNTweeACaQ7p3liuX2C1oqVaoo+8qB5aThJe8i/4XqRAswBEc71Eo1wy2qBo/pReiAiG9zNJnRYRFm0nIhpvsRwelNUt0v4+kJt3AHglFpFRrwTwSwBQSrkJwC8DuHOapl9f9iBESwZfvCukN/iIwNYS+kr6B2uxsfLoaBYP2r+VGJALdOv1agtc/TtDSizLA+8vsqs5H3fE6iOJYHl72jEvaqpGh1UB8alTix8qKK5WHWBh9bpwQY+YqvOhzQXPGyQ9o1Iupgy5mqtpkiISvbavI3Jz5KAHMDAwEMeU+OehlPJWAB8A8NWllPtLKa/CgtS8sJTySQA1/BsA/hqAZwL4O6WU397+kfQ4AwMDq4pqvfF+DgHCbqmWvCxzood6RANJVpRW/UYPPYnX30HoaPbbHWZZz7w6kWdiriUnAq/NZboae1pupml6hXLqBULZHwbww9067wGqdfHyqmRDwTmk/CqRbRiksWiuBA/cGhXZ5kAbi2QV4+OJuEWsPpaJyNxdubIT+n38+E74NwDcdtvih1p8NjZ2t1e3qajnM1YVbtWpf1+6tLscf0ajVjEJmWg1qUzE2nlIiEsE3aKlWkJcD5MotiLqRssimsNmmWTjoHQ9cxIbSn9HXYkR9NAcaePpTXJGhuJteHlUNHcT/SLPbg/A9QhZQSjgb5wpLYaRtqOkxAtPtvqQXDB8rFK/mpvIE3VLbiypTpSwVpdUDf2+7TbgaU/b3U9Gc6ORaS2k33PPRQTl0his8Hz6W3o2rLmjLrqKQ2SViWBpoeAZLQstL52T2rXaipb3ylFLQItV5qBFzQeBOdec1XVJxz0Smhlfbw3SnGdx7UCjVzIaD0BfUL0cIlYeHC9yJfPG7S10dSyZhdsbjzUOqbyUjC6zKzs/rmmStGv0rl3LoFz7O3p0755bx4/vaGwkq9ulSzv9Hj26+KHkIGIZ4SJubWNQrX4VAXsEvmKOAFqy1Czb4raPGHluBgauIwzLzcDAwIFhWG7y8CJn+PFsvhsevZXRerQi8+Yf1SjNRQ83jHcPMnPsXXPW0mKNr45H08xk8yxl75fXvzRmjrUlN/wt33KTSG+z3tYCFDVqp5aJbv9guZLoeKUQXMnNZI1RcuFExhGBZOHyLFea5idqfbKijrQ+JdTcNjUMXNsd/syZ3fP+yU8ujlnaJS9jsTXOqNtLu5dSpBrXSVlWF+/+RKxzwGqTm156h6yJfq5+QQo9t873QkYM2yM1f4R49Axp9lxAFnrPN08nACxX15UhRUCMDHpYW3ID2BtJUmj7FnFCEBX00kWE143AE6NK+XYkt1B0v6ZI+5F6FRJRiSbZq7DIKO/HOmaFqwM7pOPEib2bh25tAQ88sPOZ/n3mDHD+vJ4bxtP6zA29rvB0TRzUnWSFm1dNj/bcRsnjKpMbDdKi6r2RZpL2eYuyJDbNRsp445XOt0aDtSBrCdL6P6gxLaN/q+3exCYb2ZeNDIvMy9qSm4sX975lZqONKmpdLib1CAvXKHjWDA+e9agutBFdSoSgWf1mtBYRYicRTEpwOOGK9m/t9+URSGqZuXRp9z28enWxr1T9LO3JtLUVJzWVTEcj6HpAylXE51+K+qPlvReIdSQ3AwMDy8WIlhoYGDgwrHq0VDRPTIs7ZT+z42rIZKftaRm4XiJk5lq/pDasOqs2x3M1T2tFbqImdG7B4REqUphtNlKHv+F65WmfkdBsr0+tjHTO283cqqud98YStVxJ7japzbl5dCS9zbVrO+1evLjbOkbLAHJ2YskywkEtQdYccatKbTu7/YSFbGg5HfO6WW7mhFpH3EQtCd16LX7ZhSYqALbCubNh7Va5zPh7um7mCmwjx1qRdR0uw42VSdo43FIOqL5AMrFTcHeCJ7rlsBamyCaIvA+60WaLCyuan4TCugZp7vh4PULnXTcvw0mmJfyO5gjibXCdTW2vEpX6u7o5a1K9ra1F0j++2aj0t4Ys4ZPm0NNFaW1q9bRnNStsrlhFcuNFomTbmdMGb2cOvKR9czQ1kTFmyZoW/cXHYxHFXsnlIkS0h0h6LlqJX+++5+bxGdhGRBhL9RFZYiPVqW3S8/wztZhYb+GewFgbi5Z3RxqvZCGhb+WZMUjaDYv4aDus893ZLUjXHBEcV3CSIx2nBLmSHY0we5osT7TNUefDEmlzgTkvL4E+g9K1ZIXM1zGG5mZg4DrCWltuBgYGDharYrnp7SLw8pnMgRfqLR3LupSstrQyy9IoRfrW+shYiTTLkFa+ZWy98tzwtrKWq2VbI7V5z/S7NuSGRzNRaFYV7y0/kxeHu2i88ryuFtZNEc1jY43NqmtF8mT6lPL5RPUhfB54Wv9IviEKzbVWLTInT+6uS/s/enT3mC9d2tHcXLrkR2B5rkn+DHLwOZOuRco/o4E/Z1Z+I8kq1OKuXSVy02sBmItlmOozYbm9XDlz0aIN6lGmFdYzpBG/XpogT8PVQ8Tu6cYk4uO5DrUxrVW0lGdSl1w0nksgE3bsLXTSoiNtRknLt+hmtLFJLjJtfurfNLW/By9c3JpDuuhSN4klxPbuneeSqkn76vYKdYNM7vah5IFqbs6f392mRqqsUOrIPaXzErn+jKicQtM3aXl8ImR11aOlWuGJR1tzpRwW0qFhTj6cOW/4mX60863EIkoaNatM9p5mLCI9idzciMARLWXA0rzUN/LI26103kt2x8eQ1ch47XqWkKgFhcKKxAF2L2rSwm1ZqqS+MrluKKKERoomqn1TVItNJTbVMrSxsfe+0eusAmJq5fLy2NBoqVqOanikeYneS+8ZlYhhhiBL/1eiYmaKQW4GBgaWgbUhNwMDA4cPq0JupC0B6Ft1y746czHHTTZnDNEQ9ey45mas1cYhRVNlrWct/UuWiYwWp8WyErUALsv9tqxQcglrRW6iegt+THIh0Lf4yBuqprWQ+rHGFIGXyVaCpRPi1y+5sSTXkddXJm+KZD2SxhaFlgeo7vx9440Lqw13S1VLzvnzuy0v9Xc9r2UUtsLBJVejZpHhrkP+DEnRYVboPHWp8XMSsrmMVj3PjacHyObxyGKuyyJT32u3Rz6YuW6mzOJPiVx0ziIalUg7UUgC5/10L/a+Dq2PFvdVrcuxVuSGwvry9oTH0YXU6iNCpnou3BY89xXXIPHQb7rfUAsuXpSJHW3fIqbSWLlrjJ4D9oZCHzu2cAndeOPi8003AadO7ZCaU6cWv8+c2Wnj/PndhK6Kj2t7x47t3fKCkiFJlBsVbWsuVOv66zhpWS9PkDYGTbeWzb20KuSmBa0LuCXE3E8sK8NxPWctXF6SxNZFkn7ORvPMSdIXGRPvf5n3vbZvRWtlc+JExpvNYTSwjaiFxNOAcOFnBNI+O954ognSeoGTHC97bkXUckWv2yIz9FjtW7pHtM0Wa1Vtp/4+eXKHzNx2G3D77YvfwIL01P2jgIW+hotpjx7dsfxUcEsOh0bAetxzSYuloeWZ1gjUimJobgYGrhOsVbTUwMDA4cK6REvNydzbUi5bXrOC8EzL0jmr3x6upQxaI4d4/WWMyaufneOWvDsZSFm2e+vGWjRUmTGsNbnRNDTa2/Oct+lIzhNu2eDj0DLO8nKbm3bYeEX0rVvKQNzTmqS1Jc0/v2datI50bbQ+P19dUtX9dNttwDOfCdxxx+LzxsZOeDewcE/R9i5d0nU8GqToIs2tE3UZZXRbUoZn+n8gm48pu/cUsDrkxjPhS1i2ZiKrjek5nt7h7AeBbLLDzP3undgwe35O2H0U1vzNFUNHsDbkRlqYvQRnrQs4F25G3CWW8LSOhW/cabm3LP2DRlT4wh/NlTIXkSSC3l5IWhtaHhjeVnUn0Tnd3NwhOzwUvBKbKsK9cGF323yTzAiByzwz2vVq+3lpod5eokpahydMpGSs9f/OqpCbZSOqT+ndtoQeeoj9FsRqY1g2LGLJF/tMtFYLaP0Wywp/znpZh6S+IuPx5mMtyY12ztPZROG9wXp5brwcKdobdWt0VR2Pd40WgbCip6LtUSISqS9BszxUgsRJHc1rA+xYZ86cWfx87nM75c+e3REUnzu3d76lTTK9+0zz2tBrlkhDxJKVhUd+Mhogi+Bo9Qe5GRgYWAbWhtwMDAwcPgxy0weSRiaaxyTiUmtxv2RCsbU2MpijMfLKtrSdzffjYY4OJ6LpyVhPIs9aj+gxbT4jVpu1ITcRS4AXAq5Be2PmLoxoexFY7XnaD24Bqi6bnhojCdWtwS09mb2z5uRfoW6aajWp7ii+6/elS8BnPrN7r6jz5xcWGwB46KGdnb+l/rluio+N988ReV4zlpaodc/SavHoOStvDodk9esoKC6lvBnASwCcnqbp2dvHXg7gBwF8DYDnTtP0IVL+TgCvAvAIgFdP0/Qur48wudnvMNXe2pkWlwgnV1JSQ629loWP15E+W3W9MXnQXDItuppMn15bGtno7QJcpmi71zjWhtxwZM39nh7Bg5fQzHNfePUljQ0vp2lptH2AeG4WL5SY55GR+pbKZ8Sw3lg03Yo2J5RcUNfM+fPApz4FfPazu89VsnP+PPDww4uQcGDhkqJJ8LzxV4JXkwTyspF9zSQCxOfQ2xqE32Nr7BFymS3fz3JzD4A3AXgLOfYxAN8K4J/QgqWUrwXw7QC+DsBtAN5dSnnWNE2PWB245Ka3RSPTtle3NZFfpo8M5ibJi7SxbHAyNXc8FslrydvToqXqTYw14h3VZWk46Ht/aNEjl0jEuhMlPy15bqSFQxOT1nPaW7jUL9esWJFJ0rE5+U/qoi0ROk13VOtxAidFJNXfXu6e8+d3ylQSUglMtdpUnQ2fL+/663xykbhURgIVmNey9HckBw1tXyJ/FqGO6KFaNWANmKbpfaWU29mxfw8ApRRe/KUA3jZN0xUAny6lfArAcwF8wOrjULulBgYGdmNtLTcDAwMHj7jl5pZSyofI57unabq7sdcnA/gg+Xz/9jETLrlZdrRLtP/WfubWp2i1HNCxZN7ce4x5TptzrR617n7dg6iFyHqme94Daaxelmqvz7UhN1YG27lvmNJbspRK33N1Rd00lrsD2KuH8NLw05Be3lbtL+Li8SxDFvgcSrtYSzudW1a4jGXuypW945fmjV5XdUnVcfCwau6m8+5DbUf6u362rHWe3shC1OVkWXqkct7/rTi5OTtN03OihR3sMeUA/hdheG+p1mRwvcK5+QK5H/l0eoUEA+1i4t7Xmw2/j2h+oloYT0O0LKLskavonERdist0ha4NueGQEujRL2wrjDUqyrT0DpFQcO+85kLQNDWavoKOKwqJqHmkrB6v86It5FJOG04ePOLhQdqvStMo1ba560mqY/WX2ccpUkaaj6j7SHrGMq7ECPGK4GCipe4H8FTy+SkAHvAqzXZLRReOXgtXa/K+aCRN9K26VXyaRes4euhTNKJjCYyzYuL90JlEo59oWXquZ9I/75wnJl4bcrO5aS/u1hezFw2ltamdiyR044JbKQ9NRjtkJYjz9EK8b/7WHtEMWSJq6S1fSrqnjVVDJEszhyWKvnp1b3I+C/S6I/tK1TpRcGuQZD20EjJKhNTb1TwLSzd2cNsvvAPAz5VS3oiFoPgOAL/hVTqy7FENDAz0w5T456GU8uZSyulSysfIsSeWUn6llPLJ7d83k3N3llI+VUr5vVLKNy/pEgcGBg4rKsHxfhyUUt6KhSD4q0sp95dSXlVK+YullPsBPA/AL5dS3rXocvo4gLcD+ASAfw3ge7xIKSDglopaXFotKlpZ7Y261ZXRqhdqtZz0mI9I/Uz5iBUtY03Roqk8awjPRxTpJzs2CVp9S6uTyevT8qxkr6mz5eYe7A3HfC2A90zTdFcp5bXbn1/TGo7ZDClqxttmINMeh6WF4Bl86/n61szdThFLD4dl9eBuOB6dJOVo4f1ZWhFpbNJYrTmSQsm9cHgL3CXG2+CZire2gMuXdyw1R48u/qZ1JCuO5XqS3IhZV45kTQL8+6HBerYki2PEiil91lxenSw30zS9Qjn1i0r51wN4faYPd2+pLPY7H46GueM46LDcuSQo4jryEg0e9BxweALl3i7QFiy7757kRgrHxCLs8vnbf/8sgPcCeA0awzGbQXOQ8BT3vaBtJwDsdYtIJn9N1Cu5VKyFJrKwWS41bcHTtDOSeNrSxEhbIUSQ1XVwnUtEUyJpSSRQMbHVlrb3kofos6mRmigJifaphZZrpDaq/VmnDMVe9E80R0greiSvyyCiQ4nW5ceiVq1of165ZZAXKzdOJKNwBN49yJKcOcLmiOjeIpdS3x3vS0s45ldM0/QgAEzT9GAp5Unbx5vCMZtx8WLbYgr0TeBn1bUiZSLt0uOt4mDarhcRo0EjNj3ayYq5oyLZa9f2ZguWEg3SpH1a3xK8Z08SK/PzmefXI6hamZqkkPcZyZOkacZWBCPPzcDAdYSk5ebAwzEHBgZWCOtkubHekudsP8DfYL1oJ88qEH2bbw339d64o9lrvWs+CHhaKGox4ZYbz3Jn9Ze1hi0j+mrZGYUz/2/2KVrq86WUW7etNrcCOL19vCkccynQtDdaOLiX90XSd0hhxbQ9DvrWnNH31PZbwnI1aFFN3DqiufukrRcsiwoPBa9WjawrKxJSX9s7enS3q+nkycUxarHR9oGKgufBAexoKmnsdK4j0VZebiX+XGp9a/c2ej+WvLfUfmCpbqneaM0VU9FjYdXEsL2ISFRs2ytkPetWoQRCC2V+Op7+2Of7cN8uwir1Q8eaJSstAuVI2gDaf9YlmH3mMtgHcvMOAK8EcNf2718ix9PhmM3gC2pWb+MlV5P688ZjLTwRN4ZWJrvvktS2NAZtQZZIjjUn3n5HtYy08NMxUR3VxsbuzS85AZXI0bFjezfMlMaiIeIi83LJeDmHJCG81A4v25qPh7dl6cQkopT9f7WK5KaHWNNL4ib1ZyGy+LcmwZPqRRZRb2HrLXqdo/lpGctca0XknlnHeltmWp5BPufWM02f+R5j70lutsMxn4+FNud+AK/DgtS8vZTyKgB/AODlwCIcs5RSwzGvIRiO2Qwrz03vpHb1Sz/6Ra9ZaDytjpT4TkOU2EjQ9j2if3uRW1ly6W3myduR+udiYp6vhxMbL4fNlSt+GY+4acn26rlooj9pfqznw9ONSYkTLWhE1dvbi2MVyc3AwMDBo3O0lBaO+QKlfDocc2BgYIWwyuSGv616b/+eDsWyjPTOATMnKiaCjPWkvtEve0wSerlNuMam/r4P9z1WhrqlpPqZXDJeTiHPMsXHGcXcZ7wn1iZDsRT54kUDaef522h1j3iWlohuh/7tWTqib9nZSCXNEuO546xomWiINYVkbbKsbF7EEUck2zCNjvLG7GmCvFw/Xllanu8HVs/R0PNIHiTLbSa5oTQ3mVTfi64CVpvcUGTFr1nRcZasZPQRmeRxUvuRhGzWnGiLeoYM1mP0t9ROTxeYRGa0fs6Rf9rYIs9NKxk5aGTdUR6JWqvtF7ILHwVPeicJiC2NSVS/wZPkWeG83iIzBxsbcts8yR//XKG5kzIEi7ZRw5O9fiJz4IX30+N8Y0ypvuX6kcaafSas9iT3atQ1xZ9pOkYJGSItQbreVRUUz10g98Mi0aOPZWk65uS40cpYmh5tDBop89rQ+ueEj1vfWjQzmXnJEObe0VQaeWl9Djl5PAyRcgeGixdtC4232Ehf7tpib5WNwtJetIiN+TVKn6NkgVuW+ELr7WPEr4ETn83N3eWtBThD8qR5qbobzYoT3UtKu2Yt0izaBm1L2ymdl7OgJV70LEjZPDsVkeu+TjA0NwMD1xHWxnIzMDBw+LCKlhsJPCzYwkHnbGlxQ2WQDVn2ENF3RKLPekbrZK0oLWHZ1vleeWWW7bZqsTZFsTbkJmKZabHe0OPe+Wi2XCki6Pjx+F5YmhUmagGKurh4WLIXnUMh6XGsUHjPQhGxDGhWG+08PxcJ/db2rtLmNPpMSNFM2WvmeZda0iFEdDy8X36OYlXITY/FKYplkZ8ehMJCT5dEppyWm6Wl3VY3SGufc902++Ui9TRdyyBJHvlaG3LDIREADTyMF7BFuhkSYvVJF/3IQqSF81rJ4Og4rQW4h6bHctF4bj0+Bm/uI6Aup0hYuCRK1/qO5JmR8sRo9aXyUv+REHutT6u9rEsq6o5aFXITgWcVyOZQyZKR/RSPSiJdTW+ybESsJL2FuJnIpjmI6pR4+Z5jqO1kRd9e/xFNjVV/bcjN5ubeTQyp5YHnRJEsBVr0hybw5Yu3tfB4OU6sXDOVqHmWI8/6oY0va3XQor0sMa9kkZAsH9xalNkYk4rKpfmiBKfuAq6hdQ8rTYQeyTacAZ/r+vxEBdBR0Xp0N/JVt9wMDAwcHqxVtNTAwMDhwipFSy0jTNdDq4tEe6Ofm8dlTv89MSdqyLKqWVaPXlYa3uYcy0VkXNG6UberF23Gy0fba7F2rhW58bYl8LYP4G3Rt2PLzRXNl0MR0Te0aoSAXNh0pD2OiAsvqt/QrD7W9gaSRkYqz++Nth0DH5MGzRoo1beuXwod589Ez/D/Cis3ET2WtSpp5VeF3GQEw61Ylluppd2WZGzeYrlfYb0RV04kN4+Hua7AufMwh4xF+1+mq3Nu22tFbjg0t1FdSKycJpJAl5OkbAi3pdWJLGTcRaMt/HWR93K+RMZK29PqZsOAI5tCevPhaWK0tqsrqpIcfl1Wv1Y4vHbvrfB7bX8tCk+XZbm+Ii4l7srVzldIOaDob45VITcUkSyt0kLTy3IyRwQq1Y8uMp5+gn/2tDDeeJZJgnrocqR2NMLRW4cUSRrYu4/9xlrntqHQFkxgr0ZEs4p4OhupHMVcDYoVTeS91WeEthlio43Hq58Vvlri2wiqdS2aRK9mJI5ESGmI5IbRRNLR+fTE49ozIc1fRL+UGdcK5LahGJqbgYHrCGttuRkYGDhYrIrlJpK7xTrWU+/iWQGWFZbbuz/PqqFZcCJuMat+61jnuHp66Kak8fAsyDz3T2v/kezNkTa4G1D73IK1IjeaNSBrichmXY3mfOEZf61wZ+4W89xoUn/8+qVtFqLX4IFaMbgVTbMy8X2SrIiw7A7sfEzAbr1NdU9F88pocx99RiRNDYXmvrLmUQuplyC5n2huJauu1Z41FmB1yI2EuWJQqS0N0sJlLfpWe7VuLxLkiXEjoNcjtbcfC/WcOdnvUHwJGrFpbYMiEoqeCRWfSzjXKlpqjjg26sqw+qaaCE2T49WviGxoSNuX3CuRvi0xax1HxZxcOLWu5wrh18kXYrqZpKcn0YhNdLsFbYz8c+aZodfXI7fQHLcYh0eKWrBK0VIUvReyaNSJF/HD63gEJ4psJE0UUcKyDNKgWYuyiQGj52vb2jV7JEA73zvXzhzSIZGdZepm1obcUEiL9FwdifeGzy0XHNndmOdAiuzyxKjSZ16f593heXsi0UHSeOjcteiBaDuaRcHb9VsTE1MrU1bXRK9L06hoY+LPUrTvqG5sLqKkbhXJzcDAwMFjLcnNwMDA4cAqkRvLDTQnVDxiZbG0FZHxZq0fLaHcrW/py4rs8dwmc8K+51qq6mcv4m6Oq6m31STjGuT5a5ZhwVkrcqNpbLI7K2tRTjxsWDtf39K1frgbycs8DPip+2l56fqzLjepP9r+MiwCWatNJpcPt8zUa7B0TxFkxjQnh012uwauCZIsa1aenmqdk/RRvF1el2JVyE1E1NrbpM8/c4JzUPDcDZGFv0fY9UGjR4K9Xq5Djt6uxAgx88hfhGxn3HZrRW4q5oRJU0RIjnQ+Oi4L3kKUuSa+8aVEvLgrK5Kav3Wxlsgmv56LF+0xRYiQlxDQGlPtj+c+svrY2moLYbcQzSfjta9pfLLCaN6uh1UhN/sNS1Tbmudm2WixLknIipOlebl5+5/WRnZ8By0W9tCaK6hV07MsHZbV1sA2snoDK6+MJua12tesLlIZL8meZGGQ2tSSBPKomCisBHORyCILEmmxkuhFSAAlQ/X+XLrUPkYPUqLHCi/PDC+TnWOrH60+JTjZ67dyNq0IDhW5GRgY0LFW0VIDAwOHC6sULWW9ge73W6WWAdlCj2gk+pYvWUV6RWAtYz7n6G1WFZ5OqYfGJ9Netr+1JjdSKDE/DvjRP1LemcgbrPVmvrGhj1WzCvFU/JkIGs1SouHixb19e3lsqIvDspxFLVYRbQ/XQdFxUUtQ1JXI63vQLBp1jjT3XvTecQsgf4689ryIuIhup/7dYrVZFXKTQYv7KLMwRF0Cc9AiHu3ZP22Xh8JrfWbn3QrNtupIfR4UMuLuSGh279DyOfDGu9bkhmKOZiQrSAZiAmBrrykrj0tEbyJt/8DHZJGcyMaQ/Jym37CE1RyZshYRiWhJJDGw5jqS5sNzPUlEJJP0z2pbK0PPRe4DF8FHxgHEydmqkhsrmoh/jiwIc3KCSNlq58BLGOhZauZGTbWQFIqMJas1IeB+LfI98/+0jLlF79SzvIW1JDeagDa6sNSyHjnwIp68xSgrMLYWbEk8m7leqS+LfEnjyCQt5IhoVKyxSNfArU+0nLc41zFGEzJGcga1WEI8rYt2Dzhx9ZIcSu300CWtKrkZGBg4WKwluRkYGDgcWBVyk3FZtLpH5kT39AxDj/RH6/VyzViWID4/LXOVmSMvt1A933sOsuDP2n5alqT70dPSZNVZW0Exz8tSob3NSqHI2bdsWoa6Muh4rLrSeDVoYdz0rf3iRT0nCT1Gj2t6Dq9/bUxSX/RY5Hq5psSyFmXz71DrRMT16FkzMnl3PL0R7y8yX9JzbJW1PmtlMnl9VklQLGGOJkZqa47eYRmp7i09x9zrzYATG6nfXmHHljtO69uClaRvLug1ZxIESuOLin2XMecRSNeyNuSGL6ZemLa1SEpuLC505XXo8Sg0t5kmGNYWJKnc8ePz9B2SnkXLmcIF2ZJAO0pmMoSQz5l0LZauyHIlSakBLEh6Go9AeO5Ffg8iGqWMPozfk4hOTOtLm59VJjf0C7/HF30rSWhZmObgoEW0wN5FNlqezsVhuI5e+N//+f+O577guXj85uPx0B89hLf86Ftwz0/f49ZrzbLMNUvZSKhoXp2R3wZ7F1fA18RkEBEfcyuD9+XvjSm6UFUiRMlSS26ajMDaIkSe1oiTMk1QzcW53DJjLeyc9Gxu2hoeT5OiRSUFs0X/8//j/8AL/syfwebGBv7ozBn86E/+JH76Z35GrlPrZQlWFlJ/WZ2WpGu6TjE0NwPXLe75kXvwQ6/6IWxd3cLTvvpp+Cfv/Sf40Ec+hI/91scOemhLw9pYbgYGDjF+5E1vwqu+7/tw9epVfPUznoH3/sIv4CO/9Vv4rY9+9KCHtlxcR5abI60VNbfJspB9m+3x9qtFh+2nW4L+y47D0uxY/dxM/nnji/TrlW/Fhz/xYZy+enrxYQIenR7FVz7jK8Wy90734mnPeNpjn3/0Z34U/+sP/a+Pjff9n34/Xv19r8Yvf/SX8bsXfhc/8s9+BE980hPxE+/8CfzaF38NP/UrP4Un3PQE95qicychUmdK/FspVDO+FZ5M88nw8lKZKKSQYgu0n1YLU+2T9q21y6+T56eR5sEaM++/omZG3tjYW55aQKqVRrM2cZfg8eMLS0wWtS7vu1otJEsJHxf9nLjHn/j938fV7fITgGma8Iw77tgpQPqezpzBM26//bHjP/MTP4Ef+v7vf6zMp3/nd/B93/u9+Oiv/zoufO5z+Gc/+ZN40m234Z1vexu++OlP41d+4Rdw04037h0E/z8gzQf/P8HB76P33FbdjfdzCNBMbqKY82XPwd0y3mLZM++N9Lm1zd46mYoeYc9au9QlE5l7ra2euBk3466fugv/9uK/xb/8vX+J0w+exnvf+d7mMX3jy74R3/HC78A3Peub8IJveQHe+K/eiH/0v/0jfNMt34QjR47gla9+5a7ymig9Oke8bKTO2pAbah7XFm8LVn4Sjrq4ZrY14O4UurBQsaz0Q/uVfrQxSn9H4elFrLHTOlTszM9TQlTP8WMVkqstcl20XTombUH2iCAdu1SX1mPX+FM/9EO4+MlP4vfe9z48+PnP453vfvfuOdLm89FHd7cJ4GV//s/jhX/hL+BZz3kOvuXFL8a/etvb8L+94Q245au/GkeOHMGrv+u79s5DFtIzm23vOiI3S3VLzV3cqEDUi9TplUTwesGyLFPL7rN3u2/4njfgx/76j+GPPe+P4TnPfw6uXtn5krI0LsdxfE+Zn//Jn8dDpx8CAPzm+38TD51+CL/327+HcziHd/7iO/Gfv+A/F9u1xj9HNM/r9SYtpZT/GcB3ASgA/uk0Tf+wlPInAfxjAI8HcA3A/zRN02906zQD7wvXOl9FvFJZ7a3U0qhIAto5up/WzT8BX7vjRcVUvQvVnVjXLo3VyvGTWXi59iUqQJZASQ+/Xy33ytE0fc9rXoO/fuedeN6f/tN4/n/xX+DKlSu7y0gC6YpHHtn18Sfvvhunz5wBALz/Ax/A6TNn8Nsf+QgA4Bff+U684Ou/3h9vZM60+2xZdyoOEXGJYOmWm4GBZePRRx/FR3/9o3jSU56Ev/zdf7m5nS98/guP/f2ly1/C2c+f3fV54+SGVG1f0ctyU0p5NhbE5rkA/gSAl5RS7gDwowD+7jRNfxLAD2x/HhgYEPDoo4/i1//dv8NTbr0V3/2d39nczudPn37s78uXL+Pz20QHAC5/6Us42eK2WwaG5WbnrbM1myv/rL0B73eG5DlWhtYonWi/c9rX+uCh/9mIK2+O51qDaP3HHX0c7njGHer4Tjz+xGPlH3/T44H7/fFmxxd5puZcc0fLzdcA+OA0TZcAoJTyawD+IhYSgiouuhHAA706TCETCi7VofAiZ3iZ1p2WM4jkReGh5Jn2pL2nOCzrkTU+L8NxnV9qMarbQ2j5hrw9laxQfg3SfabjsSKlrJxCwhiOHj260NUoaQUef+TIY+3fdPLk4qtHimba2lqQA2bZ2YPIsx79f0PreeUPCXGJYJblJhqOHNVo0PJz4WlbsmLY1v5pe8skRtExZ/MG8WuQCJF3j3uKsB8bx6mb8aK/9CJsbG7gyJEj+PoXfT2++RXfjA/96of21Knjetl3vgxHjhzB1/yJr8HzXvA8bH7ZJv7D0f8wazyZe9rj2U5abm4ppXyI/PxV0tTHAPzZUsqXl1I2APw5AE8F8L0AfqyU8ocA/j6AO2cNuBVUs7C5GdNWcGj6Cg5JvGsJdCPtWVobDZr4U9PuREXLvJ52vd44PZGwpI3idbh41eojMn+S8Jn3I2GGW/DULbfgL33rt2JzcxNHTpzAi170IrziL/5F/Or7379TiGmDvvMv/SUceeQR/IlnPxsv+LN/Fl928iSOHj0quxBLAR73OFkwbMF6ZrLQ+loXy41HHuae7wGLWHCrRKSdueitW8mMK5KnJStUnmupyFqnKqZpwsu++2W48x/fiXKk4I8++0f4B9/7D/Br7/g1tb0bNm7ABx/8ID732c/hH/7AP8SrX/dqvPed78X7/8378SgexX/AfwgT9sy5DLH37mfScnN2mqbniO1M078vpbwBwK8AuADgo1hobL4bwP8yTdO/LKV8G4CfBvBNmU67gL/VWgnJInoB6TyvxzUaUUtBtaxkFp+LF+OWE23cFixLD79eL4eOlMBPgmXd0EibdZ0t0KwxtS8rd1GQ8EzThO9+1avwj3/8x3HkyBF89g//EN/7/d+Pd/zrf7238PY1bdxwAx78vd/DZ++/Hz9w11143d/8m3jnu9+Nf/P//D96R17eH2nuLOsf/5zJTlxxSIhLBGUyBvuM8oxZV2ItXFn3RqQPC94C47lo5rrXWkhNpI0WcpOtmyE3HjmaS2hbr/fe6V584zO/EZ+997Ph+gcBfn0fmj5U6t9Hy9HpJE6G23oYD39YIzccpZS/h4Wj7kcA3DRN01RKKQAenqZpbwz8klFuv30y39YlgXCG3EhWEs1V5ZELHg7tbXTJXTYc0aR5rYi4IGifPGHenEgd61qy7VquuApNYOyRG8mCJ401YDWbzp/HM//j/xj3fvrTcdep13aU3FRsbOwdt0Vujh/H9LnPFXq6HD064WTw++fh+HfPsmBabuZGFEXf2PcDra6h6Dh5+z3IG28jayXp0b8FzVU1Fxop7uHes/rjFq2DiKaz+lxCtNSTpmk6XUr5SgDfCuB5AP46gG8A8F4A3wjgk906zIBnSuXWAwpPWyBpGyxIi+SlS7sXaM2lUs/XfqXPvLx0bdKWCK3Qrt0jdVY7XE8TteZoJEfa+V2q70EjS9pi7rl+IpF1vC+tvBS15vVDxyWF00cR0d9Y/8eAQ+VyiiDsluplaaHo4ZbKEqjowpUlNVKbPcS3fMGNutm8sfbAnDBnrUzUVdaCJ0A2QGj9HyTJ0dA5f82/LKV8OYAtAN8zTdO5Usp3AfiJUspRAF8C8FfNFpYF64ubW0UsDQcFXVg9bYmUDI3+LVkNvNT9HHPCwS1EiYG1QGuWjgws65TUblbgzJEJH+fWNY8AeyHqEQJthdRz65/Vl4XsPddC8TWsCrlZ9pf6MghTtL9WS4tWZu5cSVYQK2on41LSIs5a29Tal85Zxywyl0FEt/OM8oxUO/sBae46a27stqZpT/KMaZr+LYD/pFsnrfDIjQXpDZ3nHJEIkvUWn1m8JHKRdblY1hCtb80SECEGlrsomj8le42apkoaR2R/L66pyUaY0TajZMMiA9vPWKGCeOG8Op4eyRo9N1RWtLwq5GZgYOBw4brPPDwwMHD9YhXJjfSGeZjM9RK41YL+9spr51vGsAxob/2StSeat6VF40PbzLpxDuPzk3mutevt7fqkWBtyY+VEibqhrKgqblXJRu5ErBRzLC+A7kbz3D2WtUPqy4posuBlSo5YZrQymqZJ05x47hZpvNz1aGVmlkTsEcuK9UxZn+e6LDVxtXUfqOVLwyqSmwrvi3u/9Qs9opJ61p/T72EkkIdhDMsIJY/2xYmhlLNnLsnxxlCxEntGRcEXBc/NYulFpDJe2HckkmhuGLOXuM7a+ycSeq4tVJI7QprfaLSYhkg57v7iSfBq397eT1JfdFsJzf1i3YPIHPM2o66wyDPK287sBaVtHxJJEaBhVQXFkbfMHpFVyxC9SjiMYlFPEyOVp+iVMJDjMM5VRc8xtVpaPBF4FJHya0NuKHikiZeXhdazzmvZc6VFh55vWeyzVqZIfY8ccWS0Si1i1iwsAivB00hZdTRLDreW8OtujViLRE9lykfa4QJpb0xSOgRvPNcRuRl7Sw0MDAwMDAysFFzLTW+3D8fcaJnoW3Kv6Kj9iCCT+o3WzVyTFs3Uaj2rde+d7m2qP7BAjeyS7s/aWG64NUIKGeZv1drbp/bG7UXe0P6qdUcrT+tI/Uay/Gbf3q05oohahah1g7cluXWsPbgic85h3YPgvZ3IhpMDeRRvg85OlptSypsBvATA6Wmanr197IkAfh7A7QA+A+Dbpmk6t33uTgCvAvAIgFdP0/Qur4+U5iZitpc0CvzvDKIuEc/9tN/IbmNg1euF/dD0HEbX1fUK6VlYG3LTEorc0jagJ46LJnTz2uc5RDgpiOovtHHVNjW9ijYuDZ6+JQI+l17GXyk8n/ff6roZyGP5bql7ALwJwFvIsdcCeM80TXeVUl67/fk1pZSvBfDtAL4OwG0A3l1KedY0Tebuom6G4iyySea4xmRZ2hsNGT3JfpATev1Z8uFFOrVGMR0UQRzYi7UhNxSe4FbbriAT/eMl9uOICJazES8agWgRE29tLVc3I2lRLGuUFOEm5eahbdDrXFbCwwEZ2rPYidxM0/S+Usrt7PBLATx/+++fxSJL+mu2j79tmqYrAD5dSvkUgOcC+IDVx8hzMzBwnWCtoqUGBgYOF3LRUreUUj5EPt89TdPdTp2vmKbpwUVX04OllCdtH38ygA+ScvdvHzORIjctOUA8WCHlLTlXtPZbNnSM5ofR6vB29zusuld/w9V0eDDIDfZaLo4f37sXFbA3I3HUkpPRkGj91XHW8UmwsslaY4qE9NJIIG/sWgizZYnqYRWSdrm28tVEQq0H5sH7PxInN2c7bpxZhGPuQLrnuZmLZQl4W4XKB72wt4aGW+Sy1z2U2hkurOViLcmNRGY4uEsjo2GRykvEg7pWsttDRDbC5Boc73o4NMGyF2bdShi80PlMG/VvT4hsuRyzuqABHUt2Syn4fCnl1m2rza0ATm8fvx/AU0m5pwB4wGvMJTf7tbi3CnB7oVqKMsLkOfsgRYlKq+VHSzgnjYX36UFrsx739nHKEKDMHM+J9GpFNqP13KSDa0NuLM2IlfOlns8kSKsRIpp2JzoGWi+i3+GWEC0jsdaftrBHtUOUKEj7DnFYGYmlsVCyEtEIeWP0sLWFctNNdhltPF4enKjlzrO+ce2RF+Fm3RdNWK6NTcqJ45F6juWSm3cAeCWAu7Z//xI5/nOllDdiISi+A8BveI0Nzc3AwMDAwMDAvqGU8lYsxMO3lFLuB/A6LEjN20sprwLwBwBeDgDTNH28lPJ2AJ8AcA3A93iRUsCMXcF7RTXR3bCpZULK1tvy1pu1TniWlV77BmX3bfLOtUa2aftRZduxzvWywHn3svVZ9LZPaO2v9dqtdtfGciNlj9XeKqvlQSvv5ZSplp6NjZ1z3F0i1dEgbefA63jjkxDVvGxu7nVRSW/u9G8+v1b71j5Y2nleRvoszZnWhpf3RtNNaRmJJc2Ptwt4ZksIKU8QhxQdZkUCRrIcW3NqPcOaRalftNQrlFMvUMq/HsDrM32Y5Obe6V5JyDMwMHAweBeAWxLlzy5rIMvGdObM+O4ZGDhcyHz/HPh3T5muo70iBgYGBgYGBgY8jL2lBgYGBgYGBlYKg9wMDAwMDAwMrBQGuRkYGBgYGBhYKQxyMzAwMDAwMLBSGORmYGBgYGBgYKXw/wPW+vrM8F6zngAAAABJRU5ErkJggg==\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -360,7 +463,13 @@ { "cell_type": "markdown", "id": "0ff775c2", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Micropanel animations\n", "\n", @@ -371,7 +480,13 @@ "cell_type": "code", "execution_count": 12, "id": "993c6d52", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "%matplotlib widget" @@ -379,15 +494,36 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "id": "da7c3866", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", 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Jss1YFMWv87o9/nc2m2E6nW601el00O120el0Kk1OWaUM1WVdY7UlLW+szVhdqTy20htBrQa9HSJoK9XiQjGXFXMJnOvQcfpwxaOyZOnor2bZYkRdcsSUMbLohtfyhzifJSeVSZHR07fKrjaWBilTXxVonZfnAGw8iEwKl+c57t69i7OzM9y+fRt5nhcT0ev1cHBwgGaziW63W1hBLrO0xpLIx8ZGI/6axY/1ncp6rFio7jIUKcULbv1NAttCjMdZ1lIOMLd09P90Ot1wtwDQ7XaLa0JE3JoEywpXoS4xr6O1HVqUHh4Yuy7UJof71xs9nfOgTOhdFZaScKVbLBYPKN5isSiCi4ODAyyXS3S7XVOxqW45GbHJj8Fbvm6jYAUtMTlqcbUh5SurhFVQRYG5wtF3fi7Pc+R5XkS21NZkMkGe54Wr5ddqSqcpn2zPOubtS6fTiV5vWSZeJjSuoWi97By4n7mIRUcxePiNdkzjKprCeNrXPrzti4sLLJdLLBYLzGazQvmI602nU+R5vuGSNdmtSQ3xMNnPEF2QSLWqKWO2TYPi+tnQ0AB7B0e7VmunzDlPW16uQtaOuN1isdhQRm4NSflkuyFFSpHXe01IwWPHYhxYO+aNcGsJLrhppShQkkfZCS0i84TsofJeFyLr1b6HrifrNp1OCws3nU5x0e9jCWB6elpwPVI8Lmue54W786Z5tMhXluEyan2TZT1BheRr8lzKYvH0N4Tk3zLzTK62wkLKF1PSmHzWIGuyaOc0N7jodJAPh8jbbSzabfRfe61QSlI0soJSeUIKEHLJ8toULhXi3WUQsoIh2SwLGUOpV9GmNECwlC9UZ8xteHmjvEbjeVSe3Om94RCT0Qj5fI5luw1MJhgMBpjNZsXdi4uLi2BfPQj1L6R8mmLH5iHGzVOstCW3lD+GpI2gHlOc6v/lardWdgpX85QjSMs7nU4xGY0wHY0wWbvbi4uLjXQLfRaLRbCNUHAk2w+VDbngMt5BtqX9n3qthOVBJCq9SSCk3SmdCQnnUSCvGw2Vl66OPrPZDNPRCNNHH8V8NMKi3cbi4gLz+TxK1FMCLk9Zr8tNDTYs5UhZMB7ZNLgf6C4TKXqE8qzw0P/eSNmK4BaLBRaLRcHdKHBY5jmW8zny+Rz35nNMgCKdYi0Wq38arEm2rgkhRk+2Dd4fS87St8yAuPan8DFZzhugSNlCfIVHhjwYmM1mRcpkMpkUyoVf/3Xk164hH4+xfOUVzI6P0To6wtnZGQaDAQaDgSuii1ncVKsu2+ScMFaPZT0t61YlYAmh1CaBKivIE4XFlC/mJqx25eYA+it52+KNN5DP55iNx1iOx2ivVg+0TWXpFpqWYggFCtb4eC2ax02HynuMiCfVUxbu4EKb7LpNuJfvlO0870Oe5xsJYt63VquF1tkZlsfHODs9RX56WrTLAwwqa8nktYZljmvpmDJtSy8g25B0SKsrFKyFsNUdyNZkxNxmyMxL9+Bxybx+yy1JbrIYj5HP52gAamARkknKwSdW65OU0YLsH683xbLWCQ9/l3D/iJ7GoTzk3op6NSWIrS5eTnNrseus+ni7i8UCWFs65DkWAGazWWHhPPKlLpqYWw4puITFffl5yQ+t+fTwSE2OUJ3ubVG8Mm+jKcTZG1RYkSpv0+Me+DX0mUwmODs7w3w+R7fbxdFsBqy3vVPCmFw1KehsNgOAIrHsIepe7uWBtHra+RBibUvL7YHHKNX6OxdyUFMHUXO31kqz+KaXL1JZuj9LUe3Z2Rnu3LmD+XyOZvPygZ9Go+Gq24InePCMW1kZtDHbhnuOyZf0e7V1COG1oBpv8QY2ZL1CKRZNSflWp8VigTt37+JkscDFfI5enqPX6208babB40o98PBUL6xo1eM+ZRmLJqVgK8GFx0pJ9xAaVJmwTbVkofQLKZhsu9m8vAd7DuB8fx9zAJhMHlBa+bSZtaC4HF4OayHVNVvlNbk9MqbQKA21/Ihe6JqYVeJ/Q+14yDOviyuEVDauhFLpePnFYoHZfI4ZgGWeI5/Pizsc/N4suWAecFgoE/x4XHMqvMoUWzyhrIIHScGFl3/EBJBm3nKBHlfs+aspHSkRHSeel+c5kOdo5DmwWKC53ovX7XaD7tYKFlIyAVZf+fc6eVkdnDwV7v14GueiMpbihMpYf0Mdop2/ADYsD7c4pFS8DCkL/U+fZrOJ+XyOXq+Hu3fvFhtC8zzHQbuNi+kUSwCDwWDj7oRUYpn/08aPf7c4p6wnxLHkdSFIxQ8prVWvxWu1/nj4X2WOF3J7nms0qxFSPAoANM7HlUGz0KQc/C6DlJveFAAAjUbj8hgulbfRbhdl+DUhjpeafoi50phFCimmpvihYMMLTXHLBB+l79V6+Rg/rnEqeZwUTA42d4WacmqTTZ3nT2GRcsn2qbx8VQVZzUajgU6nE8zVadbEO06WBQx5Ee2vtvgkLAsaQ8jrWW2F4H7mIhWxAeOCcUtHiid39y6X9591JcvH66C//X5/o34aaLJi1D5/jpaXb6+tW7fbRa/XQ6PRQK/XK/gdD154cBGzRqHAwqPA/JxFbWSbVH/MvWqukn/36EEqTyztamPBg6csVzZSJFK6Yl/c8v4D1vyZh+l0CgAPKAId59aL/idXq8lHytPtdtHv99Fut3FwcFC8tmJvb6+wePy52pTx8rhKCWmhLC7M24hRoJAsHmsZ44geuBLIdUZQVCf/n0g6KSD/0B65s7OzwtpR5NloNAolIBnJlXK32Ov10Ov10Gw2i7sPBH5tp9MpypLlpGsODw+xt7e3EUjE3hwVUwKvFZSeQbtGjqcFzlVlXdKqyuN16YLrre8WIQ250NAgSbdK9zrv3bv3wCOG9PKc09PT4mU6pIS8PlKCTqdTbNDsHx2h126j125jNBqh3+8XfI9cKreAvV5vI7fHXXmn08FwOCzq6fV6hRJqOTxr8rSy2rXyvHYtyUj0hF/PFyBfLFbbsYBAc6cWX6w9uPD6e+1/mlRp4c7OzgrrRp+7d+/i1Vdfxd27d3F6eorxeFycAwBkl6/X7bTb961Uo4HmjRtY3riBZruN3nyOBbChVJpFISXqdDoYjUYbC4eODQYD9Hq9DbftGQ/POKWW54v3/Py82FdI8sxmsw3l87Qb4nSWQkrOWQvHiw1MzOzLsppbJUW6fft2Yc3IupHizWaz4vt0Psd5q4U5gL3FAp1WC8gyNPP80i222+j2+2i021ju7wN5ji6TgysZDdLFxUVhMQ8ODoqyZFHI4h0cHGy4V55M5hZFixz5pIQsRmyc+f98d8x8Pn/gIXOpAPyVaiErVYa3coQogobkl/aEeInGWzTFnM1mmM1mxWBNp1OMx2McHx9jPB7j7Oys2Blyfn6O119/vSg7Wy5xr9XCrNPBMs/RbrWA9YA2Go3CCnXmc3RPT9EE0ATQ63Y3UiQU4bZarY2Il6wZj4bJDR8cHBTnqTz1NzZ5IaWj7zF3y8eTPpRykpxYcjHKDlThZ5qihryHF6XSKV6CK8vRgN27d2/DnZ6cnOD/zec4m0xw5+ZNnJ+fF3cp7ty5gxzAkn2Q52h3Omjicu9+ByiCjP58jtGdOxhcXGBvMkFvNEKHWSrO7SixDNy3esB9XkR94EEHnZMpFBk0aEFEKH1hjX2IF0qlI27MOW+v13tAYbm8ZZBCD0pzvJjp1AZXHpcKeO/evcJtEm876fVw84kncA5gevMmZuNxkbhd9PuYAkCeo7lYoLN2r+21C93v93F4eFhErY+87W04OjrCYDBAv98veJlmlUgBuSLS+cFgUMhME6lF0RrKUBRP4MGPyXf5kbcgC020QfI73n9vH0ILJqa8tbjakPWTSha6lkjwyclJYeVee+01vHp+ju+9+934rf193O33sez3gb09tOdz7AF423SKg1YLbaFgg8EABwcHGAwGG6kTcol0f5WO8xyclvClqJeUT94e47fbNPdqEXDruCe9wi0cuViiH6enp3jppZcu+e/6rg71n8aGWz7JN73yagvXQ7dCKM3xpFBWJAugIMG0tXw8HuPk5ATHAL53eoqbAKbHx+hOJujN52jnOZpAoVzcenW7XQyHQ3Q6HfT7/Q3lotXOj9OHcnhccTyrN7YBVPIqbXxiYxiqk38npSOaQuPIo32iE9zT0COYsl6tDZI3NeKO9Vsi6aU9oeNS4BBhplVLbvbk5AS3ej28cfMmTo+PcTEeozseY+/8HId5jh6A/uOPFzk0TvAfeeSRQtnoL3eD8r4qBR9a3i3mejQrFxobK7KUaYeYAsoIlvM64nSkgGdnZ5jNZkW9/NYhgI1dNLKNkJzaMSuQSlFW98+GWuaTE3GrDrpepk0m4zEu9vfROT9HZzJBG5cBQ29vD8PhEI8++ugGbyNXqymbjDYpmKAVz5VIG3S5eHj5mAuJBQseeNwXuVwKziaTSZF073Q6G9Gtt83UYCM0dl4k5/G01e010XQtT6ksTk+xbLfRmUzQmc8v83FrN9vr9XB0dITDw8MHErjE37hlk/KRlZMBgWXhrEmITVDIGljjFLOMvDxPmZDVOzs7K/KNlOaRdfINF54FoBmcUH9SFZZQ2348y72GeFSz2URvPkc/z7EPoAtgbz7HYLHA8OgIo9EI169fL5SOLB5XOIo2Qy5U8rMYSQ7xH1lvGQ6UMklS+fhYyvvYFBS1Wq2NtA+Nibw/7ZEx5kZD4+NN2ZSOaq1IVrrdZvP+vcPBYIDHHnusON5oNNA9OcHR2Rl6vR5GR0cYPvkkjo6OcP36dTz11FNFhCoTvJTekBEnl4tcsJRHW9Wyb6FxiB3jdcf4nCUXVza+O5rcLG2WIOXrdrs4ODjAcDjcWKByUWry8nMhSiEXbZUgpNaX9kjrppXr9/sYDodYLpeFC6Bt5fv7+0UQQekSugdLStdut4u6tNRIGd4RciuaYsboB5WJBSz8WmsRE/jzIZoCLhaLjbQJgGK8NMuv9csTPHGZY0pXWzpFq8wyt5ry9Xo9jEaj4nuj0cBoNEKe5xgMBjg6Oir4G92qokCCLByAB6xcipXS0j0aUrleyIJq56w65IcrHSnbZDLBvXv3CnfbbDY3NrZ6omYPyvTFGgdCJY6Xamqbzfs/RkeDRG5wMpkUuTqe7OX76PhuXxmVxiydFl1r5TRiz89pxNriNVoZr+Lzc7Q5VmYESOnklv1UpbM4sOdaqXyxayv9sk/M+knF4Caa8kzkHobD4QMDSB+eEpGBgtbBskGB5vLk/6kWUlscmquSvE6Ti+fvzs/Pi3uzPNJvt9sbC9aSU+OfliWO8VRZXyWLFyKaWsOS3IesDrkOUjriLFRG7h72Rqepcof6QrJLxaDIEdh8vFJrW7OIHk4ky/JX5fIAg+ShcvQwEg/C+C1CqtPyEKEFp3kYrT8pVtZUPHKDXncQcjl8AkihDg8Pi2P8jUtygyV/vkGLqkLypCgc51P0neSh76FXaZAcPMKmSc/XewQ1hFy4pqzz+XzDxVLimHZtU+Qqt+5r2/xD/dfGQ7vGsnyyPrLGGiptBOUIuTEpJE9tcNMcysOlWLlY25p8IZdHDx01Go0H3hrKFZFbaH5LTlsAXosQGndqm+/Sns1mqltdLpcP7MVLoSYxWVP5vUStb4uSq1UTTprtWATk4QspsnH5OPixxWKBe/fuPcC7SOHk45UUFGn3Q2NBDz+uuXb+60EANhLH8vnj0M/XS6XTqJFnLiyZZXsxT1nL26IsvhBSRo8L8hyXvMVyEZbF45yJb82Xyka3qKgu7lIHg0Hhpsn1WbJrfZSy0Ctw5U5jKSvJEopqY97C40Jji9dbD1DhJ6VCx0LXxQKAmGWz+Bw/HysXihrpAW9yq/K2FH3GbJMqcD/5Tc9lAFDvFoSguWQeWGhKl+f5xv1XHnx54SmbagFTaEXyq2i1YzEtlwqqfZf1xhQ1dVD4dbxtvmGBKwEReCL1tI/w5ORk8/kOFn1bwQSXwXMMwAPKxF08f+5DfueRrhbRbgNa/VZ7pYKLmGZrCqKV4XyP100f6TI4rwpFhSE5JV8ja0JJWJmuuHXrFk5OTu5vshyNcPeJJ3D2gQ+gefMmut/+NnqvvIKj9ZsGms0m3v72txe/6sgXk7b9nMvlcWFS6ajsYrF4YHuYNj5y3D2yxLxPmcVPcD1zUSbA4NCUiCuXt00PMbdk1c5pv1M7nU5xfHyM27dv4+TkBNNHH8Xkxg1Mf/iHkT/9NHrtNnB8jMbxsfoTU/IZV6tfZSbt4uKicLU8fUNjTAGGx91bNMfiy3IuU/uR9EZQL5/z1hmyVNtwCcSV5PvzyKWS5SOXeuvWLZyenuL2aoXpaIT82jVMb9xAZzTC8uZNkNQ02bQbhMPL86gei9tJS03XkOLRHQuuRJZCVVWcFD6nodRvmaU26rFUZTueQnx5JHhxcVE8SE7PLtAW8rt37+LWrVsYT6c4v3EDs34f8+EQy34f+5MJesfH6I7H6E8mOHjsMQyHw+Ies5x4K4DSJpwrn/w1cJKb0Gq10G63i2dMLJedystTvJx2bcwIlcrjaQqoRYoe7hLjiF6EOso5Iw8i8jwvHjgii8dfk3FycoKzw0NM+30s18/wdiYTHLz4IgYvvoju8TGGBwcbu6NJbm3jZSyACkXbHPP5fOPt9ISUdzB7gsUQLNcbKhtC5f14oWhV425cGb0uNqW8Fajw158Rlzs9PcXrr7+O8/NzjMdjnJ6e4uzsDOfn5zi7dw/54SFA2/GPj9ED8Mh3voPhb/92sb3r0UcfLTZe0sTKXTRc6byLif+YC6cElDgG7j/AI92vhpSgIoZYBOvpY6moNmbS5eR7lU4LEKy2vMEJpUf4I4EnJyd4/fXX8dJLLxWKN51Okc/nl/V0Ouidn6N38yYO5nP0bt7E/nyOdz/1FA7e857i2VW+UZVvaCC+xxUiZNG0v/zDE9fT6RRniwUWkwlazfvbxSh6pvu1GteT4ykRW9xed+1ZYMm/ZcYbjFWuDaiWQuFlZAdCiA0g/3Cyzp/rvXPnTmHl5I8gH+7vo9vpoNdq4WCxwKjRwPD69SJlwp/d5VElf9VtbGxCHM/a+bLY28NiuQQxvdgObNlOHdYtVC4FpRLIsYZCSmnxm9D1MetoyaRZDu6y+F0JniNsNBo4XO98Jss2Go1wdHSE4XC48ZZRnsbgSiD76pUZuFSm+dry8n7k73gHLm7dujw4nwP37m3Uz2Wg9kLPW8SUyXLZVE+MTllwp1M8qRTp5rwrS6s/hQRbssn9bPxlQaR4i8WiCAgoBzYcDnF0dFRsAKAAgls5PuHyDVJyXKyxkfJrFm927RoWN25cvh1rscDy/ByLtXLu7e098OaE0LhJxUkNNjROr0XsMZS2eFbnyiBGTr38UKLVahVknAcWeZ5jPp8Xz3JQWeJr169fx+HhIfr9/sYzvcSf5INHntdcyH5q/ZFKV1jsxx/HRb+P2fEx5gAWAKh1/jCUXBAhhSjrerW6yqAUx7PKEaSihAIGDZoSeiyiJPJUZn9/H3fu3CmIN22zpweJCN1uF4PBAHt7e3jssccKZaMXcHc6nWIDK4CN7fhcJmlhtDHkP1HPLQeAYoNnYaWbTUyuXcPpeIyzyQTTyQTNyQSYzdAcjQrZ+Isj+W00OWYxD2ZZZW3ceeLcy/UqvfXd8umWIm6LsMasIm0LH60ni6wEnecvYJTPpvLJJFhvBOXtcqWyaEWz2dzI09Fnen6Oe+fnmN28icXxMRbr1+v2WMpFtiHlsM6FUCYQkf0OIen9eNq5OsyuhGYdtRSNJk9otZK1468hy/P7PwfKUxGdTqdQTlI44nFkRagda89dilWWfSTkeY7ZG2/g7JVXMHvlFVysX260BLAU19JuZGucPMpkLWBZh9Vvq52H9nhjioKGrELZtprNy5f30N0F4n2kePzBGFI07oK58knrRqhK1rWIfOM3dL/5TVwcH2M5Ht9Pai+XZkAhj1teKia3HH8rqvWgkuKlukJPPV4FjSUv5artrt+DTJMhUyhSsfjzv+RSZQARSo9YcoX6HrJ2hZwnJ5iNx8gnE+S4fJsWvzXH5dPatr574blO45QaXIoXizI9FiqF11VVPk1WmdjVVj79Tzs9+DFtUlNcUmyRysQx5R1pu9ZyucR8MsF0nUJprGWSymfJoVlArT91wZqf0nk86Vo8ZjZEPuX//K8mh8d1UXntqTbari6h/cyo5HCWRdFuk8kyXE5p7Uj5+B0WustyenqKxa1bl2mcPMdobw+jRx7B4eHhxgsrtbdnaRRBGgUpoyebYZWJ6ULlH9GzFE4b7Nj/KTKElDdkyfhiCQUwGnHWFldo0L39CoE/SinRBdCaTNBe/6AMv13Hny6z3tfM+yz7kBrFhuDpd20cL2QRQwhNfqj+lOtCSidfV8bLeBdQSqDgpRaam5WydDodNLIMWFtsSg3Jn0GQrtdjOKQ8nuuqonQ6RStrKYRHiTwrJVYmxGFii0D+tZQwhbtJxPiy/NDmzzzPC97J3xag/ZyCbEvKatEGrZwmr9VvD+1yuVptoD3RE6/HEiglmAh999YR4onWd09qx2sVQ3Xy4/y1ZPSm/Ol0ikajgf39/Y0tWdqzFVoQIfldyCtIWTyeqEyQkrwDOabNVSIli9ymBC6WHGV4TKjPmgWxxitm9XlwQ9/5w0j8GgqcQtuwpPJ5DIXHUlUpz1Ha1YaIulZO/p8irDdwCZXVFNdDA7R6PPwyJFNoIVCqhHZIL5fLYis+j2hPl0ss79zBxcVFsTmBggxSQm796GU+lsKVnQep0LFFr8H/VmaB0GqS/2tE1bNSypDbkLvkcnjItqcPsUkFfFTA4ltFwJFll9uh1m+AosBC/oQC/3FA2XcOziFjkOVCfY5RF4nSiieF8wiSyoM0lLlODpyloFYbmmu1lC9kleUnhOKJstEIWL8eo9vtFvvvZEol9KxHCLHFII+l1FcpuKAKpJtJaSCFU1lRVyo3swaPB0283VDbZdqyysox4z+IR59iW9RohEW7jeVkgibub8Xa29vbeHOqfKUFgY+bx+16uKCsuwzPi1o876BqyliG08Xqj9WZsjK9PNE6ngKrPfnj0ZPJBPljj2H+xBNYXrsGtNvorFZF/+T7jrXINtRmndhacOEl3rx82U6nlpdtpUa+3nIpEbNEKpEvrN5wiPzatctNAesdKaPR6IFfCucf74/9Sdk0VIlYPfPofrzRE7mGolwrb5baOc3yhdymJatWZ6xNWYdFurmc0sXT//Sd/2L5crlE/vTTmA6HmE0mwLe/jc7pKQbn58WPzhwdHW38Fgj/VUr5Gg3LhVpjIq+RRsW61kOLSt0ysxr3WAc5YXxwvIrIJ7YONyhhWVNtEkL817IwGm9eLBaXnA4AJhNgMkF3NkNzPkeHbcHngQUPKmRbVvspSlM1rSVR6t0pIXitSWhCNQviSbvIyfOs8hCkPCFLFivjTVVwUEJ4OR5jOZ8D4zE65+dY3LmD5nJZRLLE72hrvvZshXS5oYAtJJfXXZdF5d+rlS5POxe71monNoke5dDaC1mmZrP5wM9uWu1r9cQmlFtpOrbxI87f/S6ah4doTiZo37qF/myGJbNw8jfdLJmsMZDlqyzYUF9DqOUdyFpjVZRFS6ukcrmysscsWEwJq5zn9Tdffhn9szMgz7Fcb8OnX7CkDQJc8Th/LAuv4ahDQc10ilyZ8niKawwFHiFIdxH6G5M/BbI/Wvv8vLedWPQIbL7MEbjc1s6feqNfZXzkkUc2fnYrpQ2S1cOLeZlUBfMsgErBRSznFSPfsj5v/aF9dTFZNMulDZLHWscWXSj40SJFXjd9b7VauLi42Nhvd/36dQyHw+IBc/7YJV8oIT6n9dWiHF6eXQaVnquVCFm0KoTUSlnEICdfG8wUjljlXAz817X525+oXlI+CijkfVktoIjJpgUf9H8s06DVl2Ihk3enpESZkvNVJa3S2nhdt1auDi4Ui4C19q2FRIpDAQSBfnmbP1sh78tacnIZQ+dC8mj9rWNOXQlky+TGBpz+euoK1VGWsG/DVZSt07IcrVarGEd6ppfoBCkWbf7k1i6kdB7FkOesrIRWt6eP1hi5H2+saq1iwng4oEZ4Y0on26jq8lPa045bCthut7FcLjEYDDZSOvzFj/QTqrL+mIJ5vFAsHeTps3d8a+V4ZcqUbc+bloiVsSYMCLubKqDJ5W3Q3jtSNHrbAf8ZUP5sBb12wzPRKTxZoyReSmHVI1GZ48VWeqpL9XTMqjt0TiPP2woUZD1WVNtsNjce5CHeJq9pNBobb3bX3tmicbEUnu4JKKwoXdZtjWGyxYsJRf97JjeEUKRp8QfPSuYTkeJSQggpuebO5DF+Pb1AqNvtYjabbeTnyBLSbTK6LhQISKRE7Z6FqPH1lHoIScEFr1hyhljuyyOQpqwytxS6LlSXJotmJbicIZSJ6D2KzsuR8vGHsuk4r8sKIEJWKMUIWAs9Rk88KM3xqnCeWEohpXwZhBTSg9CEhJQ5VAddqy02/iq0MovO2w8uf5X6Uvk3UMMD3R7t90Z2Zcp4YZWtEsWFysQ8gsX7vMps8UerLi5XHdAoRKz+WjcJWAjxm6r1aaiDu1VVRt5fTwpG48WhyZMcL1Qm1KZMDaUEIDG5Yu0TstVqFTyZ5/mKV6KtrjrSC57Vpw1SysDFrEPonIe7hmTw1FG2vGeSrahfOx6KaqsYiU6nk2nHXYonBZSoM1+XgjLWM3aNpeBl5eMI1ZtqiWLcj5fXLKjVRp3eKaR4lV9TBtgRJC/zZoIVsUukuN6q8oRk0BBbHJZLrjtYSUX08UYPP0mdFBoQOTCedkMyeFCn5fJA62MVBU6xQHUq0DYWXel7tdItWLD4VKg9L6rkpmSbWs4tFI2Wce+yrVDUaS12T3mPFbfkS5GhrFImv8LCitJImCqI8ZtY+7yO1DbL5KPKtG9xqBi98eYIU+QJyaXVUZf1q+1H9KzINwWhVIK2ylKToF7O6k2BhOr2pjc8x1I5tmf85TjUGcVq9WtIjmotbJOE15nwjLVD8JD30LltyRFq15JvG+O2XIZf7ctRKqq14A25PcooE6e83ocFD6fhxx6WHNo4S4XTotUydMPrDTQ5LJk1VL5zkUJyvfVY51MGNjZpBEtuea22SOpClZSK5aJj8+LJH6bI5Rkfd3DhyQHVBe/dgjLly8hOnG/bFtlKL73Z8qBlImWOWjleCHVOWFlX4pEhtFK1jH9q2ylpkyooQ3m2SSVCHK+WN4JyWKvWghZJ1jUxXtfhcVu8f2XTO55rvFFwynnPdQ/LslbmeHwly6QoL3OVrmJbCeky0KyLx+JoiyKlX2UUXUtb1TU+lS2eZgHoOAfnSSGr6MlhhaxFWc4hF44XvLzHUoaOe9yfVY8WdFnzUAV11uX+ET2C162kChmbpDLK5i1bZUA1ZZPJZE2JUjhXqgxV6vLWW/XaJFfrcROhsho8hD12ro5VyNMkKQjl1MosiNiCTU21xJTxYVGKUDulfq+2itBSoJjy0eRq6YyySUxNYTS5ylqLGMfldfO/ZfibJzfppQAheWNleZ1ej+fieJ6ox0NeQwOeKkMKLNIsy3gnPjYe0uqFOKBWpxXxeqxp1XEqMy8hxbZkcSleitssU65MxBUCHzg+idaEbittE1LQsgFNDDKA4+1aQZ2US8qroUrgBJTcFiUbKjN4KQqYElikBhFVo7/Y9bGJ9k52iDrELGRIXq+MoTaqLtboG0HrgkfwMtbQi4dFpsuet8poqanUejxJ61B7VctpMBXP46uB8sqhDYbHJdSpoCkWuww/rSM1UicV0a6JuX5rjOR8eT1IqTsXnpWZGgmnrGqv2dfckyeF45UxlMOz5JI5Pl4utNC1qD4GTzuyfCosuWP1lUqnUCNWR0I5Lq1cVZSNtLU6UnKV2vVW+VRXmjpevA9lxjpmOKx+pc5jpZdv1x2RpdZXJtfmcVt84r31h/KMvM1YoJGigHWjKp1KnYfKP7ASuyY0eFXN/bYnw2PBNKREmNuCJ41jwWvhq3DP0s/VppSXAyEHo0wHyqQFZFnLcqfktGLXPEyl05AS0Vqep07DsJWX9lhuR0LykpSgpIxyaO3XmTaqq11Pf2IBmcXzvItdC+SseeIRv9WHpB3IngSsZs7LcJWqOaeHoUx8ArTFpsnHv+d5HjznaZsjFgBax1KgRcuWHLU+ZVYmPN+Wu7EmvEpur0wKpkp7qagrGZySAuHlvdF1CK6X9lh8xXKhVVaWlRrQIkarDlmuLDG28nR0LsX9x+hHCDyvpwVwMXcXWliyTzEZqqTHTFe7ww7bQu0P++ywgwc7xdvhSrBTvB2uBDvF2+FKsFO8Ha4EO8Xb4Urw/wHSLd/P7rLI/AAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "microanim1 = microanim.Microanim(data=image[[0,1],::], cmaps=['Greys', 'pure_magenta'],\n", + "microanim1 = microanim.Microanim(data=image[[0,1],::], cmaps=['gray_r', 'magenta'],\n", " flip_map=[False, False], label_text='A', label_color='black',\n", " channel_label_show=True, channel_names=['nucleoid', 'ori'])\n", - "microanim2 = microanim.Microanim(data=image[[0,2],::], cmaps=['Greys', 'pure_cyan'],\n", + "microanim2 = microanim.Microanim(data=image[[0,2],::], cmaps=['gray_r', 'cyan'],\n", " flip_map=[False, False], label_text='B', label_color='black',\n", " channel_label_show=True, channel_names=['nucleoid', 'ter'])\n", "\n", @@ -396,7 +532,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "id": "4a2791f2", "metadata": { "tags": [ @@ -407,16 +543,17 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a3c31b05421348cbbdd04b0eead114b0", + "model_id": "575c0e93b65a40cbb631add41488233a", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(Output(outputs=({'output_type': 'display_data', 'data': {'text/plain': \"Canvas(toolbar=Toolbar(…" + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 17, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -425,7 +562,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "id": "fd8de7d6", "metadata": { "tags": [ @@ -442,7 +579,7 @@ "" ] }, - "execution_count": 17, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } @@ -454,7 +591,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 19, "id": "d36b186c", "metadata": { "tags": [ @@ -465,16 +602,17 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7b9685beac464401a9af39a964f1d804", + "model_id": "150a16cb8bb44d8a859792b71bedacc5", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(Output(outputs=({'output_type': 'display_data', 'data': {'text/plain': \"Canvas(toolbar=Toolbar(…" + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 19, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -483,7 +621,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 20, "id": "2ff70a62", "metadata": { "tags": [ @@ -500,7 +638,7 @@ "" ] }, - "execution_count": 19, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -511,10 +649,31 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 21, "id": "4914f48c", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "animpanel = microanim.Microanimpanel(rows=1, cols=2,)\n", "animpanel.add_element(pos=[0,0], microanim=microanim1)\n", @@ -525,7 +684,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 22, "id": "a511d6e5", "metadata": { "tags": [ @@ -536,16 +695,17 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "671e5d37cc5c49ec919e89c2dd37f8d5", + "model_id": "91574330ee5c4eca98f30268f27aedf5", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(Output(outputs=({'output_type': 'display_data', 'data': {'text/plain': \"Canvas(toolbar=Toolbar(…" + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 22, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -554,7 +714,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 23, "id": "680f56a4", "metadata": { "tags": [ @@ -571,7 +731,7 @@ "" ] }, - "execution_count": 22, + "execution_count": 23, "metadata": {}, "output_type": "execute_result" } @@ -590,7 +750,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 24, "id": "cc5b031f", "metadata": {}, "outputs": [], @@ -608,7 +768,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 25, "id": "0a3637c3", "metadata": {}, "outputs": [], @@ -618,7 +778,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 26, "id": "72a3151a", "metadata": { "tags": [ @@ -629,16 +789,17 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "671e5d37cc5c49ec919e89c2dd37f8d5", + "model_id": "91574330ee5c4eca98f30268f27aedf5", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "VBox(children=(Output(outputs=({'output_type': 'display_data', 'data': {'text/plain': \"Canvas(toolbar=Toolbar(…" + "VBox(children=(Output(), IntSlider(value=0, description='Time', max=29)))" ] }, + "execution_count": 26, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -647,7 +808,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 27, "id": "1fa4a880", "metadata": { "tags": [ @@ -664,7 +825,7 @@ "" ] }, - "execution_count": 25, + "execution_count": 27, "metadata": {}, "output_type": "execute_result" } @@ -699,7 +860,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.8" }, "toc": { "base_numbering": 1, diff --git a/_sources/notebooks/create_plots.ipynb b/_sources/notebooks/create_plots.ipynb index d7af119..68d011b 100644 --- a/_sources/notebooks/create_plots.ipynb +++ b/_sources/notebooks/create_plots.ipynb @@ -3,7 +3,13 @@ { "cell_type": "markdown", "id": "848fee59-b46b-4f3f-82c5-5532719aaedd", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "# Producing figures with multi-channel images\n", "\n", @@ -14,18 +20,32 @@ "cell_type": "code", "execution_count": 1, "id": "1006dcbb-212d-4328-9ef7-59bc9a139ba5", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [ + "remove-cell" + ] + }, "outputs": [], "source": [ - "#%load_ext autoreload\n", - "#%autoreload 2" + "%load_ext autoreload\n", + "%autoreload 2" ] }, { "cell_type": "code", "execution_count": 2, "id": "8d1c091f-5e0e-40bc-ad6d-be68daf05cee", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", @@ -38,7 +58,13 @@ { "cell_type": "markdown", "id": "46b764ac", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "## Basic plotting with ```microshow```\n", "\n", @@ -48,7 +74,13 @@ { "cell_type": "markdown", "id": "4cf0bbe0-0998-4d35-976d-47aa4861d599", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "### Load images\n", "\n", @@ -59,7 +91,13 @@ "cell_type": "code", "execution_count": 3, "id": "7b2824da-d774-43ba-8b0f-9b5b0c133b89", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { @@ -80,7 +118,13 @@ { "cell_type": "markdown", "id": "320203e5", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "This image has 30 time points and 3 channels. We take now just the time ```t=10```:" ] @@ -89,7 +133,13 @@ "cell_type": "code", "execution_count": 4, "id": "437f8d0c", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { @@ -110,7 +160,13 @@ { "cell_type": "markdown", "id": "8e13d87e", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "We also isolate each channel:" ] @@ -119,7 +175,13 @@ "cell_type": "code", "execution_count": 5, "id": "e6e1e5bc-feb0-471c-8c56-a6baefcc2ae8", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [], "source": [ "image1 = multi_channel[0]\n", @@ -131,7 +193,13 @@ "cell_type": "code", "execution_count": 6, "id": "e8283e8e-a6bc-47ba-b7a0-70177cd779b2", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "name": "stdout", @@ -150,7 +218,13 @@ { "cell_type": "markdown", "id": "03242cbf-1f02-450c-abef-9ca5fdb1dffa", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ "### Creating a default plot\n", "\n", @@ -161,18 +235,22 @@ "cell_type": "code", "execution_count": 7, "id": "188e0bf3-f568-42d0-a32f-e88dfc4a24d3", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -183,32 +261,42 @@ { "cell_type": "markdown", "id": "b89525ea", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "source": [ - "However we can easily adjust the color maps or lookup tables with the ```cmaps``` option where we can use any Matplotlib colormap or additionally ```pure_red```, ```pure_green```, ```pure_blue```, ```pure_cyan```, ```pure_yellow``` and ```pure_magenta``` which provide classic black-to-color color maps:" + "However we can easily adjust the color maps or lookup tables with the ```cmaps``` option. Here you can use any Matplotlib colormap as well as any map from the [cmap](https://cmap-docs.readthedocs.io/en/latest/colormaps/) library which collects maps from several sources (as a legacy you can still use ```pure_red```, ```pure_green```, ```pure_blue```, ```pure_cyan```, ```pure_yellow``` and ```pure_magenta``` but those will eventually be removed):" ] }, { "cell_type": "code", "execution_count": 8, "id": "94275c7a", - "metadata": {}, + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=multi_channel, cmaps=['pure_blue', 'pure_red', 'pure_green'])" + "microim = microplot.microshow(images=multi_channel, cmaps=['blue', 'red', 'green'])" ] }, { @@ -231,14 +319,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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", 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\n", 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", 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\n", + "image/png": 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=[image1, image2], cmaps=['pure_cyan','pure_magenta'], proj_type='sum',\n", + "microim = microplot.microshow(images=[image1, image2], cmaps=['cyan','magenta'], proj_type='sum',\n", " unit='um', scalebar_unit_per_pix=0.065, scalebar_size_in_units=4,\n", " scalebar_font_size=15, scalebar_thickness=0.02,\n", " label_text='A', label_font_size=30);" @@ -376,19 +456,17 @@ "outputs": [ { "data": { - "image/png": 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1d5ys9JcoqwJQlpOx8Rk10U1T+2PnP3bXWgmthkf9lsInECq7KZgSUNYCEOn8K65BkzoCXrgNhrlTeWEBmnZNLwqWPlpLC2cKpdBVYL5yTytwlETl+VLw9qpO6Zq1Bsqfo0BOtMosx7oBWFc4WI/HUYe/QzJKrgDw3jNbnzsUMI/l/3Kfr4qsGWnQVQbQXTnOPJKXPmM2yyTgIwDyjn5529SyvJv8Rx1okoNqjiu/iJkXTZBGo6qdqWM+aeEUWm3APVD9VpTf82fxfo9AEnKxyrOO5SKpEAQmcN2gkZVf9eZyl+h86NAeK9qRq9T6vYomeYegqHtXTrakvII1QZDq3kiiq/0hsrSlRaxvlSUgLBB1ZGtp9NYEqoIiMkD52kH/b5QKtMKwWsVnzj71fbwQVEg5H0hLC1TCJ5gbJROCUVYxr6MrtgVa2qrlKiiVwbsKhVmKz3hWr5MRuBAuyzIUYHgLZzTIFCKNL3Gd1oZF/SIBepDSeY00CGD4HgVzq8x60DVXMXEtk9jhIaea0Be0TBoU1PB/m/cDKpY4ohGrDMwoD0JjZxM9mpUyaP/MhXygAVDK39V2LJyOmyKJGVrov/I7BTMVD8bgtwZFXeFubCVbZAVHFYnAyfTTGDXTaQqM0+OFn9JfBFNOB84rvgew37F6PGMzb5NawsZpMJeoHlAontccUGF2NAdcfe6AxibSJraCi9AYx45vyRcWf1bL1yo+16yWkrtWx1nRukXgwT8nF6zhY475eLsKnWAGqP3CLnVWVQvsLCLKjgAWnw8sDiJTIBUsyxKIYiJ5UYGRN+Y+ddfnFZ9nQdUWsDWWu2j4HeGUIcGzBrnoqMh1Emkrs9nWDn5JkRtlftkulPum7Bct0kMS4GU+qDlBjuFuMtIFyn4yTVS1qQDmxT2iEobjgkUmxHBTusGHca1WjT46/vtt9tGCDJFWsuroACPSM57RJJbOKtI6/HPuo7B/HI+Sf1d9Y7zn7zqAalW/xqEWQS0Nmamj4fNCYSZUszrF84JtDoeyIca1I9QvEmj4OFLSpUazjqtqroodIAA1kGBEAtUEYaVAJEC2AoSFP7PrYLf8HRo72m2Wd50peeIqyqf+DGybNIOQ1hzxcRB9qOZb+WfRfimzwCbL0kwGuGt+Z5HWfitlxgXIGCjN15QRZG6D9VPTRk3N0EEFumkopX3t3p02YPH7JbAteWhEp1WgYSwIi4bf7GNO8I65T0lNzTGgrawIDLAHTnXgWwGUQ5WzzACzpWWS5tole9DyFel7LZjhz2y1bWohZUEUWl5xWzjxoOeV+HjShzOLNTUT1/h7COlmQif9NKD0E/nLnDOvNBh8s7QhIK0FxidrSPuQ/yewyhbWZkarnFfZpnJ/MzLnbXK+pUCxgKka9x397hZ1K5CzqeFAqqxMtWAOB3OPhcqwvD9R5Xxbm8whIl2UC0XD2YrAgpln6YDLXVZqEODK7ytS/NeiHTEGVWWIlskRVPTRCGToO1mxItsvIBjUY2stdv65VYHch1OEUPUiuupeDaBk7fWivHwdIxM9V9rRBKAAxFnUmRdVp20p0Jm44AyOUaFNNXPfAZVb/DUBbe0wSjfnelUfLszXmbwpfGjUjWqloMkIbOTeakUT7RK5On1FSR9rEv/4s9Rgh/+cpp8l+0zyIe9T2iu0EhfsHiXBH36NqjBpWnBk+clNnpilGnmupBE/b6hIgNt31T8zvisY2UUDCI1RgLkMSKXP1WCh4Q/xFy3nVe4AnBwDzgEhAJvb+M40aXIsbSa1gSVw4t5ssgYEk/pZRN3SNUhkAdDcxGoLOZthUjgS6wzz2FeLUaINjTkf3lerfW6uCgY/qO0pq5Q72Np12oSZpok0jfQ9ecBCfqJzwCngTzxwBkwudthfhaglFxOwRjFxGkmQPMMVwbf3y1qBF4M7ij7I+1uakY1BXqiiiqd4puCDm92m1hwIJiTtVp2iMDd8vbXyW6ZIM3Wa6aYJlpMvqCrzcQDOz7PwYbmMP84BeAqEAL+2A5keFWXqNEFkHUKp6dRnyGADvjhknG+44RrI2niu+Xwm7yKinWBU/2Dmv+ebcxquQG4BjZVKFgwVjDA1rkZQCvZWtWlUU1TRLvu+MC8cl/uKB87P4S8uZsEDgKdPgctLYLXCtFoB6zVwfQNcJaEJQog13gRUUxBfQE6YJnZPscha7o6gYfemoRAs39w0saSl2Ty8f6lv9unnajV13GCKM6dpxNaqkJFUU70rDr6q8RRes6ZZIGq3s7Oo+d58M/5+dhYF8PQ0ab903clxF5OrIApJzCz1NI9lZns+IdeIw4GKxqckbdwtKK1DQ6Y2+ynQVXC+dtcVydrW2qnuJc3GKj4qXEuLnC1znoIJf3ISBe3kBHAOEwC/XAKrVbrPAdtt1QfLdKlaX/qr2liRRdB258FI6ymkWSf1Mw2XYwFLPr9QCUK4ErEgq73hlCojgDKVkqNJC3ZQSMIdzUiY3+OmOQUlBLM1CQBqfhXyQBQw5+bfl0tMyefzWMC7s+r+XFAgBZ8DySP+LObvNCgoP08KKutf2Z++lqsCuoHrCzzPmj/hU2rUPR8vvyRNvDhFxcQ6DKvR02AiuvhcwRD5VkT+r7hGAU3nZzFKZnYqgg1GhNc5XThUQdsFz9NIYqmtt58rpOKQAWUlTO8+2NcRjQg8sMMbukcfPEr8zYrVBAUUg+Hhc71dEYQIbdvMglBbFFSQf0c/x8dZy1GA4QFgs4EPoWzf8DGl/6b6rAPawNbKRuC2ozCbVqIHi7yiuQd2OQNZaiYlAsvXQgFFg27qJFCZ22zgZvlsXyawRb0cDSCLdgvhXgB4cD+a0LMz4OIC+PKX4c/Po28HzJFsomkBwK1rQbN8SyPKt1Jychd//j21xbNALTilAIM1E8zerVssYuYvV4Ay9YcrA1f7fkUqrbMYhsuiLOKrpwd2VtcAZYCQ/i5AYO0HM6alrlJh2kzNsFjEgOL4GN45eKYBPWlBCjwIWE7aly8M7pJgCTUQA5gWZPxZWwVUcrOmL0qyxDOsewv/UYNNjHaLd/6ydqp+JdNNrsDewYVJChzAmedRGEWs6rWsjWawoZk1QVq1M29Pb9dVn5IAeudylBt5LtstSDPBGv8KX1qfVLikI2CqwDJ+mlmmYJjfERPuYMM1DdPcPztlV5JCqWikqkZOkCl84v9WsCCpGFTKyRLd3gLkxzkHf/8+sFyWQqjx1snUjAiHhCgq+MfZlqT1spqs1bToWrRjUdbOvI0W/zvQ2OsGtIhNeaiFxdF35sA3zGG+z5pkzTdUJn3Wwp8BWM6cCKDYAxHXY2Z3CqFqh5vanIlxdQGl7EtxnBefVP5uMuU8Oro/j20rim6RhWs2AjPLZGrfm7ifoJd+pZQapreY3KEUXJph67nSpLY0psc9YLMpNFz24ZLpnTab+T4mdN6dpmjY5pU/qyBj8Tava5H0x7h7oy1yY260Ba+ejOqEr8f5ldBWR2CBkc0+Ig/HtQq/roiWtKNKWVRbQBws8qTnFf6iRtL5lW8IFz5XjiSz8B3PAQSVQQGxMuX4GNPJSczRhhCHjq5bC1hF8FT4rq7UAtLPyprBEoZQjiuNkTkeGkxjjJ91KgMXMrmQ1HaVcSgqcRoaeHzPBZgPIRqU9V2qVrOYEEh/bkd2ltEEceij4dBXg+UQl9rJcfrMlQK4XGI6OcEE4EkIhYmdAExgaTMZUAj+zD4rUaFK0mkPszYzwfhG0KIFfxUZ2laOowzYTBdq7+CCE9cwhkC0bHq1ui3TIyam2WYQExFQLgxNeCmwWCxAwPG0XMYigeMkkNIUd6gKIghuaUX/DeL4HPeZCtKc/UYQ0BL0QmANs6kSj5qdx2P3uM0zo7HS95HPKSwPPptNa3VW33ENMLLqgnG9iAJ7WBKAGNFy2myA21v4EGKgkZ+PhPuRtjTaM0yeCcFIEholb/I2hI8T+Xw9V8Wzf/J+WeWt8sogGFOzdqhtaoVPYtKoQyxhFSl0mFU071RL+K1BLJ7JfdJNgk6222xKfQhACPA3N/C3t2VLQTC9EYIKHSPTYBeumXc1d90x7oxVdW1PYCjSVnhVlQCBx4PB49BJAiNRimRaSwEV5OYsQPbp+BH2qR2VKIKjbYcs8JHpoIJSbz3Ocq7WA3h8eRmvvrjAtFxGgVytMD17Bjx/ngMNbLfIbp5wsDOkMjBGGn+FeZJaPLC+aacjGNqHm97q9QA0Xq1NPa6Gswo0gb/rDOXvvYWyG5wyghOJ63JEJgeG+UAV8ClJdkLiUCLC1mgKL8BjA2wRtRnV3CH+7VerqAEFcFxMT2MczICMf+aUvzUfWvTPPGDHOKMmm14SukY6rEkNDa364pq7IWj8KFrusMuIkj1MY0YtSVeizmql0IDz96K5EnpRwVCFPN4oeIo8x8h1SsGEX63m0ncgBhYnJ/laHxaxWIAJcNYmcpxEP3gxrenHindX5IAsiM8G+ku8teAaOS+mH8rHOCi/N/phUf/V8JomsmACEal230At29Oc2CX7XYFMmvzIvxfCzJFJTdXGExA1oHPwhOEBc8/DVfWYqtqk4R4UbkUQWk0hDRetMj3i2ooaJo+bSsmrab5pnge0Wqtv3bIoidlkUla4XD18t5MGrlq+WCvzUKl2J66RAsrxO/4Z1eMlbTelEijvXBTCzSaWRhU8uDK4kIuNTZjZB+YrWZphBH6Rx4io2k0C/fLsm1DOgVQy1hs4OUhs+tP0fIO6wYWWZSjeHWHsD/Dw7ZetCUHq+nG0wmRhgCZkUhgWwIRbeBwnHE88i5nYKQRgs8H06adZAOe2HHASANzOPHHnn86JSRMmMwSF6VQW0lDwxu9T3JXqWg7QM8razBCO3AchA5qADwedjJrbG99dvntXpZ+0CEf73Clm2tmmwnRgucaUMEBeCC+iDyfv51kK0lS0wQenkY+ztKfi7Ax49GgWwMtL4Po6wi6r1ewDbrfwYREnYTXDCDJnab76iQPLxlZO1WF35ThWYyK1eqJp/SK6FJw/xUya2zIZQgGIhdI6Ewfxvvee7ntoj6a+IQQnoFn8qFHRaVpFUriDGGweWDDu/eKNsnFZ9oQIoUyYfbQJ6/iMFZB3lhX9nKXIU93echkj3kWayAzPzBCFnEBurqRZ0rScFoTR//L6ySVzfU6551PWzjb1gVyDMP/HzKxKXJOK+ScerA1GPEBsacKm4OUSc2Kg1aDQdlkYrYAA8/XZXxHRK+8MTVohdIqAxXvdnBJDAogd4MNZFDjtHsLpVqvo9xHx/RerVdzkHQImtwbYZYVDzkhqvm7A1Qmg5mjXwbs3gOVxXBDUX1beVfmoCGXQIOfTcHdUDSxIfRnLvj6e5FlSsYK1AVNWS/5Orji5ytjKjA7ti5LrRw+jcBXPdChyrCRgy2WGTmbXoRa+icxpfs4C03KZ92EgmVwAUUi5v1e0YwcOAPSzVDSf1vBjs+As08KjekIq7To9zf32T5/GUd5u4cMb5pu8gTo4tEhqXu5mjSYbuoLXcnpbOUEyibIkiWNz2Twpmq4QPoe4uknLyV3+QB50DySNxADgxWLWZvx6BUDOJvf0FHjwILZxdhY/cy5mMkIoNCpwW/p33CfS/KAG5CJ/l+hA/o6i8tNTeDr/hfaQUH1h0s4eiMdvCF9cfb72nQiiOLXSmS+t8XIILR/GozNtJSmHQjdBUPk3YXhsVxgWi7wFMfteQPybBpwGm5esk4BxLaloSJ+e4R89ApVKeSqZci4GINttxPnYLjSppfP4jBDXcoz4UWqFk8/dDFqEDx7M/N6/n9oLM0Z5cgy/VbQzmVGJR4qImZ/+Kv15LW1ngddETcF7Ep5kWETLn/LsQYHMg5lhGRA4MO10r4w8OXFtRmebOBeFi8qYaLWzbEPWcun/KRUA4KOP4sE8RKvVrO1SiixriuUSePgQePQIXgo4T6OdxpMcY9Bya0exdL3Q6taCVFNgS8QTrU5m8+ovLjBdXADf8z3wjx7Nmg8ALi/x5JNP4gKhQld8BoTYZy1HayIOQgj58cI5Jaj1fV/By2RBHYK0M1aktsQSwCL5IGwQAcznk5BW2m4xLRZR2GhVk1B8+cvxlKfz83ymHYAonKmubrq5SVBCiAEG5WEBTHQNfS79RaZBpuQjzn5iYJpyW2sq5oxTgGYm8cU9mm8883Q/uxg+LT5/cQH//d+Px+fnWTQmysJQ/7Zb+M0tgHsA7tX+meCl4E+6QlqiQAQrud19Ta1M3svB46u02uiSBpCv4gkvgAXgT06isJDQkVahCSUTGEI2c6R9SPv5t9+On9+/HzfnEE9sAnB5CVxFCGUik0mYHBAd8WRas2/HTxdgZ6eQoOXJ5WYaSEUHyBpeBkfzQZB2sp9IS4dxS4E0Dv78HDg7w+O334674ajPfLGBp/xYe+Kz6nk0h+Iazd+XefNmxUuiLpzCH2z6akSKc1ysYOfmHfwUHCyX2UT4lDXAdjtrGLpmuQTeeitrObz55uz8k8YLIZrG9DuWS2C9xrRaVSYYJyex4FOaUeeiMCeB49rUI01imuTJufoUKWMi8wJVNnB3zwSkYCIFNH65jD7ow4dA0viPj4/hU1GrD/fxJDzVFwabG36ik5n6Yr5lt9yJAeO9HP1up74zqooGnAGvkOAtAH+yzBouO8WULSANQhkDIrqeNN35efw/mV3PhI6El/ya+cwT7udg1l7Hx7P241sak0bOWoT6TFEwM2XFSGpRIdP6RUYnmSxzwtVFzDQeCR9lWqhqOiwxrT6Dv34Av7oDwpcARI1eBAGMH8AwjRpuKyJjC9N9aTilAi55JEuDRipcy83SaqWolIIB0nQPH8I/elQIBIAogABwcjJHq0XnmJ/FswyXl8B6nauK84meZH4uL2eAmDZyEwTBtjlSFFtlM6goVEIzGxZcNIRPjmvxeygB9fy5jGLZQsRyGfeK3N7Gfl5+hmk1Yfp0whSuMIUXmMI6BhbUpsSVBVmAcaWFR6N2hYaLBAo1S74M8/mKev/kkOIUs0NMgvYDPzAHCWyis6A4hynt5MdqBX99Hf8nwVutgKdPMV1cRHNHGosGZ3UcTQjlUTdP4BFy0j/yn7QfCeDJSWz//v1ZA1OEeHwMUJCyWsVFQG7Aej0vgJNjALfmvtv53RqfxaLUlE2R4x3/fxFxS5qhhF368/NYJf3mm5jOz6NGTgdKPlmv03h8Aqy/DayeApe3wFWAvz4Fwg2Ae3kfiuqHMZ80/43ZJEvtrEEmXJu3zO145mKQiujs5LgUOnYqExc8no6agKyJPO2NeP48tkmBx/FxDYUQXX9fTCaseCroBfzqMmu+id+XImouwOT3kR863d7m73lQ4tcBEwK8S6k4Iop1qDAhvbYgjvY85D6IHLMVzQr8Eg8exIVBi2O9zpqdfnB9Db8GcA1M27bZ24UqgZLYJTfdDepGtWoejw9QECaWmwfH9qwuFnP4n6KxjL+RqaSIM4Q4eJsNsLqJXdhuS1P4ySfpeW42iWGLKTyIq/o6aQ8a9NUdPE4xhRsgpPQbz4BQjpOCmbOzOVVm0LSYO+xxWmN9jrQhv4thlhJwB5UhSYF0c98p8GF+sr+6KvLI82ameu6oqqTSXq00n+VCiH70hI3TeMpMrkapljmDQKHtCA7Jf7/1VnnSZgjw19c5IMjaZ7vFtIpC4gOA1Q3g5sKAPNGL2b59Y/uNGeAUbx/MxHzDfE7Kcgn/4ME8qVyL0mRuNrFAlOdrQQKYBoCn0haLDNd4dr02XiQQ2X1ZpLHlQpsCn8zf8TGmzSb6remEepD5X60KgaggnFBGn833lHF+jaDCBJEN2svUFlUrGnNAaV4vLjIUkoWOfCWim5tcGcLLzuPqRXzJyQIAboHlbR6EibQXq8fjQU/2TWnOZY+T2fcpC+LPz+EfPszPzoFECNGBZ1CPT/hf1phkvkUglOEdch8o/ba9KbURwRaLSd2/y8/vAxD5CSHWDj59Clxdxd9JCPmcsMVnQTg0dj1qXmNZRkHjuVr+MK1x/v8C0ZReXABvvx2F7eKifJ8EgbkET/DJJVO7WpVv1aHocAvg1GWhnEK6iDTFNvHLesdX8RwAfSf+fXxcRNqPHz1Kwc538GS9no+zkFkLJH+QTDL1i5L1BMnIfiIJ4+Imj6cG0E9undvL+ocwxAQ9eYKguNCRyQXS+EzzM3rvKBNUpMXYPFf1mCz4NItgGXV3mWmaTaZ3MgRAE//IYyLnlwTw4iJW+RLAyyYDV1eYPvgA07NnmNKLTaa0av018uAVlcxLD2xmQZxwU/csmalpM8GfsFW+iIOFSwAffxxbffAgXpsE60fww5jWE3D5BNPl+/AEo6RIkvtzngTt4gK4fx9Tcv5zJH55GataPvkklik9fRrdCCrHT+OW/dEtEHO/LKg4P4/frVbxfhblT9/6Vmz/6iqOXTa3t6WbwRawtWVBM6VFLaT0S+m9cOzz4sB2g8ZwPM48h0wk3kOR7AK5MLE43pVBETlven0dI7Fnz4CPPprNxGoFvxWDwDu3sjUwCWMerC21cRwvWJzGthcoNBP3HQk+mMIU+dtsIheLxVxmxTQblkvgK1+ZQW6u1UlIbm6K6hgPURzBt06SqWWmHUA+lzm/cy3BTXRddgWAiNeJwEIKlpWDzfMpBVEElpJaZlx21Saj4QrwpA4FwOMsO8GepZ7onGHKTnjKTnz6KfDBBxGbo9c4bckvYiqc/Z4dcVnFIUDNYiC3iBowO/5Ra/qU781FlPfvY3IO3wjfxLT6Np6snkbBS+moifLC9D+B4mdn8F/9akxhURAFxH5T+o5gmjQOUcA/g8e9LHATPoNf3Jt9OV68QEJ8ejoHOzezpi+me8M2JLH5lMKlaTMZWJhVNFq2Iz2nt7d2aF9ttRKsh4Vo/nIaCpi1yclJNrF0IA5ubvDk8hL4+OPoHCefbgpXUYCBYvM0f39YLtUKikaUPqjWS+cw4bPIH0+XAXgC5MAiV3qQFiGBIgFO0Mt0fg688052JSYCxQFUFS2MPO7l3yd8FiPhk+PkA87l7JmHEODX6xnYJt+RP4NeeUr950TWi/uSmtCJRcy/I5kwCwbSc/YGkKuQ2ZJiDnelCHTabOBpYELIJsIDeLzZADc3ORqbPvkk+SMhXXOGaWNAIcSLtdrontyHtAON93S7jZoHyH5bdtoBIAQ8SVmNiSadtDWQq2JwchI1HEXvb7+dzWuOZBHTeBN3+DFrJ7/wsyuQtBuZ/YnxBSDhmqsZzkmuSoHfEQrATGSr2qQaUzGGxZ6bV0hDUe2ECY/d4/JDHsXySCcAuAb8+mLORpAWWK3w2Lns2E9Pn2H69reB59dxhVA0Spto0gDKKtmuqgdfNFGz+e09RIc9zJPJtAmvUvEhzLV8RZ/dDDqTw39+Dv/mmzEjc3GR7yk22hC+lvLI1JY/mSc6YnZXs+alZ3CTe3JSYIoAYiDBfLxiwzm5KI1qEe1zKaxmkKBoxep7g/q7zCCYdvU1nFmPuILx9Gn8PATg2bOczH5ycgK/fhQT2R9PeLL++ajtroDpeoqRnabhlCPTrGO0cu0aUQiYXKyO8UhFpzwbkK5BCPCffjqbydUqaqr1etaM77wTtdubb8JTMWpq50cWi/isy8voQlxdAR99FFN+5L9eXs6VMm6d+Y18JSF7663oM8pydso3X1/DJ609W4kFJmXg5KmiMjDUCjmLHLwmmPJEAtY+3dMrododQDZWULUq1ohJajyFPz0DTi6BzR2mE49p80kUsBWAcDsn9EnohENclF3LTslVl81JyPcDiO7A5haTW8/CR+Dw2VneYVaY1TTJ+TOilOXIZVlJg3rSapeX8AQNffRRTO9R9BkCfMYeZ8rbLheLqH0pH+vSZnPnok/nXHw28Ucacav7kHwcrTErAgx+PRvPlsaUwQdv16JxH08Ah9XOc9nn65T/W3tMp1POdsgoioSNhK9ok/+vAZcKr4UDrO7wSlmRBWaztV5HP4yCHtJusu4ulctnM01aMp2vx8FcT/7r1VXUeIStkf9VgNDxrZAT7RwjSIayPRz7JP5WqyikvJ0UkBUpTsufoyppZjHUjJTlK8rggWnTkdzty1enWItsjeg0byb4lce0LAW20Fob1ILW+n2QqmCIA7O03THV/U2UL0YKOlg5PYAodJTL1fK4TOiyb5uzL+ss8MRRcbKBQ8zEkPl/++0CeM+RNAkeCXGiKXduBY8z+EX70CArF9t6/Wih1Zyt5Yr29tV4RaoqGKtI+ljk0C5ZvnQ7wW+UEHzL0jiGkKlVEzR48vguqw+tiEzsqy3AXhc3Dk3HxzPkQtdxeIQgjWfPMCWBmyh3SlF9EsCoVU8TTzOmmE0m13TkP54laIly3Oykg7x3JfE+IUFRG+jz5cRYkSVp7APRfLqWNrMKSTntdnbKEHwxwyBVsj5FwBwI5si52aYifM0SnBaUQMSPuABmQeLRbXqJXjatuf0QNRsFCSmyfPLRR1Hwrq9j4SnLwsQCASUAyCVUbq4q5kJ3ejoD77T5aLWKApd8vQwD5fGqz/HL46LhevJ3KZxKO2YFy6BlGtrs03I6tYdNbk5GZ5NKtp+tmMpPJHLz9VqtHxdc+V1ZzcGEjg7YeeBz1DtRGo9SXKkMH8D8cpXcVhJSDtim6/JxZr/wCzEYIciEhG4LTOTcpQgbwFwLSLvGvvd7gXfeiTvogBl8T6nGHOTwvSZA9imn588jgnB1hWnzHN6J2j+h3eT+WHUcGxaDrFVhfTQlpFA7uNDAQ6dcw7Ae863V7Hpt11Vry10Bn7CBafoZcmHwjeO817SD7eFDTFT2nrRKDh54u1Rhkl5LUHxGGk6AuTmC5cAvL3Ei7ZVSjPkkAHYMbhGxUs6bV6pQVJ61uMgDa5gbEy4Z2XLfrokBMr8xKwNNOQl6ueCCaTIeSeWHKw/mR7COHk0vNa7m8FYnwMuVd36RoI/0IU04qxUsikBpckVWYCIzyw/wub7O5ef5GpncB486mSnkRRRU5EnHZ+Q+h7JsnzQhv58+Xy5jYHNyDKxv81hbi9kaZ9W3VuasiKB3mNP9CkFNqKIGLIE64wAYmk7cN6Luq/uESY/tsEli0aM/Pc0VJeAVJcAMX0jhe/YsTuxmA08VyDl6DcivneJ5UyBq2w2AE4poy+PScsk944N8zykE+FQd45OLUGCLXHMCsZ21ksOmZ1n+m2LZhoI26Sb1noOBPReAUtEQSixOZVLxKSqmJMOBXc8dXEXoepWy+fvlMh6ZQamudOYKTk7y2SO0Ywv372eHnae2Yn+Spvv44wIeyRpuvYZfLeDdIgqVTF/R71n4TueIlDTtxUX09VzZYZ+qY4oK5FQT6BOITEdy5GoWzSWCnv7KGSq2wbsbiChUgdB7m9pBFV1ousBwnpEIRwYm6e0wUuirmv4ATLiEd+ez+RV+X84EPHgwH/AjYYq33457Fx48KKNXKmqgYIJM6bMXrNwepVndLGbmNreYtqnkiRNtD+EmP+1DyRuhuLYjfzKEXIDqncNER6cBUcOll/9p+zqKk54MqEP6a5ViYNZLulU8/fZKotrKb2OdAezksbWxpDLF1BZhf6kDj5ePi3uJFxqc4n/GT658hY8psuV8lp7/ylfi+Svn59G8UlX0O++UWo18KVEhDcpErKY5YAghYWYLAIuYhdnOfHvcm/mhfiwmAPejFk4+Wd7rAcR0G+PFr9eY0mc5CmdbMgFkjDBXSYfAAppyHPNckoApZ/nJDEQeY2PeZcYjl001/L0hU5sZawCDze8GKlJ3IUud5wleYgZlCa/78pfjJh4SPirL5wDsahUhiZubKAA8A5FeLUXbZ304xbRh5fY5FcYY5YGX4BVAde5L7APmBcADlnS9Pz4utHKxz4JenSCjYMZL8fwBLJQoz6+mbAa1HKfd39AdZnOo4XuapBeJ413eZQvMVcYt3LDlVziXj8rIpUvn57E6mpk0vi8CT5/GXOuHH+ZgYhYCxDz0Jmk3+unQhBfF33lEnCtzwIkfes8G7T2h7z2iAD5GzA170sjPn2OiaHu7jaZevtSuAYvpPE+lQuHaM9gRrLXQOA1Htc2UinRIZQeDLXxaxSvHjnjHK6xIG0h6Pr1WgB9wQ/7dw4fwDx7k4MDTng8qXVqtgJT+AiX4GXwyoTSpvUmsgqsQ8jFnPMmfq03oeVRACmS/7zHdzzMW3AfVtF0O2i7hca5ic1UAqVxjVZ4UL3vhkW5DE3YFbzh6NJjVqEgys1VUVK1Y/iU9R8vTUqfJzPIN5VzoHj2K2s65mOKiurlcfr8uhTBBJQhM0yWeczToplwfmF9aF0SUlyciFaSSkCTTPgHlYUP0P5BPJvU4BcJ38v7jfOoCCds2Rcxy110APM6bc6UByCqRMpEv4BuBvBIN7bmAY35aQ4oLTTRo96V2q6JX2T7jjf5XD+8G8nnGRWn77W3UYicn0XF///3Zh6P86mYzm60Q4u+0jyFr5VhSP62mIkAiE8SjvyIfnbSxx+lcDk+aLfmdpA3zoUJp6+WT+/cjVLO+jUfNXl5ievp0NsdXcXFgA2BdgvWAsFrcbDIetUVeCGkoLRx/PViBv3ZkYOejaCusxrq+QZWpZSF/XnHaexMMKk3AC/jtG0kzhDKDQIKUAFj/9CmefPhh3jSjpb2KA7b5M/BGiTui1ORmOi8AfnOWrkfWbNlshhDTd5SO41r75CS/aXJCyifzswSBKHR8o48xfjIPL82oiqEaSkWVh8687YzjUV62K3x0vyDrPrUCdkR1C/Q8H++V2wmzv8SqTzw57p9+OmsMEjym2XL0yqJWjzfKFc7Nq8zSiEULQLx29CoWgiJWa0/8AG0A0+kpHjuxiRwsW8K2N9Y4pxCqBgxW5dC5OxNKYcxwiTx+mD27R30fz3hVVH6AJRxKFFpoAzd3QKr57KTuEaYXgrgOgEtn69HbtlPifSLc6+OP59zrOuJfUdjmfmcXIgiTkp5TJcYN3jVgNudv17RPeDWXPSUBzMfhpt15pJWp/m/W0Ih7h9OxaH5VWg0z8c+CvwoQZtdUY2z0qbpXoaHSdzMCGsjtmdFwQ2h5LljdUtkSytTutEoDslgBuBf3Pjh2pjGZX3nsAwBsTtsQiWEJqj5o0aN0M1iyI/qL53GBsD0XmWizT9LWhWuQ9iMXx1ZwP04Q8TaUtxX35P6J14fmPg3Q+BnICkRiEd9fod3DAwgNTuFU+UocNuEkTC5cjED92seMgvvOXEK+WMQEP+F3KRKEO620GkWtVR818yL60JuEPJFUUJx8Pn6SVt5jS9ALRbFs81B2A5jQtXKzKhQl+Jbjrr4GS+njkAuGwdL3VmPcPMqX93JB4VjWzj4BHyh2bTE4dEIRXUvPXSezvbpKkS0JV/p+w7QSPxldPkfjkbQK580ZKL+m3flBPSCTHTCdhwz3IIS8VRRIvh3BPfmsGcw/iQ/uh0nXoOqDRto4S61upExHAtBm5qLCaYghS/IbK6I4I5lRRsctMJg9l/seGuBZ3QPMe29Xt/Es4GuUE7VOwnmF+ZAbLnxGfyWvGi7ZXf1c0BEDjVzZQkHR9XVM4z1/HkHudLhRxhy3yJulav/R28IR5iDIHEvWvxbJ60e03n7n42GOejKAKoRH8x8001N9RiZYeTlvNZnieQUJhxoB81Eb3Jz2tHrLlzPcg5EXjOS2HerXahFwvFxGvw7IkXh2DygYWl3Bb89qHqCDwZb7o/Els0dFdGulMI0gRNLeFcgWoFhpgBGy/LbW812tOS2tm2klgHDmC+U2d4mkd/DnKr+K/y3eu5tb4v4eacDVDabwWcL/1jkn64O9J1b7O6MVss9c27N0p8xQcQhpH9r5mDL5fbUqGPVygj3H1JpM/rkVPRJ/uRxrwO+QfJgQ0ihZkbvyWUxzsarkEOZtjOltRxk64ZvCxfkyuQ8GmpADhV5fLL61exT/uyeU7eoU+fDeoHcAY4kLaaeSF/fy3KdLPqei6Uz+BN6k+m8ApuSV50i8N7gWvy1eRDuFYKTqZO9Oy/PwaNN5ek1pcTRvmDMgGo9a9RAPevgOswlTWcjQSKHxZ/EF6uGLeerRsKktshWOqVvM/h03v7k40PDDpmUJU/BIOKPmwlGtyq2EL5W3VfL7OBxEvFQnZS7NoCdHy6vyO61PasKcP18IbdbUNAsLxGqar34V+bgzercbgPmMFJSktJ0zKNpOQWthKZkNLfvRApZfHY4nGKiEQfp3ghFrt5KmntX2lGus6Dj/PurrCCfavP5lSQh/VSN3cozJbQF3Ou90A/K+itgGew1DAPILZHbgtbkwJK/8Gu26RIVgKtCSReNnIDOypFrbK0GCqk2u6ZuxaypeGs+n51r+nFYHKE8ob/mBKr8SGJdt8PETQZR3Udt5dxYP7GFl7fE6Nwtf3tHGshNEDfOv7fDjmm3IPVDmv4CvRIA5ovWGKpALrIdjW4ZEd6EJ1oaGI7VIgwYqswrmd5DvIXlXeNWwQP6ZxCJlvtPsB9fwEo45Sae+0xnJ/IV+S/a+XKDcyBNQ96clgBbEE5LPZ8BaFvXA8cm153XsJIHEYDPYIL/Oikw7JoGbZMtvkj4jsFsknE2TMHfqALVMhROZEnQ0LdeUXCOk0Z9k4SodbQHMp7rTy1wED62sSoG5caHkWnoAQrKi/KKog3ga9PGaGq8yTbuG31a7Ur3zFctJM/GGVuuSNHeD1IRUePSoZEyKrIzpr7r5R2i7fAhj8vkmKg5lwt6kYGhxYzN+9beYm5wFEtq9cFvStaoWZdQ9tCdLtbNXNNETPKlWQfXuVd4+869UJsk/1N4UM+B3FoOT+jKqIU0BJU3CytszXsi+z981AqT8Dl+X3lh+fg7/1luxJg8pU/H8eSzfSpDKtN1iwjq++VFxHYq+taCnkb6CaXJlpyB/5QMXukwNRdXO1XKTJ3Otu/ppyirtOfJkRmSnrbcNyX+9PvXIdBP46gdbHApPBTnh+4RQvnSPNnfzUqj0iq1crbK4h+rtjoyv6m9FODk0Umhjg7SxlP7tyD2cdkuZNR7Q1FhcC0oN0Am7TdiFo+/ccVd4LAY6iGwHT/GxtirtqLgDchEV/hR7bv6O/GD3Ik24MLOcaH9s+h1I0e9G4YmoFxBASX2hvRjNcbD+pnY7vIwLnhG1tVBqM1LiE6OYUK7hqOPSp7BMJge2W503B3tgIRQBj5Z+GnCy48tdHs5H27K6O3oJTS5vz/eI/R8k5JY5r55Z51sLosALOsw1UvQxilC0g4uWWbQgAk4WGMm1jLi+clq1wZRtkcnjkWonnC94lH6SAvvsQtrppYULQBErvVCFzC1Ftez4iuJlg5SbZaThcxxm6rkeFSkukQo8axBKSzMK6uN4I36AoiU0jdMtF2LAZiV0jI8eOFzhcHKRaH3pBC9cAIvJtAS2Q35xb8bq0huCcH4ecbu0e2y6vMyVxpM8fUqjUApdMXfpR8Mgi8hXLmoxloUZVea85/sRDZW+D68W6WNJv0xT7/J7ruoJb7MwREc+EzOvdK3w3cwVTJ+Fsn6t2KvbiKAlHpgjWR6RCyjH495cCpWOJ6PTn/K7bT/9dH4VKFUdy30giqDzBdvcqNX4nL4jRfEkvt2tJq4dXalYeq7OXicJqLCKJmQDVLwOfeDZ6nO4jzOgZbmzD6DUBi0fr4cBKv4WQS+5j6q2dfUPML8KtHEsRfU3PUNo6NHauQJkp4WoFPoW1wt+RpIGXVOb1acRzZkk1bxkaoCKaFRrX8AFPR8jH2ITSoBX+knDGh4zPlgsHiEElRtAmQqw/6m99FOeo8zeQav4nFW/FStVANqA2veeRdKuU9OHrH2LhnA8TaqB2RfrCpNiqiyG1fuMwcgDYA2WvL8VbYoVmxfbDoFFFVSI8qLJvSjL3NOGHhK2fPX19VzmHuJrCjzO2vwMQCmtecjXaGPkymRCjyx54TR+TBnTXJomqpgacbA1Bxf6INHnvBh0p1QZ5oHdNSLXAglzNTOtpwHLE27znfl8vOPjuSd0iA+LYqdwNW+BJN7kT4fIvbCCiwLT08akZV1Qzx/NlUXdgxmtAdZUKzEomZdAZRO47AUfynWaAFeYk1b+5PRFZD5TPtuV7ajwkDPAVDpCjcBjcdg2AHh3D9MiVUdrLxiU/ZLBndIXa7HLfrXuG22/Re3qFGMTrwXeAih8GlVz8U5Z0digj9VyYrND3QGouQNdPJvzpqzcQnMIfyeTBkXRK+qpxD3trfCrdNRGPoX0JlY9b4F4SrxYdKwiWu07LfLGi44rITQWX0sB8e+rTE2DxnC8BsP0oBb1NJ2MMAu/QxMe6MIg+VXxPsOBrkx9y2fikaP1nbzfARNeYFrc5sg1m9zb23y6p9/cAZu7HABpYLZ5yifrh4nNNSif9CoCkWY7Al8tgpfGEcTjR1hwBnsaSUZ3Co06+dazilUltGjT/EmAVPHbLP+F16613IWi6pdBLHSS1YQUSDDoxG/u8BiPgVvgyfZJPFmezkMh4JgDxMZbtwmDBKAWU1i8Vxrf6hvq64i3XWgouNgHAhk6bySRNdFqdCSdfmE2LdxxlJeCJHLfqGMrAhAN2iG+T47noIL2Vsj2VkgnV7EDIcFcBAaOV89paTemNVW3QFwr56GKgHvUEMbxXWYQyH7Lz0O5InkHWgybQuPE9yI7UdEAbqhHnAO+pTa53MfjuJ3F32KRX4SXT3I/OcKT9RPgEvNLoze38WRP+BJoJx6kgDPUoaiHDAyop8+0fqEzt2LR76KQqiHY9QbuVFcaSYCvqo/VeBmv7HQzAlOu0XwzDiNIwZVZE813LXhge1VV3oy0Hv+OzGwGidNn2GyA1QtM11M8y4X3KdhuR8GzgtMVkeqO5rDqC6gPylyw9nvBCLDHaVE0GZWTPujAtqhokyaqsSNe45XfmwdeCJY0zxySKPwyJQI335trOPkI5T2P00GMWK2Ajz+OV9Fbeejs5QDgGvBbn00vb6/SSMo+WNlPHs2rmspAG/LiY367GlwqQt8Svj6cIhjJDxqkEekHUJmQ5nNkWkuuZI4lWimwETA4CK03kqvk5g4GRLEG4MKcCpMv4+PPbx1syZ63y5yY1iOZZf6mHtUXVMZbtv/ycIoW1YZawi3HvkrBKCDoTtqz8Z12wlRLeAtqZAB44DCxf73MQZGSoqBjNcWj0tYBWKXzi1c38dixy8v4+TX0E0lJ64ZyPDWfLGt7jT/L5Ibyf014KKDjY2Bdt3dwMeRXSKYlXKG1JdNVxuCNrGIzOtO0BV+tGhbXC0pYpoLzLN8Hpv4tJ2EFTKcv5iKBdYjR7GbOUlAuvADylbEy+VWo2hIpcE8JBmcynjshVd9ogVpDSXQrkLvH/hsRHoCyFq1Foo2RQSxWdeJVHjmmAtWczz181OpV9dyUW6ZdgMATpph7vQrA1Sr+sIMi6WyX4hAhyS/7WwY6hfkXPxZvcjxHaZ97gJ6ptVQuM58efqdz0npCVRUTst+LEiTGXwvasSLj4s1A1smnFmnuByu1zwuuYdKm7YTpegKeI/6smAuj/QyQte+1oIFMFOdzHzKjfEZHd3d35pdfX379rqq2EPCC9YCmgHFTpUSdshNWhoK+l21LTWiRxCZJW2UcrKeJZXqOR36UCXC1Oe5qV6nZ0v8qoI4yGKD2cwTfOA1CjU6V4MHEQkXUrNH7q/ePtM+HS9930ggGFRrB+N40jyNC1+KXk1NMhBT+HeEhDtoSbxmDax0TIdOLzPckQbCOy6ggDgvS4e3L7wfSm63EQe9ei7qmVkaH3WixQfI1RgDqwZIHCio8FW3IqJm3o0TfahuN52TeFT9KmsZcGCuOb5A4aGE+W76b8JGLzIMTUXNvofSKBWR7gkiwh7MVHWFsBxcvgeMVk8OZIR9k5PwO63tWEUF/VxPQcPJf1eBVNKglJ+WfJYyaBagEpIUvynzzwNxpz6xOczDasfxrSbu/KLlFxsAXTr2MLAWpg6q1azndpM3opXzO0K6KJiFerRc9c5Mj+9F6n2/riDBV41nXtciVAr3r4uKmWvObq88HFmVLyPvBhdFQ5byOwhHo5GO5Ayzyf8VzmA8k2+GD0ozuhI/H/TQ+ea2gQiMryjYXYAOSMnkX17WEosJQjQWv8b4Lae6FFVwMazxewm1qpIaJMNvdw2fMTreIXmUbJojJTQ87ALxVv0aIPV0r26rMpkJqQKOMXY+qYs0O9DKiqbTx6y64l8jPdwFkbTCbQsJfudlwVuVzMjWS1ZVDr1xXkMyQKNdbR3mpvpTBewXYUtsNTVcJjMW3MR7ys8q3GhUK47pK20toqYPd9sZuXOMJ30dbIQDmUy4N4dQ+H/ZHJD/MfHDNafImycAf+aAVGrkx8bJd1Uy3gF3MY1xp6s4CKhaL8eouk+eGrztEDQFvtTH8omTyE3ZxXHeKoBQtpDq5xuTnVb5PJNowPyYfKCc8j4tmjlo8CVDXvKb32S5mr1NokfttnPJg+r7QtbxGO73ZR77jXrumSxzgbUTBuwi3Jrz57z2yBBI6aGJbxjXc/GYAmYRQwkKsDdKszTHoLBQT6DX4H9VusirGHNsBBbDT+XjVQ0kbileIm/ez4KQwXa7WcoXfJCJOugeoc7uyXdPR115vz683EP2moCvYYQXVsABF1RhBeTesBXNwEu3lFxyK5xfaWSF+SJLsZ9U3pQCVK5WX9/EGnNpKg0ltSQl++XooKx+qoPkVZNIzQa3oskGt70edasu3o8i264MJkLxYiPJaRjwY1J7R8rELyMXom0bqgniZzIXWQCtoqJzi0UhYUBZQ+VzDEbYc/MKMsaMvWpBHq2BhV+ImLwtjKCfahDF2CWSMvcecVKhpH2ILvkhvckUw4H6Nv9lHTghTv10hwHztLiR9lUJrCB7VsN+ajE502eLHEghrP4O1H4KurQB4V2KLhXtinOxQ8ciocj3kdw1qCuu+QVGisQpkC4TVbL/mJ7WY6jA/4ij3nP+ukAleJkxz9S9NHGlQaTZbfTB8oxHeK96Ue7i2KeZpBONErZF3gqC0qDppvdYJAkRDwYXqjLZWnuFYqiYuTar0YYpCTWNQmr6YmJyiD4o7YD4jePWsFc57xctopG8JSCsokhp1h+dKrSkX0LDwEY8vQc1c7bvu3eLL6pVRHXUrsbXqXiJtFWmRLLtWFWxevNkL6dkzK/NkFYGSxlO+t4juM/uOHTSz1r58TSpm+GYUUsnzqtwjhdEUTo5QsPF8b/WemqsdP0lAeU8ZdVgCivuo7NZpTdU91jOkJhtMN0mNrvbVes4g7aRNRvynRFZgsosQ88II+p9H5prwFc9W3Kbe8/tv6G7gMU3Mjq4JU9vmW/6jY4UJBL/sGmm2oqxGtK71a8Jk7zU12pSkBUXDQjxovrUoeeR6TbD4Ndrvmax+NHgeOgM5q3KJnXUGo2C453AK3Kp4PhRTJaCVCjsb5NHid59rmjvQNH7IGVcsyTC9pK/VohZ0lueghWI05ny/QlAO6JLP08taCMBZfmfiWa+ITOFkA/gyzzOBdO5SBOX3RE0B5e3syx8vxx8QGs5XF4g25nfvzMU+EyFVthROyeiulCdWmQirnF41cZKYdhqJljVzxLMG2nfF80cEiU2m9TwgCVX6Ua1SYK5CgH5Kgfbslqvy3YxqiwpkS6PJiHQXW9/D+eT3fFVZkaJ2jxIJW9p55Bp+nYwmm1kRpQ26vsJME98FBCTQgayN+P3Eu/aCmNZcBeV7lDxo491Lt+29vTFDByPwhAV2suzH8MQYQgcY+Ubl3JQWWVEm13qtSFRGflog1tyHwYRiaEM8N2fyep7tsIK11t+DZl0VQAtQ7tDYS/QafpgKCDOfycPjMR6XrwhIE9Q74sIMGNA2hxpvlX9Dnxn+juyrGS1ys5mi78fLx0Vu2OSLC51lKXr+GI2zyNeOjI8GRssx0doZbbt1XdPUHuhA3y16tdsbD3SgQToI3oFeCx0E70CvhQ6Cd6DXQgfBO9BroYPgHei10P8DFnBN/5WPzas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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=[image1, image2], cmaps=['pure_cyan','pure_magenta'],\n", + "microim = microplot.microshow(images=[image1, image2], cmaps=['cyan','magenta'],\n", " channel_label_show=True, channel_label_size=0.05,\n", " channel_names=['CFP', 'RFP'])" ] @@ -411,19 +489,17 @@ "outputs": [ { "data": { - "image/png": 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\n", 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Heitdy0+YzeYCcnAAXL68uHf9+jyN/X3g5s02c0wzkJ4WzsDTUK2C49WJzitTnhokr0zYNRIOD+Ned26NE3XsKExmhNJOcWR+eM704eH8I4LD/yWtmzfjctRgMZBWWTPay+vkkQmor03pM/akZT3ni0poMgyOFdZq3F6/J5MG32NzS4SEBUaE5vT0vD8DzO9bmjDSJBmfI0MP6/Rqaer0p6K9dRnGpAOsvU8zbhlNzTH04kzVWC2mmr7n+TH7+3NBuHp1ITRRXgzP3GnRgl66nn8WCWB0LWtWefmNRdRGG61pAF8L9FKskbnUiky8DBUqwiK/L18GrlwB7rtv7tsAcy1z69ZyJz04mDNrejdKK/2oc0854mcHpbEmWsY66OkjW+PTZLVIC41aixelZdnsmXmHKM2Dg2XW7PBwcQ2Y/xfzbDabC8tY1EzUKLyU46KRHTAzvq0XZs3Ns76T0CImatVgJqZXQDmtWl6spTQxIBpKExm6PriTec581n/xnsULP6Wjn8VY1m1rKGevo9aYrwx640XUbY+Z4kGc/dPTZY1jpeONwpGQjPHzVsGGeZoga22MDbMmwuFh3OvOGRZI7kejYo1F4jx4tNaOdZSG11llTkZYsytX5iSA+DXMnl2/PhcYEZrT0/Pr8di/ydr02Y6u6zEyczIarNW/zPhtVp9oEcI10ige+tmzloaW75oz3Ntg1mgrHTnToSxziylnucf3vfJqfytjDtYGFUkvi16N4D3PWO2l66CW3pr7NG37nrUia3ZZhEOrFsvY91Fawp4dHAB7e+d9k9lsfl200unp8kSn56twGWvPodPJphGZzB4hEsW38rfC9TChGfJjKzVNtgPw/yn8C8+5bk3H6xCR5hBWTYfZ34+ZO68DRyZLjTnMjtxZIfPyy7RzS7tmBBhYe6GJ2bMxzqn+71VYKwvm+SYZG16nAdiCcOfOssa4556Fb1PzwbL5tkDXky6DJQQZP8pi81rL2mM+Rti64wOBfOW0VmJ25M/w/5ZAeUKm4/OKZgHP4ejRle9x+Vqe3+uwp6fLTF2rhpc4LW2mtVjrIDQFNp5yrsGze2uO+92GlPPWrQWLJp2EtYqEEVimkfhDGXaJkbHva/e854oQCWkmzcjfyZpgEdZEODzkltHw7xoLJsj6NTUzQ//3iAJOX5dZ7lsNq99G1eUR598bsWezZaHynsVLv9dRnwqrSDsSoAzRs+ZC07/DZuQ0Z+NH4S0zoebHZPwaL95sFmsMz2xpMcdatIXnP0XCm82z5pv1mIFjwjFG+jTW6c6llJ86O735k6WUj5RSXnF2/QJPd84ITMuEG3c8y66uoRbe85f29xcLMmez+Vua3KFk/RmXrVaO2mAQdeIMdNgWnyUqA6fdK0xR2l46Hns27enOPz0Mw58dhuH1AH4VwD8+u951uvO0hzplJ/K8OL35WSZjpvHEidfrxw4P56sB9vbmptedO8uLNQUc7+bNvLmly8zhakJvzQdZ92vP75XVgzaNM1aCR57UMO58mo+VUr5JXbtOfy9hccLzn5zuDODJUsr9pZRrtdPQpnsJrZVVi3wZDuv5Ij3QjSm+iG5UGb2ffz4n5NqnyZQzKzCZe0Bdu7XUnVXfUT3Uyt1iwk58fKCglPJuAG8DcAzgL55dfhgdpzuPPzWgh86sCYw3enr56vkGz//xGlc0htw/OQGOjxfpynoyXnvG+ctrAlb6NVMkuq7DZMxD/VvieWadV7fZds1aDq2axjfPrpZSPk6fd+SSHH58GIZXAfhFAO/KF+Y8Vne6cwu80TISnBYfysov6uAiKCcnyyucT0+XtQpv7ZRBZLL2+CWRBmq9XitTRDPLfQvRc3n3JjwS3cAvYn7W5k+g83Tn1ZxPE6HFp9GwBKeFOfPSks4vwsJhRKv0OPgtaCEIrGf16jFKQ9efdS2Dmo/jxfEw8eRmKeUR+vsYgP959vsJAG87Y9G+A5Oc7mw52IA/6vc49d7oZdnMlsnFZRrTcUVADg8XrzXLf85Ts2m3bs3NO36TU4/S3jNp59qD1+lbtGs2XYGuz5rpqctU055e3iN9Gut0ZwBvKaX8aQAvAPhDAD9yFnwFpztHo5d3vabSPURCySN9jWGqsU/y39J4LCiicU5OpmHFLESdLFNvms2yninDcrXe9wZTvtfrEwGrON3ZPBJ9Nac7R6hpIO2YW+jRDBkTSXcmvi//eSMNpo5Fy8iy/9lssamGtSWtxInKVBtxW4UlQvTsgqz1UOv4U/hoVrg1XxGQFxpvRKyNtpHzqP9H5gZrGh3P82usDsnLZqwVzsCyWSYm2HPPLYTHexZ+jshE80bnXoGJTFzPtJX7/D0mT05nrOBvvNDoxsyo7EzlRXZ6ViD42+sgDFkBYC3AZJPi4GChVfb2FpObN24s08uaaub/nvZoNVd72Dmu/6i+dFj92zM1s6ZjLa5nmq3JKwAe+vdy1tCVXItnVT7b5ty48uF7Oq7s8K/Bu8fwM2ltKSbZ/v58jubwcL5PwP33L8JwfN47gO/z/gFRB9XPre9lTSNv8JnNFvsf6PqStG/cWOxLnRkMvfysexmSwhPAjdY0VoVleXdrtNNp6/+RKeGBX1P28mGfxRpNvWeRjQBZMzGbJnQ009K63B6B0PKMUf159civN+jJWym7VS5Op0ZotA6MmTSBDRcajR7HsNbg0SimO7ZuhP39xSJL9lWsdCUe+yrWejIGh5H8eLMN3pkGmAsZlyMqu4Y3IFlaIisw1vEgopEPD4Gjo0W5PXNsDCzNUsNWmGdZZIQj46t4cYFFZxDf5PDQHkVZG2g6Vjq1bL3EeWgzhX/fe+9CQC9fXi6jMG68ajoyVz3tk4EnQHJP6kOfesB1NpstlgkBczOtVj5JP9KcPWTGVmsaqzJ0h7AqtbUSrTgiBFqzeO/tX716vjw6zZOT89qJtQanu78/9214FNe+kozW16/befcwVVpLRfXNgiHlk1e3pc4OD+f7HcgeCDIfJXtSe+Wrtat+vkhze4MjY6OFptWpt5xfQU0TeXnw6K1PJOORlDsxH8ak8zs9XYysXFY92spoLZ3wypVF3pynaCfrPFKr00dmmGWqshbU171v0TKy2aEIiwj+V79q13WEmibJaqoMNlpoLPSYEV4H5pFcBCNKR3bAZIFh+106iZe/dL7Dw7l5Ite1hpHOwaP23p59yJOEt1Y6awq65jNktbmOI3V46dLyLqFXriyEReoNmD8714fOS/9eJfTzbI1P02KremF1J5aGBhaNLZDOxv4HsGxuHB7Oj8KQ31euLHcMyWdvb/77+eeXhUbsemARRkw0bbpJGVlY2QfStHjNFIvMxoiqjbTxpUtzDSt1cfUq8MADi3oR6AWpt2/HKxqi57BIidqg8KJjz4BYeKzR3bvG9rc0ttYI2jQ5PJyPmjKHIh2CTRA25Tjv4+OFvyH3PbNH+zqWOeh1bll+wz6CxM/6Jpk5Dr7OGlHq5fLlueBcvbqsYU5Pl8/ZEfSQExmTTKdX07bAhgtNZvTw4vBv9h/YlGCzirWENCwv2QcWnZZHUDFB+P1+1iaS3uHhvENbS/0PDubOsVX+2ez8ZoEMfvvTQ63+en0AqUv5lkHlvvuWN2+XVQ2SF2+GCJx/L6il3fUAkHnW2nNthXmmR5SMqcYjtCUo7JO88pULJ1WE5Gtfm4+MYkIB500OERie9ZZGk1GVZ7z1W5dHR+eX1AibxFrl0qXzph8wD/vcc/N0jo+X533295c3S9ed0qvDyOTR1zVbdvUq8NBDwLVri/oRgTk+npfz6Ah4+ulFeSMNU9MkVriM9okEa402BfRQZ88859QyLQRaw+gTk7VZJY6qQDemdGb2FXi5ijj/sgnG3t7ch9Ez9tx5mR7WaUrZWSAt81HS0hOaXHaLVbNgCZYFNh/1xiD6lAPZs00GBtHgsmLbIgL0NV2eqIwZjZnRXhstNFnn3zPDgPOTbeKkvuxly068NqXY9hbHnDu6XPcOk+UOIB1EOo8swGRBZI3DTB5rHCYWOD/rJAFJQ15Ss9BCsDB45QELyz33LGt3gZhm8lu0782btn+T8TusZ8lg632aDCK2TJxUS2AefHChbUTLSCcXk0xsb6nkZ59dzlNGUhY47Rfx9kucB+fDPo61YaCkKfM02ifg5+Xwp6cL4WEhAhYrEiyB8jS3Bvsyh4cLM5IHIfHj+CMCw6u2VwkmALQZbWErfBqgrpYtu5aXuEgDX7kyN8dkHkGYM+nI7KyLlhBS4ORk/s0jvzYVtQ9xejrvHMAyo6VNEX2WJv8WVoqX53iIOrh8szBptJIuXBfsJ95777KmtnbX8fLT1zIasSYI2efaeJ9GQwtGZPtqLSO+C09CPvDAMoXLJhl3aBEY9lE8Z1rP7ejOUftmH0bMR01f67JqE0drD15lzWwXlzOCpQm10LEA8SaHQqacnCyTItqU9fKUtDPImnUvGvMsIzB8X8wGMck08yUCI1oGmH+LA687omgheecFsJ1zyV+XUQuHXpEMLDShjNRS1vvuW85DhFfMNKbGWbvq8mhwB5ZnEa2oNbtM/vI2urrO5ZqUSzTM0dHcFxQBsjYByZqEY5HJZ2vMM4b34PwtM9RXr84p0AceWJhk8ls6ytHR4s1I3SG1huF8pONLw/MSdz2Ss4Do0Z39L2B5yYyYk2w+avNOCywzWKwhmBrXfoaANQinaZVXnkmzd2KKidCwwPDqZj0PVtMAGS3iCZs1gHlht0bTWLD8GHaa2b4WbXPPPcsTb8DC73juuWXbW4RITAvpXJpy1Y1/48binrbHdYNxGdjsszqIpmotP0+zV7y4kxecSkcWckNICa8jac3IBAC/jsDlE4ER4eG5GaahNXrYM0FNIGrYeJ+GK89zBj0CwFu2r9ku+bD9LRObLAxcDm1i8VyEaBHWJrwgVMIJTSxgDaWvS36s/eSaHAolz89ahalgPUEqvoeUVUgOSZM1pH4mXefyXy9CZcHkwYdXW/BzeuDBJytMekDR5iqnq7HRQuOxKNzprfvsTPOSDtEyYp4cHy80zOc/D3zpS8sz1hHbpYXYYtM4rDbJhIUTCEMmy1D03If2EWQ+5tKl8x1EWMErVxaz86J5gXknfuaZ+f87d+b/Pd9Cm5eyqoLrRfwg0cS3bi18QxFGNl+ZWOG2s+qV89GwOr2l1Vu11kb7NN7D6hFKN6JeNat9Bj0bfXw8f8eDl3eI7yDwdpCpNZLu0NF7L/Lb24yC/SrLyZeBggXmoYeWfRytMTMdSjNm+m1VEYabN5dXQ7A/yG3jmVC1etV1VrNCavCefaM1TQt41JZG5BFPGpUh94+O5iOvtSM/m11WJdfMBu+6RfkykaA7jV6YqfMUrSSTtrIOTFYZa2HTTrlVPi6bPixXd9Jbt5Yna2WnGS00HsVdExKNjBbp8Y023qfRsPwX+a0r/fr1xeu0siUSsHC2Jdzx8dwsE7ubG9YTGK8xWhqIBUTS5PkU/TzyPg6DnX0xv65dW6x4ELZQ4rE5JNr0+Hh5N8/bt8/PwbBJJvloBk32apM6k7TZLGPnXz5jqeWaYGTua2y0eWY5b9Zv656YMuKQAou1YhxGVt4Ky8N2ujcqagHS16zniDoHm4867J07yyaNNnHkRTiZ03nVq5ZXYfOyHPmIAGoTistzero8JyMCLf4R+42S/rPPnmcSrTqz0KoRuN4joiDygT1svKbRna02MnHliZaR/2JzS2cQ84FpZl4TZfkmHvmgf3N5LdMjei7u4KwZpYPzuzcHB8tr6q5ds1cQ8JzJ0dHynJTVya165jdXRWBkowzvlW1+XsvXtGDVjdfhNfmiw0b35L7GxguNgNkdr7K5AqSziZ0to+OtW8v0LzM54vxbo2U0SnHHsIRCC5xVfh75L19edvp5EBCmSqchy270yComqFDpwg4+88yy4PAz67TZ8WfqWjYQkTSEyZO6l7Rqh09xXWe1QlSXYzDSpymlvBfAXwHwlWEYvvXs2k8D+F4AtwD8bwBvH4bh2bN7jwP4YQB3APy9YRh+vZZHv09jmRO6k9+4sdAeMqlnNYYIS0bD9DZS5APJawes7dhJl86nd6Xc2ztvmoqQcB48Ky+m6LPP+oMEP6t82OST5UhimjEBwK9R9NQJPwtrWX6+WhqRz5kRynE+zfsA/ByAD9C1jwJ4fBiG26WUfwrgcQA/Vkp5HYC3AvgzAF4B4DdKKa8dhuEOArStcs5oGH1NNm4Qf8YKL34Cs2uelmm1vQVW2WViUrQdcJ6BEmjnfG9v2UzS2oXNO56V11rVKicLDe8uc/Xq8rv/Up+Sv07T6ry87MjL10O27iNzOYPpT3f+CP19EsBfP/v9GIAPDcPwxwA+V0p5CsAbAfy3KI+2fc8sZy8yh/h/tOtJxnm1GkB3kBpqjcgmmQ4vJz3v7S2/x2MJi176I8KiCQ8tPJq5Y+dfL3iV+SDJW7aZ0vWhfQ5gcXx7rQ5bHHirH/RaBav1aX4IwC+f/X4YcyESfOHsWoj2Nzct+9e73uKY69/RtYitieKzuQMsOr63AeFsNne0Bd4KY2B5PwN2/HlNnfhwIkSWH8MCI2X55m9erCyQMsoqcRZWISXkpT4R3hs3FuYhCwzXj2U6eYNYjUCoDX4R6j7N1VLKx+n/e4ZheE+c6ByllB8HcBvzw2q70b9ZYDTqe0IV2brWb+m4rYKjBZPLMpstvypsgQXGOmpDx+WJSxEYmbgVwRHTk5e2eGDHn19R0GviGKJtuFw8pyNhrBXeGTPK04YtvmZmkANqPk3X6c6llL+FOUHwl86ODQQ6T3duM8/0bw5XY66sdKMw+rolgFGZGFZ5rGX1rGnuu2+xx5pM0nomJAsK7z8gxIY1K69Hc61tmC3jdXDA+cNyRSBF80g6LMzaqdf1Y2mXbCevISIQrDJNbJ6VUh4F8KMAvmsYBmZzngDwwVLKv8CcCHgEwG/V0hu3jMZS6VHn5uuCKdkw676niXi1NTNU7DuwqSYdkueUuKOxr6IPS9LCEpWdtSCbjLwXMz8jT46yhtVaWtJhZs+rnww809tLq6Wdx1HO1unOjwN4KYCPllIA4MlhGH5kGIbPlFI+DOB3MTfb3lljzoAxQmONkN5/IGeaefda2RgtzJ5W4g3N5Z2fhx5aNoe0GaYFR87jZJ+FOzKbQxwHOD9vZZVRhFm0niYeeHUCLwyV8mo/7vBwmZLOCoxn7nqw2k7+R+04ci/nltOdz8K/G8C7W/KY5s3NSKNkbF/PJMiYYVlBAhYdRt514SUpvMBSHG55D4ZNIH4e0S4858Imk3byWWCAxW8tOJqU0Nv2CmR1AmsXXuMn14RVi7aS4m9G5NxHfm0Ez5QXbPSKgBbV7Y3umfiWNtJmjFfR+ronREIAWNvhSseUV7NlDobz0o680MmyuyaXm80wLSQWAWAdTMUsmUUC8D4KrE2EhuY6FIH0SAAJG8FqT+u3Jgo0Mv1ho4VG0DKaA+1kgVyvEQqeLxSlK9/iVDOjJA4/L+fXWzXpAYA/+n0V7eBrIcnsPMPl541HeGmMaDdZ+Clx+PQDvVrBQqsvE4XPkDFZ83zjhcYbtQG/EscwLp5gZEdC/Vv+6/3BRNPIEn4RGL3bpyUcvAGf5eR7r157dr5m8nR5WWCkPHqRJrDQMnyftSKX1atzvhbVv0eweOllsTXn0/Qg44+0IGMqWja2+DFinolp9uCDyzPsLDDWiC4TkvKt37uX/LTARGamVWbtuGsTSAuBjgcs1s7xh/eT66lbjdYBsyX9jdc0jNqDe86d1SheWlna0hvl+Ld0JD4CkLeUes1rFu/DcCflFckiJLLZhzj9eg0Zb1aRZfi4rGyayj0xt2QzDNEevPpAn2bA2khe8JPXyDVB4QmRrk/5n21/q21qBBBjq4SmBZmO0+pcZvPi/9Zpx2KayQSm1i7Xr887muzHdvPmsgCxsFi+ixaAiBjR2oJXXIuGOzpamGm8bg04v/8AaxR+9QDIvdTnoUVT1NixCBtvnlkmVraCmcmqOZBWR6qxMF5+/F+XXe8tzTSvmFzPPbcYpeW/aB9+EzVjiunRPCJIBDLPw9sx8da9LAT6+fQuNM8/f36b34yWkXJ5Za5hTFxgCzRN1tyw4mXiezY2f7fk5znZVvpi9hwcnNcmIjDiD2jHn7WLFpSaOWo9l95ZU+hsYPm0ahZWric5vEm/Qs3HanBcXY4xzjujZinoAdHKd+OFBugXnEy6As98GcvIcMfWmw/yaC57Fdy4sTxa866U0vm8Z9DXPFveCq9fm2CNImYlHwOoT5M7OFg+u0dMMwYLesYCyEBbFC2kwlb6NB6t2GrfjgGbWrV8WcCsYzHYZ+FyiXDo91/ktzf/4pk4uhPpsluDkPaJ+HnEiedn4iVA/B4Nm2Y17caIBqcMWRBZDNn0gC3waYCcaWWFsejfnvS587WCO4K8RzKbLZgnGYmZDZN3TyxnX5fNMkW0WZoVeu8e72Etz2SZr7LvGTN92qQ8OPCPIGktVxSuR1gYG61paohYK+2Ye+jxeaw8vHjCOgHL/o1+/Vq0EGsdScNb/hKVpccfk99CWsh/Kf+tW/ahubwllJ5PYuHXryjovGtltGj9GnrmgDZeaDymhq9nK8Uz92phpBxWo2VGNWGWbt5cmFXiC8hOluznWHa/pVUi9NSPhmg3fhdG+0ssBKIpmZaWZ8sKjG7vjKYf63dqbLx5JrA6rWfTa+iwHvVaS6OlrPybTZqDg+VOpuPJqMzzHhZLli17q2nJWkYgpiUvrZG0eV858WX0nmrRagCvDDV4g6kXLout25YWyNnlGY3iwdJi1iirfYdaXtJpeATV+yVzHi0OcQ0shLVyAvaWuXrB5t7e4mwbYdRk5p9JDdGwetCKnq/1OVvCZ7TS1ghNzdmPtEhPHpH5pSu8JjheB9FHF3pho7yzz9vqUItQ87J+EZjDw/kcEscRrcNr0zK+mJV/7ZkyVodHBGXqb2uEJqpMyxxqRY+TGYXNmEzckFajjvFHMtB1pf/zK9kMERw2v/Qbo5oW121kDTzA+cHKC8d1GA1srX1h4ynn1lF3nREJCofpSbenHBrcSS2tyWwav/HJGkiW95ye1ueRImRMKM/K8OJYaXoCteaa5iXh3bEaI4OMWcT+CH+8eNY1q5EjAaqVTaeXEZ6WDgUshIOPAAGWjxsUgdGOv06vpb4szcTpZNrYC6fbz4KQAdZnDdDn03j+whh/RqdVS9NrVIlTMxv4vyYJvLLI9YiKjsytFgdcx2OKHKhvah7lZ+Xdei/K00sn2z822jzTaDFnajavgJ1xD55Tyfe8zpghBLIkgFcGr5wWLHbQS1+/ycnnlepyzGbn18VxHpavZnXmaBAcOx+T8XfXSKN4aCMCgPihLUGJBEfUdEb4uAwcP1vu2v/o+Xo7Sa2uJIxHR/PBTfIB7J02RQh4g8AxqGlFCWNdz8LrFxsvNK0MUusInPUFetm1Wrq1vFqRqS+tbfhbfvMr2nwytNyX/0wp61eggdjfapk7krR64JmzHjZeaDSyplEUvzdeTx4aPXNLEdvlla+WNjvDWoi0ltFHBUr6nKe3aiFLtLT6Ihmzt+bPeXWz0T6N3v836yx7iOx3jUy+YzRCRCR44Wv5MaHgdUIWFPnN9cxaRjSMbJXLppyUWc7Q4by1yZYpp9cGGd/Hi28NkPzfqtOt8mmA8WZRNr7ngPYg8qfG2v26k9Yce6s8WnPLKgDp0PfeO9/pM9I0lnDUCI7etojCWYKhsfXm2VQjeY/546XZ6qhHabc8X4vgZTVy5Gsw5OQA7oxyNKO1dq4mMKtCpF0zxIJgo4WGoUePXiZrrJOt07sbsJ7DGumzFDRD5l/kzUxgmTmTfO7ciZ18XaYe03osxeyVpYaN9mnGwLPtx/onkbDWRrUaamX1yhFpklp5OAz7M0wI6PDWwFUTiKkYxxpaTDKPbl5zTRMvo9Foefix7NVUWqQ2GtfyzI7IloOv2SOPILDS43dn5Bn45TL9LpCO35qnBV13F6XZRyyjKaW8t5TylVLKp+na3yilfKaU8kIp5Q0q/OOllKdKKZ8tpbw5U7w2oWHoBsmMyFkHP9s4VnqWkLR0Gu0TcHmse7W0smWQ+wcHy3s7MwEgAsN7GvCas0z6Y5HNJyOsXlovvOB/6ngfgEfVtU8D+GsAPsYX1ZHojwL4+VLKHiqoC01GMICYpdLhshVvsUOto6clWPqTiRexU7Vw1nULLCQyP8PHbAgBIOd48sFR3snZXrmy9WDF8f7zdet3plzAKE0zDMPHADyjrv3eMAyfNYL/yZHowzB8DoAciR7i4lY5W6N3piO1hono3BbHdowpkhlAvOdn30YOnWLzTPZk03syZ5/lbpEnQK4/RQIzva/zMIA/ov8THIl+0awJw9NQkQZgoagJUmu5ssyTlNFjriJSgJ1+nqvRzj+/8y9sm7VvmlfWsSxmlHZrGI8M8NF9JPpUaF/lHDFMNV8iYpC8OF56Oo4mFSxWzTOdrHx66GLvGufFgiC/9XEgHE6bx6enC5+GX2uWPDxfzCtPrdzRc+jrtYEle20FR6I7+CI6jkTvJwKAttE6y0JFcWtUamSqtGoYr4HHaCgrXREU68xNHU/vMiNp1d6tyQhEL/nSkkc234szz54A8NZSyktLKa/GSo5E99gqD1OYAZE26E2LR3l9r4XRqz2f1hCextNx5CPbzWp/hs0yJgC0MNWeqRdWelOZ4SOFwzkS/RkA/wrAgwD+Uynlk8MwvPnij0QXeBW4KmHpDWfFi1ieFnNFm4cZltEz7cRcm80Wfo0lBPoNTs/0zPhSGWRN6Ckw/ZHoAPDvnfDvxqRHokcObS3eGESjeq0MkQmXZc+8DhbZ85lyeOW6fXthnnHa4vADi7VmkrZFM9fYNIvKbzHdVi0sgq1aETCV3erND2Ts8h6N4OWfISZaypYN62ka3lmTOzabZvyimQiax5Z5DGS2rF46q8bGb6zRq9Z7TTQe1bIMTxS2VvYW7ZnRYl7c6LpebyaQRZmicfSpZlJ++W41oVrbJ0o/qu9oYJzYp7kI5DdAb0VUiZmO2kuJtjj32qfpYcZ6BJuf3+p8LDxyQC07//pUMxaYWj31kDdjfKGedNZ8lfM4yrmGKZkvnV7riDYFMuakVUbPLGIzS9Le3z9/IJWYaNZp0l7Z5BqnUfMFtfay0rGecwzuLuXchdUKTQt925NexhxpYcF6EQlEJDgMERY5nl0o54ODxabmvOUsL6OJWMDoumcN9GqaqQRpzYWmbRmNxaZprKqTeiNlZE5kr1vliTqZhLfSy5qdrFm488o7/8BC48gBurLtrMDa/8zTdNGztJIxYwa9WtyN38tZI0PVTgWrQ7YKqSVQveRE62CQDc9vaorfwptlyLf8js777GXGpmrXjL+UwZpoFA+5PQJW4R9EeUon7WlMr+N4NK8Vx0NN83phM4IrBzexoIjPIvs2c9q1fFdBE2fapjbHlcFGCw1Qr4Dbt8+f3KVhVWTNhLLu6TRr97IN1VI+K0xrPB325GTZTJMVAdr5v3HDP29GC1Lt2VsZNI6TGcyyZfGIgDXG+PNprAm5mo2vw/XOBdXAwlOz1VvoY+s+x7cGAovJ0vnpU5yBucDIiWfaLJM0VsFktZikOq6F2jyXYCt8Gq2SPQfZq/Axo30reCRsmYMZQ2josFkfSgvObLY87yLxRNNwOS1fR3+3zoNFZWyN15ufYKM1TVZIvGut8CYArXBWWafIN0p/Kto2Kr82d3nZv/edQZYU8MJ6AjTWd7Lib7TQCCwtY3XwFpaFURvpV+XcTsEKRcJS64Q6TMQYZpx/Dy1ER9Q2llmZJWtamLONN89WCbbJa459q3mVMREvioGqCY/l89RgaRvrd2Qu1gRiLDIm8lYSAb2jWwY9abR0rjEmyVTzO971WgflclmESUT/1rRXtpxTTjm8aHwawVjbtab2vXueg13rCLpjRXGyz9brYGc7nq6PmibReVjPEfmELW2a0UDWc9by8O5vhdAA+UpeFX0saVuIBCK6r8N5qJmGGaHPxPPyG6vtW/0QDsdargW9A+3W+DSrYEgyPkxk67dSwi2CHJmAGV8p40x7yHS2MYNSi+9i1XcrIZIxQTW2RtNo6I61Skdyik7fQjRkOrb+30LNe+nUytzLVGU1l47fSk5MhTUXmmled2a6OaJGx6DW6SXv1jQiky6TXrajtbB/VroZ6DLLf/60xG+F5VP1mmhr/GrANKcGaHjro1pQG+W4gbPOsnxHaU89F9TTEb1O7j2DxIn+96DVBO6NyxCfpn8D9JVjNS+h7e9Pr21abelW9IyKVsf2BLiXhIjSqbGLGvKMWZ9pqjZsrdeN1jRTj7oZZEyJrL/R0+hjhC57r4Xi9v63XGsdEGrP0mt2ZbHmQtO+AXrEaLWglwnLph3Nx2S1VnZuprd8/K3zsvIcQ433hGuFNWDV5oosrIkZ5qHvzc0epiw711HroNm5otYyRJDy9bKDNTZubF1epEXQ459pRG29RhrFQ35FQO2apX3GTI5xWnqGvNcmbxUm1gbRiOml1UJbR9BpZs27HgauF63Pw3WrseZCUycCxvoFYxvMEroW+lbiaqc5m96YUbzHXOoxwVqZtlVCs5res0XPudE+DbA8yrd03Mxr0KtAhl1iTDEKW77QWC3DdZ6ZfB1jOkr8KZFN1yrzmvs0OcrZGq1qNjofThThIkyHVnhUsjb7siabTmcKaJYxIjc8E3MVdV8zZWvM6MjjA53TnV9WSvloKeV/nX1/w9n1Ukr52bPTnT9VSvm2zCP2z9NkKrzWeaIGr1XuVGgx1eR+z6jc8jxaq0yhDTL5T6ltxqQ1zjx7H86f7vwPAfzmMAyPAPjNs/8A8D2YH+T0CIB3APiFTAY5obE691iWKxqRpmjcSFNEZcnOQ1hOdpbK1mlkMYV/GJmsqx6kssI/YkWAdboz5qc4v//s9/sB/FW6/oFhjicB3F9KuVbLIxaajPoHpqGJaxjjLGtN0qrFrMEi68fUBGZVjrpnYlrlyExm9sCKl0lreiLg5cMwPH32+0sAXn72+2FMfrqzRs/MdibNSCAinj9KU6dRM8HGMmgXwVD1moY6jVWGH5tOXThGne48DMNQShlFw61uh009TxCxOz0OdW95WgWmN00dpgUt9b4q9mtqtJjisdD0nO785VLKtWEYnj4zv75ydv2LWNnpzqyiPSc1m042r6zf0utgT4UW/8t7rqz/1SIYLROyqwC3TasWn36V8xMAfvDs9w8C+I90/W1nLNp3ADgmM85F30RKZEJ5KwB490i5H/keGXizypF/UZvfuIiRe6wG5zTGUPrePZljy1DnNXo5G54x/enO/wTAh0spPwzgDwF8/1nwXwPwFgBPATgB8PZUHkNQwHLlypAiAjSsziwTnsD5Sc9IdU95bwqfYCpMNRnZwuJx3pmwWWKjxfQywg4nJ0V+l1KGcFL89u1PdJhnk6J9lbMFq+GsimxdIRBpEv5eF0GwELFtNXjP10KEjGlDqxxa2HunDSKs+YqA3L5nnk8DnLfZuUNb91obtDaX0EtrWphSE3nmU4v/1TIfFZmp0eBSE0gr7iqJDWBt1ph56F/lrO9ZwmAJDkMa9CLMptoIaoXrKZPn+OsBxSqLZht1PKuMHsY+x91KG9hsoWFbc4cdLgi/DuBqcP/oogriISQCdthhh/NY7enOO+ywhdgJzQ47NGInNDvs0Iid0OywQyN2QrPDDo34/7FqmhKM41CvAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "micro_colorbar = microplot.microshow(images=[image1], cmaps=['pure_cyan'],\n", + "micro_colorbar = microplot.microshow(images=[image1], cmaps=['cyan'],\n", " channel_label_show=True, channel_label_size=0.05,\n", " channel_names=['CFP'], show_colorbar=True)" ] @@ -456,19 +532,17 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=[image1, image2], cmaps=['pure_red', 'pure_green'])\n", + "microim = microplot.microshow(images=[image1, image2], cmaps=['red', 'green'])\n", "microim.add_scalebar(unit='um', scalebar_unit_per_pix=0.065, scalebar_size_in_units=4,\n", " scalebar_color='lightgreen', scalebar_font_size=15)\n", "microim.add_label(label_text='A', label_font_size=30);" @@ -494,14 +568,12 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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\n", 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", 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\n", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1,2)\n", - "micro1 = microplot.microshow(images=[image1, image2], cmaps=['pure_blue', 'pure_green'],\n", + "micro1 = microplot.microshow(images=[image1, image2], cmaps=['blue', 'green'],\n", " scalebar_unit_per_pix=0.065, scalebar_size_in_units=4, unit='um', \n", " scalebar_font_size=15, scalebar_color='white', ax=ax[0]);\n", - "micro2 = microplot.microshow(images=[image1, image3], cmaps=['pure_blue', 'pure_red'],\n", + "micro2 = microplot.microshow(images=[image1, image3], cmaps=['blue', 'red'],\n", " scalebar_unit_per_pix=0.065, scalebar_size_in_units=4, unit='um',\n", " scalebar_font_size=None, scalebar_color='lightgreen', ax=ax[1])#, scalebar_kwargs={'scale_loc':'top'});\n", "\n", @@ -600,19 +668,17 @@ "outputs": [ { "data": { - "image/png": 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i5cUPsOYHQCM9TEb5weh5evqRpN4nodaGm1FKhBglb7VNo7zoZG7Ri56jMiOINSlXTKwE8GJGKT427UUYCigkMP3KdVlnNRvERNh2Mhl0IZn06g2uph4W5r/PJkHB9c2mjEvreEKj4j6NPOeMbhJ5uE1GC/xnHEBv8ohk/AqW+xzRXaJUmDxomRMdW42GJTM8STKbSJJ54Hvg+wZOaSS4p3RZGRUZpI0BDAbscFlDgG9n9ONdaSPuuUsJBwNkQuYgh/G7Q2MNJFyNlz3EgKaD1J8tVXSyU8P1PEUCPxyb0almJvpE5USGqKF/6CAiCdoyS5wj3dOwH8EYTuq43g6EimjBKCI0uvYH3ySGJq44kl6DZ/tHjPBcIzMjGeh7XHuGk4btsH+vQTtYOzT0pTUivbbHpzeRJ4t88MY7lXsE52qfRY6k41hmB7mr/zoe+sRvrAwSI1akGXFFug8W4PNR52bSUIp78hyTjeZouOx8BDV21H2bGfpkkk4sDbxwiJEDY1YO2ui5LoxQtmMWBs5Iz6FEOo1lfj00f5+SCSrGhfPkQaZghdarHZ3dP1P24Hzj8biDz7AEet8klOiWN6g389YNzzzTRrNG3fPkmgudl3vy0EiyZvEO4dvbO2Xlk/zutOzHX7MYhs/JbY7LVR46OBYaRBSVBkbldm+lzyPemcvQY1U6SarlRgx1GF5F3Hvk3GZePbMytYzhPedkYvkoVTJK0ux7lFCEExPJA4ZY6kRYm+G16wRGUobDzWpcC5qfgLB6XXI0SXFGMnpJohoiORD3Az46iYMYdjlqTf8Caab5gzJHdVZd5TodLNlfR85t1hhOSV7Dod5Xovr2EywMc9uBuHJkQHXf1mZ6azLkWx3hpo7XYlO0iezIizt9TE543q6+nf7Ses1oO7nby688eSNTa+ChBQOmDxx4g2tk6MlKGOzhPruuRxkBAcdNkuLuER9KYZo7uJaXecACv86uTwYGbSaeOPSqJ3B+10tG9+4Stey6AO6xMCMTRfyO9A06zNqF8GYFZliNEWxJH1QMOfy8eA8aGj8NzMaAEmNTbx41MHd0ipszfK3X7mNGpEvD8TMMBoozmNnkLqAHs3Z2A4DhymxU70CoQCZYjuUwYrczO9FzTmHGmVpWp55wFGaGtAeeQgZXY1QdvKy6pR6BddmlTDVWMo4mKRXPmc3yZdK0Oeu2kMEw7z7g6x38QdwGG/xzVSoyoA/te1QX6xrNQt5Dzv3WtxnzTKM30hn9UyHsJP3UnewBdbRdHxk8J3XkvTMq0S3xtGt26vhJyfD78Hqut0jzw6NA1zumFKTVtbeDXw3XNt20Y3y+7uWyyD2qSPbM/baYmCkMRvaIikrLIW9/ps6wAQMPc0avXgLJPzvm6ioG3f2lVZHhLN6Jsqp+/D/D9WcSNJGQmsvOR9Qe2UgUpV1+YZF1gKujugOZnFjJ6B8Nd5FwaN7lga5kR9jQ3AqzAN/rfT09Gy+9BP/fos+a7Ihu6TPS8XANxJm2GUCpVIJ6eaDoYJ76YdJIt9GznHAME885t3xUQ0qKjTP6RxQ745GccUg5ld8WHLbR/9SgOvqtC3kO88pW1iPS53m56Q7OsHgPixQ6SVh2/we6RlGq2+EEkzT8m+i9IfxiVoufN7je+nml613ZZFuc4Ib1SZkdmYAcvdFlIzATOtdNtCR5YkPoZuBJZ3fDsIXIKEmiTqrLG+36t4D1EYB3DkNcn6EmwttDAM+OctPXkCL9zUAM6gxgSJYvcOSbmfiYnqGl/qmJIUvHeysUHHpaq+8spL3IifXQiZzCbyaDMFy92+A+ZT0iKKS/QRjqZvXqNQuAm/JncIO/35a//WLcobFOSg3NOugEmrBn7s4L0HV230aGx89qg7eei2CCOp25xwo9vyXJo0jemwRK5P4GPbxn5AXIGGeXJXJoNxmxGlbWiJIz46/Jzg2w3sAZ82oG/RCHYUt92w28EdjnKPrAe9cRhu79VrY+D7huej6mN6PPLom/zlu2epRyZzB/Dz51ZG49NI+WphGTZGY0gRJxkKPsWvVxL3J2Qnx3FdfivV7VjY36IS7G/B4OD23XPYrrdfpng1yZjsAItbyU3grYBjsfwgTTT+BJw5zMGLNGArqvBzF6TFOtewl0ymWStosK43A+eOgeLAlZheC+YajrjNyUp1WsKQ0ImkTCOwAeA/gsDiO2cp7DG9YjXBLF236O4X5KLdM/SYZ70mvTNFmVOljHevwaCJpFmwTSjJiqgcxBDg1xOqIzg8mmiCOpuErvjTJkFosIfB3jsx521sbWBjRGYykJ4c1xbAOwPi/Hbun+u/DxUm+UTggpJbgE11id3E96ju5JvXyia4Z/o+tZL6VUo5cIGkcSlFOF+njgpQdrOdiDCV4d7WMxkzRswV/v2ube0mgR9l4RhNKoXMXhPexq561dzOBvCmZeDii0Gr62shc0beS80h4Y8yL/MyEn0EtMm4Fgx4PBfpbbnu1v/qzRvWsDUURvZfyjQRt1Qrrta8/LRWUiVny0dW/vgfX3/Ex4/2MzcjX2eu3AgFzdhqXfKsZsiaJKZsT6PcDwPV2mJTDqKNE7a5AAqp7NOuyZewPdIjk5Kz2fFFae1CpIksFrJdzML4ILnHRGUSOKKkmDRFm9SwT5/wLgAQ4qz/S8LeU8l/Yx6JF5ZPrfDeNn6LIEG2fT193Jp4H0dlaaMsD7MCe5nNs5iTdXqTJjLKBw3cNBEeNQvqcJSeDhKv5b4OFIMCBDr/wQDj/jBpeE8O1C2TEPfQNsHwPrHZoBNtNOkcxApSmR59Y+YYZjxDZkg26Wj3aY3OwoiU7Rcovmulgm9+Ugpa7pJGekzI4EuDfz9hGWD3XcA4rKysyy+wgyscGbl2YeGpfP221hK8o16Uu9bFyqB0ed6L7smTmBjqBgViaCNkKcCIb4esCchIlfRyKK002uvTLIMaB3MqVmpl35Pg779lDhrN1IbLDsrQ7OO9BnzcydWPM8AvCgJHuMb4ue24NyjU2mPKMy6ZkqdOP6O8mOzuo51oB0VVahETb86FllMEQTV1qO45sX6cdFnoefURNloPHyjT1wOX07uH473Yw4Dw0H5JH39to6U0j3Dr1MD5vyvUvbYFUfuj9bD13XbUiZVYcF2AyegDr2IeIO6emfHHfJd6dTQ445cEquzxI40ugCT6s6GTEQJxxjF3JQXYlMbHh+rUQhMMmCa5Y8wy6wRPh3wZCtiMpxnUEGWuUFXLRY3wTWx7hAkIW894TekeGc4ewb76ftVwZa41zYOwZ9wexP02cUaVT3kTh4yWUFcq+cYfrH6zOqKVEg5VPpfEiblWszvpTLHtI5Ci32pHy5tsF/hp3fOq5bgctEy3Mc2FxDvs0Wmp77obPtmB/Sh2SYIXNDCRXPMlrZvYmrEL8DaT+lotcPsG4EsXrXRdF5EpffY6MZlsgIB7gZgO+U6LxISMyfuCa7h7HdCrRT2WbUZri40HQZnKgTUjK5ovrV8iPZk8+ja2eEcwH+w9FGocOQ60zSyTWJ0g5jL50BPUk9BjLxTqE2rCndGdVuRMIrHa511nIkyQjXQwR0HC/KT3eIV0PVYzvqu5MhT7sAeFBwc1n/bMsym+d5jlYyWKVYndrJ5RoJSzOCLGdC+TBnKeISyKSsJhprOQPv3jAd90kKhxxjBCUkE87YhjQjVskSpkyP5fC4/CPyWaiLftmp/l8O4w4HIeHBje7BM6Qzl7Ve+qyDfA2uyZLtRnbfD1V69wWDB8gTaldXkDTrDLKWcZaePCEn9+UAGWnkmeUB0t/9zpI2NgIKPUx3jeDIqgMgaPBmEHHYtUkVO/42fIi+uXhnM+IP5BlDWMORLdG7O1hHhiXXN79ZQ4Mug13Qc4G+q56bgUtyv7Z7BF1CGGLH+0Z/cvfRxR9nJbhyhRxhA2oiJh5Cw7d6riaUMeyQ8FQ9NpWdGogxHLq46KawGg9wgRIvcJn2ppV2lZ/le5+hep9eWzHnvNE55nvTtS5qwHa9PXfgOCIv3swkWtlRdELSnjs8b67OQ9ksTmwJzkaMy8Sg7hu0Ltcb4rAzISPCRIEnMtzYTGh0ip7GixGefn4c4wkaW5i1fnJc2+QXKoKhs+WPWXLp2KIeZOidJ8PuChnSjLgovQfHpP56LhtExMBsyNtqIHMshz5kE7o6DdHNYjXZ0nsNx/K9CEKXGFaDX6Uha7nkwSsrYUKLklZcPPH65NLQ6476LiF2AB8DW3m/0Bl5sECp1sXYOzJi+97p2JCPHl3LdSnEi2CEwL/oXA8K1rqiAZXpGzzzpHGPl4+adLPZDONlBpiILk/l8rnMkFHgkJWVn2BqNZoV3vBMt/cNYlhHGj7d4b2xLFQaSgDlnM7XSJSnqE4ZJOwlenI8zYNG1wT9mL2/2Ezy5HIFD32mgZe4IbLQZOfCGSuVqHO0E6WO3ijfdvi3TcwozRtTvSu/WiUYtRm4vQGWfJ8x6mjwNkwI5wA9791xBE0044SQjs3wxKMZYb6/YXgCFiaQE4uTBB6kr/sE4dMldJk314ek5Ci6xq29WKRcbrTJARgaUzHm7QbYymTLWpaM1vNWx6Pj2Fo89vYQdZDUJCx6nqAt3bqJkTHKc2gyF1Gls9LD3w77Utkhy2N6cL/swedEJiPV+J3CLOx0aSZVbke8+Ce7n+7TchzOk8ZsJkJmWAH7vgB4KOxJgRNrMWrclvJvcSRRux+4od4IjDm5jnXiZbYNHdmRygJJO5lBNUno0jIcIz2zRLZhxXbEEZnO6/1d6T/7ud1Hs5EXYdx6D2HQCJsBHToqq9dk8ecdVo8SzsCb1O8P5XhJClegToVvtix0wcWoy/T3JvtyNIxJpvseGJLqV9ovnCwhmZq8sHPWbjt91rqBsH+jJaW6XLeh2xJntgLN6sCGjlXpe/LxTGFVTh5OKasMOzLUiM7z956Hc15XQvEaGW92TD3dQ8Ft0Uo7oL6dAlAS+En5fFsgidanQtRUbVfzjgG2dNBhkeMYeFUWaROeqOrCM4U8UeSR72qQ9fn0+j0ZRIgH5yTLMbmWIxu5KtxZ7KnFk5qSdi70UpE3xeBYzxNHUmYFV/GkGz1D9ZCPcCSHD3AsJ70FtqcA7shQlK4zHJ1haNCg7ODJpj2DRKmblNG9nNRycqdG1uy9EmHfwMs6mDOSDI4FA+x+SWFSeLSd1RacU1nl+sZDcH0IjkfXL8F15ElT1oGnuG0paKDDtqO+ibI+B/CuL78Re/6SEK5Fn+2Jv8wNbn4mxZOMMRcxLpFw6jhwJnrO2nCLzEGPia48adL8XIlc2ySFpG9vsE/lRbG2gWRGhaCRKDOPsGxEliu74LxQ+Wu8pVzTMCe2Wi56vABSRJSTM5ySBDb4Tve0Mz1sABgWZ29FnaywTbFmhCej8Ds01uC+rbQb3kJtk+ZN7iwSi4fu5ThhTgOvU7pwjHXObM7LYOo7G3W9gvk8Xx94Us1+a+KzHPdEDVIbAvLQ/A5gNpLNyILQm728656tbPGF5+Wz1XlDz2Q8dZmEcUmveiySaNfPKXYo0jfzhOXYusCt8V5pZtRdqwmv6h4ZdZA4moRRxO6JIJgmzvdJChtJ6JvuzFESKlJOko5ro6kxOEN5iLoyrnmsqHy7lzhlN1OVGLXReHaP1b3x2+C2za4JG77dR156xLGme9FFbTtI8mq78xbBi//b3qJ7boD1w2JQdzj4cdEnm1gZJXMN1WplSX4wmRie/63v6HyVJKzUcK2GSfe4xflRmZqMmJcxLHwDvykM5Fr7bqGdsTRweF6+b6c/vp+eywbSugB4RwaqvfnCeF2SqKnNEHteKXEgG2KP7yJU2SLYbQ9sbWn3PcHhkZ+iaUuVEA/r9ZEd0P2ZsKEncmJfDsGpzUOxYUrGu0L4TiljxDNXuaHP6pE5fLKu7DmLbhHRX7lk5aPVyGkgrdz5N0cYd5HDvNrHXofmc7+jWqFopWVtQV+4AUx78tX3Jd8+jq1vlmsLk1MnlR4Rg6OsBhATAgobd7hFUekLAkE/deHg8XS5bFJob/Rs7HmksR0sCfBULV+9q6rKezHfACuHS97R6IYG0JulIzKcuRfabZFr6DhA7UBJFBZcdlR663LvasZs+3OYd47qLXW4Nks8HpYgl4HkOJwLAPG6Fv5sG7g/PuDS+iYuLI4N5Kd9CBHaQ8f7On2sjM4zR3KvpLAL4JMKmqlPlgUNhKk/0MMhLxIt6y1ge1zKNGNmXPj48l35bi7LMPNqtBrXcZtgePZuCy6ctG7WyAZ6R89p5TFPPTJm+7wEnSlGHjofbdvSPutjYHsPwOOLIa/vXo45h2PefUfDyAAEaxK9M+PLHONwlhDDfOM6HnokuiGJA/YBvq1qvI3jZ9OAo+Mf+u/bQxw/E/E2Lsb0Wfr8uHSY6rAA64NSxic4vKh5dFpFtz04dLS1zg0N+CZcqN7YM3OSqUYbhWt4jxt6KTGexnH0opu1rTmAx8D6HoDPX9rq/cdkiLfeGG0lYjMBRbpH+jm9CQY1s4VSZn32KPG8D4bmtRFOeTGUht+k+7ixGWtVPFSw6Lbgsks+7bO8qTEwHrwB8G7pHNtd/zF56zcLxjWxDWHs+xMAH9OzkVEzfmM9XWOLt7b9oZuJkdImtj2Y26vDYA49Iy8VsLrdsoOsQwMPXnXVjSffKd74HQDvAe+/R21TkkDscNs5RLTZyJCbiCjXZh6cZxqBOAokMuahUQpn7reez5QKoEb9T59XSuzWAhM47NkyTF6bXA3Mkr3P032PUb2mvrLlDLp8x7OLN3JsgP1/hEtSBAn3Vu6bpIPBJm4XepUrbaeEinMr+HpMQiANQyTbAq83F3iBz6LCsm0B3n8ArPa8++XlX7yQ+vXFBW5fesYQNkg+1p24oXuAOHFM5IqfRiZpOql0dpMEqkEbQ8DJyQ2AL6LFok9woYuKrCg8KXlmNua1wI5w6eR+4EHey7nZxd8iwQO6HvCezn6aYhHPj1LeJ6h8dDSLWXXT9gMZM7zudqyLNRXS2X/20GbUxMhsL1BfL9tugfXpJa+ob+hQ3c2kEBtcZC+ZV17ae3oD/5Xw0CG8YExE5yJu1ZVjnsJwJxvzDbB+rjS0hVlunCf0+dHhGRvh+/h+88TPcLzqdVvwMV2/PsGxruMFlWcUHdGDFW6IQYPLL/9rGzzHKaN2x6NIQt682dNPt2Qw/Q2iWYQpi622WwBPCob+evm/0x/p4pxCIo3HDvIq92z3lwnaLklMXOJHCoVz9+bJmIUoiYnDve+WY1aOvnRajMMNHjaYvVBQuIR8C6F4gOoxVzY0Nf6P4RuWyq7hstCAWFCNwkUU83LAJRKBnAB5mnCdCbUbw5RmcFPbhoYvSwBsWnszrG/T9Etpm0cHRLKlsXWJrOUU7EW17QL9M32rBPf2Zgy7cOaQyc0auUL5HCV/TCHV63R26jEuv/v3OTh2osG9O+rrT7gtKtvrUB/TtbZeWV+PwvHdhdRS7goc3kmmtHmN8/aIEjauxzz1A7qWIMpmz2BJoZWjntqEdmoa7lwkUqEIT7UzzLjBhZfnCGPy4iijRqZn9J8SxFrf0vfSkfHZYJ+h6Hh2+ZVNfU8Jh0JSBoDHnJExfwF1W1o8plFZ8DM3cG28O2D7SOq2TccFOzsdn6NuEOOydjL0GsLtfvJ4bp8OHqyFDtteyDXl+WtSs1DZvHQVaJevsqfl8hKIEoqVwTz926iRsd77DBV+2R+eHhANT4Et+bm6+wgbtesPhiDL8f3eSaEbFaOGVHjCny3DZgN5XPDyezgoJOZxSyM7YzPG45Y8EWNawZgV2xIG3HZcZgBBnWRGDQnvN748kGHWgfkOjql1abuovRpPE8C2dHIp8IZcXlgnt8+b8JNQbwF4TrCNKbu7Nr9o6tzFKEv7dw0vgiQqCl/n5fqtwOr3qHI1bPLOFSvTbB4+D/fLUvWtaTPmnQzYPAioIyR8Vn358e6An7J7QNg86DA9VhmZmwuLYkaxvSmD2IyhhOftOTyDos3NW4Y9pJzkIT0viYZpG4COG7d7dVBYP9AMZ80znpS/WxwwgzfSobpc3fbMPNA7+jb6CD5mcfMd8wnjCcghyjZrpbPrS8irMKPMTtWwZ8Zs3hnlv9Fez9HyssWD4Bk9giRnzdqH0oC1kRlaAO2sJOi7MQJlynh9DKw2M8n1mREYBuW9PXgloIZTEYZda8kltgVYn1L72LXGitgMK7MakOu4vheHztsTAB/isgMUGzcPKNNbjTqBPLPYf3jdGYh11a9gBRW50cT/jaIrM1L4Ii4GXNYQ4PO4TL+aMX6I4x09Mo7NIIcdMy9S6tmAIxGyhr8joy6Z/gZgtXf/6NENeoTYtxjISms21sfA++/CzSx+8Ix2IqX/TGVuxC4061cMkpkRG4fNLAt7XR6ci7Ai4q0ro2LXlfzEQQ02ZoYeoLa0OkceMzjP3jqcQZT73XzA7q/vyJxBR6MohCGm4EIdwFDjLVQvvb6JhvZaDd9+HbVRDfNut7iQ/BQSnWEaLLg77gMOJsOoNqMim9xAnqM2qL1+xZ4VlzLfL/+35wdzogt5eArbbUVmM4zGBdvKQRuwTwB8VAoxDn5pw7h93/QlAk4GaS22iyTFsOvefMWYN27n58e9LOadZ7lo1rV+nzTUGUakyJi2c1gzq5hGGv8cQ8WaGu6AC31FhlxD7IvDU2xfK5/JSFdp5KrfXfFEj+g87VoE8sIbTThU6s7Wk7DYM5txFGn2vX5B3s6OP6fnVW9M603wNrA9hp/ZvEWlAVdLzu6oXIZHd2Q00a/XcrubAdv3Wxye+SMcb9qwMet09whm7vQ/kDoA+aA6AL2fnUJ/AE3OFGriZEbLnoyzWwvVxm4oy7EQM2DGbNOtNlv1NQA/hwPP3eJYXI7Aw8Ibrp5z4e2OGvUObQR6WOp6WHRmSEDl8BS1waL62yuPjrIcG3ODyzqKd3FM29s5Myhrm08QU3eiq3tmq5fxu7VD4cIrjWjQ7va4fmMDtrd4FF7u/tmrTlmSJwYaRvfEUCvcHcMNYGYrsLQSTsAM+9k9u1zz6AIx6kzhAzIOw3MGNf4KgJ8H8CGwfXg5V7cDIBynnzkLb14UCLLlptHv4HnsEmFWg0xvog5Gm5z4qeIxtlvgA+NwbYJCohEWXCCWrT/54uV/XZcCHF65JIIVYlhCSwbDLAjPSrpoYGIzfgsu0KZ437qENmoT5sXFQ0fLHxzrUUQHn7Z5SDlmHnhvWZRAxgadztBoGCKjqbDADMyuMy9ns2XEM68APngC4K/Be+byeyV1pHLIBYUgemD1ImnI1I6HP8eepFJ3pY4PSj2GmesaYk4CGXLcAOs7F3iBLwL4ZtQXEBiLmrdXRoFFMXSd+LF2JUalRi1zNM/glgLU5JPrVKgRQTH7z5EvMmaN8Is/b/aVsR0KTQZYeu6NFZbuKOEJBqPVbgpOtQa0pMfKA/D+c1wa+ENg++s4GpoGxMa4OOtsM+oezhKPVBtIOGuXbFlHMJtgEcLWQBDOc/Wbd/9CMeb3gPWbL/8NZvAM4Foi1vYEja4mK2NnSootMm2ka5XipV1O9BRuAqv+CW527XQCJvA1w1xs1G9zMs9yrAiMOUk+aoc/xYGXDRubV7qlBNI68ecBfIQ6Q1UptsCYa6haju9mbGwg2fPos7mEinIE83YW+mu9ZswStl27GHtxA+CLwFqm+uvsqHX2Ld1rSaExHTb4l4uO/NJCZZIYYll9Cj0ewXtg4LK+xAbOnT9XdbH21gFCkh1vBsLIw84YdR92TCxO2vvGXMn1CLMCnlP9+DBmXbO8Fcy8fQzvMZ4iXUfgPBvVaxAlhUuibzQDV68hg6nXvcCxLoQ9EC/gsYmXMoG0fit9fgy8T+tDKj7mKKZwwHS1PuEJFBp4eFxwvyWylHxvt7i8RpVFuY7HdRNbIhmtxn1SX6KweiPj5X6Rc+FcSCsTazmy8CAVcIWrhX5rOOM4l2JsBcdtjwoWLW+O1DBbYMlmxpxh4KhDyKjT0BaEza3g5FWvpevqDwfdElMAHMb3gmDHI1wM2BZhffFIim2wWdtsT3BZOViSYDexFBneEg/CzSLC2zgYlTdx/GLXgsvMK46BwU5rK+ejNmsmRUgP116Zh+X6+P4sF6Oy1LY6cnLqm3BQuuevVmjZdZkcqN7j+cWggUvo3nidhv1Ca+RJ5CHtczhRogmgXsPGjKITPxd7yndwbH7O5dk1T+W4ia3/ICjzvg2OwrevX7tEJ/wcLmuyn1zKq0kzzdQ1zoS887oAm0WF5ZKEVjqw3Lu+TTqzkc38Lgz3hXhSHmAhx8xRu1OFRtURUyIynxRW+oiOh/veRY3y9PDMW9nDQimoDQXTMcyIvHFgpL2HbGghq2/337memmyxh3wGrE8OOOOM61Z0eHCcq2F3v9xfPZ0Z9MeX4yhwa3uCy9JYawsd1DagDQYR1Ki8tq2VKfmKe9vHjPkh6hoZ9b5Nctsx9Dr9v/hjDTRh2ER1RZ7Yrld6uLmmlRMeOgvhfL53/K6wHbeoaxrCd/mew7EgQ4hxpYRsDSeGvDVYMYhtx2XyB9T5vL4CuBhzCfnuNbFd/sosXU2WCTPXCAVvbM2Pitp0+Q2OhV/v0GfDz6wHr4Mp5ejgtnUvKc4NvLKJ0ndcrrvGji90z9Jeq3IvD63hwuFSboQgrHB2XJUsMGJ9fijmosDdgVNDPawMBAa5H2Xxue6IHg1Su0ZZCL6n/BDn+gDYHqDhqxsjNm69YOfttsCNsp6irkFWDp6xJeBX7z0GtveAlVYx1u0dTAebbieM3LxCx9j8OZ2zMuCPKZXXXX2J4BqNYr37IHXGcu4lWQB9r6geVxRyEx7L0aA825fWI9+j9x2njDfyLpooAn6tMunOHV9xaXlbJuyYHfVdxc3eDHlSIlVJADdbjGXJc6kn/TVVNkR74VWNuUC7+tw3OPaoW3CJIiUi6qteXcOMnEDWV0mepddmLElYdl/m9uXozhRqxp1566wcvQ8tvmZp1gFItp5KZPwLvDHTUk7+c295GHNg9z84YEc4wGxKHDjevDEm4+sXo4YlxWbUwDFxQlHO6WmMydvAVnY/wmNKPnmNuUYZWwZb9LNdoRyjxYurih6NBA5sCBe4v+TcaP5gQq58pzAyWj5ePlfOVBsmMD5N1JzHXo57Qi+4HB67+RkKNYboODVDs4u96lD2gYPqiwAKmREZ/LpF/bEhYzLqy7O8SEjrZmGoQZvz1EVOJkFEM0/tHBVPxNh9d4GBBoao1ziD1HYPoIaKmxyL7kOnXS4y3sYgVCBQqL5PZt5VcVYywh3LIckJX6d116RMR7uEz9BjyADbgGPpKdBuqWtrlj8LbO/Cv2FDf43ObMT2cm6h+NxKNvu7awd1/c8GYn9vo74nuHLkeET37TRoQHoXOLDRoFN+vTEedkTaJ7s38Gh+gr9HwoxQA0MzW/TyCt76lkSRudg1ukbu1cTC3dcR5TodG8DXWYTgBtFQueDYclcNxyZHbMsxM2YzCDNGnhSyQW342Qz3KQ6WwYytGDLfp+1Qn4e3JjBo8QgHDHoX7WCldTH2rKs+I2Pem8uzuL2gg3ZTHVnC9ldZYgfmuHy5ZkKuN2gHEdRgo4co164ymk0aqBDc22C6QWYcXht4dPeZqLDV3rD5ZhzvQN6gHXxmsGzUz1HfvNme41iob9fyOmy+x6RMPlmy2eQOgH/7/F24gWaDZS3T8XUtyiJGYxwyD+YbXOYMjIsHpo05i+bDhJ3vDbz/VDkzU99AjFvMAF2nZJXSuQzGNAkBeYTw9fjE488sBK8638C/RWJvopfZzLUY8/YejrdKbAtdM0DbnYk7w7zyRzg4ZfPGtBWZ42B5AdZD+k5GDeBYN2ORonDP0dZoq63Ptraje7dy3nSv2wdzFNB2M6cUGfdyJL5AbBdOovxDywQNvlcCOU6EGQDeM9PnjGyP7td6zRBch1rD2rWib00qdn9Nk+Q9vLAE5pnrpo/M49rLvQ+A7e2gTvu5ZFtIZMsxbV0GD0p+lYy9cWE5artyqNe1zVb/DepLxpwQVu9s2N2cwXK0y/YO1WWD61EpP1oIxqFfoqvOwCr8DJkLita6XICd5LTdHDI59R15SJLouE5uNCM2GnF2fBfDVahBXiAy6lXu03BdsfLb8Fn+W0fyhy+g4uf1HdTZTX4G9lhugTxPkOzw0/jFG7sVhHdtGw7DuSWC1k62HLd8xkfA9gnqKrc6yHkj9wdIjckZ0jmj8g5n8Byp7QSwFBhi6ismVuR4tvqpV/GQhSjlRjN/WeNWuod0q6INaB6OQvD6Fo7NIr8AP5X8GJ5GMqOxiZIdx7ZZjJPJK/PLvdWY9Qd4GLLZoLUu4q0Ibo5BuZIx1ySzrPwz2tANaFsQxtfQs9RByPqZSNtXPTUR5YuSKB/iZZLIRgaUHTCLoaOKMkNszssDT77smOuUZL4hxUS6VHxnuHmh/2/hssdeeXm1Qg+bhWM24BaXxUOfFIx6W+CGrcf4CN5I4I3ZGXGWMwTPYM/ukjf1hDLQIE5hZY/8DH4fjjLBUwdFZoQDb930Q6ev0qWgZyPCIedYjmYxEUkNV9YpUYK4BA+xJ4NEOjhKCLnO6DwT9C4pssXvRsl9EZd1EAWPrp+9YOuNDecJLm+i24u7NsNmhvERvIe2ZLAsqA9/MzAQ3dOj1r8chrYCxwu1xlKUBLXORD4p95bo8j4uf1bHB3t5sfcJgJ8HNnuP0yKNGnfQFzqR1CRwiO3E4WrF5AtBRYJL4HtyGRv0hJtvrnMGONGJLts32b3BRsmD1q9wI9SBvbJNARu7Ycb87tGwdbusjwH8HC4LidgL2voLMWQ25qof5QbVOAm68SSTtUEViyhmXGW2sUae5dCh6owCT0obV0N6jropDp4S3gf8Fg8q6jiA1tns/v7hnILkSkMmqy8Tb31zYjXAPSYNttJEMLonOk/1u5GqdUGMQJIK5525Pntf0LwCYUygeL+PcFk8dIvLeuiPcOGXLbzzn22YbqsJBV7U7H33x3RxUDohZbOLT+Dalqf93ZbA1HeVf35+SRarzp/gYEP4j7F/x+OG+B/5oIgGABAk8NfJBOSYDJXd+yfKqYwBH1vgvO5w2lTrXMQ4gPCRnZe0cPsIF5z5IeoyT3yEY5uy4n3dTNx+HOc6KyxKBm2VrH14csUG0od+wFaDtcjA5RVG4wOgJoJ1HxF7ZoMa9gyZXj2n1PmeeXwe5A3FKoNlAsNPYmgxxjQkBfdFhLmKM+bFH2uYjhMJQxgeedMa3V3IDNNoLntx9ynqC6wbQwwc97r1EqQnwwjdCMfxrYnO2FE563ru9jCA2vE3uHDlNtEjv19Tf3ZiP3Sp7y6y8IAEpiJrBi8a6DkZtVPbujeG7lAu6VrdXlmBZGU0g8YaYCLTdvXZtTexsVSoYHjZjNkSJlrD7DCzeOG6rYGsy1BMzGuUG741cBwAvIERTDHZHuMwajv2FvB+ofjwQHIchhsdTxwONGrXxoDpGA9WpV3Z0Hk20I6H/TQnE0lhJxFzCmbhUo+L562fA1hRG4dH833gDxv5MxxGZYzARzh42mc4Zv+e4pjOtrdIGCtDsnc10vLfzq80eHoDNJtpq+3yjLC/HaPvbuUcL1u9xbERpvLmj3AZQMZIMWSEN1jngfe276IIxGUBaPoznV2Mymllbqawx0c3M4hqmEy/9UZax1hXuTedRRuVX67bbksZ/PiF/nJUHSd+TwhrAu1sX6RzpFeQ3LpJIZFmjbgls+X7ZrRd0anuBcJGbp7YBqjlBMLONFvtBgbd6Kd6az92InPkpdXhDVkSL5NJYaTYIueCB2Z81Zs9Muyc8dCqT/Qb3qGOfEyN6jkuHLJBBMOawLH7qHVogRi1rsADV/oskCxhbdpgQqohcOLHRq04fSdPawPAsLMZMO+fYtcxbEr6odbPz9PLtQyqBn2bDeqTrMeJDc/NO3AlRTH3G3ZJGWYMbhYqMsBRqDkLObQ8CvUbcGEQ2BtrnQZPGPYwVqY6ZmbJGj3OSPHOGurrOVs+ysZtFN9OHvgTHFsXmwEzdRdI2K8z+geGn00yhav4JqogObed7lSHseFnXjvBhJmErAo3SkdP58Gje+jdvRoltLzn5BVHG4BnRpx0YjoN3DOW6BWpPTD0J0cdK+D2zKtbrhnfzG/L7IKB1aPyQJ5N0oNBP2OsOjM5kImXZPexISse4s6LsFJG9TQTIRqel5Y12PhYYDS9WUv3UsEtjt8i0Y3VzVh6xjqSoD3YIFwyNDBmbd9aFkeaB1SmbVHG0+JmzLTMtMlVlqPMNPLucV863YB5ww/uc5x0X+YgR4ULQcUMQ+rDReFk8N0dC5KK3nLUkN7rlbnLOTt2c3x2jZhBCr2fZRJOnPLMPMD5HUjA4eDtBpcJINBA5HzAksBbHJs3ql7IvWnmPEJ9F98Huq7aRVB9Tv0cXevlfjsnqUFkfOrVfPUVGDMl92fw7G3Lcqh3GO4/PZBpTKjtrd8fIe+PW7iXeO0VMLfOo+QCG01xh9t3ZZCKqMGwfSNYohEWR/uGhn1ervtJiuiaEc6ZyWDPnu+d61FhAA62xPTPwmovSVIPNHFfKtLxTqIcAEJ3EZXnXt+yt2SMnmP2Jthv20TfFGJx9Vqddh9iGlevUwgSQkPNtcYG/5n+6UkWYuo+BCMzKrdTPi/qqQvcNauPyo/KlIauBsp6BOVtO/ohVzswqNsmJbr6SXmN97Tp8GLMrrMNG9uy1WAlYH0FTI2sHNOlB/V4+bgCx8/Y2TNpWTTYu5GJWScrG0cfO+amLwODlkqbkWd/epxklT+V1LvpX5FwVlHhTnTvRELXTKow1MDRgfabMGE5Ee5WT3MWN5sXjQaIGfMNjhd8H56oJ6l7lTbe9sAJqY4dSecjNN8J2v2EnNzGQJR2+Ad+hPH1bqpXrymftxu0hmvn7HrN7EWnOtUb6WnHFzF+0aMen4gYoPIaXpjrD2BJ01GKzROsXpO8YDOcOkN4G+izIH4BluuKQjxj6x580PIQDCj0YWXIAAX3dORcUsgTKhHj4RTRRihGnW060utAVy5/1zIwxuG9fYubY/QMqUe+RmbYAbtuCXRecPxQ6AK/9x5QtymwspzjKRDkBBXmZDgQ9RnsmuyciHOKUZ/fm+UgnpSlN2o0mdCBMEqiuqEt8mQDfbjccJLGzgehLmrYEWsTPqPoHSbRybO5yEaYebNNG/m3Du16M2rm1HkhEssAMoTzETP04sS5aHpcIeQr99CMfxqKJslI+b7UgOXeKXpvMowpV53BHQdjEq8SzlZlWbp484Y9sWfN2BE1YmZiLJIZZVemuus2Zrx8VI00+4Vd/j7w2Ol7kfvx7I30oqqUm7WtycQL1pObNbJCUfgQpfWVIpMeztQyedKmhz+zHwfq1p+cY/Yi2lk007XrrRaEa126kQK+rZze9utZwbuRdRsz4PjZ44dBPQsNtMw77+KQBGcz/+y4+UF7pE6O4Chj9pNJYZ/lCNdcnMVLE9IwFFG5Sd2RThGrMmyYKPE5IT2+GyCWIGCG7Fyl8/iaDIKwt74BtndwGPaCy45Q4rHrAiR0Bmigv/OcfHw2H9mlHLuXjkezkqvYQsgueTnJckx2dpYwZmsqIOfTKdErjc1J5kGKN8jWbPeSzTBh1MQ4wM/12vJfX81qjFk3ZLednux3yGU7sMYL0y/kgo9LXS56BF4yHAyDvklzBRq4rNt0NPcyXpykyV0vVOp1jUIjg5xM8Cp1leA5ljA5Q8cggzJT/jx7Huowawszsk29nNahITwqW3Qwb+x49KeoRmzXhlw90NTVy31OLWMIpJllZLE+7T1/38BP7JxExu1GPsn0rkiaBExIM2Olg80Sp959E6IDdgbDKf52sntHkA3EjBlxxmVT1YSVq2emhVUALivsitHWunl7XMj1Hf0zGU1VR5LlNjMzpylDdsgV+0N32AxEFdKoc2xBkEwCGHtxvkZ10XAdMAUqjXdmAxB91GhD6i3JARxTFHiicHLKEmy7ln+OwvCzCmNbhhELju0NVE+TibZ3bcPPNHmf6tqc79nXfVmORvbc441eks1Cv5XbHOM65bg9vA6kHrPR8JqDxolmrCDHhh1JUcTBgSW+picO0/JGkwv8Gped+ObofiqniXQnPKyDn5HXH7RPCuOS+iZl/JJsOEFiosY6wj7sMbWcJEMOvX9kZFmZEQU3idVZj/SY6j7h5XjGVPFyOuECXF4Xs3UaStuZTrbfHu3oVA1epr5TI8/0IJlijcSoUy4/ibihR++378TiJKaQRp2VVBh5xPAHNqO6QXSN3sNeKikinDa2c1KGK7Ojj5PIOwnUSL1YdDyRlRch3eDyU3KPL38bGfT2FJc3Up7iMOY7xD9KHzwLe2AAvn3KX0SHNgNw6XyHUJR8nZSt9Ougva5YPjojvfuow2vmn0AZ17gBHrUy0gdehKmJBgMCHrinu9SdSVgWDfjQA/N1e1AGY+nHwPYWjjXdxTvbDk+2VDRzHJFuDpYF0bFp61GZaL3zjGzwMPME7Jhb4H9fqobLMplmEnRks2dTz6xJULl+BTxJz0ZlSeCEp2ScviKALgF0cHorPGEDX9CsTnPGwAkgcdErt4f9pze46zYNAjfcD9cnDNFEiI/v0/OJM2pk0AcTuc/12+mmfPSMN+BreSTu1DgJtZWWE12bJWJF0l8fgO/oqs9Cx3sNOxPZAuxYB8tCndeDPwIDqlej33KpBq51F6ltzjkBDzzSbXKR/fEsgdNJ3ztV5ynOaRKijTG0CzPZSJvBwopVy/EzoWg0AVKP7/6vRxexbGQECkM09J/mtxdpS02EBAK55+FfHOB7rWz+z88ebbkwcjhZm8G3Cd+r12b0WyR6bQhRyNgH7X7Fz7qJd8oW06cyUh7IjTUJ13pf5Xpn9NjJswVhv7mHYEboySekel9uC9YDhxdzv3Brx7j9WbenuGwyWYyyPsvdcSyVHkNFdYV7rUTXZW25JHY1kMhzB3LiFayiTEjVkYQe92SHAwHGTnDeCtT3CnsJSBcecdlJJIlEjTljNDK6k720DcJoptNx0KbbAzFmTgiLd677VbPsyd+E2ADOWI6mz3qOqRdB0R6rSel9MHSKk+k8gJYKA2qyFdE17t7gWA/OhOEtuTabBo8GRYPngeHg7elVy7NwKZRXyDIsHUOwQWuTKo+oPKvDBuaC+utZG7/lre1jA4kH2MC4o8kSB0E6eVDW/r1yz0BSDCdWOlm5VtzItZQfiyYKqkOW7Mn9jQQecihsnFoX42DVFTE8iZyFGbMz6jsckIPL5132C9xw3zPuWYybo1oziM17jpJgLlv1TOSVMGetXL98NOMcdbRqA2Xlgc7rAp6Us40wdIe5YL3WrBzBsvXeAA5YWSZhLsCG04sgDHMig+Cu2gG8SRCF4Ab/AND6CP5HP/l+rhc+surs3sio3fR+xzn0sLPCGPXOk956cqZwoABX2kjSiRkPXTEajfbmfIfOyjBWszF4fFk3Qw917rEt9n+Gegvu24DjzZTlOAYA64ti0Ladl+FlYmoA+b+jZVCSZ+zO/A3E2KKIFRmWJ8/K9+uESyAn9odWpcd3Np4vLFtxaqd+C8W9ut1IVgO2ELp08gM1rgTD9xIZXZ/R43DdC6gSst2+gYD/tS5cDPl9AHhx+d3BzRJB27zcfrl2h5v5S99npHrsvkya6Au4yZqZibMu23EFkYBZlmM05ZndUz9nVE/iIbLEL00AA6NrKLAkm86e7dTzqvfPBq/pxgYc6cUe9hEZsb3lHV2vO/HLJoxMTVY9gOaFg6EnFu+vsCmabVTeGoghxpT0Df0chm6mfpNrVNgjsHGOfl01e0geDI6f7GFQtOd6Rmv6RVhuWvT5ONqUc80mLlGbFENe3yaK8gGAR8AHZb/nD54Qfn4O4Bkqb8w/VMT/G1xKHjfaVpcZjNAhSTTt2odEsFckVyzwR5AwmFDndOk1PtZJlEahK6XKknI07IfJD5UTUVAzlJMutmpCazTgTPfAk67055iW56g/arTdwv20nF2bTYbwNU6H3jUTtN6UBMY8TKgxZfgnFydFNFfwgK9qxKXYquOBT03sKGa1OoPkMYwm5Zj7iTVJulb53OVxbQBZebwJ434x3FqGbSRTDNkt8tfno88pY6N9bbpJn6fb57IEduIMl/OGCeFBPbjnur3tIuBfpZdwXSNidD0WIky8tFPV08o9M7r3IovCsnreQvwJtqDuHvoWDm75adHB6n8Oz2rIbyVmeYcbqDNCHjOl0M4825LX3evjgUxMrCSFX2Owpwxdcd/o3oj9SJKz6iV6jEnCbmTXKruSrnEJaLMoMjix31SkZMwSPrfvM+vTMwiBhtc4oGF+U7B79vIy6LpUP6lvIlG/B23HYevuKGpkdNnWWIoZo47vldsT3ZFnqhOjxtYETkQnJ5wOg3tTCGC//WL32dQ3T6KYR36KfIdRM6y9HVyNrvT57G9L1mSf60xur4NYkuWsbyY894m1HKK8U1JnsYC24+TeiHfteeOzXqQbEjMPxo27IDbqAKJE5bi8I4EbOmNp3G6IUW+lTKD+bHPlm+nnJSqfzHCkg1vP0JQr91Fm1PS/kY4e1k4RHOlGsYtMvCS7HA3dTci083UAXIHV6r2Tt7rrOo2e/bpXM4Aj3c7oIoatsMT0C70zD+4Ffsd900N3E7Xr+bucc58D5qbB/zNwkwdi574ZGSacfZlgOQIOGUADH2oHnlAmpWOYspFErqHDOongiCfX8lzZ8izNj45yXZEOSf7RbMmg0Coqz9q5QDuGem4WUI13oi8yeNFdlxE8mxsACRt0H+lSnodM7pwkDa3HbVTxD6ePhI2xgSBah8kJXD076dOIeM7Ui3eoJ/YyYcLXSbYByk/4Oknk+P5Nr1EZhXi0+QXQcTgR/OTBIBEGct7u4boYkp1xiiLnFvj3wH0P33aTAqDBjWl5y9HRqXHOdGrmwXf5I931jY8VkwOEro0mD7qLbXa0v79N+22ors29CM7t+JZf+i34+v/6V/Hyq0/w9o3svuTaN3JQA+8fTahl/amzlPW6UZvkMsdy9MD9SEbG7LLi4Jro/pH37lFxU/QPDTCFWWn9kxLN3DlmpzNx0dQrXtvlBpZYiafcgD/07/4A/sbtU/ySt3/JUU4G3zIe210ziDhRWd0k/xuFoR0NtQTHJ0QbpPvrShl2XDpGFIViUB1afvnehHUriwxhOMESQKBsFpAHbQMnWEpbu3Af4eyoTIkqfE+59u/97u/Cb/x1vwH/xh//t/Fv/Yt/AHh3AZ5lhpxg+t7ESu8d0/pM1lbWF0X3aNJJ22EwMXUCcpwZNZ1Ke5xnJFmoTusYYEmA8GKHWuwxLTYgIl31vNN/j+9ryuldE8GMHuw4zn3mM5/BH/6X/iB+3x/9N/HhR1+Taynkm8GuO/70D38Z/9kP/pC78tf9PX8fXn71Fn/br/oOAMAf/4M/iJ/8L/8M/oHf9Bvwv/3on8fTn/gQX/73fhTrL6z40i9/H3/qh38cf+Mv/DX85A/9BH7Nr/zbL4XMeP5IBk6mb9AV+y1o9oq+ShI2oP6IJuSPeWPQnxkGeedI2Ls7diM4pvc1WHDx3qSRTgJUZREPM3NPVsfouvba7/tHvhdvftOb+A9+9I+cqOclgF/wxz4rl/9fL/E3f8svw+/7vn8N3/8f/gH89h/4Xfi7f+3fif/oB34QP/Lv/xB+5Mv/Of7Rf+434yEe4kd+/x879KvRi2FWRAyYjCHedavtaoVMZZkygtkirKRcZy8DBxBOvIT6ZOUxHOhAlOYeNbjFP0/G2TrWJgrnFJqHcCupo0dXBvK5xyt+//d9P37L7/0duHvxRqCTQoWElQDQmM03vYHPPf4c/q7v/W588LM/AwD4td/6t+Jf/u2/G//E7/mn8R//2H8CAHjjjTfwJ//Yj+Hbv/Sr8b9/9f9IdQ1lcmJtHnJs8LSc8rkOBoxGWqeOWld2Uc8bl/MzjEk3m1bMSJl99y0OHO3U/FyzDP6uty8SJoeddu7ID/zO34v/+S9+BT/+5R+/PIPttvuRMjsz7EU7vf6XfvYv44O/+DP1uX76L38AAPhTf+7P1v7/6b/0VQDAL/ul34KmjXuv1Z2QyaTQhDyOcoiN2OIZCe86kZElUVWCpK25ljCx/tBMOiO3yP/kPqBNRCrGtPOB7lpf2JYk6vlXOe6YkEw0ibtc+x3vfzu+9x/6Lfiu3/Y9ePzZxwCAmzcvb748/uxjvHjjBT5ZP/ERZ/TCq5PP4KOPn7gjz/fLzOZHn/molvn85nLszW96298+uwJxwjGegxw10+Tvo6Ilaw/LJBmGlkHCpDTbcOD1JGEiIvw9pCEzvLy0xsvXDZkWK88ip07g7Pi2b/0SHi2P8D/9if+uuf1n/8efxh/9T/8Eftsf+p2efalGDTx86M3k7bfMIM1T/8JxUtvlIwDfNHgGJ4OBNGiPgUEneHiKyz2nSC2/CtfL4Vql1wBKzV3Lb042cqpfEZ0da0LsrJ4RNs+OAT/xv/w5/P3/zD94OfR1ALjDb/yuX49/9ft+D77ne/9hfPBXfia495Bf/Su+zX3/zl/zd5RPHfO5eVA+LH17aaBr5/yEDc29seIqiJKSaw2l3FsfuIOPrxlAnEg1PwbahuZUv+h7NMPX01HhierKejroQLg22llplfuDtvrak7+OP/tTP1HKuJT1t/xNvxwA8N//5P+Ap7dPffu4pBb4Vb/i2/CH//V/Bz/23/5X+I5f+e34F/7J3wEA+E3f/T34Pz/8q/FPvUTCqKSBhvJcLCcg0Mm97SIlJsJxU0aQgFQ6zg4s9Iex91NRmq6ry+D+9F7RY5gPBGWETAbfz3RhIo2uE0leVk7w3H/yz/w3+MLn38OX/8h/gd/1W/9Z/OPf/1vxlb/w5/G7/6l/Ho8/+06gMwC8IF0C/ZmGbfSW80aZducfLvLGy5cv85NfuqGTUcMoJBHe2F2nihsFRg+gGM6ON/eC7o90En3DWbdBIjKcmu0llVxOdj6gDRUeuQ7fO3MBO3U45TihM5gdwAuw7fjTP/xf48OnX8M/9q/85qMsbs+on5S2nIENPWcgDunlV54EvONFJj10B6OqQiF0UC/OiZBNqvQowUiHMppT7yTSUGQjumwgbuInEp1EkXO1DK2v6O847ug5A33qQMsiWwKfWJhOXBGP+yhihEY7GUGj8p0kaCCQCYPOjKOjTMjxCrw4I854lLYLIE9UpxMJXXUmVLjiVMiLziQ7Ktm0uXq5xpjJa0dtmNJ6GfRgZmSCOkv5/EkJDZWM1UFO1XkOOk1CjixMB54X8Aax3aH+FNkscT4cvUH4zsLaaPZQ65uZUnf3LK1ONUoFHtFtrq6FyvWh0S7HgNBpdOfV9VwnqUphEesxCdVOSdCPzbk2ar/8ym0KOSbfKeyFzszzGp6bNeaIdkp0auoaXDsqZ4pFkQbmiQ7FjNHkT4/FceUjf7YeU9Irj79r+9kzuH6egCaZfqeib28gBQzPhMxNrKQdPnpQM+pAGZ3lq58jeg1tGb3Gm8Kbcn+XHyZjyO7Rn5TQ8lPdTrAQzaSNDoLECzvjvacuGYWmg+20YZ9oh47Mr4d2lTKenTDqrgfsjdJOCKwYc5nzss2e06MQynoteYc18CZ6nv3gkB0zECTVrv7EOFNGQCiyaAAOZRGvLboM85ZXJLoN22Qdg6SQmYTEU1aZCQn3wF/VgJSnnAjVzS9aKVYzZuGMl8hoODVSGkg8CKK3Vup97DB60Q19I53hwafhxSBxHCWWEcftvgcRODo+kJO7jwbcKUOEVxV2eACF0ETvI5magFG8PkFLqmcM22Km7kk5jUeB6TzEpMeUnK07ciwuklL5w6Q9iZ4TOk2s5QC6b1B0K9FEysL3pHHq8Yz7PN3xplsPMg3CfRoNqOzeLkAzxteZOHr5lSd64lMtb3wn/Z55R+Z+eNPCTe0sTUwmQrULk4OOrAlOEMZ4xDejWnQJJy70npMyPXgGXq5ZFbfQc0s5zfdXk0D9opT7/ySFFaQHNPPfDw/mlouOuGsumzz6FEPwiqQ37QrAD5J78rBN+FXDDur8hnDAv0hlYAPjdwqvrSSCBxWfqTe9p9dx7EKURHVgRfiMHeiTUWCpXnLtJn/RZEozEzg5k/daTqyHbnYNFWmmnIX2cvfeFW/+EH5iIus0KiP0psZ1BxMaI+YiSlCaZ/1GG1MyY3ZVbvD/bzm3HrqbeUf8a2IIK1U7zRREA4PrC+DKN9ogphJExN68siQn+Heq740vLYkjEN5c+0UZCDvXcNbK/Srsifp5cE22PKGhOvn8q6bt6j5lo2lK/hzM/gEEDdQ4Z+BG9GBKqwUGH70POCPNdHZQxqrXJhLOQmoHD9pAjWsay8uAb+6zvpidaMq+R/cPeGkgZXGuhaAnZgrlWHf0qkKlAwxH24Lt+lCF4toC42FJR7hckyWUI6/gji9i1DiO93RIvXLAaqyAW2zUw/rc0dFvc4fJ9UhkNi6CX2clG6Tp7zTinJMZSHe13Wt5Lb/Y5OQrWK/ltfx/W14b9Gv5VMlrg34tnyp5bdCv5VMlrw36tXyq5LVBv5ZPlfzfO/gDm/UfGh0AAAAASUVORK5CYII=\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "micro1 = microplot.microshow(images=[image1, image2], cmaps=['pure_blue', 'pure_green'],\n", + "micro1 = microplot.microshow(images=[image1, image2], cmaps=['blue', 'green'],\n", " scalebar_unit_per_pix=0.065, scalebar_size_in_units=4, unit='um',\n", " scalebar_font_size=15, scalebar_color='white');" ] @@ -633,14 +699,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -685,7 +749,7 @@ "source": [ "### Convert image to display with chosen colormap\n", "\n", - "Using the ```colorify_by_name``` function, you can turn a single 2D array into a RGB image with a certain colormap. You can use any colormap from Matplotlib. Additionally, since Matplotlib doesn't offer plain colormaps from black to a given color (used very often in microcopy), you can also specify one of ```pure_green```, ```pure_red```, ```pure_blue```, ```pure_cyan```, ```pure_magenta```, ```pure_yellow```:" + "Using the ```colorify_by_name``` function, you can turn a single 2D array into a RGB image with a given colormap. You can use any colormap from Matplotlib and from [cmap](https://cmap-docs.readthedocs.io/en/latest/colormaps/):" ] }, { @@ -723,19 +787,18 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "im_green, cmap, min_max = colorify.colorify_by_name(image2, cmap_name='pure_green', flip_map=False, rescale_type='min_max')\n", + "im_green, cmap, min_max = colorify.colorify_by_name(\n", + " image2, cmap_name='green', flip_map=False, rescale_type='min_max')\n", "plt.imshow(im_green);" ] }, @@ -755,19 +818,18 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "im_green, cmap, min_max = colorify.colorify_by_name(image2, cmap_name='pure_green', flip_map=False, rescale_type='limits',\n", + "im_green, cmap, min_max = colorify.colorify_by_name(\n", + " image2, cmap_name='green', flip_map=False, rescale_type='limits',\n", " limits=[100,105])\n", "plt.imshow(im_green);" ] @@ -790,14 +852,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "im1_mapped, _, _ = colorify.colorify_by_name(image1, cmap_name='pure_red')\n", + "im1_mapped, _, _ = colorify.colorify_by_name(image1, cmap_name='red')\n", "im2_mapped, _, _ = colorify.colorify_by_hex(image2, cmap_hex='#00ffff')\n", "\n", "\n", - "im1_mapped_b, _, _ = colorify.colorify_by_name(image1, cmap_name='pure_red')\n", - "im2_mapped_b, _, _ = colorify.colorify_by_name(image2, cmap_name='pure_green')\n", + "im1_mapped_b, _, _ = colorify.colorify_by_name(image1, cmap_name='red')\n", + "im2_mapped_b, _, _ = colorify.colorify_by_name(image2, cmap_name='green')\n", "\n", "combined = colorify.combine_image([im1_mapped, im2_mapped])\n", "combined_b = colorify.combine_image([im1_mapped_b, im2_mapped_b])\n", @@ -867,14 +925,12 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "converted, _, _ = colorify.multichannel_to_rgb(images=[image1, image2], cmaps=['pure_red', 'pure_green'], flip_map=[True, False])\n", + "converted, _, _, _ = colorify.multichannel_to_rgb(\n", + " images=[image1, image2], cmaps=['red', 'green'], flip_map=[True, False])\n", "plt.imshow(converted);" ] }, @@ -940,19 +995,17 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "converted, _, _ = colorify.multichannel_to_rgb(images=[image1, image2], cmaps=['magma', 'pure_green'])\n", + "converted, _, _, _ = colorify.multichannel_to_rgb(images=[image1, image2], cmaps=['magma', 'green'])\n", "plt.imshow(converted);" ] }, @@ -976,19 +1029,17 @@ "outputs": [ { "data": { - "image/png": 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drHkBqNLDZBQfjO6npx9J6n0Sam24GWUYIUbBW61TFRedjC16o+coTwWxJuWKiRUBL2aU4mPTXoShQIQEpl9JlzVWs0GMwraTwaAbkkmvXudqymFh/vtsECTSN5syLq3jkUbFbao854xuYeThOhkt8J9xAL3JI5LxI1jut6K7glIyeIh5TjRsNRqWzPBCkNmMJJkHvge+b+BUHAnuKV1WJkropI0BDDrscFmDwLcz+vGutIp77lLCooNMyBzkMH53aKxC5Gq87CYGNB1C+dlSRSc7VVzPUyTww7EZnWJmRh+VjzLEOPQPHYQSUZdZ4Kx0T4d9BWM4qONyOxBK0YJqRGh07Xe+SQxNXLGSXoVn+0eM8FwjMz0Z6Htcu4eThu2wf69CO1hbGvrSGlFM2+PTm5EnG/ngjXcq9hDnapspR9JxLLOd3JV/HQ994h0rg8CIFWl6XJHujQl8PmrcTBpKcU/uY7LSHA2XnVdQY0fdt5mhTybpxNLAC0uMLIw5ctBGz3VhRGQ7ZmHgjPQcitJpLPProfn/lExQMW44T25kClbEcmNDZ9fP5D0433g8buAzLEG8bhJKdPMblJt564ZnnqmjWaPuefIYC52Xe/LQSKLm4B3k09s7ReWT/O607MenWQzD58JljsuNPLQ4Jg1CjUoDo3K7t9LvEe/MecRjVTpBqsVGDHUYXinuXTm3mUfPLM+Yx/CaczKxfJQKGQVp9l8FFHJiIrlBiaVODGszvHadwEjycLg5GteC5hUQVq4LjiYpTiWjhySqIZIDcS/wiZM40LDLUWvxI6SZ5hd5jsqsuoZ0sbNkn46c26xRTklew6HeV1R5+wkWhrltIS6f0KG6T2szvTU55FsZclPHa7Ep2kB25MWdPiYnPG9X3057xXLNaDux26tvPHsrU2vgoQMGTG9YeINrZOjJyjDYw32WrkcZAYLjJklx94gPpWGaG7jml3nAAr/Ork8GBnUWPLH0qidwftdLqmv3MGpZOgH3WJiRUSN+R/oGLaP2QHizAjOsxgi2pDcaDFn+XrwHlcZPHbMxoMTYojdXFcwNneLmDF/HtPuYEenScHwPg47iDGY2uBP0YFbPrgMwXJkd1TsQSsgEy7EcRux2Zid6zinMODPm1SlH9sLMkHbhKULnaoyqg5ejbqlHYF32kGc0VjKOJigNnjOb5cukqXPWbSGDYd59wNc7+ANdBxv8fVUqUtCH9l+VxbqqWch7yLl3fZsxz1R6I53ePzWEnaSfupM9oIa29MrgOagj751RiW6Jp6XZqeEnJcPvw/RcbpHmxaNA1zumFKSVtbedPxqubbppx/h83ctlCddERbJ77tfFxEyh6NkjKirNh7z9mTJlBQoPc0avXgDJrx1zZRWD7r5pNchwFu9EXlU//s5w/ZkALYik5rLzitojG1GjtIsvbGQd4GpVtpDJiZWM/onDnRIemvdwQ1eyI2xoboWZwPfxup6ejZdexPcT+h2DnaBbeo90XK6BOFM3AyiViiiXO0rszFMvJlW6je7lhGOYuM+55aNxSEmxcUb/BMXOeCRnHCGfym8HHLbRd2pQHf3WhTyHeWXL6xHp87JcdAdnWLyHRQqdwrDsvge6qlGq2+AEk+LwbxKvlfCLWS2+X5He2nml9C5vsi0OcGV5Ic+OTECOXu+yHpgJnesGWiF4YkPoRuBJY3eHYRsiVZBEjVSXN1r6J8D6CMA7hyGuL1AD4e0hgBdHvuljSEp/MxCDOgMYksULPPLNTHxMz9BS+9TAkKXjvSMUHHpaK+8spL3IifXQiZzCbyaDYbh6t8F1kfVQUCi+g1DqZuXGNAuAm/IxuMH/b8tnvxi3NNZJqUNz7HQBmrBn7s4LUDq7biPD43u1zlvPKZgQnc7cbUnPb0HyaCTvTQIlcn+DHl4z8gJkjLPLEnloNxmxGpbXiJIz46/Bzg2w3sAZ82oG/RCHYYfytht4I7DfavSB964jDN17V3a8H3DZdH9Mb6rfLoi/zlu2epR8ZzB/Dz51ZG49NPeWphKTYGY0gaI4yFF0HfVxD3J2hvjuKq7Fe72qGxv1Q1yM+T0cHtrSPdLlOv2zTh6ZDmGEMb+U3hJsg52XMMH0C/CkYU5mjDmOBHRdD2L0mKZa9iJ0ymWStlOZ8XA+uOkeLJGsgrhuONR1em7K00asGSoQNImEdwA8BfBlHEZs+byEN6xHuASKt/0Yw71KLdM/CYZ70qvTNFgNZbCO9fg1EDQbbRJIM2KqBjIHOeIQF3t0ZjDZFLGSiqvitSpCZrERgdMxPuth51jZsQKN0VhKQHhzHNsArC/LsVu6/k7eXuqN0gmhSAkuIo2Vye0Uz9E1qZdPdM3wr0rPekVKVT1E0DgSkU8VauOBlx6s5WAPFvDqaB+LmaBhE59e2ubaUmkKe68QQ6nKN+LwHna181YvZvA3BTMvBxRaDV9b3guaOnJeaRfGvITvTMgJ9ALTpiPYcdHZz3Lbs+3Nv+Po3rUBNaK3Mn5p0EaNkG772vNyKk9oxUdb9/ZuOL7Pz4T3PzYjj8Ze0w4MyJVtWPpJMWYLFKNkRhz/Cwzf02VahFGrQO+sQQKoejbrsGeuFbopOTkrPR8UVp7UCkiCwWtFbuan4AIHnWrUUKNKUiEqqneBIH8vAB7goPJMz9uSz8tQPwY9Mo9M391h/AxdlmDjbPq6O/k0kN7OSlMGeB/mJJdzOyfx5ipVZowFNFz3cJBiHMr/NCARHq7ivwUejogOKb3yQzj8jBtcAsK3C2XHPPQNsH0KrHdoOthMPSmZgUpTEu47tgkzHCO2Iet0s3y0w+RmR8nopJZbNOm0TO7LQUpd00jOSJkdEbg38/YKy0sdd0FRWZ5ZdK8gExu8eWnmoXH5vd0WtqKkSR/qZeOKevCoo67L7pkDaAUFszwh6gg6EJT4esCcyMCvI4ridJNrrw1yDOidTKmZaVe+jod9uyk5azcS6yx7q4PzDvQ7RuZOrHoeAXhQgj3Gt0XP7UFJY5MpLyhPuqcK3bj8TrATZ/Uca0C6RlahETZ8da+hM6iJq5iP45uX0I5LuB++xxgoA42Xb+yB8+nbwfXb6WbEuTQckEfe27R1ppCuHXqZHjbla5e2wqo+dH22Hrqu2wh5Vh0WYDN4AmrYh9AN0tM/Oe6C706jSo5ZOCXXZgkcaXSBp1WdjBiIE46xCzmorEQmNjy/VtQQmETBNUqeYRdYFP5dMGQrVD6uMchAq3wON1qsj4H1KS4QZCHvPaG3MpwznH3j/WL9lY7WOBf2jqItmP1p2oxGmqj7SBy85LyE3CtmmH55fUY1JQqkfCqdl7RZSZvxpZz3kM6J0GJP8g9pG/xn2PnJkW4FLhMtL3Fg8zjk22yh6bkfOtuO+ZI+JMOUzA0FVDzLaHn3Jq4kfgfSdkolph9gXQWxeunU6DyJy++x0QyLMsIBbgbgG0WdDyKJ+RNpsmsY261AO5VtRm2GiwtNl8GJOiEVJleifjV/JXvye5R2RjgW4A+OOpIOI6QzSSfXwijtMPbS6dCT1KOQiWcKY8Wa0p1e7XokvNJyrXPMJwQZcj2EoON4UX66Q3w01HhsR312UvK0C4AHBTeX9c+2LLO5n5doJYNVEatTPblYI2FpRpDlzFA+jFmKuAAyyasZjWM+A+/eMB33CQqHHKOCEiESztiGNCKOkgVMmR7L4XH5JfLZUKfe7FS/l8O4ZSckPLjRNXiBdOaylku/YydfRZos2G5k9+1QpXed6DxAHlC7skTQHGeQYx5n6ckTcnJfDpCRKs8cbiB973cWtLER0NDDdNcIjqyxA4gKbzoRD7s2qWLH34Yfom8u3tmM+MNwjxLW8MiW6N3trCPDCumbd9ZQp8tgF+I5oe8az83ApXB9rHcFXSQMseN9oz+5++jij7MSXHiEHLICYyAWPEQcvqPnaoYyhh1heKoem/JODcQYjri46KawGg9wgRKf4zLtTSvtKj/L175A9T69umLOeaNzzPema12iAVt6u2/hOJQXb2YSLW81OiGpzx2eN4/OI7JZHNgSnFWMy0Sn7ht0XK43xGFnhgyFiYQnMtzYTGh0sp7GiwpPvzyO8QSNLcxaPzvSNvFFlIChs+WPWXDp2KIeZOidJ8PuChnSjLhRehfHQvn1XNaJiIHZkNfVQOZYjniTzdDVqYhuFBuDrXit4Vi+FmLoCobV4NdQkTVf8uCVlTChRUkrLp54fXap6HVHfZYQO4BPga08X+iMXCxQqmUx9lZGbP87DSv56FFaLitCPAUjAvxT53pQsJalOlSmr7jnSeMeLx816UazGcbLDDCRuDyV8+c8JaPAQ1aWf4Kpo9Gs8IZnun1gEMMa0vDpDu+Nw0KloQgo53S+RlScEnXKIGEv0AvH0zholEa0Y/b8YjPJk8sVPPSZCl50RWRDk52TM1ZRVOPERgxl9Hr5tsM/bWJGad6Yyl350aqAUZuO2+tgyf8Zo1adt2FCOAboee+OI2hGMw4I6dgMTzyaEebrG4ZHsDBCTixOCvAgfdxHDJ8uoMu8ebxJCo5UGrf2Ygn5cqVNdkBpTMWYtxtgK5Mta1kyWs9bGY+OY2vx2NtD1E5SgzB1P6Iu3bqJkTGG+4jBnKJKZ6WHvx32pbwly2N6cLvs4ncikyPV+JnCbNjp0kxRuR168U92PV0X83E4L1RmMxEywwrY/wXAw8CeFDixFqPGbcn/FkcQtfuOK/WGMOYkHevEy2wbOrIjlQUK9WQG1QShS8twjPTMAtmGFduhR2Q6H6/vSv/ez+0+mvU8hXHrNYRBFTYDOnRUVq7J4s87rK4CTuFN6v+H4XgJClegToVvtix0wcWoy/T3FvblaBiTTPddGFLUr9SfnCwhmZq8sHNWbzv9jmUDsn3VktK4XLeh2xJntgLN6sCGjo3S9+TjmcKqXLi5SFll2JGhhjrP/3seznndMBSvynizY9HTPQy4Ta20A+rTKQAFgZ+V37cFksTyohA1VevVvKPAlg46LOE4Bl6VJdQJT1R14VmEPGrkCf+jQdb7i+n3pBNBd85JlmNyLUfWc6NwY7GnDp7UlLRz0kspb4rBsZ4nVlJmBdfgSTe6h+ohH+EIDh/gWE56C2zPAdyRoUS6znB0hqFBnbKDJ5v6FIFSNyijazmo5eAuGlmz94rCvsLLOpgzkgyOiQ52v6AwyVxtZ7WJc1HWkL7xEFwexHGVfhHpyJOmrANPcdtSUKHDtqM+ibK+BPCuz78Ru/8SEK5Fn+2ZT+Y6N99TxJOMMZdgXEHk1LFwJvGc1eGmzCEeC7rypEnzupKQtgkKSd9eZ5+Ki7S2QjKjgqgkiswVllVkeWQXnBcqn8ZbhjQNc2Kr5dTtCUihKCdnOCUIbPBd3NPO9LAOYFicvRU1coRtEWsqPKmG36Gxiuu2Um94glonzZPc2UgcPHQvxpExDbxO6cIx1jmzOS+Dqe+s1/Uy5vOcXnjSGP3WwGc5rlEVUisC4ab5GcCsJ5uRiaE3e3jX3VvZ4gsvy28r84buyXjqMgnjgt7osUjUrp9T7JDSN/OE5di6wK3xXmlm1KWNAW/UXRm1CBxN5Chi1ygIFgPn+wSFjST0TXfmKBkqUk6SjsdKi8bgDOUh6sq45rZU/nYtccpupioxaqPx7Bore+OnwW2bXRM2fLuOvPSIY033olN1Owjyar3zFsGL/2xP6JobYP2oGNQdDn486JNNrIyCuYZqtbxCfDAZGJ5/17c6XyUZVupwHQ2TrnGL81WeMRgxL2NY+AZ+UxiEtPbfhnbG0sDhefm6nT58Pd2XdaR1AfBO6Kj25Avj9RBETW2G2PNKiQPZoD2+G6HKFsFue2CrS7vuGQ6P/BxNXUaReDimV3ZA12fChp7IiX05Ak5tbooNM0S8KwLfGfIY8cxVbuh39Mg8fLKu7DmLboror1xy5KOjkVNHWrnxb45h3I0c5tU+9To0v/sN1QqNVjGvTbSF68C0J199XvLt49j6uKQtTE6dVHpEDE5kNQBNCETYuMMtikofEBDt1IWDx93lsoVMe71nY88TKtvBEoGnav7Ru0ZVeS/mG2Dl4ZJ3NLqhDvS4NESGM/dCuy0hDR0HqB4oiMKCy45KTy7XrmbMtj+HeWdVbinD1Vni8bCIWAYhxuFYANDrWvi3beD+9IBL62NcWBzryM/7EELaQ8f7On0sj849K7lXUNgF8EkBzdQny4IGwtQX9PCQpyTm9QTYnpY8zZgZFz69/I98N+dlmHk1Wo3LuE0wPHu3BRdOOm7WyAZ6R/dp+TFPPTJm+72IxgxGLp1PrNtSP+tTYHsPwNOLIa/vXo45h2PefUfDyAAEaxK9M+PLHONwlhDDeOM6HnokcUMSB+wFvq1qvI3jtWnA0fAP/f/tIY7XRLyNizF9mX4/LQ0WdViA9UHJ4zMcXtQ8Oq2i2x4cOtpa54YGfAw3VG/smTnIjEarhmt4jyu9VDCexnH0RjerW3MAT4H1PQBfvdTVB0/JEG+9MdpKxGYCinRX+jm9CQY1s4Uhz3rvKvC8D4bmtRFO+WAoDb9J13FlM9aqeKhg0W3BZZd82md5i8bAePAGwLulcWx3/afkrR8XjGtiG8LY/2cAPqV7I6Nm/MZ6usoO3tr2h24mRkqd2PZgbq8Ogzl0j7xUwMp2yw6yBhUevOoaN558p3jjdwC8B3zwHtVNCQKxw23noGizkSE3I2JIm3lwnmkE9CiQyJiHRsmcud96PlNKQI36Tb9XCuzWAhN42LNlmLw2uRqYBXtfpeueonrN+MiWM+jyHy8u3sixAfb9CJegCGG4t3wfkw4Gm7he6FGutJ4SKs6t4OsxCUIahihsC7zeXOAFvowKy7YF+OABsNr97peHf/F5KD8+uMD1S/coYUOIx7oTN3QNoAPHRK54NTJJ00ilsZsgMBq0MQQcnNwA+DpaLPoMF7qoyIrCk5JnZmNeC+yQSyf3Aw/yXs7NLv42Ejyg9ID3dPZqiiV4fpT8PkPlo9UsZtUt1h/ImOF1t2NdrBkhnX2zhzajJkZm+xz18bLtFlifX+KK+oQOld1MCrHBKXvJvPLSXtPr+K+Fh5bwgjERnVPcqsvHPIXhTjbmG2D9SqloG2a5cp7R70eHZ2yEr+PrzRO/wPGo123Bx5R+fYZjXcfnlJ9RdEQPVrgRDBqcf/mudfASp4zaHVcjCXnzZk+/uCWD6W8QzUaYsthquwXwrGDo75TvnT6ki3MKiTQeW8RV7t7uLxO0XRKYuMCPFJJz9+bJmIUogYnDve+WY5ZPfOi0GIfrPGwwe6GgcBnybQjFA1SPubKhReP/FL5iKe86XBYaEAuqUbgRxbwccBmJQE6API1cZ0L1xjCl6dxUt9LwwxIAm9beDOvbNP1S6ubRAZFsaWxdImsxBXvRWHdC/0zfKuLa3oxhF84cMrlZIxcYfqvgjymkmi7OTj3F5b1/X4FjJxrcu6M+/oTborI9DvUppbX1yvHxKBz/3ZBa8l2BwzuFKW1e47w9ooCNyzFP/YDSEkTZ7B4sKLR8oqc2oZ2ahjsXBalQhKfaGWbc4MLL8whj8vmRRx2ZXtA3BYi1vKXvpZXxWWefoeh4dvm1TX1PCQ+FpAwAjzmVMb+Pui0tnlKvLPiZK7hW3h2wfRLKtk3HA3Z2Or5E3SDGRe1k6HUIt+vJ47l9OrizFjps+zykKfdfg5qF8ualq0C7fJU9LeeXQBQplgfz9G+jjoz12heo8Ms+eH5ANDwHtuR1dfcRNmrXHgxBluP/vYNC1ytGFRnhCf+2CJsN5GnBy+/hoJCYxy2V7IzNGI9b8kSMaQPGrNiWMOC24zIDCGokM2qE4f3G5wcyzNox38ExtR7qTtVX42kEbEsnl4Q35PxkmVw/j+EnoZ4AeEmwjSm7uza+aMrcg1GW+u8anoIkUSJ8nZfrtwKr/1Xh0bDJO1esTLN5+Crcm6XqU9NmzDsZsHkQUEOE4bPqy7d3B/xZuwaEzUWDxWOVkbm5sChmFNvj0InNGMrwvL2EZ1BidfOWYQ8pJnlI90sSh2nrgI4bt2tjp7B2oBnOGmc8K59bHDCDN9KhslzZds/c0Tv6NvoEfMzi5jvmA8YTkCMo26yVztKXIa/CjDI7VYc9M2bzzijfRnu9RMvLFg+CF3QLIThr1j6UCqyVzNACaGclQf+NEShTxutTYLWZSS7PjMAwKO/twSsB43AahGHXWmKJbQHW51Q/ltZYEZthZVYDIR2X9/mh8/YMwEe47ADFxs0dyvSORp1AnlnsP0x3BmJd9RYsUZDrTfxtFF2ZkcLXcTHgsoYAX8Vl+tWM8SMcz+iRcWwGOeyYeZFSzgYcgZBV/B0ZdYn0NwCrPftHt27QQ2LfYiArrdlYnwIfvAs3s/jhC9qJlL6ZytyIXWjWrxgkMyM2DptZFva63DmXwIoEb10ZFUtX4hMHNdiYGXqA6tLKHHlMcZ69tZxBDNe7+YDdp+/InEGrXiRhiCm4UAMw1HiC6qXXx2hor9Xw7XdQK9Uw73aLC8lPQ6IzTIMFd8d1wMFkGNVmVGQTG4T7qBVqj1+xZ8Ulzw/K9/byYE7iQh6ewnZbkdkMo3HBtnLQOuwzAJ+UTIyDX9ph3P5v8SECDgZpLbYbSYph1735ijFvXM8vj2tZzDvPctGsa/0/aagzjEiRMW3nsGZWMPU0fh1DxZpxuAMu9BUZch1iPz88xfZx+U1GuoZKrvrdFU/0iM7TrkUgL7zRhEOl7mw9CYvdsxlHkWbf68/J29nxl3S/0RvTehO8DWxP4Wc2b1FpwNWCszvKl+HRHRmNenst17sZsP2/xeGZP8HxpA0bc5zuHsHMnb6F1A7IB6MDiNezU+h3oMmZwhg4mdGyJ+Po1oZqYzciy7EQM2DGbNOtNlv1MYBv48BztzgWl0N4WHjDjefc8HZHlXqHdgR6WMp6WHRmSED58BS1waL67pVHR16OjbnBZR3Fuzim7e2cGZTVzWfQ1F3Q1d2zlcv43eqhcOGVRjRod3uk39iA7SmeCC93f+9VpyzICwYqR/fEUCvcHcMNYGYrsLQQDsAM+9k1e0jz6AIx6kzhAzIOw3MGNb4F4KcAfARsH13O1e0ACMfF3xyFNw8KiGi5qfQ7eB67jDCrQabHqJ3RJif+bPEY2y3woXG4NkERRiMsuEAsW3/y9ct3XZcCHF65BIIVYlhASwbDLAjPSrrRwMRm/BZcoE3xvnUJraoT5sWDh1bLHxzrUSR2vljnknLMPPDesihCxgadztDEYYiMpsICMzBLZ17OZsuIZ14BfPgMwP8F75nL+0pqT+UhFzQE0Q1HL5IOmbHh4c+xJ6nUXSnjw1KOYea6hpiDQIYcN8D6zgVe4OsAvob6AAJjUfP2kVFgiRi6TvxYvRKjUkctczQv4JYC1OCTy4xQQ0Ex++aRTxlzHOEXf97sK2M7IjQZYOm5J1ZYur2EJxiMVrspONUq0IIeyw/ABy9xqeCPgO1ncFQ0dYiNcXHW2GbUPZwVPFKtoMBZu2DLGoLZBBshbA0E4TxXvnn394sxvwesX7t8G8zgGcC1jFjbMzS6mqyMnSkotpFpI12rFC/tYqLncBNY9RNws6unEzCB0wxjsVG7zck8y7FCGHMSfNQGf44DLxs2Nq90SwGkNeJPAfgEdYaqUmzCmOtQtRz/zdjYQLL7iffmAiqKEczb2dBfyzVjDsO2qxdjL24AfB1Yy1R/nR21xr6lay0oNKbDOv9y0ZEfWqhMEkMsKy9Cj0fwHhi4rC+xjnPnz1VdrL5jByHJjjcdYeRhZ4y6DzsmFiftfWOu5LrCrIDnVD89jDmuWd4KZt4+hfcYz5GuI3Cejco1iJLCpaCvmoGrachgarrPcawLYQ/EC3hs4qVMIK3fQ7+fAh/Q+pCKj3kUi3DAdLU24QkU6nh4WnC/BbIUfG+3uDxGlY1yHY/rJraCZLQat0l9iMLKVcbL7RLOybmQVibWcmTDQyiAC1xt6LeKM45zKcZWcNz2qGDR8uRIHWYLLNnMmDMMrBqEjDod2sSwuRWcvMa0lK6+OOiWmALgML7PCXY8wsWAbRHW14+g2Dqb1c32DJeVgyUIdhNLyvAW3Qk3GxHexsGoPMbxxq4Fl5lXHB2DndZWzqs6ayZFSA9XX5mH5fL4+iwWo7yibXXk5NQ34aB0z99YoEXXZXKgeo+XF4MGLkP3xus07A2typOEm7TfcqIkBoAxDRszik58X+wp38Gx+TnnZ2meh+Mmtv6DoMwH1jkK375+fBmd8G1c1mQ/u+RXg2aaqWucCXnndQE2GxWWSxBa6cBy7fo26cxGNvNeGG6L4Em5g0mOmUftThFxVB0xJUHmg8JKH9Fxue+dqpTnh2feyh4WkYLaUDAdwwzljYWR9m6yoYWsvN3/53JqsMUe8gWwPjvgjDOu26DDg+NcHXb3y/XV05lBf3o5jgK3tme4LI21uoid2jq0wSCCGpXXtrUyJV5xT/uYMT9EXSMTvW8T3HYMvU7/L/5YA00YNlFZyhNb+kgPN2laOeGhsyGcz/eO3xW24xZ1TYN8lu8lHAsyhBhXimRrODDkrcGKQWw7LpM/oMbn9RXAxZjLkO8eE9vDp8zS1WCZMHMdoeCNrXmpqE2X3+BY+PUO/Tb8zHrwOpiST+zctu4lxbnCK5tE+o7zdWns+ELXLG3aKPfy0HG4cLiUK0EMKxwdVyULjFhfHoq5UeDuwKlSD8sDwiD3Iy8+1+3Ro05qaSILwdeUF3GuD4DtARq+ujFi49YLdt5uC9wo6ynqGuTIwTO2BPzqvafA9h6w0irGur2D6WDT7YSRm0foGJu/pHOWB/yxSOV1V19CpImjWO86hDK1nHtIFkDfK0aPGxRyEx7LUaE825eWE/6r5x2njFd5lxgoAn6tMunODV9xaXlaRjbMjvqs4mZPhjwrI1UJADdbjGXBcyknfZsqG6I98BqNuUC7et83OPaoW3AZRcqIGB/16hqmcgJZWyVxVkybsSQy777M7cvRnSmMEXfmrbN84nVo8TVLsw4gROupKONf4I2ZlnLyxz3lYcyBXf/ggB2yg9mUOHA8eWNMxncuRg0Lis2ogWPihEY5p6cxJm8DW9n9CE8p+OQ15nGUsWWwRT/bFcoxWry4qujRiHBgQ7jA7RXOjeYPJuTKZwqV0fLx8rtyprFihPHFQM157OW4RnrB5fDYzWsoojGo41QNzS72UYeyDxyivhBQyIzI4Nct6suGjMmoD8/yIqFYNgtDDdqcpy5yMhEjmnlq56h4IsauuxMGKgwxpnEGGetdQI0obnJMXYdOvVxkvI2BVEAoVJ8nM+8acVbSwx3LEYITThfLrkFZ7O1h+JQeI3SwDTiWngLtlrq2ZvnLwPYu/BM29Gl0ZiO2h3MLxedWstnnru3U9ZsNxD5voz4nuPLI8Yiu26nTgPQucGCjThf59cZ42BHFNtm9gav5Cf6vhBmhBoZmtujlNTz1HQJF5mJXlSZcGwMLd11HItfp2ABOZyMEV0gcKhccW+5Gw7HJEdtyzIzZDMKMkSeFrFMbfjbDfY6DZTBjK4bM18V6qPfDWxMYtHiEAwa9i7az0roYu9c13iNj3pvLvbi9oEW9RR1ZZP1HWbQDc1x+SDMh1xu0gwjRYNVNlLRr6M0mDVQQ1zaYbhAZy7TCo7vfRIWt9oTN13A8A3mDtvOZwbJRv0R98mZ7iWOhvqXlddh8jUmZfLJgs4kdAP/0+btwHc06y1qm4+talCUYjXHI3JlvcJkzMC4emDbmbDQfBux8rfD+U/nMTH0DGreYAbpGyQqlcxmMaQIC8gjy8fjE488sBK8638A/RWJPopfZzLUY8/YejqdKbAtdM0DbnYkbw7zyJzg4ZfPGtBWZ42B5AdZD+k9GDeBYN2MjReGe1dZoq63Ptrqja7dy3nSv2wfzKBDrzZySMu7lCHwBbRdOVPwR8wR1vtcCOU4MMwC8Z6bfGdmuro/lmiG4BrWKtbRB3xpU7D5NE+Q9vLAE5pnrpo/M49rDvQ+A7W1Rpr0u2RYS2XJMW5fBnZIfJWNvXFiOWq881Me1zVb+DepDxhwQVu9s2N2cwXLUy/YOlWWd61HJXy0E46E/jK5xBjbCT8lc0Ggdlwuwk5y2m0Mmp76VhyRRx+PkRtNjVY+z43sw3Ag1yAsoo17DdXG4rlj5bfgo/8kR/OF9VPy8voM6u8n3wB7LLZDnCZIdfhq/eGO3gvCurcPhcG6BoNWTLcctv/EJsH2GusqtdnLeyP0BUmNyhnTOqLzDGdxHajsClgJDTH3FxEo4nq1+6hU8ZCFKvmrmL6vcSveQblViBZqHoyF4fYJjs8j34aeSn8LTSGY0NlGy49g2i3EyeWV+uLcac3wBD0M267TWRLwVwc3RKVcy5hpklpV/Rhu6Dm0LwjgN3UvthKyfSaj7qmcMRDlRMspLvEyibGRA2QGzGFoVlBlicz7c8OTDjrlOSeQrKSbSpeI7w80LfT/BZY+98vBqhR42C8dswC0ui4c+Kxj1tsANW4/xCbyRwBuzM+IsZhD3YPfugrfoCUNHQ3AKK3vkF/D7cJQJntopMiMceOumHTptlS4FPTsiHHKO5WgWE5HU4coaRQWIi7iJPekkoYFVQMhlqvNM0LugyBa/GyX3dVzWQRQ8un75gq03NpxnuDyJbg/u2gybGcYn8B7agsGyoF6+M1BI3NOjlr8chrYCxwO1xlKUALXORD4r15bR5QNcPlbGh3t5sPcZgJ8CNnuO00aaaNyiLeJEUhPAQduJw9URky8EFQkuga/JZWzQE26+SecMcKIRXbRvsnuDVcFDLD/CDakDe2WbAjZ2w4z53aNi63ZZnwL4Ni4LidgL2vqLYMhszFU/ig2qcRJ040kmq4MqNqKYcZXZxjryLIcOVWcUeFLquBrSS9RNcfCc8D7gt3iIEh0H0Dqb3V8/nFMIsdKQyerLxFPfHFgNcI9Jg61iIKiuUeepfNdTY1kIRhCCCueduTx7XtC8AmFMoHi/T3BZPHSLy3roT3Dhl214549tmG6rCQO8qNH77o/FxUHphJTNLj6Dq1ue9ndbAlPbVf755SVYrDp/hoMN4Q9j/47HlfgfeadQHQAQAfx1MgE5JofK7vUT+VTGgI8tcF53OG0ay1yCcQDylp2XtOH2ES448yPUZZ74BMc2ZcX7upm4/TjOZVZYlHTaKln98OSKdaSPfIetBmsjA+dXGI0PgRoI1n1E7J4Natg9ZHr1nFLnf+bxuZM3FGvoLBMYfhJDB2NMhyRxnSLMozhjXvyxhuk4ETDI4ZE3rYm7C5lhGs1lD+4+R32AdWOIgeNat16C9GQYETfCcXxrojN2VM66nrs9DKA2/A0uXLlN9IT319TXTuyHLvXZRRbukMDUyJrBiwZ6To7aqW3dG0N3KJd0rW4vLyFZHk2nsQqYiLRdeZb2RhtLhQqGl82YLWCiNcwOMwcvXLc1COsyIibmNcoN3yocBwBvYARTTLanOIzajj0BPigUHx6EGIfhRscTy45G9doYMB3jzhppVzZ0ng2047Kd5mQiKOwEYk7BbLiMx4Pnrb8FrKiVw735PvCHjfwFDqMyRuATHDztCxyzf89xTGfbUySMlRGi92ik5dvOr9R5eh00m2mr9fKCsL8do/9u5RwvW73FsRFm5M0f4dKBjJFiyAhvsM4D723bqRGI8wLQtGc6u6jyaWVuprDHRzcziNEwmX7r9bSOsa7h2nQWbZR/Sbfdljz49gv95ag6DvyeEdYE2tk+pbPSSwS3blIoSLNG3ILZ8n8z2q7oVPcCYSM3T2wd1GKCwM40W+0Kg270i3rHduyMzMpLR4c3ZEm8TAaFSrElnBM3zPiqN3tk2DnjoaM+6h3eUkc+Fo3qJS4cskEEw5rAsfuoNWiBGLUs4YErfSYkC1ibOpiQaggc+LFRR5y+k6e1DmDY2QyY90+xdAybknao5fP99GItg6qibbNOfZL1OLHhuXkHLqQo5t5hl+RhxuBmoZQBjoaas5Aj5kdD/QZcGAT2xrFMgycMexgrUxkzs2SNHmekeOc41NdztnyUjdsovp088Gc4ti42A2bqTohs1xn9heFnk0xyFd9EESTnttOdajA2/MxrJ5gwE8mqcKV09HQeXF1Dz+7VUSLm95K84mgD8MyIk0ZMp4F7xqIekdqFoT87ylgBt2de3XLN+GZ+WmYPGDh6VO7Is0G66PQzxhpnJgcy8ZDsPjbkiIe48RRWyqieZiIkDs9LyxpsfEwYTW/W0j1UcIvjXSRxY3Uzlp6xjkTUBxuEC4YGxhzrt+bFI80DytO2KONpcTNmWmbaxCrLkWc68u66LZ1uwLzhi+scJ92XOchR4YIomGFIvTk1nAz+u2MiqOgtR5X0Xi/PPZyzYzfHb1eJGaSI17NMwolTnpk7OD8DCTgcvN3gMgEE6ogcD1gQeItj88aoF3JvmjkPqe/i2yCuq3YjaLzP+Ful9XK/nZOiQWR86tV89RUYMyX3Z/DsbctyRO8w3H96INOYMNZ3/P8IeXvcwj3Ea4+AuXUeJRbYaIpbbt+VQSqiBmX9KlgSR1gc9SsN+7xc90oKlWaEc2Yi2LPne+d6VBiAgy0x/bNhtRckRQ80cV0qoeGdqBgAge4iKs89vmVPyRg9x+yN2G/bJD4pxOLKtTLtOmgaN6aLEERCwxhrjQ3+u/qnJ1mIqesgeqbKt5M/L+qpC9xjVK/yV3mGiq4GynqI/LYd/SE3NqAo2yYluvqF/BrvadPhxZhdYxs2tmWrYiVgfQQsGlk5Fpce1OPl5wocr7Gze4p5UWfvjkzMOlneONrYMTd9GRh0KLTpefaJx0nW8ImSerf4KSJnFSPcUddOBHTNpApDDRwNaO+Ekfko3B09zVncbF5UdRAz5hscD/g+PFFOUvYa6njbhROKOnYknY+I8Y6o9xNychuDoLTDP/A9jNO7qd6YpvzebtAarp2z9DGyDzrVqV6lpx1fgvEHPerxiREDlF/DC3P5ApY0DRWxeYLVa5AnNsOpM4S3Qp8F+gFYLksN8Yyte/Ah5gfRodCHlZIBEtd05FxQyBMqivFwisRKKEadbTrSa0CXL/+PeWCMw3v7FjfH6B5Sj3yNzLADlm4ROi84XhS6wO+9B9RtCiwv53gKBDlBhTkZdsR4D5YmOxfEOUXV5vdmOYgnZen1mhhMxI4wCqK6Q5vyZAN9OF85SWPnxVCnKnbE2sh7DHrLIDq5NzeyEWbebNNGftehpTejZk6dFyKxDCCDnI+YoRcnzqnp8QghX7uHZvzTUDRJRMrXpQYcrp2i9yaHschVZ3DHwZjEq8jZqixKD968YU/sXjN2JBoxMzE2khllV6a66zZmvHw0Gmn2hl3+P/DY6XOR+3HvjfRG1ZBvVrcmEw9YT27WyAqp4SMoHR8pMunhzJgnT9r08Gf2cqBu+ck5Zi/UzqKZrl1vtUCudemOFPB15fS2t2eJZyPrNmbA8drjh6KchTpa5p334JACzmb+2XHzg/pInRzBUcbsJ4PCPssh11ycxUsT0jAUKt+kbKWTYlWGFaMCnxPS47sBYgkEM2TnKp3HaTIIwt76BtjewWHYCy47QgWPXRcgodNBhf7Oc/Lx2XhkD/nYtXRczUquwRYku+TlJMsx2dhZwJitqUA4n06JXmlsTjIPUrxBtma7F2zKgDEGxgI/17TlOz6a1Rhz3JDddnqy95CH7cAaL0xvyAUfD2W50UN4SdkZBm2TxgrUcVm36dHcy3hxUgzuekNlTNcoNDLIyQCvUlcJnmORwRk6BinyTPnz7H6owawuzMi26OViGXEIV3kHHcwbOx79OaoRW1rJ1QNNWb3Y59QyBiHNLCOLtWnv/vsGfmLnJDJu1/NJpndFikHAhDQzVrGzWeDUu25CYoedwXARfzvZvSPIOmLGjDjjsqlqwsrVM9PCKgCXFXbFaGvZvD0uQvqO/pmMpqqVZLHNzMxpypAdcsX+0B02A6pA6nWOLRDBJICxF+c0UZc4XAumIErjndkAgj7RaCX1lsQAjikSnkhOTlmAbWn5dRSGn6MwtmUYseDY3iDqaTJR965u+J4mr4u6Nud79nVflqORPfd4o4dks6Hf8m2OcZnhuN187Eg9ZqPhNQeVo2asEI4NG5JGEQcHFp2mJw7T8kaTC/wal534ZnU95dOMdCc8rIOfyusP6ieFcUl5kzJ+SFZOkJhEYx1hH/aYMZ8kQpbeXxlZlqei4CaxOuuRHou6T3g5njGNeDmdcAEuj4vZOo1I25lOtt8e7ehUDT5MfadGnulBMsUaBaNOufxkxJUevV+/E4uTmEIaNVZSoPKI8gWbqmwQXROvYS+VZCGnje1cyMPl2dHHifJOAWqkXkwdT2TlRUg3uLxK7unls5FBb89xeSLlOQ5jvoN+Kb24F/bAAHz9lI+iQ5sOuHT+I1CUnC7kHenXQX1dsXx0RnrXUYPXyD+BMq5yBR61PNIbXgJTozoDBA/c0z2UnYnMizq89MCcbhd5MJZ+CmxPcKzpLt7ZdniypaKZ41C6OVgmRsemrkd5ovXOM7LBw8wTsGNugf99qRrOy2SaSYg9mz1b9MwxCCrpV8CT9GxUFgROeErG6SsEdBHQwekd4Qkb+IJmdZozBg4AiYteuT7sm57grts0BLjhXlyfMEQTQ7y+Lp5PnFEjgzaYiH2u30435aNnvAGn5Z64U+Uk1Faaj0qbBWJF0rcPwDd01Weh472KnRnZBHasnWWhxuvBnwADqlejd7lUA49lF6l1zjEBdzzSbXKR/XEvwumkz51G5xmc0yREG2NoN8xkPW0GC0esWo6fGYpGEyD1+O4/PbqIZSMjiDAkDv2n+e0l1GUMhAIEcvfDbxzgay1v/uZ7V1sujBxOVmfwdcLXxrQZ/aYkppUQhYx9UO9XvNYteKdsMX0qI+WB3FiT4TpeV7neGT128mxi2G+uIZghPfmEVO/LdcF64PBi7g23dozrn3V7jssmk8Uo673cHcdS6TFUVJbca0Wly+pySexqIMpzCznxCFZRRlJ1JNLjnmxwQGDsBOetQH2usBeAdOER552MJEqiMWeMRkZ3spe2TqhmOh0Hbbo9CMbMAWHxznW/apY9+UyIdeCM5WjarOeYeiMo2mM1KL0Phk5xMp0H0FJhQA22FF3jrhXHenBGDm9J2mwaXHWKBs8Dw87b06vmZ8NloLwky7B0DME6rU2qPKL8rAzrmAvq27M2fso71o91JO5gA+NWkyUOgnTioKz+e/megaQYTqx0ovJYcCPXUn4sMVCIOmTBXri+EeEhh8LGGctiHBx1hYYnylmYMTujvsMBOTh/3mW/wA33P+Oeg3HzqNZ0YvOeoyCY8456JvJamLNWrl8+mnGOsbfGCsryA52PC3hSzlZh6A5zwXqtWT4By9ZrBRywvExkLMCG0xtBGOYog+Cm2gE8JohCcINfALQ+gn/pJ1/P5cKPrHF2b2TUbnq/4xx62DnCmOidJ7315EzhQAEutJGkETMeumI06u3N+Q6dlWGsZmNwnawboUude2yLfc9Qb+K6DTieTFmOYwCwfl4M2rbzMrxMTA0Qvne0DEpyj92Zv4EYW6RYkWF+4V75+jjhIuTE/tBR6fGVjeeTeUec2infhuJe2a4nRwO2IXTpxAfRuBIM3wtk4vqMHofrHkANQ7bbNxDwb+vCxZA/AIDPL+8d3CwQtM3L7c21O9zMX/o8I5Vj12XSjL6Am6yZmTjrsh1XEAmYZTlGU57ZNfV3RvUkHiIL/NIAUBhdQ4El0XR2b6fuN3r/rPOabmzASi/2sI/IiO0pb5U+7sQfNmFkarLqATQPHAw9cfD+ETap2cbIWwMaYkxJ39DPYehm6jdJE4U9Ahvn6O2q2U1yZ3D8ZA+Doj3XM1rTT2G5aYn3x6NNOdds4qLqpBjy+jZRlA8APAI+LPs9f/iM8PNLAC9QeWN+URF/N7iUPK7aVpcZDOmQwmjatY8wgr0muWKBP0TAYEKN06XX+FgnUBoNXSlVluQTh30Z/FA+ioKaoZziYqtmaFUdznQXnnSlj2NaXqK+1Gi7hXu1nKXNJkM4jdOhl2aC1psSYczDgBpThn9ycZKiucQNvq4el2Krjgc+NbETMauVKYJHOZqUY+4VayHoWsPvLo9rHcjy400Y94vh1jxsI5liyG6Rf7w/+p0yNrGtTbfQ5un2uSzCTpzhctwwIdypB9dct7edAv5VegHXNRKMrsdCyMArNmr0tOGaGd17I0uEZfW8DfEn2IK6e+gTHNzy86KDlf8SntUI70rM4g7XUWeEPGZKoZ25tyUvu9fGA5mYWEkyv8ZgTxl6xH2jaxX7kQRn1Uv0GJOE3cjSRnYlXeMiaDM1MjixdypSMGYBn9v3mfXpGUSAhtc4oGF8U7B79vAyKF2qXyhvIlC/B23Hw9bdkdXI6LKtsSJmVA3fy7cncUeeqUZUlR0DuCBxcsLpMLg2hQD27he7zqa+eRLFPPJz5DuMmmHtbedqdKXfZ98tWYN9LjO5vHbiECxnbTPhuU+s5QjKOyXjLBbQNly4VvGuPW981ot0h8TMg3HlLtBGLSCKysfFHQnciDOWxu1KjHob8gTqa5sr30yvl6h8MsORDm49Q1Ou3EaZUdN3Ix09rJ4UHOmOYheZeEh2OSq6G5DFxo8d4AqsVq+dvNSl61R69navpgMr3c7oEgw7whLTT3pn7twL/I77pkfcTdTS8/9wzv0WzE2D/2fgJnfEznUzMgw4+zLBcggOGUADH2oDnlAmpWOYsgmBXEOHdQLBEU8e83N5h3tpXjrKZSkdkvij2ZIhQiuVn9VzgXYM9dwsYDTeibbI4EV3XYa4N9cBEjboPtKlPA+Z3DkpVHQ8br2KX5w+EjbGBoLEMkxO4OrZSZ9GgudMvXiHemIvIwO+TrANUHzC6UIgx9dvMU2U0RCPNr4AOg5HwU/uDGGEQThv13BZDMnOOMUg5xb498B9D992gwKgwY1pfsvR0KlxzjRq5sH38CHd4xMfKyY7CKVVkwfdxTY72vdv034bUdfmWohz0cgUvKN6TmcDs84o/mftGWcpa7pRneQyx3L0wP1IRsbsomKRRl0/8t49Km6K/qEOFmFWWv6kqJk7x+x0Ji6acoPXdrGBBVbBU9aygvfP4FvGY7s0gxFH5dUN8q/30G+9evUqP/mLb14dBXSwapVRA4eoHkAzsybzzzxyYCUk/bT7kYADp6YR2aBEPDCjezYLKKd2rcyQNo1bgr4NFdgzhJNGoig1Htmid5U67a0RA3Czjey91ev5XD1c7OfVN27fytQ+ATnOVEjHsHucp5JsqE7LGGBJgPBih1rsMS0bWmPnNHze6b/r65p8RoYZ77EHO3r1wUJDvhlsTw/luSNMyWBjdv2MDKjbE0HhXIZ9SdiAlLMkHrVZ5pjoxxI5TecJZhvLjnWMvR4becoetTXDBMyyBdcP2W05PehTRD5HKK6LgX/PM6tyJu79utV2tUDubeYJgrEorBSH4V4EDkBOvEh9svwYDnQgSnONMDi+n4yzdayNwqWik6VUXVLGFARUktGJg/+uHUMeq+js93J8QiYn1uYN2kWfu+89dVYKx3lQ+tlZvowqc5IYNQc79UXsizA6Sp92EIGVs8mYJk/TAfCdnK/nfDpetwaQivKza4W+PVHvRZlha6aCw+Ra2abR8S1oPPgVMnhpEH0QCssmJKrYdlTlr8LCcmiPBzpDfdXPYElM02M+2OtnwWgRtY4a8HTc6N4a6ipgWzVbx8ddG2S4+MQ9xWPRQZ1icDppmdPOIOLsCsQJqvQcDx2DoS7/bM5/1qsVGXqLQcDkdFrajjfizJ0kwacyZAdDlMElHY1xdXPvg7qz8tzDqJk37xi466AL6TQK7i2P0DGyzjklA+Me5HduO90R5h0pMrquCZjKp9szByR8fDXYCXn6/pfx+/+7fwk/8o1/HY+eqNc/FImYOtMveqv4UqYue8My8LbdY9nx2bKLjAy+PgcZY5XEpux3dBTppJSWgUGrCDcaiaU7QxGFa0f7rl3bgbgM5f3k70N+8J/6+/E3b5OttJS371V86oUpn7r1L0OHUKY7HvPjujxjzEEP+z3blrMzpq6uuE0G7X8CAp3c204ZgYiGuzeYGD8PnQAOjzHBaSpxPf88Z/3B3/ML8ct+9S/Bn/yDf6pzbdBjJkaIeUgmg69fxqOb7KxXOJhZT9hLk2H9LKbI4go+vy1HXQwM+wRtN1ExGZ/oxKJbo8B2HQWn8IYi++ZhAcs/6qB+5xXz1ne9hd/4wz+AP/Hv/Td48Z0X4SzpT/n88I/+EP7GJ8/xY//cH64pf8mv+F788I/+TvwbP/QH8FM/8ZP4x//ZfwRf+0XfjT/+H/xX+MHf+Q/gK9/9Lv6Xb/wE/tDv/iO4eecJfvPv+YfwC37pz8dP/+8f4T/6t/4zfHv76QEbo+5JdLSpEU4Ewooh4mNy7oDTUTvX4z2GKsuH9UrSFZn00BPDlxtSJ1iDlX5jIcyF4F0zHQhfq+NRegxIkF/7W38VHi4P8af+kz+TpvHQQMkCfKn1F+v77+IHfvtvwB/9sf8aP/4j/wW+95d/D/7R3/OD+G2/7zfhf/xv/yJ+7Pf+OB48eAu//Z//TUc5M9RapQl7I1svUMWR3uoq89hqxJCB4OQIqvJ3kqABIdc9gjXqUdKrkFfrXa/EOknMdwOap7Gdtw/nquS00c3PLviB3/b9+IP/5h/Gz37+s4lCzMcnEzTJ/d288wQ/8jv+bXx8+x0AwN/+vV/D3/ubvw9/6Pf/EfwP/+mfv1z3FvC7/rXfiu/+5e/hp//8t32nLnz/j3zjX010+2LKP/39/8JUupN72wlvapL1qi15xu00hYbcW9g5NVWasgjBkxX5B/+J34Bv/aVv4X/6L//nE4plet6F75/Fz/z1T/DxT/5M1fujv/4xAOCv/rn/DfaCn49+8v8EADz9eWKXJDfb+bei9O+9b9COCJ/wdJEDBlDfqze1TmFCTlA43XSCQ/7aL3wfv+oHfwX++L/7J/DkS4/x5EuPsTy+0HVPvvQAy897dVzPo0Blfex8uNdP7cd3NZj887vPAQAv/sZ3jmMfXzrAw0cJxXVmdPuiyKQDnAsKU4gwMsICDxTWVLOPBhEU7ot59KbIp/BmuH4D3v81X8XD5SH+mR/7J5tL/pU/9rvxZ/7Yf48f/5f/c3dNzevhKzx48MBd8+hOcNcPo36fD5T1Os4/m/m3powfkgVwYNHIEIyi75Kmi5l7zEiSt+XH2HqEy5s9p1u248O/9C38gd/175R/l6r5Zb/6A/x9v+PX40f/xX8fH3/7Z5KZQQB3wN/2wfuO6fmev/PvOE5SOqfD847OSsp9OkzZ69izdB+PrAZrZECZzJwqPU+JaB9GCJOj0txWYIzbsiBoivie6QCJmMHys29Vx0GwKd8m20bOz//aM/yvf+0ZpQG+8vUvAwC++Rd/Ai8/iy9/53t+C+///PfwG3/4B/AX/vRfwdd+wVfw6/6xXwMA+Lu+7+/Gdz7+BvA36V5iPXwC4HH5/dTyfQBZZ3yfZ5YVNKKMdDKQjjJaXKT0dR0um0E8MXuJ088UKmNeiPgmZU7jvMBUNC/QySYJEhzvMFeMAQS9JYXK+yScEjDqL//pv4IvPX0bP/R7fwt+3T/8a/Ef/r7/GN/6y/8Hfv1v+T48+dLjJv3rl5POIpvtbLzzTF5iEkXx2NEupK0ko8EEhp57BIsfq1EzPlHZ2ht5EgSHcckJkZgPV05idPdZW2J6nTWCpMx2YmVBu+aZRXhC5ZUar2fBtspbedfeRNJ4kum1SG+x0kwbujQ7Xn1zfytLOvfiTbfIJHrKyelVF4ANKtB5VdHoshLEVO9wYcsV8Ge684w6raBDZedNJpSuhn0x/WBy6HXIEBadmKq//yspMqUIX5tSFecu2tvwdSbNREi55sRkxb1luAaDO8k9GzkOv1s0bFFmbwhuJHrp++gb24pZKDFq9CROmatzTbkiGBzYQB9y/Mqb46Sk2YRSbuqbKpdhCAc1cYci8PVBsjUF9b+YNbQysyFXUopqlpP0moU6vaHWSabbRBnqOssz0zPWnXy5fNa5KN1qm3TOxCEElaSXTeIjUYevvnn1U99sHIPhwA3twhgcoL+jGcRAz/SwnmrcDXDLLiPEGD1lLQMj1cF+LnFmMuReHRsgUF6K9toxXLZbJbv33gAvoOnMCNu038Q1JOfWQ3cVUo2eGML68JhBnJr+Jo/ZpGf6LYmyf65kxOb07q33aroe9cVOI3UygxHORlHTQdVXWnflmnSiLQs0ae4iZTWS41M2cpExhq7DdW8CJGK26KF5qF6OYyMYk5YhrtugacXsecCRcGyQYdc1pk3E8eNJw45GkkhhTmP5wLc311lbjBiPzEBjOZP4PYVtPTsby4mZwnCs4YhZmajQ7uGA8db1pozKy7CuKPPs7FhzPLAhzfElGDWO4z0dZP2E69jLcQyRGjXXCxszOQ8ZXI8kwD1FwZ6VrJOm72nEOSczkG5Q+EbeyP/f5OQjWG/kjfx/W94Y9Bv5Qskbg34jXyh5Y9Bv5Aslbwz6jXyh5I1Bv5EvlPzfZ1PtZn5TOVwAAAAASUVORK5CYII=\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=[image1, image2], cmaps=['pure_blue', 'pure_green'],\n", + "microim = microplot.microshow(images=[image1, image2], cmaps=['blue', 'green'],\n", " unit='um', scalebar_unit_per_pix=0.065, scalebar_size_in_units=4,\n", " scalebar_color='lightgreen', scalebar_font_size=15,\n", " scalebar_kwargs={'scale_loc':'left'});" @@ -1012,19 +1063,17 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", "text/plain": [ "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ - "microim = microplot.microshow(images=[image1, image2], cmaps=['pure_blue', 'pure_green'],\n", + "microim = microplot.microshow(images=[image1, image2], cmaps=['blue', 'green'],\n", " unit='um', scalebar_unit_per_pix=0.065, scalebar_size_in_units=4,\n", " scalebar_color='lightgreen', scalebar_font_size=15);\n", "microim.savefig('single.png', bbox_inches = 'tight', pad_inches = 0, dpi=600)" @@ -1046,23 +1095,21 @@ "outputs": [ { "data": { - "image/png": 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\n", 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"text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1,2)\n", - "micro1 = microplot.microshow(images=[image1, image2], cmaps=['pure_green', 'pure_blue'],\n", + "micro1 = microplot.microshow(images=[image1, image2], cmaps=['green', 'blue'],\n", " scalebar_unit_per_pix=0.065, scalebar_size_in_units=4, unit='um',\n", " scalebar_font_size=15, scalebar_color='white', ax=ax[0]);\n", - "micro2 = microplot.microshow(images=[image1, image2], cmaps=['pure_red', 'pure_blue'],\n", + "micro2 = microplot.microshow(images=[image1, image2], cmaps=['red', 'blue'],\n", " scalebar_unit_per_pix=0.065, scalebar_size_in_units=4, unit='um',\n", " scalebar_font_size=None, scalebar_color='lightgreen', ax=ax[1]);\n", "\n", @@ -1072,7 +1119,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 34, "id": "1b1375a8-28d1-4434-be1f-8155293594d3", "metadata": {}, "outputs": [], @@ -1082,7 +1129,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 35, "id": "d424280d-e79d-4f73-8486-9680d6961da5", "metadata": {}, "outputs": [], @@ -1115,7 +1162,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.12" + "version": "3.12.8" }, "toc": { "base_numbering": 1, diff --git a/_sphinx_design_static/design-tabs.js b/_sphinx_design_static/design-tabs.js new file mode 100644 index 0000000..b25bd6a --- /dev/null +++ b/_sphinx_design_static/design-tabs.js @@ -0,0 +1,101 @@ +// @ts-check + +// Extra JS capability for selected tabs to be synced +// The selection is stored in local storage so that it persists across page loads. + +/** + * @type {Record} + */ +let sd_id_to_elements = {}; +const storageKeyPrefix = "sphinx-design-tab-id-"; + +/** + * Create a key for a tab element. + * @param {HTMLElement} el - The tab element. + * @returns {[string, string, string] | null} - The key. + * + */ +function create_key(el) { + let syncId = el.getAttribute("data-sync-id"); + let syncGroup = el.getAttribute("data-sync-group"); + if (!syncId || !syncGroup) return null; + return [syncGroup, syncId, syncGroup + "--" + syncId]; +} + +/** + * Initialize the tab selection. + * + */ +function ready() { + // Find all tabs with sync data + + /** @type {string[]} */ + let groups = []; + + document.querySelectorAll(".sd-tab-label").forEach((label) => { + if (label instanceof HTMLElement) { + let data = create_key(label); + if (data) { + let [group, id, key] = data; + + // add click event listener + // @ts-ignore + label.onclick = onSDLabelClick; + + // store map of key to elements + if (!sd_id_to_elements[key]) { + sd_id_to_elements[key] = []; + } + sd_id_to_elements[key].push(label); + + if (groups.indexOf(group) === -1) { + groups.push(group); + // Check if a specific tab has been selected via URL parameter + const tabParam = new URLSearchParams(window.location.search).get( + group + ); + if (tabParam) { + console.log( + "sphinx-design: Selecting tab id for group '" + + group + + "' from URL parameter: " + + tabParam + ); + window.sessionStorage.setItem(storageKeyPrefix + group, tabParam); + } + } + + // Check is a specific tab has been selected previously + let previousId = window.sessionStorage.getItem( + storageKeyPrefix + group + ); + if (previousId === id) { + // console.log( + // "sphinx-design: Selecting tab from session storage: " + id + // ); + // @ts-ignore + label.previousElementSibling.checked = true; + } + } + } + }); +} + +/** + * Activate other tabs with the same sync id. + * + * @this {HTMLElement} - The element that was clicked. + */ +function onSDLabelClick() { + let data = create_key(this); + if (!data) return; + let [group, id, key] = data; + for (const label of sd_id_to_elements[key]) { + if (label === this) continue; + // @ts-ignore + label.previousElementSibling.checked = true; + } + window.sessionStorage.setItem(storageKeyPrefix + group, id); +} + +document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_sphinx_design_static/sphinx-design.min.css b/_sphinx_design_static/sphinx-design.min.css new file mode 100644 index 0000000..860c36d --- /dev/null +++ b/_sphinx_design_static/sphinx-design.min.css @@ -0,0 +1 @@ +.sd-bg-primary{background-color:var(--sd-color-primary) !important}.sd-bg-text-primary{color:var(--sd-color-primary-text) !important}button.sd-bg-primary:focus,button.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}a.sd-bg-primary:focus,a.sd-bg-primary:hover{background-color:var(--sd-color-primary-highlight) !important}.sd-bg-secondary{background-color:var(--sd-color-secondary) !important}.sd-bg-text-secondary{color:var(--sd-color-secondary-text) !important}button.sd-bg-secondary:focus,button.sd-bg-secondary:hover{background-color:var(--sd-color-secondary-highlight) 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deleted file mode 100644 index 4b1e6df68f5409e607e41500e5d7b3531551b4e3..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 176 zcmYe~<>g`kg2`)rl0fuh5P=LBfgA@QE@lA|DGb33nv8xc8Hzx{2;x_$era)$esM-( zQL27!W?p7;eqKtVeokhRenDkPMt+{Lo~3?qW=X1UL1J=tVtQ(^esMuYW?n^nQht7R sd`U)XZmNE9Nn%N6vVMF#P=85$yk0@&Ee@O9{FKt1R6CG$pMjVG0God;qyPW_ diff --git a/_static/basic.css b/_static/basic.css index d54be80..2af6139 100644 --- a/_static/basic.css +++ b/_static/basic.css @@ -4,7 +4,7 @@ * * Sphinx stylesheet -- basic theme. * - * :copyright: Copyright 2007-2022 by the Sphinx team, see AUTHORS. + * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. * :license: BSD, see LICENSE for details. * */ @@ -222,7 +222,7 @@ table.modindextable td { /* -- general body styles --------------------------------------------------- */ div.body { - min-width: 450px; + min-width: 360px; max-width: 800px; } @@ -237,14 +237,8 @@ a.headerlink { visibility: hidden; } -a.brackets:before, -span.brackets > a:before{ - content: "["; -} - -a.brackets:after, -span.brackets > a:after { - content: "]"; +a:visited { + color: #551A8B; } h1:hover > a.headerlink, @@ -335,12 +329,16 @@ p.sidebar-title { font-weight: bold; } +nav.contents, +aside.topic, div.admonition, div.topic, blockquote { clear: left; } /* -- topics ---------------------------------------------------------------- */ +nav.contents, +aside.topic, div.topic { border: 1px solid #ccc; padding: 7px; @@ -379,6 +377,8 @@ div.body p.centered { div.sidebar > :last-child, aside.sidebar > :last-child, +nav.contents > :last-child, +aside.topic > :last-child, div.topic > :last-child, div.admonition > :last-child { margin-bottom: 0; @@ -386,6 +386,8 @@ div.admonition > :last-child { div.sidebar::after, aside.sidebar::after, +nav.contents::after, +aside.topic::after, div.topic::after, div.admonition::after, blockquote::after { @@ -428,10 +430,6 @@ table.docutils td, table.docutils th { border-bottom: 1px solid #aaa; } -table.footnote td, table.footnote th { - border: 0 !important; -} - th { text-align: left; padding-right: 5px; @@ -615,19 +613,26 @@ ul.simple p { margin-bottom: 0; } -dl.footnote > dt, -dl.citation > dt { +aside.footnote > span, +div.citation > span { float: left; - margin-right: 0.5em; } - -dl.footnote > dd, -dl.citation > dd { +aside.footnote > span:last-of-type, +div.citation > span:last-of-type { + padding-right: 0.5em; +} +aside.footnote > p { + margin-left: 2em; +} +div.citation > p { + margin-left: 4em; +} +aside.footnote > p:last-of-type, +div.citation > p:last-of-type { margin-bottom: 0em; } - -dl.footnote > dd:after, -dl.citation > dd:after { +aside.footnote > p:last-of-type:after, +div.citation > p:last-of-type:after { content: ""; clear: both; } @@ -644,10 +649,6 @@ dl.field-list > dt { padding-right: 5px; } -dl.field-list > dt:after { - content: ":"; -} - dl.field-list > dd { padding-left: 0.5em; margin-top: 0em; @@ -673,6 +674,16 @@ dd { margin-left: 30px; } +.sig dd { + margin-top: 0px; + margin-bottom: 0px; +} + +.sig dl { + margin-top: 0px; + margin-bottom: 0px; +} + dl > dd:last-child, dl > dd:last-child > :last-child { margin-bottom: 0; @@ -741,6 +752,14 @@ abbr, acronym { cursor: help; } +.translated { + background-color: rgba(207, 255, 207, 0.2) +} + +.untranslated { + background-color: rgba(255, 207, 207, 0.2) +} + /* -- code displays --------------------------------------------------------- */ pre { diff --git a/_static/copybutton.css b/_static/copybutton.css index 40eafe5..f1916ec 100644 --- a/_static/copybutton.css +++ b/_static/copybutton.css @@ -35,7 +35,8 @@ div.highlight { position: relative; } -.highlight:hover button.copybtn { +/* Show the copybutton */ +.highlight:hover button.copybtn, button.copybtn.success { opacity: 1; } diff --git a/_static/copybutton.js b/_static/copybutton.js index 40ac331..2ea7ff3 100644 --- a/_static/copybutton.js +++ b/_static/copybutton.js @@ -20,7 +20,7 @@ const messages = { }, 'fr' : { 'copy': 'Copier', - 'copy_to_clipboard': 'Copié dans le presse-papier', + 'copy_to_clipboard': 'Copier dans le presse-papier', 'copy_success': 'Copié !', 'copy_failure': 'Échec de la copie', }, @@ -102,18 +102,25 @@ const clearSelection = () => { } } -// Changes tooltip text for two seconds, then changes it back +// Changes tooltip text for a moment, then changes it back +// We want the timeout of our `success` class to be a bit shorter than the +// tooltip and icon change, so that we can hide the icon before changing back. +var timeoutIcon = 2000; +var timeoutSuccessClass = 1500; + const temporarilyChangeTooltip = (el, oldText, newText) => { el.setAttribute('data-tooltip', newText) el.classList.add('success') - setTimeout(() => el.setAttribute('data-tooltip', oldText), 2000) - setTimeout(() => el.classList.remove('success'), 2000) + // Remove success a little bit sooner than we change the tooltip + // So that we can use CSS to hide the copybutton first + setTimeout(() => el.classList.remove('success'), timeoutSuccessClass) + setTimeout(() => el.setAttribute('data-tooltip', oldText), timeoutIcon) } // Changes the copy button icon for two seconds, then changes it back const temporarilyChangeIcon = (el) => { el.innerHTML = iconCheck; - setTimeout(() => {el.innerHTML = iconCopy}, 2000) + setTimeout(() => {el.innerHTML = iconCopy}, timeoutIcon) } const addCopyButtonToCodeCells = () => { @@ -125,7 +132,8 @@ const addCopyButtonToCodeCells = () => { } // Add copybuttons to all of our code cells - const codeCells = document.querySelectorAll('div.highlight pre') + const COPYBUTTON_SELECTOR = 'div.highlight pre'; + const codeCells = document.querySelectorAll(COPYBUTTON_SELECTOR) codeCells.forEach((codeCell, index) => { const id = codeCellId(index) codeCell.setAttribute('id', id) @@ -141,10 +149,25 @@ function escapeRegExp(string) { return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string } +/** + * Removes excluded text from a Node. + * + * @param {Node} target Node to filter. + * @param {string} exclude CSS selector of nodes to exclude. + * @returns {DOMString} Text from `target` with text removed. + */ +function filterText(target, exclude) { + const clone = target.cloneNode(true); // clone as to not modify the live DOM + if (exclude) { + // remove excluded nodes + clone.querySelectorAll(exclude).forEach(node => node.remove()); + } + return clone.innerText; +} + // Callback when a copy button is clicked. Will be passed the node that was clicked // should then grab the text and replace pieces of text that shouldn't be used in output function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { - var regexp; var match; @@ -199,7 +222,12 @@ function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onl var copyTargetText = (trigger) => { var target = document.querySelector(trigger.attributes['data-clipboard-target'].value); - return formatCopyText(target.innerText, '', false, true, true, true, '', '') + + // get filtered text + let exclude = '.linenos'; + + let text = filterText(target, exclude); + return formatCopyText(text, '', false, true, true, true, '', '') } // Initialize with a callback so we can modify the text before copy diff --git a/_static/copybutton_funcs.js b/_static/copybutton_funcs.js index b9168c5..dbe1aaa 100644 --- a/_static/copybutton_funcs.js +++ b/_static/copybutton_funcs.js @@ -2,10 +2,25 @@ function escapeRegExp(string) { return string.replace(/[.*+?^${}()|[\]\\]/g, '\\$&'); // $& means the whole matched string } +/** + * Removes excluded text from a Node. + * + * @param {Node} target Node to filter. + * @param {string} exclude CSS selector of nodes to exclude. + * @returns {DOMString} Text from `target` with text removed. + */ +export function filterText(target, exclude) { + const clone = target.cloneNode(true); // clone as to not modify the live DOM + if (exclude) { + // remove excluded nodes + clone.querySelectorAll(exclude).forEach(node => node.remove()); + } + return clone.innerText; +} + // Callback when a copy button is clicked. Will be passed the node that was clicked // should then grab the text and replace pieces of text that shouldn't be used in output export function formatCopyText(textContent, copybuttonPromptText, isRegexp = false, onlyCopyPromptLines = true, removePrompts = true, copyEmptyLines = true, lineContinuationChar = "", hereDocDelim = "") { - var regexp; var match; diff --git a/_static/css/blank.css b/_static/css/blank.css deleted file mode 100644 index 8a686ec..0000000 --- a/_static/css/blank.css +++ /dev/null @@ -1,2 +0,0 @@ -/* This file is intentionally left blank to override the stylesheet of the -parent theme via theme.conf. The parent style we import directly in theme.css */ \ No newline at end of file diff --git a/_static/css/index.ff1ffe594081f20da1ef19478df9384b.css b/_static/css/index.ff1ffe594081f20da1ef19478df9384b.css deleted file mode 100644 index 9b1c5d7..0000000 --- a/_static/css/index.ff1ffe594081f20da1ef19478df9384b.css +++ /dev/null @@ -1,6 +0,0 @@ -/*! - * Bootstrap v4.5.0 (https://getbootstrap.com/) - * Copyright 2011-2020 The Bootstrap Authors - * Copyright 2011-2020 Twitter, Inc. - * Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE) - 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(position:sticky){.bd-links{max-height:calc(100vh - 11rem);overflow-y:auto}}}.bd-sidenav{display:none}.bd-content{padding-top:20px}.bd-content .section{max-width:100%}.bd-content .section table{display:block;overflow:auto}.bd-toc-link{display:block;padding:.25rem 1.5rem;font-weight:600;color:rgba(0,0,0,.65)}.bd-toc-link:hover{color:rgba(0,0,0,.85);text-decoration:none}.bd-toc-item.active{margin-bottom:1rem}.bd-toc-item.active:not(:first-child){margin-top:1rem}.bd-toc-item.active>.bd-toc-link{color:rgba(0,0,0,.85)}.bd-toc-item.active>.bd-toc-link:hover{background-color:transparent}.bd-toc-item.active>.bd-sidenav{display:block}nav.bd-links p.caption{font-size:var(--pst-sidebar-caption-font-size);text-transform:uppercase;font-weight:700;position:relative;margin-top:1.25em;margin-bottom:.5em;padding:0 1.5rem;color:rgba(var(--pst-color-sidebar-caption),1)}nav.bd-links p.caption:first-child{margin-top:0}.bd-sidebar .nav{font-size:var(--pst-sidebar-font-size)}.bd-sidebar .nav ul{list-style:none;padding:0 0 0 1.5rem}.bd-sidebar .nav li>a{display:block;padding:.25rem 1.5rem;color:rgba(var(--pst-color-sidebar-link),1)}.bd-sidebar .nav li>a:hover{color:rgba(var(--pst-color-sidebar-link-hover),1);text-decoration:none;background-color:transparent}.bd-sidebar .nav li>a.reference.external:after{font-family:Font Awesome\ 5 Free;font-weight:900;content:"\f35d";font-size:.75em;margin-left:.3em}.bd-sidebar .nav .active:hover>a,.bd-sidebar .nav .active>a{font-weight:600;color:rgba(var(--pst-color-sidebar-link-active),1)}.toc-h2{font-size:.85rem}.toc-h3{font-size:.75rem}.toc-h4{font-size:.65rem}.toc-entry>.nav-link.active{font-weight:600;color:#130654;color:rgba(var(--pst-color-toc-link-active),1);background-color:transparent;border-left:2px solid rgba(var(--pst-color-toc-link-active),1)}.nav-link:hover{border-style:none}#navbar-main-elements li.nav-item i{font-size:.7rem;padding-left:2px;vertical-align:middle}.bd-toc .nav .nav{display:none}.bd-toc .nav .nav.visible,.bd-toc .nav>.active>ul{display:block}.prev-next-area{margin:20px 0}.prev-next-area p{margin:0 .3em;line-height:1.3em}.prev-next-area i{font-size:1.2em}.prev-next-area a{display:flex;align-items:center;border:none;padding:10px;max-width:45%;overflow-x:hidden;color:rgba(0,0,0,.65);text-decoration:none}.prev-next-area a p.prev-next-title{color:rgba(var(--pst-color-link),1);font-weight:600;font-size:1.1em}.prev-next-area a:hover p.prev-next-title{text-decoration:underline}.prev-next-area a .prev-next-info{flex-direction:column;margin:0 .5em}.prev-next-area a .prev-next-info .prev-next-subtitle{text-transform:capitalize}.prev-next-area a.left-prev{float:left}.prev-next-area a.right-next{float:right}.prev-next-area a.right-next div.prev-next-info{text-align:right}.alert{padding-bottom:0}.alert-info a{color:#e83e8c}#navbar-icon-links i.fa,#navbar-icon-links i.fab,#navbar-icon-links i.far,#navbar-icon-links i.fas{vertical-align:middle;font-style:normal;font-size:1.5rem;line-height:1.25}#navbar-icon-links i.fa-github-square:before{color:#333}#navbar-icon-links i.fa-twitter-square:before{color:#55acee}#navbar-icon-links i.fa-gitlab:before{color:#548}#navbar-icon-links i.fa-bitbucket:before{color:#0052cc}.tocsection{border-left:1px solid #eee;padding:.3rem 1.5rem}.tocsection i{padding-right:.5rem}.editthispage{padding-top:2rem}.editthispage a{color:var(--pst-color-sidebar-link-active)}.xr-wrap[hidden]{display:block!important}.toctree-checkbox{position:absolute;display:none}.toctree-checkbox~ul{display:none}.toctree-checkbox~label i{transform:rotate(0deg)}.toctree-checkbox:checked~ul{display:block}.toctree-checkbox:checked~label i{transform:rotate(180deg)}.bd-sidebar li{position:relative}.bd-sidebar label{position:absolute;top:0;right:0;height:30px;width:30px;cursor:pointer;display:flex;justify-content:center;align-items:center}.bd-sidebar label:hover{background:rgba(var(--pst-color-sidebar-expander-background-hover),1)}.bd-sidebar label i{display:inline-block;font-size:.75rem;text-align:center}.bd-sidebar label i:hover{color:rgba(var(--pst-color-sidebar-link-hover),1)}.bd-sidebar li.has-children>.reference{padding-right:30px}div.doctest>div.highlight span.gp,span.linenos,table.highlighttable td.linenos{user-select:none;-webkit-user-select:text;-webkit-user-select:none;-moz-user-select:none;-ms-user-select:none}.docutils.container{padding-left:unset;padding-right:unset} \ No newline at end of file diff --git a/_static/css/theme.css b/_static/css/theme.css deleted file mode 100644 index 2e03fe3..0000000 --- a/_static/css/theme.css +++ /dev/null @@ -1,120 +0,0 @@ -/* Provided by the Sphinx base theme template at build time */ -@import "../basic.css"; - -:root { - /***************************************************************************** - * Theme config - **/ - --pst-header-height: 60px; - - /***************************************************************************** - * Font size - **/ - --pst-font-size-base: 15px; /* base font size - applied at body / html level */ - - /* heading font sizes */ - --pst-font-size-h1: 36px; - --pst-font-size-h2: 32px; - --pst-font-size-h3: 26px; - --pst-font-size-h4: 21px; - --pst-font-size-h5: 18px; - --pst-font-size-h6: 16px; - - /* smaller then heading font sizes*/ - --pst-font-size-milli: 12px; - - --pst-sidebar-font-size: .9em; - --pst-sidebar-caption-font-size: .9em; - - /***************************************************************************** - * Font family - **/ - /* These are adapted from https://systemfontstack.com/ */ - --pst-font-family-base-system: -apple-system, BlinkMacSystemFont, Segoe UI, "Helvetica Neue", - Arial, sans-serif, Apple Color Emoji, Segoe UI Emoji, Segoe UI Symbol; - --pst-font-family-monospace-system: "SFMono-Regular", Menlo, Consolas, Monaco, - Liberation Mono, Lucida Console, monospace; - - --pst-font-family-base: var(--pst-font-family-base-system); - --pst-font-family-heading: var(--pst-font-family-base); - --pst-font-family-monospace: var(--pst-font-family-monospace-system); - - /***************************************************************************** - * Color - * - * Colors are defined in rgb string way, "red, green, blue" - **/ - --pst-color-primary: 19, 6, 84; - --pst-color-success: 40, 167, 69; - --pst-color-info: 0, 123, 255; /*23, 162, 184;*/ - --pst-color-warning: 255, 193, 7; - --pst-color-danger: 220, 53, 69; - --pst-color-text-base: 51, 51, 51; - - --pst-color-h1: var(--pst-color-primary); - --pst-color-h2: var(--pst-color-primary); - --pst-color-h3: var(--pst-color-text-base); - --pst-color-h4: var(--pst-color-text-base); - --pst-color-h5: var(--pst-color-text-base); - --pst-color-h6: var(--pst-color-text-base); - --pst-color-paragraph: var(--pst-color-text-base); - --pst-color-link: 0, 91, 129; - --pst-color-link-hover: 227, 46, 0; - --pst-color-headerlink: 198, 15, 15; - --pst-color-headerlink-hover: 255, 255, 255; - --pst-color-preformatted-text: 34, 34, 34; - --pst-color-preformatted-background: 250, 250, 250; - --pst-color-inline-code: 232, 62, 140; - - --pst-color-active-navigation: 19, 6, 84; - --pst-color-navbar-link: 77, 77, 77; - --pst-color-navbar-link-hover: var(--pst-color-active-navigation); - --pst-color-navbar-link-active: var(--pst-color-active-navigation); - --pst-color-sidebar-link: 77, 77, 77; - --pst-color-sidebar-link-hover: var(--pst-color-active-navigation); - --pst-color-sidebar-link-active: var(--pst-color-active-navigation); - --pst-color-sidebar-expander-background-hover: 244, 244, 244; - --pst-color-sidebar-caption: 77, 77, 77; - --pst-color-toc-link: 119, 117, 122; - --pst-color-toc-link-hover: var(--pst-color-active-navigation); - --pst-color-toc-link-active: var(--pst-color-active-navigation); - - /***************************************************************************** - * Icon - **/ - - /* font awesome icons*/ - --pst-icon-check-circle: '\f058'; - --pst-icon-info-circle: '\f05a'; - --pst-icon-exclamation-triangle: '\f071'; - --pst-icon-exclamation-circle: '\f06a'; - --pst-icon-times-circle: '\f057'; - --pst-icon-lightbulb: '\f0eb'; - - /***************************************************************************** - * Admonitions - **/ - - --pst-color-admonition-default: var(--pst-color-info); - --pst-color-admonition-note: var(--pst-color-info); - --pst-color-admonition-attention: var(--pst-color-warning); - --pst-color-admonition-caution: var(--pst-color-warning); - --pst-color-admonition-warning: var(--pst-color-warning); - --pst-color-admonition-danger: var(--pst-color-danger); - --pst-color-admonition-error: var(--pst-color-danger); - --pst-color-admonition-hint: var(--pst-color-success); - --pst-color-admonition-tip: var(--pst-color-success); - --pst-color-admonition-important: var(--pst-color-success); - - --pst-icon-admonition-default: var(--pst-icon-info-circle); - --pst-icon-admonition-note: var(--pst-icon-info-circle); - --pst-icon-admonition-attention: var(--pst-icon-exclamation-circle); - --pst-icon-admonition-caution: var(--pst-icon-exclamation-triangle); - --pst-icon-admonition-warning: var(--pst-icon-exclamation-triangle); - --pst-icon-admonition-danger: var(--pst-icon-exclamation-triangle); - --pst-icon-admonition-error: var(--pst-icon-times-circle); - --pst-icon-admonition-hint: var(--pst-icon-lightbulb); - --pst-icon-admonition-tip: var(--pst-icon-lightbulb); - --pst-icon-admonition-important: var(--pst-icon-exclamation-circle); - -} diff --git a/_static/design-tabs.js b/_static/design-tabs.js new file mode 100644 index 0000000..b25bd6a --- /dev/null +++ b/_static/design-tabs.js @@ -0,0 +1,101 @@ +// @ts-check + +// Extra JS capability for selected tabs to be synced +// The selection is stored in local storage so that it persists across page loads. + +/** + * @type {Record} + */ +let sd_id_to_elements = {}; +const storageKeyPrefix = "sphinx-design-tab-id-"; + +/** + * Create a key for a tab element. + * @param {HTMLElement} el - The tab element. + * @returns {[string, string, string] | null} - The key. + * + */ +function create_key(el) { + let syncId = el.getAttribute("data-sync-id"); + let syncGroup = el.getAttribute("data-sync-group"); + if (!syncId || !syncGroup) return null; + return [syncGroup, syncId, syncGroup + "--" + syncId]; +} + +/** + * Initialize the tab selection. + * + */ +function ready() { + // Find all tabs with sync data + + /** @type {string[]} */ + let groups = []; + + document.querySelectorAll(".sd-tab-label").forEach((label) => { + if (label instanceof HTMLElement) { + let data = create_key(label); + if (data) { + let [group, id, key] = data; + + // add click event listener + // @ts-ignore + label.onclick = onSDLabelClick; + + // store map of key to elements + if (!sd_id_to_elements[key]) { + sd_id_to_elements[key] = []; + } + sd_id_to_elements[key].push(label); + + if (groups.indexOf(group) === -1) { + groups.push(group); + // Check if a specific tab has been selected via URL parameter + const tabParam = new URLSearchParams(window.location.search).get( + group + ); + if (tabParam) { + console.log( + "sphinx-design: Selecting tab id for group '" + + group + + "' from URL parameter: " + + tabParam + ); + window.sessionStorage.setItem(storageKeyPrefix + group, tabParam); + } + } + + // Check is a specific tab has been selected previously + let previousId = window.sessionStorage.getItem( + storageKeyPrefix + group + ); + if (previousId === id) { + // console.log( + // "sphinx-design: Selecting tab from session storage: " + id + // ); + // @ts-ignore + label.previousElementSibling.checked = true; + } + } + } + }); +} + +/** + * Activate other tabs with the same sync id. + * + * @this {HTMLElement} - The element that was clicked. + */ +function onSDLabelClick() { + let data = create_key(this); + if (!data) return; + let [group, id, key] = data; + for (const label of sd_id_to_elements[key]) { + if (label === this) continue; + // @ts-ignore + label.previousElementSibling.checked = true; + } + window.sessionStorage.setItem(storageKeyPrefix + group, id); +} + +document.addEventListener("DOMContentLoaded", ready, false); diff --git a/_static/doctools.js b/_static/doctools.js index e1bfd70..4d67807 100644 --- a/_static/doctools.js +++ b/_static/doctools.js @@ -2,357 +2,155 @@ * doctools.js * ~~~~~~~~~~~ * - * Sphinx JavaScript utilities for all documentation. + * Base JavaScript utilities for all Sphinx HTML documentation. * - * :copyright: Copyright 2007-2022 by the Sphinx team, see AUTHORS. + * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. * :license: BSD, see LICENSE for details. * */ - -/** - * select a different prefix for underscore - */ -$u = _.noConflict(); - -/** - * make the code below compatible with browsers without - * an installed firebug like debugger -if (!window.console || !console.firebug) { - var names = ["log", "debug", "info", "warn", "error", "assert", "dir", - "dirxml", "group", "groupEnd", "time", "timeEnd", "count", "trace", - "profile", "profileEnd"]; - window.console = {}; - for (var i = 0; i < names.length; ++i) - window.console[names[i]] = function() {}; -} - */ - -/** - * small helper function to urldecode strings - * - * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/decodeURIComponent#Decoding_query_parameters_from_a_URL - */ -jQuery.urldecode = function(x) { - if (!x) { - return x - } - return decodeURIComponent(x.replace(/\+/g, ' ')); -}; - -/** - * small helper function to urlencode strings - */ -jQuery.urlencode = encodeURIComponent; - -/** - * This function returns the parsed url parameters of the - * current request. Multiple values per key are supported, - * it will always return arrays of strings for the value parts. - */ -jQuery.getQueryParameters = function(s) { - if (typeof s === 'undefined') - s = document.location.search; - var parts = s.substr(s.indexOf('?') + 1).split('&'); - var result = {}; - for (var i = 0; i < parts.length; i++) { - var tmp = parts[i].split('=', 2); - var key = jQuery.urldecode(tmp[0]); - var value = jQuery.urldecode(tmp[1]); - if (key in result) - result[key].push(value); - else - result[key] = [value]; - } - return result; -}; - -/** - * highlight a given string on a jquery object by wrapping it in - * span elements with the given class name. - */ -jQuery.fn.highlightText = function(text, className) { - function highlight(node, addItems) { - if (node.nodeType === 3) { - var val = node.nodeValue; - var pos = val.toLowerCase().indexOf(text); - if (pos >= 0 && - !jQuery(node.parentNode).hasClass(className) && - !jQuery(node.parentNode).hasClass("nohighlight")) { - var span; - var isInSVG = jQuery(node).closest("body, svg, foreignObject").is("svg"); - if (isInSVG) { - span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); - } else { - span = document.createElement("span"); - span.className = className; - } - span.appendChild(document.createTextNode(val.substr(pos, text.length))); - node.parentNode.insertBefore(span, node.parentNode.insertBefore( - document.createTextNode(val.substr(pos + text.length)), - node.nextSibling)); - node.nodeValue = val.substr(0, pos); - if (isInSVG) { - var rect = document.createElementNS("http://www.w3.org/2000/svg", "rect"); - var bbox = node.parentElement.getBBox(); - rect.x.baseVal.value = bbox.x; - rect.y.baseVal.value = bbox.y; - rect.width.baseVal.value = bbox.width; - rect.height.baseVal.value = bbox.height; - rect.setAttribute('class', className); - addItems.push({ - "parent": node.parentNode, - "target": rect}); - } - } - } - else if (!jQuery(node).is("button, select, textarea")) { - jQuery.each(node.childNodes, function() { - highlight(this, addItems); - }); - } - } - var addItems = []; - var result = this.each(function() { - highlight(this, addItems); - }); - for (var i = 0; i < addItems.length; ++i) { - jQuery(addItems[i].parent).before(addItems[i].target); +"use strict"; + +const BLACKLISTED_KEY_CONTROL_ELEMENTS = new Set([ + "TEXTAREA", + "INPUT", + "SELECT", + "BUTTON", +]); + +const _ready = (callback) => { + if (document.readyState !== "loading") { + callback(); + } else { + document.addEventListener("DOMContentLoaded", callback); } - return result; }; -/* - * backward compatibility for jQuery.browser - * This will be supported until firefox bug is fixed. - */ -if (!jQuery.browser) { - jQuery.uaMatch = function(ua) { - ua = ua.toLowerCase(); - - var match = /(chrome)[ \/]([\w.]+)/.exec(ua) || - /(webkit)[ \/]([\w.]+)/.exec(ua) || - /(opera)(?:.*version|)[ \/]([\w.]+)/.exec(ua) || - /(msie) ([\w.]+)/.exec(ua) || - ua.indexOf("compatible") < 0 && /(mozilla)(?:.*? rv:([\w.]+)|)/.exec(ua) || - []; - - return { - browser: match[ 1 ] || "", - version: match[ 2 ] || "0" - }; - }; - jQuery.browser = {}; - jQuery.browser[jQuery.uaMatch(navigator.userAgent).browser] = true; -} - /** * Small JavaScript module for the documentation. */ -var Documentation = { - - init : function() { - this.fixFirefoxAnchorBug(); - this.highlightSearchWords(); - this.initIndexTable(); - this.initOnKeyListeners(); +const Documentation = { + init: () => { + Documentation.initDomainIndexTable(); + Documentation.initOnKeyListeners(); }, /** * i18n support */ - TRANSLATIONS : {}, - PLURAL_EXPR : function(n) { return n === 1 ? 0 : 1; }, - LOCALE : 'unknown', + TRANSLATIONS: {}, + PLURAL_EXPR: (n) => (n === 1 ? 0 : 1), + LOCALE: "unknown", // gettext and ngettext don't access this so that the functions // can safely bound to a different name (_ = Documentation.gettext) - gettext : function(string) { - var translated = Documentation.TRANSLATIONS[string]; - if (typeof translated === 'undefined') - return string; - return (typeof translated === 'string') ? translated : translated[0]; - }, - - ngettext : function(singular, plural, n) { - var translated = Documentation.TRANSLATIONS[singular]; - if (typeof translated === 'undefined') - return (n == 1) ? singular : plural; - return translated[Documentation.PLURALEXPR(n)]; - }, - - addTranslations : function(catalog) { - for (var key in catalog.messages) - this.TRANSLATIONS[key] = catalog.messages[key]; - this.PLURAL_EXPR = new Function('n', 'return +(' + catalog.plural_expr + ')'); - this.LOCALE = catalog.locale; - }, - - /** - * add context elements like header anchor links - */ - addContextElements : function() { - $('div[id] > :header:first').each(function() { - $('\u00B6'). - attr('href', '#' + this.id). - attr('title', _('Permalink to this headline')). - appendTo(this); - }); - $('dt[id]').each(function() { - $('\u00B6'). - attr('href', '#' + this.id). - attr('title', _('Permalink to this definition')). - appendTo(this); - }); - }, - - /** - * workaround a firefox stupidity - * see: https://bugzilla.mozilla.org/show_bug.cgi?id=645075 - */ - fixFirefoxAnchorBug : function() { - if (document.location.hash && $.browser.mozilla) - window.setTimeout(function() { - document.location.href += ''; - }, 10); - }, - - /** - * highlight the search words provided in the url in the text - */ - highlightSearchWords : function() { - var params = $.getQueryParameters(); - var terms = (params.highlight) ? params.highlight[0].split(/\s+/) : []; - if (terms.length) { - var body = $('div.body'); - if (!body.length) { - body = $('body'); - } - window.setTimeout(function() { - $.each(terms, function() { - body.highlightText(this.toLowerCase(), 'highlighted'); - }); - }, 10); - $('

' + _('Hide Search Matches') + '

') - .appendTo($('#searchbox')); + gettext: (string) => { + const translated = Documentation.TRANSLATIONS[string]; + switch (typeof translated) { + case "undefined": + return string; // no translation + case "string": + return translated; // translation exists + default: + return translated[0]; // (singular, plural) translation tuple exists } }, - /** - * init the domain index toggle buttons - */ - initIndexTable : function() { - var togglers = $('img.toggler').click(function() { - var src = $(this).attr('src'); - var idnum = $(this).attr('id').substr(7); - $('tr.cg-' + idnum).toggle(); - if (src.substr(-9) === 'minus.png') - $(this).attr('src', src.substr(0, src.length-9) + 'plus.png'); - else - $(this).attr('src', src.substr(0, src.length-8) + 'minus.png'); - }).css('display', ''); - if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) { - togglers.click(); - } + ngettext: (singular, plural, n) => { + const translated = Documentation.TRANSLATIONS[singular]; + if (typeof translated !== "undefined") + return translated[Documentation.PLURAL_EXPR(n)]; + return n === 1 ? singular : plural; }, - /** - * helper function to hide the search marks again - */ - hideSearchWords : function() { - $('#searchbox .highlight-link').fadeOut(300); - $('span.highlighted').removeClass('highlighted'); - var url = new URL(window.location); - url.searchParams.delete('highlight'); - window.history.replaceState({}, '', url); + addTranslations: (catalog) => { + Object.assign(Documentation.TRANSLATIONS, catalog.messages); + Documentation.PLURAL_EXPR = new Function( + "n", + `return (${catalog.plural_expr})` + ); + Documentation.LOCALE = catalog.locale; }, - /** + /** * helper function to focus on search bar */ - focusSearchBar : function() { - $('input[name=q]').first().focus(); + focusSearchBar: () => { + document.querySelectorAll("input[name=q]")[0]?.focus(); }, /** - * make the url absolute + * Initialise the domain index toggle buttons */ - makeURL : function(relativeURL) { - return DOCUMENTATION_OPTIONS.URL_ROOT + '/' + relativeURL; - }, + initDomainIndexTable: () => { + const toggler = (el) => { + const idNumber = el.id.substr(7); + const toggledRows = document.querySelectorAll(`tr.cg-${idNumber}`); + if (el.src.substr(-9) === "minus.png") { + el.src = `${el.src.substr(0, el.src.length - 9)}plus.png`; + toggledRows.forEach((el) => (el.style.display = "none")); + } else { + el.src = `${el.src.substr(0, el.src.length - 8)}minus.png`; + toggledRows.forEach((el) => (el.style.display = "")); + } + }; - /** - * get the current relative url - */ - getCurrentURL : function() { - var path = document.location.pathname; - var parts = path.split(/\//); - $.each(DOCUMENTATION_OPTIONS.URL_ROOT.split(/\//), function() { - if (this === '..') - parts.pop(); - }); - var url = parts.join('/'); - return path.substring(url.lastIndexOf('/') + 1, path.length - 1); + const togglerElements = document.querySelectorAll("img.toggler"); + togglerElements.forEach((el) => + el.addEventListener("click", (event) => toggler(event.currentTarget)) + ); + togglerElements.forEach((el) => (el.style.display = "")); + if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) togglerElements.forEach(toggler); }, - initOnKeyListeners: function() { + initOnKeyListeners: () => { // only install a listener if it is really needed - if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS && - !DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) - return; - - $(document).keydown(function(event) { - var activeElementType = document.activeElement.tagName; - // don't navigate when in search box, textarea, dropdown or button - if (activeElementType !== 'TEXTAREA' && activeElementType !== 'INPUT' && activeElementType !== 'SELECT' - && activeElementType !== 'BUTTON') { - if (event.altKey || event.ctrlKey || event.metaKey) - return; - - if (!event.shiftKey) { - switch (event.key) { - case 'ArrowLeft': - if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) - break; - var prevHref = $('link[rel="prev"]').prop('href'); - if (prevHref) { - window.location.href = prevHref; - return false; - } - break; - case 'ArrowRight': - if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) - break; - var nextHref = $('link[rel="next"]').prop('href'); - if (nextHref) { - window.location.href = nextHref; - return false; - } - break; - case 'Escape': - if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) - break; - Documentation.hideSearchWords(); - return false; - } - } - - // some keyboard layouts may need Shift to get / + if ( + !DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS && + !DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS + ) + return; + + document.addEventListener("keydown", (event) => { + // bail for input elements + if (BLACKLISTED_KEY_CONTROL_ELEMENTS.has(document.activeElement.tagName)) return; + // bail with special keys + if (event.altKey || event.ctrlKey || event.metaKey) return; + + if (!event.shiftKey) { switch (event.key) { - case '/': - if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) - break; - Documentation.focusSearchBar(); - return false; + case "ArrowLeft": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const prevLink = document.querySelector('link[rel="prev"]'); + if (prevLink && prevLink.href) { + window.location.href = prevLink.href; + event.preventDefault(); + } + break; + case "ArrowRight": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const nextLink = document.querySelector('link[rel="next"]'); + if (nextLink && nextLink.href) { + window.location.href = nextLink.href; + event.preventDefault(); + } + break; } } + + // some keyboard layouts may need Shift to get / + switch (event.key) { + case "/": + if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) break; + Documentation.focusSearchBar(); + event.preventDefault(); + } }); - } + }, }; // quick alias for translations -_ = Documentation.gettext; +const _ = Documentation.gettext; -$(document).ready(function() { - Documentation.init(); -}); +_ready(Documentation.init); diff --git a/_static/documentation_options.js b/_static/documentation_options.js index 877e3c3..dab586c 100644 --- a/_static/documentation_options.js +++ b/_static/documentation_options.js @@ -1,14 +1,13 @@ -var DOCUMENTATION_OPTIONS = { - URL_ROOT: document.getElementById("documentation_options").getAttribute('data-url_root'), +const DOCUMENTATION_OPTIONS = { VERSION: '', - LANGUAGE: 'None', + LANGUAGE: 'en', COLLAPSE_INDEX: false, BUILDER: 'html', FILE_SUFFIX: '.html', LINK_SUFFIX: '.html', HAS_SOURCE: true, SOURCELINK_SUFFIX: '', - NAVIGATION_WITH_KEYS: true, + NAVIGATION_WITH_KEYS: false, SHOW_SEARCH_SUMMARY: true, ENABLE_SEARCH_SHORTCUTS: true, }; \ No newline at end of file diff --git a/_static/images/logo_deepnote.svg b/_static/images/logo_deepnote.svg new file mode 100644 index 0000000..fa77ebf --- /dev/null +++ b/_static/images/logo_deepnote.svg @@ -0,0 +1 @@ + diff --git a/_static/jquery-3.5.1.js b/_static/jquery-3.5.1.js deleted file mode 100644 index 5093733..0000000 --- a/_static/jquery-3.5.1.js +++ /dev/null @@ -1,10872 +0,0 @@ -/*! - * jQuery JavaScript Library v3.5.1 - * https://jquery.com/ - * - * Includes Sizzle.js - * https://sizzlejs.com/ - * - * Copyright JS Foundation and other contributors - * Released under the MIT license - * https://jquery.org/license - * - * Date: 2020-05-04T22:49Z - */ -( function( global, factory ) { - - "use strict"; - - if ( typeof module === "object" && typeof module.exports === "object" ) { - - // For CommonJS and CommonJS-like environments where a proper `window` - // is present, execute the factory and get jQuery. - // For environments that do not have a `window` with a `document` - // (such as Node.js), expose a factory as module.exports. - // This accentuates the need for the creation of a real `window`. - // e.g. var jQuery = require("jquery")(window); - // See ticket #14549 for more info. - module.exports = global.document ? - factory( global, true ) : - function( w ) { - if ( !w.document ) { - throw new Error( "jQuery requires a window with a document" ); - } - return factory( w ); - }; - } else { - factory( global ); - } - -// Pass this if window is not defined yet -} )( typeof window !== "undefined" ? window : this, function( window, noGlobal ) { - -// Edge <= 12 - 13+, Firefox <=18 - 45+, IE 10 - 11, Safari 5.1 - 9+, iOS 6 - 9.1 -// throw exceptions when non-strict code (e.g., ASP.NET 4.5) accesses strict mode -// arguments.callee.caller (trac-13335). But as of jQuery 3.0 (2016), strict mode should be common -// enough that all such attempts are guarded in a try block. -"use strict"; - -var arr = []; - -var getProto = Object.getPrototypeOf; - -var slice = arr.slice; - -var flat = arr.flat ? function( array ) { - return arr.flat.call( array ); -} : function( array ) { - return arr.concat.apply( [], array ); -}; - - -var push = arr.push; - -var indexOf = arr.indexOf; - -var class2type = {}; - -var toString = class2type.toString; - -var hasOwn = class2type.hasOwnProperty; - -var fnToString = hasOwn.toString; - -var ObjectFunctionString = fnToString.call( Object ); - -var support = {}; - -var isFunction = function isFunction( obj ) { - - // Support: Chrome <=57, Firefox <=52 - // In some browsers, typeof returns "function" for HTML elements - // (i.e., `typeof document.createElement( "object" ) === "function"`). - // We don't want to classify *any* DOM node as a function. - return typeof obj === "function" && typeof obj.nodeType !== "number"; - }; - - -var isWindow = function isWindow( obj ) { - return obj != null && obj === obj.window; - }; - - -var document = window.document; - - - - var preservedScriptAttributes = { - type: true, - src: true, - nonce: true, - noModule: true - }; - - function DOMEval( code, node, doc ) { - doc = doc || document; - - var i, val, - script = doc.createElement( "script" ); - - script.text = code; - if ( node ) { - for ( i in preservedScriptAttributes ) { - - // Support: Firefox 64+, Edge 18+ - // Some browsers don't support the "nonce" property on scripts. - // On the other hand, just using `getAttribute` is not enough as - // the `nonce` attribute is reset to an empty string whenever it - // becomes browsing-context connected. - // See https://github.com/whatwg/html/issues/2369 - // See https://html.spec.whatwg.org/#nonce-attributes - // The `node.getAttribute` check was added for the sake of - // `jQuery.globalEval` so that it can fake a nonce-containing node - // via an object. - val = node[ i ] || node.getAttribute && node.getAttribute( i ); - if ( val ) { - script.setAttribute( i, val ); - } - } - } - doc.head.appendChild( script ).parentNode.removeChild( script ); - } - - -function toType( obj ) { - if ( obj == null ) { - return obj + ""; - } - - // Support: Android <=2.3 only (functionish RegExp) - return typeof obj === "object" || typeof obj === "function" ? - class2type[ toString.call( obj ) ] || "object" : - typeof obj; -} -/* global Symbol */ -// Defining this global in .eslintrc.json would create a danger of using the global -// unguarded in another place, it seems safer to define global only for this module - - - -var - version = "3.5.1", - - // Define a local copy of jQuery - jQuery = function( selector, context ) { - - // The jQuery object is actually just the init constructor 'enhanced' - // Need init if jQuery is called (just allow error to be thrown if not included) - return new jQuery.fn.init( selector, context ); - }; - -jQuery.fn = jQuery.prototype = { - - // The current version of jQuery being used - jquery: version, - - constructor: jQuery, - - // The default length of a jQuery object is 0 - length: 0, - - toArray: function() { - return slice.call( this ); - }, - - // Get the Nth element in the matched element set OR - // Get the whole matched element set as a clean array - get: function( num ) { - - // Return all the elements in a clean array - if ( num == null ) { - return slice.call( this ); - } - - // Return just the one element from the set - return num < 0 ? this[ num + this.length ] : this[ num ]; - }, - - // Take an array of elements and push it onto the stack - // (returning the new matched element set) - pushStack: function( elems ) { - - // Build a new jQuery matched element set - var ret = jQuery.merge( this.constructor(), elems ); - - // Add the old object onto the stack (as a reference) - ret.prevObject = this; - - // Return the newly-formed element set - return ret; - }, - - // Execute a callback for every element in the matched set. - each: function( callback ) { - return jQuery.each( this, callback ); - }, - - map: function( callback ) { - return this.pushStack( jQuery.map( this, function( elem, i ) { - return callback.call( elem, i, elem ); - } ) ); - }, - - slice: function() { - return this.pushStack( slice.apply( this, arguments ) ); - }, - - first: function() { - return this.eq( 0 ); - }, - - last: function() { - return this.eq( -1 ); - }, - - even: function() { - return this.pushStack( jQuery.grep( this, function( _elem, i ) { - return ( i + 1 ) % 2; - } ) ); - }, - - odd: function() { - return this.pushStack( jQuery.grep( this, function( _elem, i ) { - return i % 2; - } ) ); - }, - - eq: function( i ) { - var len = this.length, - j = +i + ( i < 0 ? len : 0 ); - return this.pushStack( j >= 0 && j < len ? [ this[ j ] ] : [] ); - }, - - end: function() { - return this.prevObject || this.constructor(); - }, - - // For internal use only. - // Behaves like an Array's method, not like a jQuery method. - push: push, - sort: arr.sort, - splice: arr.splice -}; - -jQuery.extend = jQuery.fn.extend = function() { - var options, name, src, copy, copyIsArray, clone, - target = arguments[ 0 ] || {}, - i = 1, - length = arguments.length, - deep = false; - - // Handle a deep copy situation - if ( typeof target === "boolean" ) { - deep = target; - - // Skip the boolean and the target - target = arguments[ i ] || {}; - i++; - } - - // Handle case when target is a string or something (possible in deep copy) - if ( typeof target !== "object" && !isFunction( target ) ) { - target = {}; - } - - // Extend jQuery itself if only one argument is passed - if ( i === length ) { - target = this; - i--; - } - - for ( ; i < length; i++ ) { - - // Only deal with non-null/undefined values - if ( ( options = arguments[ i ] ) != null ) { - - // Extend the base object - for ( name in options ) { - copy = options[ name ]; - - // Prevent Object.prototype pollution - // Prevent never-ending loop - if ( name === "__proto__" || target === copy ) { - continue; - } - - // Recurse if we're merging plain objects or arrays - if ( deep && copy && ( jQuery.isPlainObject( copy ) || - ( copyIsArray = Array.isArray( copy ) ) ) ) { - src = target[ name ]; - - // Ensure proper type for the source value - if ( copyIsArray && !Array.isArray( src ) ) { - clone = []; - } else if ( !copyIsArray && !jQuery.isPlainObject( src ) ) { - clone = {}; - } else { - clone = src; - } - copyIsArray = false; - - // Never move original objects, clone them - target[ name ] = jQuery.extend( deep, clone, copy ); - - // Don't bring in undefined values - } else if ( copy !== undefined ) { - target[ name ] = copy; - } - } - } - } - - // Return the modified object - return target; -}; - -jQuery.extend( { - - // Unique for each copy of jQuery on the page - expando: "jQuery" + ( version + Math.random() ).replace( /\D/g, "" ), - - // Assume jQuery is ready without the ready module - isReady: true, - - error: function( msg ) { - throw new Error( msg ); - }, - - noop: function() {}, - - isPlainObject: function( obj ) { - var proto, Ctor; - - // Detect obvious negatives - // Use toString instead of jQuery.type to catch host objects - if ( !obj || toString.call( obj ) !== "[object Object]" ) { - return false; - } - - proto = getProto( obj ); - - // Objects with no prototype (e.g., `Object.create( null )`) are plain - if ( !proto ) { - return true; - } - - // Objects with prototype are plain iff they were constructed by a global Object function - Ctor = hasOwn.call( proto, "constructor" ) && proto.constructor; - return typeof Ctor === "function" && fnToString.call( Ctor ) === ObjectFunctionString; - }, - - isEmptyObject: function( obj ) { - var name; - - for ( name in obj ) { - return false; - } - return true; - }, - - // Evaluates a script in a provided context; falls back to the global one - // if not specified. - globalEval: function( code, options, doc ) { - DOMEval( code, { nonce: options && options.nonce }, doc ); - }, - - each: function( obj, callback ) { - var length, i = 0; - - if ( isArrayLike( obj ) ) { - length = obj.length; - for ( ; i < length; i++ ) { - if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { - break; - } - } - } else { - for ( i in obj ) { - if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { - break; - } - } - } - - return obj; - }, - - // results is for internal usage only - makeArray: function( arr, results ) { - var ret = results || []; - - if ( arr != null ) { - if ( isArrayLike( Object( arr ) ) ) { - jQuery.merge( ret, - typeof arr === "string" ? - [ arr ] : arr - ); - } else { - push.call( ret, arr ); - } - } - - return ret; - }, - - inArray: function( elem, arr, i ) { - return arr == null ? -1 : indexOf.call( arr, elem, i ); - }, - - // Support: Android <=4.0 only, PhantomJS 1 only - // push.apply(_, arraylike) throws on ancient WebKit - merge: function( first, second ) { - var len = +second.length, - j = 0, - i = first.length; - - for ( ; j < len; j++ ) { - first[ i++ ] = second[ j ]; - } - - first.length = i; - - return first; - }, - - grep: function( elems, callback, invert ) { - var callbackInverse, - matches = [], - i = 0, - length = elems.length, - callbackExpect = !invert; - - // Go through the array, only saving the items - // that pass the validator function - for ( ; i < length; i++ ) { - callbackInverse = !callback( elems[ i ], i ); - if ( callbackInverse !== callbackExpect ) { - matches.push( elems[ i ] ); - } - } - - return matches; - }, - - // arg is for internal usage only - map: function( elems, callback, arg ) { - var length, value, - i = 0, - ret = []; - - // Go through the array, translating each of the items to their new values - if ( isArrayLike( elems ) ) { - length = elems.length; - for ( ; i < length; i++ ) { - value = callback( elems[ i ], i, arg ); - - if ( value != null ) { - ret.push( value ); - } - } - - // Go through every key on the object, - } else { - for ( i in elems ) { - value = callback( elems[ i ], i, arg ); - - if ( value != null ) { - ret.push( value ); - } - } - } - - // Flatten any nested arrays - return flat( ret ); - }, - - // A global GUID counter for objects - guid: 1, - - // jQuery.support is not used in Core but other projects attach their - // properties to it so it needs to exist. - support: support -} ); - -if ( typeof Symbol === "function" ) { - jQuery.fn[ Symbol.iterator ] = arr[ Symbol.iterator ]; -} - -// Populate the class2type map -jQuery.each( "Boolean Number String Function Array Date RegExp Object Error Symbol".split( " " ), -function( _i, name ) { - class2type[ "[object " + name + "]" ] = name.toLowerCase(); -} ); - -function isArrayLike( obj ) { - - // Support: real iOS 8.2 only (not reproducible in simulator) - // `in` check used to prevent JIT error (gh-2145) - // hasOwn isn't used here due to false negatives - // regarding Nodelist length in IE - var length = !!obj && "length" in obj && obj.length, - type = toType( obj ); - - if ( isFunction( obj ) || isWindow( obj ) ) { - return false; - } - - return type === "array" || length === 0 || - typeof length === "number" && length > 0 && ( length - 1 ) in obj; -} -var Sizzle = -/*! - * Sizzle CSS Selector Engine v2.3.5 - * https://sizzlejs.com/ - * - * Copyright JS Foundation and other contributors - * Released under the MIT license - * https://js.foundation/ - * - * Date: 2020-03-14 - */ -( function( window ) { -var i, - support, - Expr, - getText, - isXML, - tokenize, - compile, - select, - outermostContext, - sortInput, - hasDuplicate, - - // Local document vars - setDocument, - document, - docElem, - documentIsHTML, - rbuggyQSA, - rbuggyMatches, - matches, - contains, - - // Instance-specific data - expando = "sizzle" + 1 * new Date(), - preferredDoc = window.document, - dirruns = 0, - done = 0, - classCache = createCache(), - tokenCache = createCache(), - compilerCache = createCache(), - nonnativeSelectorCache = createCache(), - sortOrder = function( a, b ) { - if ( a === b ) { - hasDuplicate = true; - } - return 0; - }, - - // Instance methods - hasOwn = ( {} ).hasOwnProperty, - arr = [], - pop = arr.pop, - pushNative = arr.push, - push = arr.push, - slice = arr.slice, - - // Use a stripped-down indexOf as it's faster than native - // https://jsperf.com/thor-indexof-vs-for/5 - indexOf = function( list, elem ) { - var i = 0, - len = list.length; - for ( ; i < len; i++ ) { - if ( list[ i ] === elem ) { - return i; - } - } - return -1; - }, - - booleans = "checked|selected|async|autofocus|autoplay|controls|defer|disabled|hidden|" + - "ismap|loop|multiple|open|readonly|required|scoped", - - // Regular expressions - - // http://www.w3.org/TR/css3-selectors/#whitespace - whitespace = "[\\x20\\t\\r\\n\\f]", - - // https://www.w3.org/TR/css-syntax-3/#ident-token-diagram - identifier = "(?:\\\\[\\da-fA-F]{1,6}" + whitespace + - "?|\\\\[^\\r\\n\\f]|[\\w-]|[^\0-\\x7f])+", - - // Attribute selectors: http://www.w3.org/TR/selectors/#attribute-selectors - attributes = "\\[" + whitespace + "*(" + identifier + ")(?:" + whitespace + - - // Operator (capture 2) - "*([*^$|!~]?=)" + whitespace + - - // "Attribute values must be CSS identifiers [capture 5] - // or strings [capture 3 or capture 4]" - "*(?:'((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\"|(" + identifier + "))|)" + - whitespace + "*\\]", - - pseudos = ":(" + identifier + ")(?:\\((" + - - // To reduce the number of selectors needing tokenize in the preFilter, prefer arguments: - // 1. quoted (capture 3; capture 4 or capture 5) - "('((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\")|" + - - // 2. simple (capture 6) - "((?:\\\\.|[^\\\\()[\\]]|" + attributes + ")*)|" + - - // 3. anything else (capture 2) - ".*" + - ")\\)|)", - - // Leading and non-escaped trailing whitespace, capturing some non-whitespace characters preceding the latter - rwhitespace = new RegExp( whitespace + "+", "g" ), - rtrim = new RegExp( "^" + whitespace + "+|((?:^|[^\\\\])(?:\\\\.)*)" + - whitespace + "+$", "g" ), - - rcomma = new RegExp( "^" + whitespace + "*," + whitespace + "*" ), - rcombinators = new RegExp( "^" + whitespace + "*([>+~]|" + whitespace + ")" + whitespace + - "*" ), - rdescend = new RegExp( whitespace + "|>" ), - - rpseudo = new RegExp( pseudos ), - ridentifier = new RegExp( "^" + identifier + "$" ), - - matchExpr = { - "ID": new RegExp( "^#(" + identifier + ")" ), - "CLASS": new RegExp( "^\\.(" + identifier + ")" ), - "TAG": new RegExp( "^(" + identifier + "|[*])" ), - "ATTR": new RegExp( "^" + attributes ), - "PSEUDO": new RegExp( "^" + pseudos ), - "CHILD": new RegExp( "^:(only|first|last|nth|nth-last)-(child|of-type)(?:\\(" + - whitespace + "*(even|odd|(([+-]|)(\\d*)n|)" + whitespace + "*(?:([+-]|)" + - whitespace + "*(\\d+)|))" + whitespace + "*\\)|)", "i" ), - "bool": new RegExp( "^(?:" + booleans + ")$", "i" ), - - // For use in libraries implementing .is() - // We use this for POS matching in `select` - "needsContext": new RegExp( "^" + whitespace + - "*[>+~]|:(even|odd|eq|gt|lt|nth|first|last)(?:\\(" + whitespace + - "*((?:-\\d)?\\d*)" + whitespace + "*\\)|)(?=[^-]|$)", "i" ) - }, - - rhtml = /HTML$/i, - rinputs = /^(?:input|select|textarea|button)$/i, - rheader = /^h\d$/i, - - rnative = /^[^{]+\{\s*\[native \w/, - - // Easily-parseable/retrievable ID or TAG or CLASS selectors - rquickExpr = /^(?:#([\w-]+)|(\w+)|\.([\w-]+))$/, - - rsibling = /[+~]/, - - // CSS escapes - // http://www.w3.org/TR/CSS21/syndata.html#escaped-characters - runescape = new RegExp( "\\\\[\\da-fA-F]{1,6}" + whitespace + "?|\\\\([^\\r\\n\\f])", "g" ), - funescape = function( escape, nonHex ) { - var high = "0x" + escape.slice( 1 ) - 0x10000; - - return nonHex ? - - // Strip the backslash prefix from a non-hex escape sequence - nonHex : - - // Replace a hexadecimal escape sequence with the encoded Unicode code point - // Support: IE <=11+ - // For values outside the Basic Multilingual Plane (BMP), manually construct a - // surrogate pair - high < 0 ? - String.fromCharCode( high + 0x10000 ) : - String.fromCharCode( high >> 10 | 0xD800, high & 0x3FF | 0xDC00 ); - }, - - // CSS string/identifier serialization - // https://drafts.csswg.org/cssom/#common-serializing-idioms - rcssescape = /([\0-\x1f\x7f]|^-?\d)|^-$|[^\0-\x1f\x7f-\uFFFF\w-]/g, - fcssescape = function( ch, asCodePoint ) { - if ( asCodePoint ) { - - // U+0000 NULL becomes U+FFFD REPLACEMENT CHARACTER - if ( ch === "\0" ) { - return "\uFFFD"; - } - - // Control characters and (dependent upon position) numbers get escaped as code points - return ch.slice( 0, -1 ) + "\\" + - ch.charCodeAt( ch.length - 1 ).toString( 16 ) + " "; - } - - // Other potentially-special ASCII characters get backslash-escaped - return "\\" + ch; - }, - - // Used for iframes - // See setDocument() - // Removing the function wrapper causes a "Permission Denied" - // error in IE - unloadHandler = function() { - setDocument(); - }, - - inDisabledFieldset = addCombinator( - function( elem ) { - return elem.disabled === true && elem.nodeName.toLowerCase() === "fieldset"; - }, - { dir: "parentNode", next: "legend" } - ); - -// Optimize for push.apply( _, NodeList ) -try { - push.apply( - ( arr = slice.call( preferredDoc.childNodes ) ), - preferredDoc.childNodes - ); - - // Support: Android<4.0 - // Detect silently failing push.apply - // eslint-disable-next-line no-unused-expressions - arr[ preferredDoc.childNodes.length ].nodeType; -} catch ( e ) { - push = { apply: arr.length ? - - // Leverage slice if possible - function( target, els ) { - pushNative.apply( target, slice.call( els ) ); - } : - - // Support: IE<9 - // Otherwise append directly - function( target, els ) { - var j = target.length, - i = 0; - - // Can't trust NodeList.length - while ( ( target[ j++ ] = els[ i++ ] ) ) {} - target.length = j - 1; - } - }; -} - -function Sizzle( selector, context, results, seed ) { - var m, i, elem, nid, match, groups, newSelector, - newContext = context && context.ownerDocument, - - // nodeType defaults to 9, since context defaults to document - nodeType = context ? context.nodeType : 9; - - results = results || []; - - // Return early from calls with invalid selector or context - if ( typeof selector !== "string" || !selector || - nodeType !== 1 && nodeType !== 9 && nodeType !== 11 ) { - - return results; - } - - // Try to shortcut find operations (as opposed to filters) in HTML documents - if ( !seed ) { - setDocument( context ); - context = context || document; - - if ( documentIsHTML ) { - - // If the selector is sufficiently simple, try using a "get*By*" DOM method - // (excepting DocumentFragment context, where the methods don't exist) - if ( nodeType !== 11 && ( match = rquickExpr.exec( selector ) ) ) { - - // ID selector - if ( ( m = match[ 1 ] ) ) { - - // Document context - if ( nodeType === 9 ) { - if ( ( elem = context.getElementById( m ) ) ) { - - // Support: IE, Opera, Webkit - // TODO: identify versions - // getElementById can match elements by name instead of ID - if ( elem.id === m ) { - results.push( elem ); - return results; - } - } else { - return results; - } - - // Element context - } else { - - // Support: IE, Opera, Webkit - // TODO: identify versions - // getElementById can match elements by name instead of ID - if ( newContext && ( elem = newContext.getElementById( m ) ) && - contains( context, elem ) && - elem.id === m ) { - - results.push( elem ); - return results; - } - } - - // Type selector - } else if ( match[ 2 ] ) { - push.apply( results, context.getElementsByTagName( selector ) ); - return results; - - // Class selector - } else if ( ( m = match[ 3 ] ) && support.getElementsByClassName && - context.getElementsByClassName ) { - - push.apply( results, context.getElementsByClassName( m ) ); - return results; - } - } - - // Take advantage of querySelectorAll - if ( support.qsa && - !nonnativeSelectorCache[ selector + " " ] && - ( !rbuggyQSA || !rbuggyQSA.test( selector ) ) && - - // Support: IE 8 only - // Exclude object elements - ( nodeType !== 1 || context.nodeName.toLowerCase() !== "object" ) ) { - - newSelector = selector; - newContext = context; - - // qSA considers elements outside a scoping root when evaluating child or - // descendant combinators, which is not what we want. - // In such cases, we work around the behavior by prefixing every selector in the - // list with an ID selector referencing the scope context. - // The technique has to be used as well when a leading combinator is used - // as such selectors are not recognized by querySelectorAll. - // Thanks to Andrew Dupont for this technique. - if ( nodeType === 1 && - ( rdescend.test( selector ) || rcombinators.test( selector ) ) ) { - - // Expand context for sibling selectors - newContext = rsibling.test( selector ) && testContext( context.parentNode ) || - context; - - // We can use :scope instead of the ID hack if the browser - // supports it & if we're not changing the context. - if ( newContext !== context || !support.scope ) { - - // Capture the context ID, setting it first if necessary - if ( ( nid = context.getAttribute( "id" ) ) ) { - nid = nid.replace( rcssescape, fcssescape ); - } else { - context.setAttribute( "id", ( nid = expando ) ); - } - } - - // Prefix every selector in the list - groups = tokenize( selector ); - i = groups.length; - while ( i-- ) { - groups[ i ] = ( nid ? "#" + nid : ":scope" ) + " " + - toSelector( groups[ i ] ); - } - newSelector = groups.join( "," ); - } - - try { - push.apply( results, - newContext.querySelectorAll( newSelector ) - ); - return results; - } catch ( qsaError ) { - nonnativeSelectorCache( selector, true ); - } finally { - if ( nid === expando ) { - context.removeAttribute( "id" ); - } - } - } - } - } - - // All others - return select( selector.replace( rtrim, "$1" ), context, results, seed ); -} - -/** - * Create key-value caches of limited size - * @returns {function(string, object)} Returns the Object data after storing it on itself with - * property name the (space-suffixed) string and (if the cache is larger than Expr.cacheLength) - * deleting the oldest entry - */ -function createCache() { - var keys = []; - - function cache( key, value ) { - - // Use (key + " ") to avoid collision with native prototype properties (see Issue #157) - if ( keys.push( key + " " ) > Expr.cacheLength ) { - - // Only keep the most recent entries - delete cache[ keys.shift() ]; - } - return ( cache[ key + " " ] = value ); - } - return cache; -} - -/** - * Mark a function for special use by Sizzle - * @param {Function} fn The function to mark - */ -function markFunction( fn ) { - fn[ expando ] = true; - return fn; -} - -/** - * Support testing using an element - * @param {Function} fn Passed the created element and returns a boolean result - */ -function assert( fn ) { - var el = document.createElement( "fieldset" ); - - try { - return !!fn( el ); - } catch ( e ) { - return false; - } finally { - - // Remove from its parent by default - if ( el.parentNode ) { - el.parentNode.removeChild( el ); - } - - // release memory in IE - el = null; - } -} - -/** - * Adds the same handler for all of the specified attrs - * @param {String} attrs Pipe-separated list of attributes - * @param {Function} handler The method that will be applied - */ -function addHandle( attrs, handler ) { - var arr = attrs.split( "|" ), - i = arr.length; - - while ( i-- ) { - Expr.attrHandle[ arr[ i ] ] = handler; - } -} - -/** - * Checks document order of two siblings - * @param {Element} a - * @param {Element} b - * @returns {Number} Returns less than 0 if a precedes b, greater than 0 if a follows b - */ -function siblingCheck( a, b ) { - var cur = b && a, - diff = cur && a.nodeType === 1 && b.nodeType === 1 && - a.sourceIndex - b.sourceIndex; - - // Use IE sourceIndex if available on both nodes - if ( diff ) { - return diff; - } - - // Check if b follows a - if ( cur ) { - while ( ( cur = cur.nextSibling ) ) { - if ( cur === b ) { - return -1; - } - } - } - - return a ? 1 : -1; -} - -/** - * Returns a function to use in pseudos for input types - * @param {String} type - */ -function createInputPseudo( type ) { - return function( elem ) { - var name = elem.nodeName.toLowerCase(); - return name === "input" && elem.type === type; - }; -} - -/** - * Returns a function to use in pseudos for buttons - * @param {String} type - */ -function createButtonPseudo( type ) { - return function( elem ) { - var name = elem.nodeName.toLowerCase(); - return ( name === "input" || name === "button" ) && elem.type === type; - }; -} - -/** - * Returns a function to use in pseudos for :enabled/:disabled - * @param {Boolean} disabled true for :disabled; false for :enabled - */ -function createDisabledPseudo( disabled ) { - - // Known :disabled false positives: fieldset[disabled] > legend:nth-of-type(n+2) :can-disable - return function( elem ) { - - // Only certain elements can match :enabled or :disabled - // https://html.spec.whatwg.org/multipage/scripting.html#selector-enabled - // https://html.spec.whatwg.org/multipage/scripting.html#selector-disabled - if ( "form" in elem ) { - - // Check for inherited disabledness on relevant non-disabled elements: - // * listed form-associated elements in a disabled fieldset - // https://html.spec.whatwg.org/multipage/forms.html#category-listed - // https://html.spec.whatwg.org/multipage/forms.html#concept-fe-disabled - // * option elements in a disabled optgroup - // https://html.spec.whatwg.org/multipage/forms.html#concept-option-disabled - // All such elements have a "form" property. - if ( elem.parentNode && elem.disabled === false ) { - - // Option elements defer to a parent optgroup if present - if ( "label" in elem ) { - if ( "label" in elem.parentNode ) { - return elem.parentNode.disabled === disabled; - } else { - return elem.disabled === disabled; - } - } - - // Support: IE 6 - 11 - // Use the isDisabled shortcut property to check for disabled fieldset ancestors - return elem.isDisabled === disabled || - - // Where there is no isDisabled, check manually - /* jshint -W018 */ - elem.isDisabled !== !disabled && - inDisabledFieldset( elem ) === disabled; - } - - return elem.disabled === disabled; - - // Try to winnow out elements that can't be disabled before trusting the disabled property. - // Some victims get caught in our net (label, legend, menu, track), but it shouldn't - // even exist on them, let alone have a boolean value. - } else if ( "label" in elem ) { - return elem.disabled === disabled; - } - - // Remaining elements are neither :enabled nor :disabled - return false; - }; -} - -/** - * Returns a function to use in pseudos for positionals - * @param {Function} fn - */ -function createPositionalPseudo( fn ) { - return markFunction( function( argument ) { - argument = +argument; - return markFunction( function( seed, matches ) { - var j, - matchIndexes = fn( [], seed.length, argument ), - i = matchIndexes.length; - - // Match elements found at the specified indexes - while ( i-- ) { - if ( seed[ ( j = matchIndexes[ i ] ) ] ) { - seed[ j ] = !( matches[ j ] = seed[ j ] ); - } - } - } ); - } ); -} - -/** - * Checks a node for validity as a Sizzle context - * @param {Element|Object=} context - * @returns {Element|Object|Boolean} The input node if acceptable, otherwise a falsy value - */ -function testContext( context ) { - return context && typeof context.getElementsByTagName !== "undefined" && context; -} - -// Expose support vars for convenience -support = Sizzle.support = {}; - -/** - * Detects XML nodes - * @param {Element|Object} elem An element or a document - * @returns {Boolean} True iff elem is a non-HTML XML node - */ -isXML = Sizzle.isXML = function( elem ) { - var namespace = elem.namespaceURI, - docElem = ( elem.ownerDocument || elem ).documentElement; - - // Support: IE <=8 - // Assume HTML when documentElement doesn't yet exist, such as inside loading iframes - // https://bugs.jquery.com/ticket/4833 - return !rhtml.test( namespace || docElem && docElem.nodeName || "HTML" ); -}; - -/** - * Sets document-related variables once based on the current document - * @param {Element|Object} [doc] An element or document object to use to set the document - * @returns {Object} Returns the current document - */ -setDocument = Sizzle.setDocument = function( node ) { - var hasCompare, subWindow, - doc = node ? node.ownerDocument || node : preferredDoc; - - // Return early if doc is invalid or already selected - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( doc == document || doc.nodeType !== 9 || !doc.documentElement ) { - return document; - } - - // Update global variables - document = doc; - docElem = document.documentElement; - documentIsHTML = !isXML( document ); - - // Support: IE 9 - 11+, Edge 12 - 18+ - // Accessing iframe documents after unload throws "permission denied" errors (jQuery #13936) - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( preferredDoc != document && - ( subWindow = document.defaultView ) && subWindow.top !== subWindow ) { - - // Support: IE 11, Edge - if ( subWindow.addEventListener ) { - subWindow.addEventListener( "unload", unloadHandler, false ); - - // Support: IE 9 - 10 only - } else if ( subWindow.attachEvent ) { - subWindow.attachEvent( "onunload", unloadHandler ); - } - } - - // Support: IE 8 - 11+, Edge 12 - 18+, Chrome <=16 - 25 only, Firefox <=3.6 - 31 only, - // Safari 4 - 5 only, Opera <=11.6 - 12.x only - // IE/Edge & older browsers don't support the :scope pseudo-class. - // Support: Safari 6.0 only - // Safari 6.0 supports :scope but it's an alias of :root there. - support.scope = assert( function( el ) { - docElem.appendChild( el ).appendChild( document.createElement( "div" ) ); - return typeof el.querySelectorAll !== "undefined" && - !el.querySelectorAll( ":scope fieldset div" ).length; - } ); - - /* Attributes - ---------------------------------------------------------------------- */ - - // Support: IE<8 - // Verify that getAttribute really returns attributes and not properties - // (excepting IE8 booleans) - support.attributes = assert( function( el ) { - el.className = "i"; - return !el.getAttribute( "className" ); - } ); - - /* getElement(s)By* - ---------------------------------------------------------------------- */ - - // Check if getElementsByTagName("*") returns only elements - support.getElementsByTagName = assert( function( el ) { - el.appendChild( document.createComment( "" ) ); - return !el.getElementsByTagName( "*" ).length; - } ); - - // Support: IE<9 - support.getElementsByClassName = rnative.test( document.getElementsByClassName ); - - // Support: IE<10 - // Check if getElementById returns elements by name - // The broken getElementById methods don't pick up programmatically-set names, - // so use a roundabout getElementsByName test - support.getById = assert( function( el ) { - docElem.appendChild( el ).id = expando; - return !document.getElementsByName || !document.getElementsByName( expando ).length; - } ); - - // ID filter and find - if ( support.getById ) { - Expr.filter[ "ID" ] = function( id ) { - var attrId = id.replace( runescape, funescape ); - return function( elem ) { - return elem.getAttribute( "id" ) === attrId; - }; - }; - Expr.find[ "ID" ] = function( id, context ) { - if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { - var elem = context.getElementById( id ); - return elem ? [ elem ] : []; - } - }; - } else { - Expr.filter[ "ID" ] = function( id ) { - var attrId = id.replace( runescape, funescape ); - return function( elem ) { - var node = typeof elem.getAttributeNode !== "undefined" && - elem.getAttributeNode( "id" ); - return node && node.value === attrId; - }; - }; - - // Support: IE 6 - 7 only - // getElementById is not reliable as a find shortcut - Expr.find[ "ID" ] = function( id, context ) { - if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { - var node, i, elems, - elem = context.getElementById( id ); - - if ( elem ) { - - // Verify the id attribute - node = elem.getAttributeNode( "id" ); - if ( node && node.value === id ) { - return [ elem ]; - } - - // Fall back on getElementsByName - elems = context.getElementsByName( id ); - i = 0; - while ( ( elem = elems[ i++ ] ) ) { - node = elem.getAttributeNode( "id" ); - if ( node && node.value === id ) { - return [ elem ]; - } - } - } - - return []; - } - }; - } - - // Tag - Expr.find[ "TAG" ] = support.getElementsByTagName ? - function( tag, context ) { - if ( typeof context.getElementsByTagName !== "undefined" ) { - return context.getElementsByTagName( tag ); - - // DocumentFragment nodes don't have gEBTN - } else if ( support.qsa ) { - return context.querySelectorAll( tag ); - } - } : - - function( tag, context ) { - var elem, - tmp = [], - i = 0, - - // By happy coincidence, a (broken) gEBTN appears on DocumentFragment nodes too - results = context.getElementsByTagName( tag ); - - // Filter out possible comments - if ( tag === "*" ) { - while ( ( elem = results[ i++ ] ) ) { - if ( elem.nodeType === 1 ) { - tmp.push( elem ); - } - } - - return tmp; - } - return results; - }; - - // Class - Expr.find[ "CLASS" ] = support.getElementsByClassName && function( className, context ) { - if ( typeof context.getElementsByClassName !== "undefined" && documentIsHTML ) { - return context.getElementsByClassName( className ); - } - }; - - /* QSA/matchesSelector - ---------------------------------------------------------------------- */ - - // QSA and matchesSelector support - - // matchesSelector(:active) reports false when true (IE9/Opera 11.5) - rbuggyMatches = []; - - // qSa(:focus) reports false when true (Chrome 21) - // We allow this because of a bug in IE8/9 that throws an error - // whenever `document.activeElement` is accessed on an iframe - // So, we allow :focus to pass through QSA all the time to avoid the IE error - // See https://bugs.jquery.com/ticket/13378 - rbuggyQSA = []; - - if ( ( support.qsa = rnative.test( document.querySelectorAll ) ) ) { - - // Build QSA regex - // Regex strategy adopted from Diego Perini - assert( function( el ) { - - var input; - - // Select is set to empty string on purpose - // This is to test IE's treatment of not explicitly - // setting a boolean content attribute, - // since its presence should be enough - // https://bugs.jquery.com/ticket/12359 - docElem.appendChild( el ).innerHTML = "" + - ""; - - // Support: IE8, Opera 11-12.16 - // Nothing should be selected when empty strings follow ^= or $= or *= - // The test attribute must be unknown in Opera but "safe" for WinRT - // https://msdn.microsoft.com/en-us/library/ie/hh465388.aspx#attribute_section - if ( el.querySelectorAll( "[msallowcapture^='']" ).length ) { - rbuggyQSA.push( "[*^$]=" + whitespace + "*(?:''|\"\")" ); - } - - // Support: IE8 - // Boolean attributes and "value" are not treated correctly - if ( !el.querySelectorAll( "[selected]" ).length ) { - rbuggyQSA.push( "\\[" + whitespace + "*(?:value|" + booleans + ")" ); - } - - // Support: Chrome<29, Android<4.4, Safari<7.0+, iOS<7.0+, PhantomJS<1.9.8+ - if ( !el.querySelectorAll( "[id~=" + expando + "-]" ).length ) { - rbuggyQSA.push( "~=" ); - } - - // Support: IE 11+, Edge 15 - 18+ - // IE 11/Edge don't find elements on a `[name='']` query in some cases. - // Adding a temporary attribute to the document before the selection works - // around the issue. - // Interestingly, IE 10 & older don't seem to have the issue. - input = document.createElement( "input" ); - input.setAttribute( "name", "" ); - el.appendChild( input ); - if ( !el.querySelectorAll( "[name='']" ).length ) { - rbuggyQSA.push( "\\[" + whitespace + "*name" + whitespace + "*=" + - whitespace + "*(?:''|\"\")" ); - } - - // Webkit/Opera - :checked should return selected option elements - // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked - // IE8 throws error here and will not see later tests - if ( !el.querySelectorAll( ":checked" ).length ) { - rbuggyQSA.push( ":checked" ); - } - - // Support: Safari 8+, iOS 8+ - // https://bugs.webkit.org/show_bug.cgi?id=136851 - // In-page `selector#id sibling-combinator selector` fails - if ( !el.querySelectorAll( "a#" + expando + "+*" ).length ) { - rbuggyQSA.push( ".#.+[+~]" ); - } - - // Support: Firefox <=3.6 - 5 only - // Old Firefox doesn't throw on a badly-escaped identifier. - el.querySelectorAll( "\\\f" ); - rbuggyQSA.push( "[\\r\\n\\f]" ); - } ); - - assert( function( el ) { - el.innerHTML = "" + - ""; - - // Support: Windows 8 Native Apps - // The type and name attributes are restricted during .innerHTML assignment - var input = document.createElement( "input" ); - input.setAttribute( "type", "hidden" ); - el.appendChild( input ).setAttribute( "name", "D" ); - - // Support: IE8 - // Enforce case-sensitivity of name attribute - if ( el.querySelectorAll( "[name=d]" ).length ) { - rbuggyQSA.push( "name" + whitespace + "*[*^$|!~]?=" ); - } - - // FF 3.5 - :enabled/:disabled and hidden elements (hidden elements are still enabled) - // IE8 throws error here and will not see later tests - if ( el.querySelectorAll( ":enabled" ).length !== 2 ) { - rbuggyQSA.push( ":enabled", ":disabled" ); - } - - // Support: IE9-11+ - // IE's :disabled selector does not pick up the children of disabled fieldsets - docElem.appendChild( el ).disabled = true; - if ( el.querySelectorAll( ":disabled" ).length !== 2 ) { - rbuggyQSA.push( ":enabled", ":disabled" ); - } - - // Support: Opera 10 - 11 only - // Opera 10-11 does not throw on post-comma invalid pseudos - el.querySelectorAll( "*,:x" ); - rbuggyQSA.push( ",.*:" ); - } ); - } - - if ( ( support.matchesSelector = rnative.test( ( matches = docElem.matches || - docElem.webkitMatchesSelector || - docElem.mozMatchesSelector || - docElem.oMatchesSelector || - docElem.msMatchesSelector ) ) ) ) { - - assert( function( el ) { - - // Check to see if it's possible to do matchesSelector - // on a disconnected node (IE 9) - support.disconnectedMatch = matches.call( el, "*" ); - - // This should fail with an exception - // Gecko does not error, returns false instead - matches.call( el, "[s!='']:x" ); - rbuggyMatches.push( "!=", pseudos ); - } ); - } - - rbuggyQSA = rbuggyQSA.length && new RegExp( rbuggyQSA.join( "|" ) ); - rbuggyMatches = rbuggyMatches.length && new RegExp( rbuggyMatches.join( "|" ) ); - - /* Contains - ---------------------------------------------------------------------- */ - hasCompare = rnative.test( docElem.compareDocumentPosition ); - - // Element contains another - // Purposefully self-exclusive - // As in, an element does not contain itself - contains = hasCompare || rnative.test( docElem.contains ) ? - function( a, b ) { - var adown = a.nodeType === 9 ? a.documentElement : a, - bup = b && b.parentNode; - return a === bup || !!( bup && bup.nodeType === 1 && ( - adown.contains ? - adown.contains( bup ) : - a.compareDocumentPosition && a.compareDocumentPosition( bup ) & 16 - ) ); - } : - function( a, b ) { - if ( b ) { - while ( ( b = b.parentNode ) ) { - if ( b === a ) { - return true; - } - } - } - return false; - }; - - /* Sorting - ---------------------------------------------------------------------- */ - - // Document order sorting - sortOrder = hasCompare ? - function( a, b ) { - - // Flag for duplicate removal - if ( a === b ) { - hasDuplicate = true; - return 0; - } - - // Sort on method existence if only one input has compareDocumentPosition - var compare = !a.compareDocumentPosition - !b.compareDocumentPosition; - if ( compare ) { - return compare; - } - - // Calculate position if both inputs belong to the same document - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - compare = ( a.ownerDocument || a ) == ( b.ownerDocument || b ) ? - a.compareDocumentPosition( b ) : - - // Otherwise we know they are disconnected - 1; - - // Disconnected nodes - if ( compare & 1 || - ( !support.sortDetached && b.compareDocumentPosition( a ) === compare ) ) { - - // Choose the first element that is related to our preferred document - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( a == document || a.ownerDocument == preferredDoc && - contains( preferredDoc, a ) ) { - return -1; - } - - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( b == document || b.ownerDocument == preferredDoc && - contains( preferredDoc, b ) ) { - return 1; - } - - // Maintain original order - return sortInput ? - ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : - 0; - } - - return compare & 4 ? -1 : 1; - } : - function( a, b ) { - - // Exit early if the nodes are identical - if ( a === b ) { - hasDuplicate = true; - return 0; - } - - var cur, - i = 0, - aup = a.parentNode, - bup = b.parentNode, - ap = [ a ], - bp = [ b ]; - - // Parentless nodes are either documents or disconnected - if ( !aup || !bup ) { - - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - /* eslint-disable eqeqeq */ - return a == document ? -1 : - b == document ? 1 : - /* eslint-enable eqeqeq */ - aup ? -1 : - bup ? 1 : - sortInput ? - ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : - 0; - - // If the nodes are siblings, we can do a quick check - } else if ( aup === bup ) { - return siblingCheck( a, b ); - } - - // Otherwise we need full lists of their ancestors for comparison - cur = a; - while ( ( cur = cur.parentNode ) ) { - ap.unshift( cur ); - } - cur = b; - while ( ( cur = cur.parentNode ) ) { - bp.unshift( cur ); - } - - // Walk down the tree looking for a discrepancy - while ( ap[ i ] === bp[ i ] ) { - i++; - } - - return i ? - - // Do a sibling check if the nodes have a common ancestor - siblingCheck( ap[ i ], bp[ i ] ) : - - // Otherwise nodes in our document sort first - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - /* eslint-disable eqeqeq */ - ap[ i ] == preferredDoc ? -1 : - bp[ i ] == preferredDoc ? 1 : - /* eslint-enable eqeqeq */ - 0; - }; - - return document; -}; - -Sizzle.matches = function( expr, elements ) { - return Sizzle( expr, null, null, elements ); -}; - -Sizzle.matchesSelector = function( elem, expr ) { - setDocument( elem ); - - if ( support.matchesSelector && documentIsHTML && - !nonnativeSelectorCache[ expr + " " ] && - ( !rbuggyMatches || !rbuggyMatches.test( expr ) ) && - ( !rbuggyQSA || !rbuggyQSA.test( expr ) ) ) { - - try { - var ret = matches.call( elem, expr ); - - // IE 9's matchesSelector returns false on disconnected nodes - if ( ret || support.disconnectedMatch || - - // As well, disconnected nodes are said to be in a document - // fragment in IE 9 - elem.document && elem.document.nodeType !== 11 ) { - return ret; - } - } catch ( e ) { - nonnativeSelectorCache( expr, true ); - } - } - - return Sizzle( expr, document, null, [ elem ] ).length > 0; -}; - -Sizzle.contains = function( context, elem ) { - - // Set document vars if needed - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( ( context.ownerDocument || context ) != document ) { - setDocument( context ); - } - return contains( context, elem ); -}; - -Sizzle.attr = function( elem, name ) { - - // Set document vars if needed - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( ( elem.ownerDocument || elem ) != document ) { - setDocument( elem ); - } - - var fn = Expr.attrHandle[ name.toLowerCase() ], - - // Don't get fooled by Object.prototype properties (jQuery #13807) - val = fn && hasOwn.call( Expr.attrHandle, name.toLowerCase() ) ? - fn( elem, name, !documentIsHTML ) : - undefined; - - return val !== undefined ? - val : - support.attributes || !documentIsHTML ? - elem.getAttribute( name ) : - ( val = elem.getAttributeNode( name ) ) && val.specified ? - val.value : - null; -}; - -Sizzle.escape = function( sel ) { - return ( sel + "" ).replace( rcssescape, fcssescape ); -}; - -Sizzle.error = function( msg ) { - throw new Error( "Syntax error, unrecognized expression: " + msg ); -}; - -/** - * Document sorting and removing duplicates - * @param {ArrayLike} results - */ -Sizzle.uniqueSort = function( results ) { - var elem, - duplicates = [], - j = 0, - i = 0; - - // Unless we *know* we can detect duplicates, assume their presence - hasDuplicate = !support.detectDuplicates; - sortInput = !support.sortStable && results.slice( 0 ); - results.sort( sortOrder ); - - if ( hasDuplicate ) { - while ( ( elem = results[ i++ ] ) ) { - if ( elem === results[ i ] ) { - j = duplicates.push( i ); - } - } - while ( j-- ) { - results.splice( duplicates[ j ], 1 ); - } - } - - // Clear input after sorting to release objects - // See https://github.com/jquery/sizzle/pull/225 - sortInput = null; - - return results; -}; - -/** - * Utility function for retrieving the text value of an array of DOM nodes - * @param {Array|Element} elem - */ -getText = Sizzle.getText = function( elem ) { - var node, - ret = "", - i = 0, - nodeType = elem.nodeType; - - if ( !nodeType ) { - - // If no nodeType, this is expected to be an array - while ( ( node = elem[ i++ ] ) ) { - - // Do not traverse comment nodes - ret += getText( node ); - } - } else if ( nodeType === 1 || nodeType === 9 || nodeType === 11 ) { - - // Use textContent for elements - // innerText usage removed for consistency of new lines (jQuery #11153) - if ( typeof elem.textContent === "string" ) { - return elem.textContent; - } else { - - // Traverse its children - for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { - ret += getText( elem ); - } - } - } else if ( nodeType === 3 || nodeType === 4 ) { - return elem.nodeValue; - } - - // Do not include comment or processing instruction nodes - - return ret; -}; - -Expr = Sizzle.selectors = { - - // Can be adjusted by the user - cacheLength: 50, - - createPseudo: markFunction, - - match: matchExpr, - - attrHandle: {}, - - find: {}, - - relative: { - ">": { dir: "parentNode", first: true }, - " ": { dir: "parentNode" }, - "+": { dir: "previousSibling", first: true }, - "~": { dir: "previousSibling" } - }, - - preFilter: { - "ATTR": function( match ) { - match[ 1 ] = match[ 1 ].replace( runescape, funescape ); - - // Move the given value to match[3] whether quoted or unquoted - match[ 3 ] = ( match[ 3 ] || match[ 4 ] || - match[ 5 ] || "" ).replace( runescape, funescape ); - - if ( match[ 2 ] === "~=" ) { - match[ 3 ] = " " + match[ 3 ] + " "; - } - - return match.slice( 0, 4 ); - }, - - "CHILD": function( match ) { - - /* matches from matchExpr["CHILD"] - 1 type (only|nth|...) - 2 what (child|of-type) - 3 argument (even|odd|\d*|\d*n([+-]\d+)?|...) - 4 xn-component of xn+y argument ([+-]?\d*n|) - 5 sign of xn-component - 6 x of xn-component - 7 sign of y-component - 8 y of y-component - */ - match[ 1 ] = match[ 1 ].toLowerCase(); - - if ( match[ 1 ].slice( 0, 3 ) === "nth" ) { - - // nth-* requires argument - if ( !match[ 3 ] ) { - Sizzle.error( match[ 0 ] ); - } - - // numeric x and y parameters for Expr.filter.CHILD - // remember that false/true cast respectively to 0/1 - match[ 4 ] = +( match[ 4 ] ? - match[ 5 ] + ( match[ 6 ] || 1 ) : - 2 * ( match[ 3 ] === "even" || match[ 3 ] === "odd" ) ); - match[ 5 ] = +( ( match[ 7 ] + match[ 8 ] ) || match[ 3 ] === "odd" ); - - // other types prohibit arguments - } else if ( match[ 3 ] ) { - Sizzle.error( match[ 0 ] ); - } - - return match; - }, - - "PSEUDO": function( match ) { - var excess, - unquoted = !match[ 6 ] && match[ 2 ]; - - if ( matchExpr[ "CHILD" ].test( match[ 0 ] ) ) { - return null; - } - - // Accept quoted arguments as-is - if ( match[ 3 ] ) { - match[ 2 ] = match[ 4 ] || match[ 5 ] || ""; - - // Strip excess characters from unquoted arguments - } else if ( unquoted && rpseudo.test( unquoted ) && - - // Get excess from tokenize (recursively) - ( excess = tokenize( unquoted, true ) ) && - - // advance to the next closing parenthesis - ( excess = unquoted.indexOf( ")", unquoted.length - excess ) - unquoted.length ) ) { - - // excess is a negative index - match[ 0 ] = match[ 0 ].slice( 0, excess ); - match[ 2 ] = unquoted.slice( 0, excess ); - } - - // Return only captures needed by the pseudo filter method (type and argument) - return match.slice( 0, 3 ); - } - }, - - filter: { - - "TAG": function( nodeNameSelector ) { - var nodeName = nodeNameSelector.replace( runescape, funescape ).toLowerCase(); - return nodeNameSelector === "*" ? - function() { - return true; - } : - function( elem ) { - return elem.nodeName && elem.nodeName.toLowerCase() === nodeName; - }; - }, - - "CLASS": function( className ) { - var pattern = classCache[ className + " " ]; - - return pattern || - ( pattern = new RegExp( "(^|" + whitespace + - ")" + className + "(" + whitespace + "|$)" ) ) && classCache( - className, function( elem ) { - return pattern.test( - typeof elem.className === "string" && elem.className || - typeof elem.getAttribute !== "undefined" && - elem.getAttribute( "class" ) || - "" - ); - } ); - }, - - "ATTR": function( name, operator, check ) { - return function( elem ) { - var result = Sizzle.attr( elem, name ); - - if ( result == null ) { - return operator === "!="; - } - if ( !operator ) { - return true; - } - - result += ""; - - /* eslint-disable max-len */ - - return operator === "=" ? result === check : - operator === "!=" ? result !== check : - operator === "^=" ? check && result.indexOf( check ) === 0 : - operator === "*=" ? check && result.indexOf( check ) > -1 : - operator === "$=" ? check && result.slice( -check.length ) === check : - operator === "~=" ? ( " " + result.replace( rwhitespace, " " ) + " " ).indexOf( check ) > -1 : - operator === "|=" ? result === check || result.slice( 0, check.length + 1 ) === check + "-" : - false; - /* eslint-enable max-len */ - - }; - }, - - "CHILD": function( type, what, _argument, first, last ) { - var simple = type.slice( 0, 3 ) !== "nth", - forward = type.slice( -4 ) !== "last", - ofType = what === "of-type"; - - return first === 1 && last === 0 ? - - // Shortcut for :nth-*(n) - function( elem ) { - return !!elem.parentNode; - } : - - function( elem, _context, xml ) { - var cache, uniqueCache, outerCache, node, nodeIndex, start, - dir = simple !== forward ? "nextSibling" : "previousSibling", - parent = elem.parentNode, - name = ofType && elem.nodeName.toLowerCase(), - useCache = !xml && !ofType, - diff = false; - - if ( parent ) { - - // :(first|last|only)-(child|of-type) - if ( simple ) { - while ( dir ) { - node = elem; - while ( ( node = node[ dir ] ) ) { - if ( ofType ? - node.nodeName.toLowerCase() === name : - node.nodeType === 1 ) { - - return false; - } - } - - // Reverse direction for :only-* (if we haven't yet done so) - start = dir = type === "only" && !start && "nextSibling"; - } - return true; - } - - start = [ forward ? parent.firstChild : parent.lastChild ]; - - // non-xml :nth-child(...) stores cache data on `parent` - if ( forward && useCache ) { - - // Seek `elem` from a previously-cached index - - // ...in a gzip-friendly way - node = parent; - outerCache = node[ expando ] || ( node[ expando ] = {} ); - - // Support: IE <9 only - // Defend against cloned attroperties (jQuery gh-1709) - uniqueCache = outerCache[ node.uniqueID ] || - ( outerCache[ node.uniqueID ] = {} ); - - cache = uniqueCache[ type ] || []; - nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; - diff = nodeIndex && cache[ 2 ]; - node = nodeIndex && parent.childNodes[ nodeIndex ]; - - while ( ( node = ++nodeIndex && node && node[ dir ] || - - // Fallback to seeking `elem` from the start - ( diff = nodeIndex = 0 ) || start.pop() ) ) { - - // When found, cache indexes on `parent` and break - if ( node.nodeType === 1 && ++diff && node === elem ) { - uniqueCache[ type ] = [ dirruns, nodeIndex, diff ]; - break; - } - } - - } else { - - // Use previously-cached element index if available - if ( useCache ) { - - // ...in a gzip-friendly way - node = elem; - outerCache = node[ expando ] || ( node[ expando ] = {} ); - - // Support: IE <9 only - // Defend against cloned attroperties (jQuery gh-1709) - uniqueCache = outerCache[ node.uniqueID ] || - ( outerCache[ node.uniqueID ] = {} ); - - cache = uniqueCache[ type ] || []; - nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; - diff = nodeIndex; - } - - // xml :nth-child(...) - // or :nth-last-child(...) or :nth(-last)?-of-type(...) - if ( diff === false ) { - - // Use the same loop as above to seek `elem` from the start - while ( ( node = ++nodeIndex && node && node[ dir ] || - ( diff = nodeIndex = 0 ) || start.pop() ) ) { - - if ( ( ofType ? - node.nodeName.toLowerCase() === name : - node.nodeType === 1 ) && - ++diff ) { - - // Cache the index of each encountered element - if ( useCache ) { - outerCache = node[ expando ] || - ( node[ expando ] = {} ); - - // Support: IE <9 only - // Defend against cloned attroperties (jQuery gh-1709) - uniqueCache = outerCache[ node.uniqueID ] || - ( outerCache[ node.uniqueID ] = {} ); - - uniqueCache[ type ] = [ dirruns, diff ]; - } - - if ( node === elem ) { - break; - } - } - } - } - } - - // Incorporate the offset, then check against cycle size - diff -= last; - return diff === first || ( diff % first === 0 && diff / first >= 0 ); - } - }; - }, - - "PSEUDO": function( pseudo, argument ) { - - // pseudo-class names are case-insensitive - // http://www.w3.org/TR/selectors/#pseudo-classes - // Prioritize by case sensitivity in case custom pseudos are added with uppercase letters - // Remember that setFilters inherits from pseudos - var args, - fn = Expr.pseudos[ pseudo ] || Expr.setFilters[ pseudo.toLowerCase() ] || - Sizzle.error( "unsupported pseudo: " + pseudo ); - - // The user may use createPseudo to indicate that - // arguments are needed to create the filter function - // just as Sizzle does - if ( fn[ expando ] ) { - return fn( argument ); - } - - // But maintain support for old signatures - if ( fn.length > 1 ) { - args = [ pseudo, pseudo, "", argument ]; - return Expr.setFilters.hasOwnProperty( pseudo.toLowerCase() ) ? - markFunction( function( seed, matches ) { - var idx, - matched = fn( seed, argument ), - i = matched.length; - while ( i-- ) { - idx = indexOf( seed, matched[ i ] ); - seed[ idx ] = !( matches[ idx ] = matched[ i ] ); - } - } ) : - function( elem ) { - return fn( elem, 0, args ); - }; - } - - return fn; - } - }, - - pseudos: { - - // Potentially complex pseudos - "not": markFunction( function( selector ) { - - // Trim the selector passed to compile - // to avoid treating leading and trailing - // spaces as combinators - var input = [], - results = [], - matcher = compile( selector.replace( rtrim, "$1" ) ); - - return matcher[ expando ] ? - markFunction( function( seed, matches, _context, xml ) { - var elem, - unmatched = matcher( seed, null, xml, [] ), - i = seed.length; - - // Match elements unmatched by `matcher` - while ( i-- ) { - if ( ( elem = unmatched[ i ] ) ) { - seed[ i ] = !( matches[ i ] = elem ); - } - } - } ) : - function( elem, _context, xml ) { - input[ 0 ] = elem; - matcher( input, null, xml, results ); - - // Don't keep the element (issue #299) - input[ 0 ] = null; - return !results.pop(); - }; - } ), - - "has": markFunction( function( selector ) { - return function( elem ) { - return Sizzle( selector, elem ).length > 0; - }; - } ), - - "contains": markFunction( function( text ) { - text = text.replace( runescape, funescape ); - return function( elem ) { - return ( elem.textContent || getText( elem ) ).indexOf( text ) > -1; - }; - } ), - - // "Whether an element is represented by a :lang() selector - // is based solely on the element's language value - // being equal to the identifier C, - // or beginning with the identifier C immediately followed by "-". - // The matching of C against the element's language value is performed case-insensitively. - // The identifier C does not have to be a valid language name." - // http://www.w3.org/TR/selectors/#lang-pseudo - "lang": markFunction( function( lang ) { - - // lang value must be a valid identifier - if ( !ridentifier.test( lang || "" ) ) { - Sizzle.error( "unsupported lang: " + lang ); - } - lang = lang.replace( runescape, funescape ).toLowerCase(); - return function( elem ) { - var elemLang; - do { - if ( ( elemLang = documentIsHTML ? - elem.lang : - elem.getAttribute( "xml:lang" ) || elem.getAttribute( "lang" ) ) ) { - - elemLang = elemLang.toLowerCase(); - return elemLang === lang || elemLang.indexOf( lang + "-" ) === 0; - } - } while ( ( elem = elem.parentNode ) && elem.nodeType === 1 ); - return false; - }; - } ), - - // Miscellaneous - "target": function( elem ) { - var hash = window.location && window.location.hash; - return hash && hash.slice( 1 ) === elem.id; - }, - - "root": function( elem ) { - return elem === docElem; - }, - - "focus": function( elem ) { - return elem === document.activeElement && - ( !document.hasFocus || document.hasFocus() ) && - !!( elem.type || elem.href || ~elem.tabIndex ); - }, - - // Boolean properties - "enabled": createDisabledPseudo( false ), - "disabled": createDisabledPseudo( true ), - - "checked": function( elem ) { - - // In CSS3, :checked should return both checked and selected elements - // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked - var nodeName = elem.nodeName.toLowerCase(); - return ( nodeName === "input" && !!elem.checked ) || - ( nodeName === "option" && !!elem.selected ); - }, - - "selected": function( elem ) { - - // Accessing this property makes selected-by-default - // options in Safari work properly - if ( elem.parentNode ) { - // eslint-disable-next-line no-unused-expressions - elem.parentNode.selectedIndex; - } - - return elem.selected === true; - }, - - // Contents - "empty": function( elem ) { - - // http://www.w3.org/TR/selectors/#empty-pseudo - // :empty is negated by element (1) or content nodes (text: 3; cdata: 4; entity ref: 5), - // but not by others (comment: 8; processing instruction: 7; etc.) - // nodeType < 6 works because attributes (2) do not appear as children - for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { - if ( elem.nodeType < 6 ) { - return false; - } - } - return true; - }, - - "parent": function( elem ) { - return !Expr.pseudos[ "empty" ]( elem ); - }, - - // Element/input types - "header": function( elem ) { - return rheader.test( elem.nodeName ); - }, - - "input": function( elem ) { - return rinputs.test( elem.nodeName ); - }, - - "button": function( elem ) { - var name = elem.nodeName.toLowerCase(); - return name === "input" && elem.type === "button" || name === "button"; - }, - - "text": function( elem ) { - var attr; - return elem.nodeName.toLowerCase() === "input" && - elem.type === "text" && - - // Support: IE<8 - // New HTML5 attribute values (e.g., "search") appear with elem.type === "text" - ( ( attr = elem.getAttribute( "type" ) ) == null || - attr.toLowerCase() === "text" ); - }, - - // Position-in-collection - "first": createPositionalPseudo( function() { - return [ 0 ]; - } ), - - "last": createPositionalPseudo( function( _matchIndexes, length ) { - return [ length - 1 ]; - } ), - - "eq": createPositionalPseudo( function( _matchIndexes, length, argument ) { - return [ argument < 0 ? argument + length : argument ]; - } ), - - "even": createPositionalPseudo( function( matchIndexes, length ) { - var i = 0; - for ( ; i < length; i += 2 ) { - matchIndexes.push( i ); - } - return matchIndexes; - } ), - - "odd": createPositionalPseudo( function( matchIndexes, length ) { - var i = 1; - for ( ; i < length; i += 2 ) { - matchIndexes.push( i ); - } - return matchIndexes; - } ), - - "lt": createPositionalPseudo( function( matchIndexes, length, argument ) { - var i = argument < 0 ? - argument + length : - argument > length ? - length : - argument; - for ( ; --i >= 0; ) { - matchIndexes.push( i ); - } - return matchIndexes; - } ), - - "gt": createPositionalPseudo( function( matchIndexes, length, argument ) { - var i = argument < 0 ? argument + length : argument; - for ( ; ++i < length; ) { - matchIndexes.push( i ); - } - return matchIndexes; - } ) - } -}; - -Expr.pseudos[ "nth" ] = Expr.pseudos[ "eq" ]; - -// Add button/input type pseudos -for ( i in { radio: true, checkbox: true, file: true, password: true, image: true } ) { - Expr.pseudos[ i ] = createInputPseudo( i ); -} -for ( i in { submit: true, reset: true } ) { - Expr.pseudos[ i ] = createButtonPseudo( i ); -} - -// Easy API for creating new setFilters -function setFilters() {} -setFilters.prototype = Expr.filters = Expr.pseudos; -Expr.setFilters = new setFilters(); - -tokenize = Sizzle.tokenize = function( selector, parseOnly ) { - var matched, match, tokens, type, - soFar, groups, preFilters, - cached = tokenCache[ selector + " " ]; - - if ( cached ) { - return parseOnly ? 0 : cached.slice( 0 ); - } - - soFar = selector; - groups = []; - preFilters = Expr.preFilter; - - while ( soFar ) { - - // Comma and first run - if ( !matched || ( match = rcomma.exec( soFar ) ) ) { - if ( match ) { - - // Don't consume trailing commas as valid - soFar = soFar.slice( match[ 0 ].length ) || soFar; - } - groups.push( ( tokens = [] ) ); - } - - matched = false; - - // Combinators - if ( ( match = rcombinators.exec( soFar ) ) ) { - matched = match.shift(); - tokens.push( { - value: matched, - - // Cast descendant combinators to space - type: match[ 0 ].replace( rtrim, " " ) - } ); - soFar = soFar.slice( matched.length ); - } - - // Filters - for ( type in Expr.filter ) { - if ( ( match = matchExpr[ type ].exec( soFar ) ) && ( !preFilters[ type ] || - ( match = preFilters[ type ]( match ) ) ) ) { - matched = match.shift(); - tokens.push( { - value: matched, - type: type, - matches: match - } ); - soFar = soFar.slice( matched.length ); - } - } - - if ( !matched ) { - break; - } - } - - // Return the length of the invalid excess - // if we're just parsing - // Otherwise, throw an error or return tokens - return parseOnly ? - soFar.length : - soFar ? - Sizzle.error( selector ) : - - // Cache the tokens - tokenCache( selector, groups ).slice( 0 ); -}; - -function toSelector( tokens ) { - var i = 0, - len = tokens.length, - selector = ""; - for ( ; i < len; i++ ) { - selector += tokens[ i ].value; - } - return selector; -} - -function addCombinator( matcher, combinator, base ) { - var dir = combinator.dir, - skip = combinator.next, - key = skip || dir, - checkNonElements = base && key === "parentNode", - doneName = done++; - - return combinator.first ? - - // Check against closest ancestor/preceding element - function( elem, context, xml ) { - while ( ( elem = elem[ dir ] ) ) { - if ( elem.nodeType === 1 || checkNonElements ) { - return matcher( elem, context, xml ); - } - } - return false; - } : - - // Check against all ancestor/preceding elements - function( elem, context, xml ) { - var oldCache, uniqueCache, outerCache, - newCache = [ dirruns, doneName ]; - - // We can't set arbitrary data on XML nodes, so they don't benefit from combinator caching - if ( xml ) { - while ( ( elem = elem[ dir ] ) ) { - if ( elem.nodeType === 1 || checkNonElements ) { - if ( matcher( elem, context, xml ) ) { - return true; - } - } - } - } else { - while ( ( elem = elem[ dir ] ) ) { - if ( elem.nodeType === 1 || checkNonElements ) { - outerCache = elem[ expando ] || ( elem[ expando ] = {} ); - - // Support: IE <9 only - // Defend against cloned attroperties (jQuery gh-1709) - uniqueCache = outerCache[ elem.uniqueID ] || - ( outerCache[ elem.uniqueID ] = {} ); - - if ( skip && skip === elem.nodeName.toLowerCase() ) { - elem = elem[ dir ] || elem; - } else if ( ( oldCache = uniqueCache[ key ] ) && - oldCache[ 0 ] === dirruns && oldCache[ 1 ] === doneName ) { - - // Assign to newCache so results back-propagate to previous elements - return ( newCache[ 2 ] = oldCache[ 2 ] ); - } else { - - // Reuse newcache so results back-propagate to previous elements - uniqueCache[ key ] = newCache; - - // A match means we're done; a fail means we have to keep checking - if ( ( newCache[ 2 ] = matcher( elem, context, xml ) ) ) { - return true; - } - } - } - } - } - return false; - }; -} - -function elementMatcher( matchers ) { - return matchers.length > 1 ? - function( elem, context, xml ) { - var i = matchers.length; - while ( i-- ) { - if ( !matchers[ i ]( elem, context, xml ) ) { - return false; - } - } - return true; - } : - matchers[ 0 ]; -} - -function multipleContexts( selector, contexts, results ) { - var i = 0, - len = contexts.length; - for ( ; i < len; i++ ) { - Sizzle( selector, contexts[ i ], results ); - } - return results; -} - -function condense( unmatched, map, filter, context, xml ) { - var elem, - newUnmatched = [], - i = 0, - len = unmatched.length, - mapped = map != null; - - for ( ; i < len; i++ ) { - if ( ( elem = unmatched[ i ] ) ) { - if ( !filter || filter( elem, context, xml ) ) { - newUnmatched.push( elem ); - if ( mapped ) { - map.push( i ); - } - } - } - } - - return newUnmatched; -} - -function setMatcher( preFilter, selector, matcher, postFilter, postFinder, postSelector ) { - if ( postFilter && !postFilter[ expando ] ) { - postFilter = setMatcher( postFilter ); - } - if ( postFinder && !postFinder[ expando ] ) { - postFinder = setMatcher( postFinder, postSelector ); - } - return markFunction( function( seed, results, context, xml ) { - var temp, i, elem, - preMap = [], - postMap = [], - preexisting = results.length, - - // Get initial elements from seed or context - elems = seed || multipleContexts( - selector || "*", - context.nodeType ? [ context ] : context, - [] - ), - - // Prefilter to get matcher input, preserving a map for seed-results synchronization - matcherIn = preFilter && ( seed || !selector ) ? - condense( elems, preMap, preFilter, context, xml ) : - elems, - - matcherOut = matcher ? - - // If we have a postFinder, or filtered seed, or non-seed postFilter or preexisting results, - postFinder || ( seed ? preFilter : preexisting || postFilter ) ? - - // ...intermediate processing is necessary - [] : - - // ...otherwise use results directly - results : - matcherIn; - - // Find primary matches - if ( matcher ) { - matcher( matcherIn, matcherOut, context, xml ); - } - - // Apply postFilter - if ( postFilter ) { - temp = condense( matcherOut, postMap ); - postFilter( temp, [], context, xml ); - - // Un-match failing elements by moving them back to matcherIn - i = temp.length; - while ( i-- ) { - if ( ( elem = temp[ i ] ) ) { - matcherOut[ postMap[ i ] ] = !( matcherIn[ postMap[ i ] ] = elem ); - } - } - } - - if ( seed ) { - if ( postFinder || preFilter ) { - if ( postFinder ) { - - // Get the final matcherOut by condensing this intermediate into postFinder contexts - temp = []; - i = matcherOut.length; - while ( i-- ) { - if ( ( elem = matcherOut[ i ] ) ) { - - // Restore matcherIn since elem is not yet a final match - temp.push( ( matcherIn[ i ] = elem ) ); - } - } - postFinder( null, ( matcherOut = [] ), temp, xml ); - } - - // Move matched elements from seed to results to keep them synchronized - i = matcherOut.length; - while ( i-- ) { - if ( ( elem = matcherOut[ i ] ) && - ( temp = postFinder ? indexOf( seed, elem ) : preMap[ i ] ) > -1 ) { - - seed[ temp ] = !( results[ temp ] = elem ); - } - } - } - - // Add elements to results, through postFinder if defined - } else { - matcherOut = condense( - matcherOut === results ? - matcherOut.splice( preexisting, matcherOut.length ) : - matcherOut - ); - if ( postFinder ) { - postFinder( null, results, matcherOut, xml ); - } else { - push.apply( results, matcherOut ); - } - } - } ); -} - -function matcherFromTokens( tokens ) { - var checkContext, matcher, j, - len = tokens.length, - leadingRelative = Expr.relative[ tokens[ 0 ].type ], - implicitRelative = leadingRelative || Expr.relative[ " " ], - i = leadingRelative ? 1 : 0, - - // The foundational matcher ensures that elements are reachable from top-level context(s) - matchContext = addCombinator( function( elem ) { - return elem === checkContext; - }, implicitRelative, true ), - matchAnyContext = addCombinator( function( elem ) { - return indexOf( checkContext, elem ) > -1; - }, implicitRelative, true ), - matchers = [ function( elem, context, xml ) { - var ret = ( !leadingRelative && ( xml || context !== outermostContext ) ) || ( - ( checkContext = context ).nodeType ? - matchContext( elem, context, xml ) : - matchAnyContext( elem, context, xml ) ); - - // Avoid hanging onto element (issue #299) - checkContext = null; - return ret; - } ]; - - for ( ; i < len; i++ ) { - if ( ( matcher = Expr.relative[ tokens[ i ].type ] ) ) { - matchers = [ addCombinator( elementMatcher( matchers ), matcher ) ]; - } else { - matcher = Expr.filter[ tokens[ i ].type ].apply( null, tokens[ i ].matches ); - - // Return special upon seeing a positional matcher - if ( matcher[ expando ] ) { - - // Find the next relative operator (if any) for proper handling - j = ++i; - for ( ; j < len; j++ ) { - if ( Expr.relative[ tokens[ j ].type ] ) { - break; - } - } - return setMatcher( - i > 1 && elementMatcher( matchers ), - i > 1 && toSelector( - - // If the preceding token was a descendant combinator, insert an implicit any-element `*` - tokens - .slice( 0, i - 1 ) - .concat( { value: tokens[ i - 2 ].type === " " ? "*" : "" } ) - ).replace( rtrim, "$1" ), - matcher, - i < j && matcherFromTokens( tokens.slice( i, j ) ), - j < len && matcherFromTokens( ( tokens = tokens.slice( j ) ) ), - j < len && toSelector( tokens ) - ); - } - matchers.push( matcher ); - } - } - - return elementMatcher( matchers ); -} - -function matcherFromGroupMatchers( elementMatchers, setMatchers ) { - var bySet = setMatchers.length > 0, - byElement = elementMatchers.length > 0, - superMatcher = function( seed, context, xml, results, outermost ) { - var elem, j, matcher, - matchedCount = 0, - i = "0", - unmatched = seed && [], - setMatched = [], - contextBackup = outermostContext, - - // We must always have either seed elements or outermost context - elems = seed || byElement && Expr.find[ "TAG" ]( "*", outermost ), - - // Use integer dirruns iff this is the outermost matcher - dirrunsUnique = ( dirruns += contextBackup == null ? 1 : Math.random() || 0.1 ), - len = elems.length; - - if ( outermost ) { - - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - outermostContext = context == document || context || outermost; - } - - // Add elements passing elementMatchers directly to results - // Support: IE<9, Safari - // Tolerate NodeList properties (IE: "length"; Safari: ) matching elements by id - for ( ; i !== len && ( elem = elems[ i ] ) != null; i++ ) { - if ( byElement && elem ) { - j = 0; - - // Support: IE 11+, Edge 17 - 18+ - // IE/Edge sometimes throw a "Permission denied" error when strict-comparing - // two documents; shallow comparisons work. - // eslint-disable-next-line eqeqeq - if ( !context && elem.ownerDocument != document ) { - setDocument( elem ); - xml = !documentIsHTML; - } - while ( ( matcher = elementMatchers[ j++ ] ) ) { - if ( matcher( elem, context || document, xml ) ) { - results.push( elem ); - break; - } - } - if ( outermost ) { - dirruns = dirrunsUnique; - } - } - - // Track unmatched elements for set filters - if ( bySet ) { - - // They will have gone through all possible matchers - if ( ( elem = !matcher && elem ) ) { - matchedCount--; - } - - // Lengthen the array for every element, matched or not - if ( seed ) { - unmatched.push( elem ); - } - } - } - - // `i` is now the count of elements visited above, and adding it to `matchedCount` - // makes the latter nonnegative. - matchedCount += i; - - // Apply set filters to unmatched elements - // NOTE: This can be skipped if there are no unmatched elements (i.e., `matchedCount` - // equals `i`), unless we didn't visit _any_ elements in the above loop because we have - // no element matchers and no seed. - // Incrementing an initially-string "0" `i` allows `i` to remain a string only in that - // case, which will result in a "00" `matchedCount` that differs from `i` but is also - // numerically zero. - if ( bySet && i !== matchedCount ) { - j = 0; - while ( ( matcher = setMatchers[ j++ ] ) ) { - matcher( unmatched, setMatched, context, xml ); - } - - if ( seed ) { - - // Reintegrate element matches to eliminate the need for sorting - if ( matchedCount > 0 ) { - while ( i-- ) { - if ( !( unmatched[ i ] || setMatched[ i ] ) ) { - setMatched[ i ] = pop.call( results ); - } - } - } - - // Discard index placeholder values to get only actual matches - setMatched = condense( setMatched ); - } - - // Add matches to results - push.apply( results, setMatched ); - - // Seedless set matches succeeding multiple successful matchers stipulate sorting - if ( outermost && !seed && setMatched.length > 0 && - ( matchedCount + setMatchers.length ) > 1 ) { - - Sizzle.uniqueSort( results ); - } - } - - // Override manipulation of globals by nested matchers - if ( outermost ) { - dirruns = dirrunsUnique; - outermostContext = contextBackup; - } - - return unmatched; - }; - - return bySet ? - markFunction( superMatcher ) : - superMatcher; -} - -compile = Sizzle.compile = function( selector, match /* Internal Use Only */ ) { - var i, - setMatchers = [], - elementMatchers = [], - cached = compilerCache[ selector + " " ]; - - if ( !cached ) { - - // Generate a function of recursive functions that can be used to check each element - if ( !match ) { - match = tokenize( selector ); - } - i = match.length; - while ( i-- ) { - cached = matcherFromTokens( match[ i ] ); - if ( cached[ expando ] ) { - setMatchers.push( cached ); - } else { - elementMatchers.push( cached ); - } - } - - // Cache the compiled function - cached = compilerCache( - selector, - matcherFromGroupMatchers( elementMatchers, setMatchers ) - ); - - // Save selector and tokenization - cached.selector = selector; - } - return cached; -}; - -/** - * A low-level selection function that works with Sizzle's compiled - * selector functions - * @param {String|Function} selector A selector or a pre-compiled - * selector function built with Sizzle.compile - * @param {Element} context - * @param {Array} [results] - * @param {Array} [seed] A set of elements to match against - */ -select = Sizzle.select = function( selector, context, results, seed ) { - var i, tokens, token, type, find, - compiled = typeof selector === "function" && selector, - match = !seed && tokenize( ( selector = compiled.selector || selector ) ); - - results = results || []; - - // Try to minimize operations if there is only one selector in the list and no seed - // (the latter of which guarantees us context) - if ( match.length === 1 ) { - - // Reduce context if the leading compound selector is an ID - tokens = match[ 0 ] = match[ 0 ].slice( 0 ); - if ( tokens.length > 2 && ( token = tokens[ 0 ] ).type === "ID" && - context.nodeType === 9 && documentIsHTML && Expr.relative[ tokens[ 1 ].type ] ) { - - context = ( Expr.find[ "ID" ]( token.matches[ 0 ] - .replace( runescape, funescape ), context ) || [] )[ 0 ]; - if ( !context ) { - return results; - - // Precompiled matchers will still verify ancestry, so step up a level - } else if ( compiled ) { - context = context.parentNode; - } - - selector = selector.slice( tokens.shift().value.length ); - } - - // Fetch a seed set for right-to-left matching - i = matchExpr[ "needsContext" ].test( selector ) ? 0 : tokens.length; - while ( i-- ) { - token = tokens[ i ]; - - // Abort if we hit a combinator - if ( Expr.relative[ ( type = token.type ) ] ) { - break; - } - if ( ( find = Expr.find[ type ] ) ) { - - // Search, expanding context for leading sibling combinators - if ( ( seed = find( - token.matches[ 0 ].replace( runescape, funescape ), - rsibling.test( tokens[ 0 ].type ) && testContext( context.parentNode ) || - context - ) ) ) { - - // If seed is empty or no tokens remain, we can return early - tokens.splice( i, 1 ); - selector = seed.length && toSelector( tokens ); - if ( !selector ) { - push.apply( results, seed ); - return results; - } - - break; - } - } - } - } - - // Compile and execute a filtering function if one is not provided - // Provide `match` to avoid retokenization if we modified the selector above - ( compiled || compile( selector, match ) )( - seed, - context, - !documentIsHTML, - results, - !context || rsibling.test( selector ) && testContext( context.parentNode ) || context - ); - return results; -}; - -// One-time assignments - -// Sort stability -support.sortStable = expando.split( "" ).sort( sortOrder ).join( "" ) === expando; - -// Support: Chrome 14-35+ -// Always assume duplicates if they aren't passed to the comparison function -support.detectDuplicates = !!hasDuplicate; - -// Initialize against the default document -setDocument(); - -// Support: Webkit<537.32 - Safari 6.0.3/Chrome 25 (fixed in Chrome 27) -// Detached nodes confoundingly follow *each other* -support.sortDetached = assert( function( el ) { - - // Should return 1, but returns 4 (following) - return el.compareDocumentPosition( document.createElement( "fieldset" ) ) & 1; -} ); - -// Support: IE<8 -// Prevent attribute/property "interpolation" -// https://msdn.microsoft.com/en-us/library/ms536429%28VS.85%29.aspx -if ( !assert( function( el ) { - el.innerHTML = ""; - return el.firstChild.getAttribute( "href" ) === "#"; -} ) ) { - addHandle( "type|href|height|width", function( elem, name, isXML ) { - if ( !isXML ) { - return elem.getAttribute( name, name.toLowerCase() === "type" ? 1 : 2 ); - } - } ); -} - -// Support: IE<9 -// Use defaultValue in place of getAttribute("value") -if ( !support.attributes || !assert( function( el ) { - el.innerHTML = ""; - el.firstChild.setAttribute( "value", "" ); - return el.firstChild.getAttribute( "value" ) === ""; -} ) ) { - addHandle( "value", function( elem, _name, isXML ) { - if ( !isXML && elem.nodeName.toLowerCase() === "input" ) { - return elem.defaultValue; - } - } ); -} - -// Support: IE<9 -// Use getAttributeNode to fetch booleans when getAttribute lies -if ( !assert( function( el ) { - return el.getAttribute( "disabled" ) == null; -} ) ) { - addHandle( booleans, function( elem, name, isXML ) { - var val; - if ( !isXML ) { - return elem[ name ] === true ? name.toLowerCase() : - ( val = elem.getAttributeNode( name ) ) && val.specified ? - val.value : - null; - } - } ); -} - -return Sizzle; - -} )( window ); - - - -jQuery.find = Sizzle; -jQuery.expr = Sizzle.selectors; - -// Deprecated -jQuery.expr[ ":" ] = jQuery.expr.pseudos; -jQuery.uniqueSort = jQuery.unique = Sizzle.uniqueSort; -jQuery.text = Sizzle.getText; -jQuery.isXMLDoc = Sizzle.isXML; -jQuery.contains = Sizzle.contains; -jQuery.escapeSelector = Sizzle.escape; - - - - -var dir = function( elem, dir, until ) { - var matched = [], - truncate = until !== undefined; - - while ( ( elem = elem[ dir ] ) && elem.nodeType !== 9 ) { - if ( elem.nodeType === 1 ) { - if ( truncate && jQuery( elem ).is( until ) ) { - break; - } - matched.push( elem ); - } - } - return matched; -}; - - -var siblings = function( n, elem ) { - var matched = []; - - for ( ; n; n = n.nextSibling ) { - if ( n.nodeType === 1 && n !== elem ) { - matched.push( n ); - } - } - - return matched; -}; - - -var rneedsContext = jQuery.expr.match.needsContext; - - - -function nodeName( elem, name ) { - - return elem.nodeName && elem.nodeName.toLowerCase() === name.toLowerCase(); - -}; -var rsingleTag = ( /^<([a-z][^\/\0>:\x20\t\r\n\f]*)[\x20\t\r\n\f]*\/?>(?:<\/\1>|)$/i ); - - - -// Implement the identical functionality for filter and not -function winnow( elements, qualifier, not ) { - if ( isFunction( qualifier ) ) { - return jQuery.grep( elements, function( elem, i ) { - return !!qualifier.call( elem, i, elem ) !== not; - } ); - } - - // Single element - if ( qualifier.nodeType ) { - return jQuery.grep( elements, function( elem ) { - return ( elem === qualifier ) !== not; - } ); - } - - // Arraylike of elements (jQuery, arguments, Array) - if ( typeof qualifier !== "string" ) { - return jQuery.grep( elements, function( elem ) { - return ( indexOf.call( qualifier, elem ) > -1 ) !== not; - } ); - } - - // Filtered directly for both simple and complex selectors - return jQuery.filter( qualifier, elements, not ); -} - -jQuery.filter = function( expr, elems, not ) { - var elem = elems[ 0 ]; - - if ( not ) { - expr = ":not(" + expr + ")"; - } - - if ( elems.length === 1 && elem.nodeType === 1 ) { - return jQuery.find.matchesSelector( elem, expr ) ? [ elem ] : []; - } - - return jQuery.find.matches( expr, jQuery.grep( elems, function( elem ) { - return elem.nodeType === 1; - } ) ); -}; - -jQuery.fn.extend( { - find: function( selector ) { - var i, ret, - len = this.length, - self = this; - - if ( typeof selector !== "string" ) { - return this.pushStack( jQuery( selector ).filter( function() { - for ( i = 0; i < len; i++ ) { - if ( jQuery.contains( self[ i ], this ) ) { - return true; - } - } - } ) ); - } - - ret = this.pushStack( [] ); - - for ( i = 0; i < len; i++ ) { - jQuery.find( selector, self[ i ], ret ); - } - - return len > 1 ? jQuery.uniqueSort( ret ) : ret; - }, - filter: function( selector ) { - return this.pushStack( winnow( this, selector || [], false ) ); - }, - not: function( selector ) { - return this.pushStack( winnow( this, selector || [], true ) ); - }, - is: function( selector ) { - return !!winnow( - this, - - // If this is a positional/relative selector, check membership in the returned set - // so $("p:first").is("p:last") won't return true for a doc with two "p". - typeof selector === "string" && rneedsContext.test( selector ) ? - jQuery( selector ) : - selector || [], - false - ).length; - } -} ); - - -// Initialize a jQuery object - - -// A central reference to the root jQuery(document) -var rootjQuery, - - // A simple way to check for HTML strings - // Prioritize #id over to avoid XSS via location.hash (#9521) - // Strict HTML recognition (#11290: must start with <) - // Shortcut simple #id case for speed - rquickExpr = /^(?:\s*(<[\w\W]+>)[^>]*|#([\w-]+))$/, - - init = jQuery.fn.init = function( selector, context, root ) { - var match, elem; - - // HANDLE: $(""), $(null), $(undefined), $(false) - if ( !selector ) { - return this; - } - - // Method init() accepts an alternate rootjQuery - // so migrate can support jQuery.sub (gh-2101) - root = root || rootjQuery; - - // Handle HTML strings - if ( typeof selector === "string" ) { - if ( selector[ 0 ] === "<" && - selector[ selector.length - 1 ] === ">" && - selector.length >= 3 ) { - - // Assume that strings that start and end with <> are HTML and skip the regex check - match = [ null, selector, null ]; - - } else { - match = rquickExpr.exec( selector ); - } - - // Match html or make sure no context is specified for #id - if ( match && ( match[ 1 ] || !context ) ) { - - // HANDLE: $(html) -> $(array) - if ( match[ 1 ] ) { - context = context instanceof jQuery ? context[ 0 ] : context; - - // Option to run scripts is true for back-compat - // Intentionally let the error be thrown if parseHTML is not present - jQuery.merge( this, jQuery.parseHTML( - match[ 1 ], - context && context.nodeType ? context.ownerDocument || context : document, - true - ) ); - - // HANDLE: $(html, props) - if ( rsingleTag.test( match[ 1 ] ) && jQuery.isPlainObject( context ) ) { - for ( match in context ) { - - // Properties of context are called as methods if possible - if ( isFunction( this[ match ] ) ) { - this[ match ]( context[ match ] ); - - // ...and otherwise set as attributes - } else { - this.attr( match, context[ match ] ); - } - } - } - - return this; - - // HANDLE: $(#id) - } else { - elem = document.getElementById( match[ 2 ] ); - - if ( elem ) { - - // Inject the element directly into the jQuery object - this[ 0 ] = elem; - this.length = 1; - } - return this; - } - - // HANDLE: $(expr, $(...)) - } else if ( !context || context.jquery ) { - return ( context || root ).find( selector ); - - // HANDLE: $(expr, context) - // (which is just equivalent to: $(context).find(expr) - } else { - return this.constructor( context ).find( selector ); - } - - // HANDLE: $(DOMElement) - } else if ( selector.nodeType ) { - this[ 0 ] = selector; - this.length = 1; - return this; - - // HANDLE: $(function) - // Shortcut for document ready - } else if ( isFunction( selector ) ) { - return root.ready !== undefined ? - root.ready( selector ) : - - // Execute immediately if ready is not present - selector( jQuery ); - } - - return jQuery.makeArray( selector, this ); - }; - -// Give the init function the jQuery prototype for later instantiation -init.prototype = jQuery.fn; - -// Initialize central reference -rootjQuery = jQuery( document ); - - -var rparentsprev = /^(?:parents|prev(?:Until|All))/, - - // Methods guaranteed to produce a unique set when starting from a unique set - guaranteedUnique = { - children: true, - contents: true, - next: true, - prev: true - }; - -jQuery.fn.extend( { - has: function( target ) { - var targets = jQuery( target, this ), - l = targets.length; - - return this.filter( function() { - var i = 0; - for ( ; i < l; i++ ) { - if ( jQuery.contains( this, targets[ i ] ) ) { - return true; - } - } - } ); - }, - - closest: function( selectors, context ) { - var cur, - i = 0, - l = this.length, - matched = [], - targets = typeof selectors !== "string" && jQuery( selectors ); - - // Positional selectors never match, since there's no _selection_ context - if ( !rneedsContext.test( selectors ) ) { - for ( ; i < l; i++ ) { - for ( cur = this[ i ]; cur && cur !== context; cur = cur.parentNode ) { - - // Always skip document fragments - if ( cur.nodeType < 11 && ( targets ? - targets.index( cur ) > -1 : - - // Don't pass non-elements to Sizzle - cur.nodeType === 1 && - jQuery.find.matchesSelector( cur, selectors ) ) ) { - - matched.push( cur ); - break; - } - } - } - } - - return this.pushStack( matched.length > 1 ? jQuery.uniqueSort( matched ) : matched ); - }, - - // Determine the position of an element within the set - index: function( elem ) { - - // No argument, return index in parent - if ( !elem ) { - return ( this[ 0 ] && this[ 0 ].parentNode ) ? this.first().prevAll().length : -1; - } - - // Index in selector - if ( typeof elem === "string" ) { - return indexOf.call( jQuery( elem ), this[ 0 ] ); - } - - // Locate the position of the desired element - return indexOf.call( this, - - // If it receives a jQuery object, the first element is used - elem.jquery ? elem[ 0 ] : elem - ); - }, - - add: function( selector, context ) { - return this.pushStack( - jQuery.uniqueSort( - jQuery.merge( this.get(), jQuery( selector, context ) ) - ) - ); - }, - - addBack: function( selector ) { - return this.add( selector == null ? - this.prevObject : this.prevObject.filter( selector ) - ); - } -} ); - -function sibling( cur, dir ) { - while ( ( cur = cur[ dir ] ) && cur.nodeType !== 1 ) {} - return cur; -} - -jQuery.each( { - parent: function( elem ) { - var parent = elem.parentNode; - return parent && parent.nodeType !== 11 ? parent : null; - }, - parents: function( elem ) { - return dir( elem, "parentNode" ); - }, - parentsUntil: function( elem, _i, until ) { - return dir( elem, "parentNode", until ); - }, - next: function( elem ) { - return sibling( elem, "nextSibling" ); - }, - prev: function( elem ) { - return sibling( elem, "previousSibling" ); - }, - nextAll: function( elem ) { - return dir( elem, "nextSibling" ); - }, - prevAll: function( elem ) { - return dir( elem, "previousSibling" ); - }, - nextUntil: function( elem, _i, until ) { - return dir( elem, "nextSibling", until ); - }, - prevUntil: function( elem, _i, until ) { - return dir( elem, "previousSibling", until ); - }, - siblings: function( elem ) { - return siblings( ( elem.parentNode || {} ).firstChild, elem ); - }, - children: function( elem ) { - return siblings( elem.firstChild ); - }, - contents: function( elem ) { - if ( elem.contentDocument != null && - - // Support: IE 11+ - // elements with no `data` attribute has an object - // `contentDocument` with a `null` prototype. - getProto( elem.contentDocument ) ) { - - return elem.contentDocument; - } - - // Support: IE 9 - 11 only, iOS 7 only, Android Browser <=4.3 only - // Treat the template element as a regular one in browsers that - // don't support it. - if ( nodeName( elem, "template" ) ) { - elem = elem.content || elem; - } - - return jQuery.merge( [], elem.childNodes ); - } -}, function( name, fn ) { - jQuery.fn[ name ] = function( until, selector ) { - var matched = jQuery.map( this, fn, until ); - - if ( name.slice( -5 ) !== "Until" ) { - selector = until; - } - - if ( selector && typeof selector === "string" ) { - matched = jQuery.filter( selector, matched ); - } - - if ( this.length > 1 ) { - - // Remove duplicates - if ( !guaranteedUnique[ name ] ) { - jQuery.uniqueSort( matched ); - } - - // Reverse order for parents* and prev-derivatives - if ( rparentsprev.test( name ) ) { - matched.reverse(); - } - } - - return this.pushStack( matched ); - }; -} ); -var rnothtmlwhite = ( /[^\x20\t\r\n\f]+/g ); - - - -// Convert String-formatted options into Object-formatted ones -function createOptions( options ) { - var object = {}; - jQuery.each( options.match( rnothtmlwhite ) || [], function( _, flag ) { - object[ flag ] = true; - } ); - return object; -} - -/* - * Create a callback list using the following parameters: - * - * options: an optional list of space-separated options that will change how - * the callback list behaves or a more traditional option object - * - * By default a callback list will act like an event callback list and can be - * "fired" multiple times. - * - * Possible options: - * - * once: will ensure the callback list can only be fired once (like a Deferred) - * - * memory: will keep track of previous values and will call any callback added - * after the list has been fired right away with the latest "memorized" - * values (like a Deferred) - * - * unique: will ensure a callback can only be added once (no duplicate in the list) - * - * stopOnFalse: interrupt callings when a callback returns false - * - */ -jQuery.Callbacks = function( options ) { - - // Convert options from String-formatted to Object-formatted if needed - // (we check in cache first) - options = typeof options === "string" ? - createOptions( options ) : - jQuery.extend( {}, options ); - - var // Flag to know if list is currently firing - firing, - - // Last fire value for non-forgettable lists - memory, - - // Flag to know if list was already fired - fired, - - // Flag to prevent firing - locked, - - // Actual callback list - list = [], - - // Queue of execution data for repeatable lists - queue = [], - - // Index of currently firing callback (modified by add/remove as needed) - firingIndex = -1, - - // Fire callbacks - fire = function() { - - // Enforce single-firing - locked = locked || options.once; - - // Execute callbacks for all pending executions, - // respecting firingIndex overrides and runtime changes - fired = firing = true; - for ( ; queue.length; firingIndex = -1 ) { - memory = queue.shift(); - while ( ++firingIndex < list.length ) { - - // Run callback and check for early termination - if ( list[ firingIndex ].apply( memory[ 0 ], memory[ 1 ] ) === false && - options.stopOnFalse ) { - - // Jump to end and forget the data so .add doesn't re-fire - firingIndex = list.length; - memory = false; - } - } - } - - // Forget the data if we're done with it - if ( !options.memory ) { - memory = false; - } - - firing = false; - - // Clean up if we're done firing for good - if ( locked ) { - - // Keep an empty list if we have data for future add calls - if ( memory ) { - list = []; - - // Otherwise, this object is spent - } else { - list = ""; - } - } - }, - - // Actual Callbacks object - self = { - - // Add a callback or a collection of callbacks to the list - add: function() { - if ( list ) { - - // If we have memory from a past run, we should fire after adding - if ( memory && !firing ) { - firingIndex = list.length - 1; - queue.push( memory ); - } - - ( function add( args ) { - jQuery.each( args, function( _, arg ) { - if ( isFunction( arg ) ) { - if ( !options.unique || !self.has( arg ) ) { - list.push( arg ); - } - } else if ( arg && arg.length && toType( arg ) !== "string" ) { - - // Inspect recursively - add( arg ); - } - } ); - } )( arguments ); - - if ( memory && !firing ) { - fire(); - } - } - return this; - }, - - // Remove a callback from the list - remove: function() { - jQuery.each( arguments, function( _, arg ) { - var index; - while ( ( index = jQuery.inArray( arg, list, index ) ) > -1 ) { - list.splice( index, 1 ); - - // Handle firing indexes - if ( index <= firingIndex ) { - firingIndex--; - } - } - } ); - return this; - }, - - // Check if a given callback is in the list. - // If no argument is given, return whether or not list has callbacks attached. - has: function( fn ) { - return fn ? - jQuery.inArray( fn, list ) > -1 : - list.length > 0; - }, - - // Remove all callbacks from the list - empty: function() { - if ( list ) { - list = []; - } - return this; - }, - - // Disable .fire and .add - // Abort any current/pending executions - // Clear all callbacks and values - disable: function() { - locked = queue = []; - list = memory = ""; - return this; - }, - disabled: function() { - return !list; - }, - - // Disable .fire - // Also disable .add unless we have memory (since it would have no effect) - // Abort any pending executions - lock: function() { - locked = queue = []; - if ( !memory && !firing ) { - list = memory = ""; - } - return this; - }, - locked: function() { - return !!locked; - }, - - // Call all callbacks with the given context and arguments - fireWith: function( context, args ) { - if ( !locked ) { - args = args || []; - args = [ context, args.slice ? args.slice() : args ]; - queue.push( args ); - if ( !firing ) { - fire(); - } - } - return this; - }, - - // Call all the callbacks with the given arguments - fire: function() { - self.fireWith( this, arguments ); - return this; - }, - - // To know if the callbacks have already been called at least once - fired: function() { - return !!fired; - } - }; - - return self; -}; - - -function Identity( v ) { - return v; -} -function Thrower( ex ) { - throw ex; -} - -function adoptValue( value, resolve, reject, noValue ) { - var method; - - try { - - // Check for promise aspect first to privilege synchronous behavior - if ( value && isFunction( ( method = value.promise ) ) ) { - method.call( value ).done( resolve ).fail( reject ); - - // Other thenables - } else if ( value && isFunction( ( method = value.then ) ) ) { - method.call( value, resolve, reject ); - - // Other non-thenables - } else { - - // Control `resolve` arguments by letting Array#slice cast boolean `noValue` to integer: - // * false: [ value ].slice( 0 ) => resolve( value ) - // * true: [ value ].slice( 1 ) => resolve() - resolve.apply( undefined, [ value ].slice( noValue ) ); - } - - // For Promises/A+, convert exceptions into rejections - // Since jQuery.when doesn't unwrap thenables, we can skip the extra checks appearing in - // Deferred#then to conditionally suppress rejection. - } catch ( value ) { - - // Support: Android 4.0 only - // Strict mode functions invoked without .call/.apply get global-object context - reject.apply( undefined, [ value ] ); - } -} - -jQuery.extend( { - - Deferred: function( func ) { - var tuples = [ - - // action, add listener, callbacks, - // ... .then handlers, argument index, [final state] - [ "notify", "progress", jQuery.Callbacks( "memory" ), - jQuery.Callbacks( "memory" ), 2 ], - [ "resolve", "done", jQuery.Callbacks( "once memory" ), - jQuery.Callbacks( "once memory" ), 0, "resolved" ], - [ "reject", "fail", jQuery.Callbacks( "once memory" ), - jQuery.Callbacks( "once memory" ), 1, "rejected" ] - ], - state = "pending", - promise = { - state: function() { - return state; - }, - always: function() { - deferred.done( arguments ).fail( arguments ); - return this; - }, - "catch": function( fn ) { - return promise.then( null, fn ); - }, - - // Keep pipe for back-compat - pipe: function( /* fnDone, fnFail, fnProgress */ ) { - var fns = arguments; - - return jQuery.Deferred( function( newDefer ) { - jQuery.each( tuples, function( _i, tuple ) { - - // Map tuples (progress, done, fail) to arguments (done, fail, progress) - var fn = isFunction( fns[ tuple[ 4 ] ] ) && fns[ tuple[ 4 ] ]; - - // deferred.progress(function() { bind to newDefer or newDefer.notify }) - // deferred.done(function() { bind to newDefer or newDefer.resolve }) - // deferred.fail(function() { bind to newDefer or newDefer.reject }) - deferred[ tuple[ 1 ] ]( function() { - var returned = fn && fn.apply( this, arguments ); - if ( returned && isFunction( returned.promise ) ) { - returned.promise() - .progress( newDefer.notify ) - .done( newDefer.resolve ) - .fail( newDefer.reject ); - } else { - newDefer[ tuple[ 0 ] + "With" ]( - this, - fn ? [ returned ] : arguments - ); - } - } ); - } ); - fns = null; - } ).promise(); - }, - then: function( onFulfilled, onRejected, onProgress ) { - var maxDepth = 0; - function resolve( depth, deferred, handler, special ) { - return function() { - var that = this, - args = arguments, - mightThrow = function() { - var returned, then; - - // Support: Promises/A+ section 2.3.3.3.3 - // https://promisesaplus.com/#point-59 - // Ignore double-resolution attempts - if ( depth < maxDepth ) { - return; - } - - returned = handler.apply( that, args ); - - // Support: Promises/A+ section 2.3.1 - // https://promisesaplus.com/#point-48 - if ( returned === deferred.promise() ) { - throw new TypeError( "Thenable self-resolution" ); - } - - // Support: Promises/A+ sections 2.3.3.1, 3.5 - // https://promisesaplus.com/#point-54 - // https://promisesaplus.com/#point-75 - // Retrieve `then` only once - then = returned && - - // Support: Promises/A+ section 2.3.4 - // https://promisesaplus.com/#point-64 - // Only check objects and functions for thenability - ( typeof returned === "object" || - typeof returned === "function" ) && - returned.then; - - // Handle a returned thenable - if ( isFunction( then ) ) { - - // Special processors (notify) just wait for resolution - if ( special ) { - then.call( - returned, - resolve( maxDepth, deferred, Identity, special ), - resolve( maxDepth, deferred, Thrower, special ) - ); - - // Normal processors (resolve) also hook into progress - } else { - - // ...and disregard older resolution values - maxDepth++; - - then.call( - returned, - resolve( maxDepth, deferred, Identity, special ), - resolve( maxDepth, deferred, Thrower, special ), - resolve( maxDepth, deferred, Identity, - deferred.notifyWith ) - ); - } - - // Handle all other returned values - } else { - - // Only substitute handlers pass on context - // and multiple values (non-spec behavior) - if ( handler !== Identity ) { - that = undefined; - args = [ returned ]; - } - - // Process the value(s) - // Default process is resolve - ( special || deferred.resolveWith )( that, args ); - } - }, - - // Only normal processors (resolve) catch and reject exceptions - process = special ? - mightThrow : - function() { - try { - mightThrow(); - } catch ( e ) { - - if ( jQuery.Deferred.exceptionHook ) { - jQuery.Deferred.exceptionHook( e, - process.stackTrace ); - } - - // Support: Promises/A+ section 2.3.3.3.4.1 - // https://promisesaplus.com/#point-61 - // Ignore post-resolution exceptions - if ( depth + 1 >= maxDepth ) { - - // Only substitute handlers pass on context - // and multiple values (non-spec behavior) - if ( handler !== Thrower ) { - that = undefined; - args = [ e ]; - } - - deferred.rejectWith( that, args ); - } - } - }; - - // Support: Promises/A+ section 2.3.3.3.1 - // https://promisesaplus.com/#point-57 - // Re-resolve promises immediately to dodge false rejection from - // subsequent errors - if ( depth ) { - process(); - } else { - - // Call an optional hook to record the stack, in case of exception - // since it's otherwise lost when execution goes async - if ( jQuery.Deferred.getStackHook ) { - process.stackTrace = jQuery.Deferred.getStackHook(); - } - window.setTimeout( process ); - } - }; - } - - return jQuery.Deferred( function( newDefer ) { - - // progress_handlers.add( ... ) - tuples[ 0 ][ 3 ].add( - resolve( - 0, - newDefer, - isFunction( onProgress ) ? - onProgress : - Identity, - newDefer.notifyWith - ) - ); - - // fulfilled_handlers.add( ... ) - tuples[ 1 ][ 3 ].add( - resolve( - 0, - newDefer, - isFunction( onFulfilled ) ? - onFulfilled : - Identity - ) - ); - - // rejected_handlers.add( ... ) - tuples[ 2 ][ 3 ].add( - resolve( - 0, - newDefer, - isFunction( onRejected ) ? - onRejected : - Thrower - ) - ); - } ).promise(); - }, - - // Get a promise for this deferred - // If obj is provided, the promise aspect is added to the object - promise: function( obj ) { - return obj != null ? jQuery.extend( obj, promise ) : promise; - } - }, - deferred = {}; - - // Add list-specific methods - jQuery.each( tuples, function( i, tuple ) { - var list = tuple[ 2 ], - stateString = tuple[ 5 ]; - - // promise.progress = list.add - // promise.done = list.add - // promise.fail = list.add - promise[ tuple[ 1 ] ] = list.add; - - // Handle state - if ( stateString ) { - list.add( - function() { - - // state = "resolved" (i.e., fulfilled) - // state = "rejected" - state = stateString; - }, - - // rejected_callbacks.disable - // fulfilled_callbacks.disable - tuples[ 3 - i ][ 2 ].disable, - - // rejected_handlers.disable - // fulfilled_handlers.disable - tuples[ 3 - i ][ 3 ].disable, - - // progress_callbacks.lock - tuples[ 0 ][ 2 ].lock, - - // progress_handlers.lock - tuples[ 0 ][ 3 ].lock - ); - } - - // progress_handlers.fire - // fulfilled_handlers.fire - // rejected_handlers.fire - list.add( tuple[ 3 ].fire ); - - // deferred.notify = function() { deferred.notifyWith(...) } - // deferred.resolve = function() { deferred.resolveWith(...) } - // deferred.reject = function() { deferred.rejectWith(...) } - deferred[ tuple[ 0 ] ] = function() { - deferred[ tuple[ 0 ] + "With" ]( this === deferred ? undefined : this, arguments ); - return this; - }; - - // deferred.notifyWith = list.fireWith - // deferred.resolveWith = list.fireWith - // deferred.rejectWith = list.fireWith - deferred[ tuple[ 0 ] + "With" ] = list.fireWith; - } ); - - // Make the deferred a promise - promise.promise( deferred ); - - // Call given func if any - if ( func ) { - func.call( deferred, deferred ); - } - - // All done! - return deferred; - }, - - // Deferred helper - when: function( singleValue ) { - var - - // count of uncompleted subordinates - remaining = arguments.length, - - // count of unprocessed arguments - i = remaining, - - // subordinate fulfillment data - resolveContexts = Array( i ), - resolveValues = slice.call( arguments ), - - // the master Deferred - master = jQuery.Deferred(), - - // subordinate callback factory - updateFunc = function( i ) { - return function( value ) { - resolveContexts[ i ] = this; - resolveValues[ i ] = arguments.length > 1 ? slice.call( arguments ) : value; - if ( !( --remaining ) ) { - master.resolveWith( resolveContexts, resolveValues ); - } - }; - }; - - // Single- and empty arguments are adopted like Promise.resolve - if ( remaining <= 1 ) { - adoptValue( singleValue, master.done( updateFunc( i ) ).resolve, master.reject, - !remaining ); - - // Use .then() to unwrap secondary thenables (cf. gh-3000) - if ( master.state() === "pending" || - isFunction( resolveValues[ i ] && resolveValues[ i ].then ) ) { - - return master.then(); - } - } - - // Multiple arguments are aggregated like Promise.all array elements - while ( i-- ) { - adoptValue( resolveValues[ i ], updateFunc( i ), master.reject ); - } - - return master.promise(); - } -} ); - - -// These usually indicate a programmer mistake during development, -// warn about them ASAP rather than swallowing them by default. -var rerrorNames = /^(Eval|Internal|Range|Reference|Syntax|Type|URI)Error$/; - -jQuery.Deferred.exceptionHook = function( error, stack ) { - - // Support: IE 8 - 9 only - // Console exists when dev tools are open, which can happen at any time - if ( window.console && window.console.warn && error && rerrorNames.test( error.name ) ) { - window.console.warn( "jQuery.Deferred exception: " + error.message, error.stack, stack ); - } -}; - - - - -jQuery.readyException = function( error ) { - window.setTimeout( function() { - throw error; - } ); -}; - - - - -// The deferred used on DOM ready -var readyList = jQuery.Deferred(); - -jQuery.fn.ready = function( fn ) { - - readyList - .then( fn ) - - // Wrap jQuery.readyException in a function so that the lookup - // happens at the time of error handling instead of callback - // registration. - .catch( function( error ) { - jQuery.readyException( error ); - } ); - - return this; -}; - -jQuery.extend( { - - // Is the DOM ready to be used? Set to true once it occurs. - isReady: false, - - // A counter to track how many items to wait for before - // the ready event fires. See #6781 - readyWait: 1, - - // Handle when the DOM is ready - ready: function( wait ) { - - // Abort if there are pending holds or we're already ready - if ( wait === true ? --jQuery.readyWait : jQuery.isReady ) { - return; - } - - // Remember that the DOM is ready - jQuery.isReady = true; - - // If a normal DOM Ready event fired, decrement, and wait if need be - if ( wait !== true && --jQuery.readyWait > 0 ) { - return; - } - - // If there are functions bound, to execute - readyList.resolveWith( document, [ jQuery ] ); - } -} ); - -jQuery.ready.then = readyList.then; - -// The ready event handler and self cleanup method -function completed() { - document.removeEventListener( "DOMContentLoaded", completed ); - window.removeEventListener( "load", completed ); - jQuery.ready(); -} - -// Catch cases where $(document).ready() is called -// after the browser event has already occurred. -// Support: IE <=9 - 10 only -// Older IE sometimes signals "interactive" too soon -if ( document.readyState === "complete" || - ( document.readyState !== "loading" && !document.documentElement.doScroll ) ) { - - // Handle it asynchronously to allow scripts the opportunity to delay ready - window.setTimeout( jQuery.ready ); - -} else { - - // Use the handy event callback - document.addEventListener( "DOMContentLoaded", completed ); - - // A fallback to window.onload, that will always work - window.addEventListener( "load", completed ); -} - - - - -// Multifunctional method to get and set values of a collection -// The value/s can optionally be executed if it's a function -var access = function( elems, fn, key, value, chainable, emptyGet, raw ) { - var i = 0, - len = elems.length, - bulk = key == null; - - // Sets many values - if ( toType( key ) === "object" ) { - chainable = true; - for ( i in key ) { - access( elems, fn, i, key[ i ], true, emptyGet, raw ); - } - - // Sets one value - } else if ( value !== undefined ) { - chainable = true; - - if ( !isFunction( value ) ) { - raw = true; - } - - if ( bulk ) { - - // Bulk operations run against the entire set - if ( raw ) { - fn.call( elems, value ); - fn = null; - - // ...except when executing function values - } else { - bulk = fn; - fn = function( elem, _key, value ) { - return bulk.call( jQuery( elem ), value ); - }; - } - } - - if ( fn ) { - for ( ; i < len; i++ ) { - fn( - elems[ i ], key, raw ? - value : - value.call( elems[ i ], i, fn( elems[ i ], key ) ) - ); - } - } - } - - if ( chainable ) { - return elems; - } - - // Gets - if ( bulk ) { - return fn.call( elems ); - } - - return len ? fn( elems[ 0 ], key ) : emptyGet; -}; - - -// Matches dashed string for camelizing -var rmsPrefix = /^-ms-/, - rdashAlpha = /-([a-z])/g; - -// Used by camelCase as callback to replace() -function fcamelCase( _all, letter ) { - return letter.toUpperCase(); -} - -// Convert dashed to camelCase; used by the css and data modules -// Support: IE <=9 - 11, Edge 12 - 15 -// Microsoft forgot to hump their vendor prefix (#9572) -function camelCase( string ) { - return string.replace( rmsPrefix, "ms-" ).replace( rdashAlpha, fcamelCase ); -} -var acceptData = function( owner ) { - - // Accepts only: - // - Node - // - Node.ELEMENT_NODE - // - Node.DOCUMENT_NODE - // - Object - // - Any - return owner.nodeType === 1 || owner.nodeType === 9 || !( +owner.nodeType ); -}; - - - - -function Data() { - this.expando = jQuery.expando + Data.uid++; -} - -Data.uid = 1; - -Data.prototype = { - - cache: function( owner ) { - - // Check if the owner object already has a cache - var value = owner[ this.expando ]; - - // If not, create one - if ( !value ) { - value = {}; - - // We can accept data for non-element nodes in modern browsers, - // but we should not, see #8335. - // Always return an empty object. - if ( acceptData( owner ) ) { - - // If it is a node unlikely to be stringify-ed or looped over - // use plain assignment - if ( owner.nodeType ) { - owner[ this.expando ] = value; - - // Otherwise secure it in a non-enumerable property - // configurable must be true to allow the property to be - // deleted when data is removed - } else { - Object.defineProperty( owner, this.expando, { - value: value, - configurable: true - } ); - } - } - } - - return value; - }, - set: function( owner, data, value ) { - var prop, - cache = this.cache( owner ); - - // Handle: [ owner, key, value ] args - // Always use camelCase key (gh-2257) - if ( typeof data === "string" ) { - cache[ camelCase( data ) ] = value; - - // Handle: [ owner, { properties } ] args - } else { - - // Copy the properties one-by-one to the cache object - for ( prop in data ) { - cache[ camelCase( prop ) ] = data[ prop ]; - } - } - return cache; - }, - get: function( owner, key ) { - return key === undefined ? - this.cache( owner ) : - - // Always use camelCase key (gh-2257) - owner[ this.expando ] && owner[ this.expando ][ camelCase( key ) ]; - }, - access: function( owner, key, value ) { - - // In cases where either: - // - // 1. No key was specified - // 2. A string key was specified, but no value provided - // - // Take the "read" path and allow the get method to determine - // which value to return, respectively either: - // - // 1. The entire cache object - // 2. The data stored at the key - // - if ( key === undefined || - ( ( key && typeof key === "string" ) && value === undefined ) ) { - - return this.get( owner, key ); - } - - // When the key is not a string, or both a key and value - // are specified, set or extend (existing objects) with either: - // - // 1. An object of properties - // 2. A key and value - // - this.set( owner, key, value ); - - // Since the "set" path can have two possible entry points - // return the expected data based on which path was taken[*] - return value !== undefined ? value : key; - }, - remove: function( owner, key ) { - var i, - cache = owner[ this.expando ]; - - if ( cache === undefined ) { - return; - } - - if ( key !== undefined ) { - - // Support array or space separated string of keys - if ( Array.isArray( key ) ) { - - // If key is an array of keys... - // We always set camelCase keys, so remove that. - key = key.map( camelCase ); - } else { - key = camelCase( key ); - - // If a key with the spaces exists, use it. - // Otherwise, create an array by matching non-whitespace - key = key in cache ? - [ key ] : - ( key.match( rnothtmlwhite ) || [] ); - } - - i = key.length; - - while ( i-- ) { - delete cache[ key[ i ] ]; - } - } - - // Remove the expando if there's no more data - if ( key === undefined || jQuery.isEmptyObject( cache ) ) { - - // Support: Chrome <=35 - 45 - // Webkit & Blink performance suffers when deleting properties - // from DOM nodes, so set to undefined instead - // https://bugs.chromium.org/p/chromium/issues/detail?id=378607 (bug restricted) - if ( owner.nodeType ) { - owner[ this.expando ] = undefined; - } else { - delete owner[ this.expando ]; - } - } - }, - hasData: function( owner ) { - var cache = owner[ this.expando ]; - return cache !== undefined && !jQuery.isEmptyObject( cache ); - } -}; -var dataPriv = new Data(); - -var dataUser = new Data(); - - - -// Implementation Summary -// -// 1. Enforce API surface and semantic compatibility with 1.9.x branch -// 2. Improve the module's maintainability by reducing the storage -// paths to a single mechanism. -// 3. Use the same single mechanism to support "private" and "user" data. -// 4. _Never_ expose "private" data to user code (TODO: Drop _data, _removeData) -// 5. Avoid exposing implementation details on user objects (eg. expando properties) -// 6. Provide a clear path for implementation upgrade to WeakMap in 2014 - -var rbrace = /^(?:\{[\w\W]*\}|\[[\w\W]*\])$/, - rmultiDash = /[A-Z]/g; - -function getData( data ) { - if ( data === "true" ) { - return true; - } - - if ( data === "false" ) { - return false; - } - - if ( data === "null" ) { - return null; - } - - // Only convert to a number if it doesn't change the string - if ( data === +data + "" ) { - return +data; - } - - if ( rbrace.test( data ) ) { - return JSON.parse( data ); - } - - return data; -} - -function dataAttr( elem, key, data ) { - var name; - - // If nothing was found internally, try to fetch any - // data from the HTML5 data-* attribute - if ( data === undefined && elem.nodeType === 1 ) { - name = "data-" + key.replace( rmultiDash, "-$&" ).toLowerCase(); - data = elem.getAttribute( name ); - - if ( typeof data === "string" ) { - try { - data = getData( data ); - } catch ( e ) {} - - // Make sure we set the data so it isn't changed later - dataUser.set( elem, key, data ); - } else { - data = undefined; - } - } - return data; -} - -jQuery.extend( { - hasData: function( elem ) { - return dataUser.hasData( elem ) || dataPriv.hasData( elem ); - }, - - data: function( elem, name, data ) { - return dataUser.access( elem, name, data ); - }, - - removeData: function( elem, name ) { - dataUser.remove( elem, name ); - }, - - // TODO: Now that all calls to _data and _removeData have been replaced - // with direct calls to dataPriv methods, these can be deprecated. - _data: function( elem, name, data ) { - return dataPriv.access( elem, name, data ); - }, - - _removeData: function( elem, name ) { - dataPriv.remove( elem, name ); - } -} ); - -jQuery.fn.extend( { - data: function( key, value ) { - var i, name, data, - elem = this[ 0 ], - attrs = elem && elem.attributes; - - // Gets all values - if ( key === undefined ) { - if ( this.length ) { - data = dataUser.get( elem ); - - if ( elem.nodeType === 1 && !dataPriv.get( elem, "hasDataAttrs" ) ) { - i = attrs.length; - while ( i-- ) { - - // Support: IE 11 only - // The attrs elements can be null (#14894) - if ( attrs[ i ] ) { - name = attrs[ i ].name; - if ( name.indexOf( "data-" ) === 0 ) { - name = camelCase( name.slice( 5 ) ); - dataAttr( elem, name, data[ name ] ); - } - } - } - dataPriv.set( elem, "hasDataAttrs", true ); - } - } - - return data; - } - - // Sets multiple values - if ( typeof key === "object" ) { - return this.each( function() { - dataUser.set( this, key ); - } ); - } - - return access( this, function( value ) { - var data; - - // The calling jQuery object (element matches) is not empty - // (and therefore has an element appears at this[ 0 ]) and the - // `value` parameter was not undefined. An empty jQuery object - // will result in `undefined` for elem = this[ 0 ] which will - // throw an exception if an attempt to read a data cache is made. - if ( elem && value === undefined ) { - - // Attempt to get data from the cache - // The key will always be camelCased in Data - data = dataUser.get( elem, key ); - if ( data !== undefined ) { - return data; - } - - // Attempt to "discover" the data in - // HTML5 custom data-* attrs - data = dataAttr( elem, key ); - if ( data !== undefined ) { - return data; - } - - // We tried really hard, but the data doesn't exist. - return; - } - - // Set the data... - this.each( function() { - - // We always store the camelCased key - dataUser.set( this, key, value ); - } ); - }, null, value, arguments.length > 1, null, true ); - }, - - removeData: function( key ) { - return this.each( function() { - dataUser.remove( this, key ); - } ); - } -} ); - - -jQuery.extend( { - queue: function( elem, type, data ) { - var queue; - - if ( elem ) { - type = ( type || "fx" ) + "queue"; - queue = dataPriv.get( elem, type ); - - // Speed up dequeue by getting out quickly if this is just a lookup - if ( data ) { - if ( !queue || Array.isArray( data ) ) { - queue = dataPriv.access( elem, type, jQuery.makeArray( data ) ); - } else { - queue.push( data ); - } - } - return queue || []; - } - }, - - dequeue: function( elem, type ) { - type = type || "fx"; - - var queue = jQuery.queue( elem, type ), - startLength = queue.length, - fn = queue.shift(), - hooks = jQuery._queueHooks( elem, type ), - next = function() { - jQuery.dequeue( elem, type ); - }; - - // If the fx queue is dequeued, always remove the progress sentinel - if ( fn === "inprogress" ) { - fn = queue.shift(); - startLength--; - } - - if ( fn ) { - - // Add a progress sentinel to prevent the fx queue from being - // automatically dequeued - if ( type === "fx" ) { - queue.unshift( "inprogress" ); - } - - // Clear up the last queue stop function - delete hooks.stop; - fn.call( elem, next, hooks ); - } - - if ( !startLength && hooks ) { - hooks.empty.fire(); - } - }, - - // Not public - generate a queueHooks object, or return the current one - _queueHooks: function( elem, type ) { - var key = type + "queueHooks"; - return dataPriv.get( elem, key ) || dataPriv.access( elem, key, { - empty: jQuery.Callbacks( "once memory" ).add( function() { - dataPriv.remove( elem, [ type + "queue", key ] ); - } ) - } ); - } -} ); - -jQuery.fn.extend( { - queue: function( type, data ) { - var setter = 2; - - if ( typeof type !== "string" ) { - data = type; - type = "fx"; - setter--; - } - - if ( arguments.length < setter ) { - return jQuery.queue( this[ 0 ], type ); - } - - return data === undefined ? - this : - this.each( function() { - var queue = jQuery.queue( this, type, data ); - - // Ensure a hooks for this queue - jQuery._queueHooks( this, type ); - - if ( type === "fx" && queue[ 0 ] !== "inprogress" ) { - jQuery.dequeue( this, type ); - } - } ); - }, - dequeue: function( type ) { - return this.each( function() { - jQuery.dequeue( this, type ); - } ); - }, - clearQueue: function( type ) { - return this.queue( type || "fx", [] ); - }, - - // Get a promise resolved when queues of a certain type - // are emptied (fx is the type by default) - promise: function( type, obj ) { - var tmp, - count = 1, - defer = jQuery.Deferred(), - elements = this, - i = this.length, - resolve = function() { - if ( !( --count ) ) { - defer.resolveWith( elements, [ elements ] ); - } - }; - - if ( typeof type !== "string" ) { - obj = type; - type = undefined; - } - type = type || "fx"; - - while ( i-- ) { - tmp = dataPriv.get( elements[ i ], type + "queueHooks" ); - if ( tmp && tmp.empty ) { - count++; - tmp.empty.add( resolve ); - } - } - resolve(); - return defer.promise( obj ); - } -} ); -var pnum = ( /[+-]?(?:\d*\.|)\d+(?:[eE][+-]?\d+|)/ ).source; - -var rcssNum = new RegExp( "^(?:([+-])=|)(" + pnum + ")([a-z%]*)$", "i" ); - - -var cssExpand = [ "Top", "Right", "Bottom", "Left" ]; - -var documentElement = document.documentElement; - - - - var isAttached = function( elem ) { - return jQuery.contains( elem.ownerDocument, elem ); - }, - composed = { composed: true }; - - // Support: IE 9 - 11+, Edge 12 - 18+, iOS 10.0 - 10.2 only - // Check attachment across shadow DOM boundaries when possible (gh-3504) - // Support: iOS 10.0-10.2 only - // Early iOS 10 versions support `attachShadow` but not `getRootNode`, - // leading to errors. We need to check for `getRootNode`. - if ( documentElement.getRootNode ) { - isAttached = function( elem ) { - return jQuery.contains( elem.ownerDocument, elem ) || - elem.getRootNode( composed ) === elem.ownerDocument; - }; - } -var isHiddenWithinTree = function( elem, el ) { - - // isHiddenWithinTree might be called from jQuery#filter function; - // in that case, element will be second argument - elem = el || elem; - - // Inline style trumps all - return elem.style.display === "none" || - elem.style.display === "" && - - // Otherwise, check computed style - // Support: Firefox <=43 - 45 - // Disconnected elements can have computed display: none, so first confirm that elem is - // in the document. - isAttached( elem ) && - - jQuery.css( elem, "display" ) === "none"; - }; - - - -function adjustCSS( elem, prop, valueParts, tween ) { - var adjusted, scale, - maxIterations = 20, - currentValue = tween ? - function() { - return tween.cur(); - } : - function() { - return jQuery.css( elem, prop, "" ); - }, - initial = currentValue(), - unit = valueParts && valueParts[ 3 ] || ( jQuery.cssNumber[ prop ] ? "" : "px" ), - - // Starting value computation is required for potential unit mismatches - initialInUnit = elem.nodeType && - ( jQuery.cssNumber[ prop ] || unit !== "px" && +initial ) && - rcssNum.exec( jQuery.css( elem, prop ) ); - - if ( initialInUnit && initialInUnit[ 3 ] !== unit ) { - - // Support: Firefox <=54 - // Halve the iteration target value to prevent interference from CSS upper bounds (gh-2144) - initial = initial / 2; - - // Trust units reported by jQuery.css - unit = unit || initialInUnit[ 3 ]; - - // Iteratively approximate from a nonzero starting point - initialInUnit = +initial || 1; - - while ( maxIterations-- ) { - - // Evaluate and update our best guess (doubling guesses that zero out). - // Finish if the scale equals or crosses 1 (making the old*new product non-positive). - jQuery.style( elem, prop, initialInUnit + unit ); - if ( ( 1 - scale ) * ( 1 - ( scale = currentValue() / initial || 0.5 ) ) <= 0 ) { - maxIterations = 0; - } - initialInUnit = initialInUnit / scale; - - } - - initialInUnit = initialInUnit * 2; - jQuery.style( elem, prop, initialInUnit + unit ); - - // Make sure we update the tween properties later on - valueParts = valueParts || []; - } - - if ( valueParts ) { - initialInUnit = +initialInUnit || +initial || 0; - - // Apply relative offset (+=/-=) if specified - adjusted = valueParts[ 1 ] ? - initialInUnit + ( valueParts[ 1 ] + 1 ) * valueParts[ 2 ] : - +valueParts[ 2 ]; - if ( tween ) { - tween.unit = unit; - tween.start = initialInUnit; - tween.end = adjusted; - } - } - return adjusted; -} - - -var defaultDisplayMap = {}; - -function getDefaultDisplay( elem ) { - var temp, - doc = elem.ownerDocument, - nodeName = elem.nodeName, - display = defaultDisplayMap[ nodeName ]; - - if ( display ) { - return display; - } - - temp = doc.body.appendChild( doc.createElement( nodeName ) ); - display = jQuery.css( temp, "display" ); - - temp.parentNode.removeChild( temp ); - - if ( display === "none" ) { - display = "block"; - } - defaultDisplayMap[ nodeName ] = display; - - return display; -} - -function showHide( elements, show ) { - var display, elem, - values = [], - index = 0, - length = elements.length; - - // Determine new display value for elements that need to change - for ( ; index < length; index++ ) { - elem = elements[ index ]; - if ( !elem.style ) { - continue; - } - - display = elem.style.display; - if ( show ) { - - // Since we force visibility upon cascade-hidden elements, an immediate (and slow) - // check is required in this first loop unless we have a nonempty display value (either - // inline or about-to-be-restored) - if ( display === "none" ) { - values[ index ] = dataPriv.get( elem, "display" ) || null; - if ( !values[ index ] ) { - elem.style.display = ""; - } - } - if ( elem.style.display === "" && isHiddenWithinTree( elem ) ) { - values[ index ] = getDefaultDisplay( elem ); - } - } else { - if ( display !== "none" ) { - values[ index ] = "none"; - - // Remember what we're overwriting - dataPriv.set( elem, "display", display ); - } - } - } - - // Set the display of the elements in a second loop to avoid constant reflow - for ( index = 0; index < length; index++ ) { - if ( values[ index ] != null ) { - elements[ index ].style.display = values[ index ]; - } - } - - return elements; -} - -jQuery.fn.extend( { - show: function() { - return showHide( this, true ); - }, - hide: function() { - return showHide( this ); - }, - toggle: function( state ) { - if ( typeof state === "boolean" ) { - return state ? this.show() : this.hide(); - } - - return this.each( function() { - if ( isHiddenWithinTree( this ) ) { - jQuery( this ).show(); - } else { - jQuery( this ).hide(); - } - } ); - } -} ); -var rcheckableType = ( /^(?:checkbox|radio)$/i ); - -var rtagName = ( /<([a-z][^\/\0>\x20\t\r\n\f]*)/i ); - -var rscriptType = ( /^$|^module$|\/(?:java|ecma)script/i ); - - - -( function() { - var fragment = document.createDocumentFragment(), - div = fragment.appendChild( document.createElement( "div" ) ), - input = document.createElement( "input" ); - - // Support: Android 4.0 - 4.3 only - // Check state lost if the name is set (#11217) - // Support: Windows Web Apps (WWA) - // `name` and `type` must use .setAttribute for WWA (#14901) - input.setAttribute( "type", "radio" ); - input.setAttribute( "checked", "checked" ); - input.setAttribute( "name", "t" ); - - div.appendChild( input ); - - // Support: Android <=4.1 only - // Older WebKit doesn't clone checked state correctly in fragments - support.checkClone = div.cloneNode( true ).cloneNode( true ).lastChild.checked; - - // Support: IE <=11 only - // Make sure textarea (and checkbox) defaultValue is properly cloned - div.innerHTML = ""; - support.noCloneChecked = !!div.cloneNode( true ).lastChild.defaultValue; - - // Support: IE <=9 only - // IE <=9 replaces "; - support.option = !!div.lastChild; -} )(); - - -// We have to close these tags to support XHTML (#13200) -var wrapMap = { - - // XHTML parsers do not magically insert elements in the - // same way that tag soup parsers do. So we cannot shorten - // this by omitting or other required elements. - thead: [ 1, "", "
" ], - col: [ 2, "", "
" ], - tr: [ 2, "", "
" ], - td: [ 3, "", "
" ], - - _default: [ 0, "", "" ] -}; - -wrapMap.tbody = wrapMap.tfoot = wrapMap.colgroup = wrapMap.caption = wrapMap.thead; -wrapMap.th = wrapMap.td; - -// Support: IE <=9 only -if ( !support.option ) { - wrapMap.optgroup = wrapMap.option = [ 1, "" ]; -} - - -function getAll( context, tag ) { - - // Support: IE <=9 - 11 only - // Use typeof to avoid zero-argument method invocation on host objects (#15151) - var ret; - - if ( typeof context.getElementsByTagName !== "undefined" ) { - ret = context.getElementsByTagName( tag || "*" ); - - } else if ( typeof context.querySelectorAll !== "undefined" ) { - ret = context.querySelectorAll( tag || "*" ); - - } else { - ret = []; - } - - if ( tag === undefined || tag && nodeName( context, tag ) ) { - return jQuery.merge( [ context ], ret ); - } - - return ret; -} - - -// Mark scripts as having already been evaluated -function setGlobalEval( elems, refElements ) { - var i = 0, - l = elems.length; - - for ( ; i < l; i++ ) { - dataPriv.set( - elems[ i ], - "globalEval", - !refElements || dataPriv.get( refElements[ i ], "globalEval" ) - ); - } -} - - -var rhtml = /<|&#?\w+;/; - -function buildFragment( elems, context, scripts, selection, ignored ) { - var elem, tmp, tag, wrap, attached, j, - fragment = context.createDocumentFragment(), - nodes = [], - i = 0, - l = elems.length; - - for ( ; i < l; i++ ) { - elem = elems[ i ]; - - if ( elem || elem === 0 ) { - - // Add nodes directly - if ( toType( elem ) === "object" ) { - - // Support: Android <=4.0 only, PhantomJS 1 only - // push.apply(_, arraylike) throws on ancient WebKit - jQuery.merge( nodes, elem.nodeType ? [ elem ] : elem ); - - // Convert non-html into a text node - } else if ( !rhtml.test( elem ) ) { - nodes.push( context.createTextNode( elem ) ); - - // Convert html into DOM nodes - } else { - tmp = tmp || fragment.appendChild( context.createElement( "div" ) ); - - // Deserialize a standard representation - tag = ( rtagName.exec( elem ) || [ "", "" ] )[ 1 ].toLowerCase(); - wrap = wrapMap[ tag ] || wrapMap._default; - tmp.innerHTML = wrap[ 1 ] + jQuery.htmlPrefilter( elem ) + wrap[ 2 ]; - - // Descend through wrappers to the right content - j = wrap[ 0 ]; - while ( j-- ) { - tmp = tmp.lastChild; - } - - // Support: Android <=4.0 only, PhantomJS 1 only - // push.apply(_, arraylike) throws on ancient WebKit - jQuery.merge( nodes, tmp.childNodes ); - - // Remember the top-level container - tmp = fragment.firstChild; - - // Ensure the created nodes are orphaned (#12392) - tmp.textContent = ""; - } - } - } - - // Remove wrapper from fragment - fragment.textContent = ""; - - i = 0; - while ( ( elem = nodes[ i++ ] ) ) { - - // Skip elements already in the context collection (trac-4087) - if ( selection && jQuery.inArray( elem, selection ) > -1 ) { - if ( ignored ) { - ignored.push( elem ); - } - continue; - } - - attached = isAttached( elem ); - - // Append to fragment - tmp = getAll( fragment.appendChild( elem ), "script" ); - - // Preserve script evaluation history - if ( attached ) { - setGlobalEval( tmp ); - } - - // Capture executables - if ( scripts ) { - j = 0; - while ( ( elem = tmp[ j++ ] ) ) { - if ( rscriptType.test( elem.type || "" ) ) { - scripts.push( elem ); - } - } - } - } - - return fragment; -} - - -var - rkeyEvent = /^key/, - rmouseEvent = /^(?:mouse|pointer|contextmenu|drag|drop)|click/, - rtypenamespace = /^([^.]*)(?:\.(.+)|)/; - -function returnTrue() { - return true; -} - -function returnFalse() { - return false; -} - -// Support: IE <=9 - 11+ -// focus() and blur() are asynchronous, except when they are no-op. -// So expect focus to be synchronous when the element is already active, -// and blur to be synchronous when the element is not already active. -// (focus and blur are always synchronous in other supported browsers, -// this just defines when we can count on it). -function expectSync( elem, type ) { - return ( elem === safeActiveElement() ) === ( type === "focus" ); -} - -// Support: IE <=9 only -// Accessing document.activeElement can throw unexpectedly -// https://bugs.jquery.com/ticket/13393 -function safeActiveElement() { - try { - return document.activeElement; - } catch ( err ) { } -} - -function on( elem, types, selector, data, fn, one ) { - var origFn, type; - - // Types can be a map of types/handlers - if ( typeof types === "object" ) { - - // ( types-Object, selector, data ) - if ( typeof selector !== "string" ) { - - // ( types-Object, data ) - data = data || selector; - selector = undefined; - } - for ( type in types ) { - on( elem, type, selector, data, types[ type ], one ); - } - return elem; - } - - if ( data == null && fn == null ) { - - // ( types, fn ) - fn = selector; - data = selector = undefined; - } else if ( fn == null ) { - if ( typeof selector === "string" ) { - - // ( types, selector, fn ) - fn = data; - data = undefined; - } else { - - // ( types, data, fn ) - fn = data; - data = selector; - selector = undefined; - } - } - if ( fn === false ) { - fn = returnFalse; - } else if ( !fn ) { - return elem; - } - - if ( one === 1 ) { - origFn = fn; - fn = function( event ) { - - // Can use an empty set, since event contains the info - jQuery().off( event ); - return origFn.apply( this, arguments ); - }; - - // Use same guid so caller can remove using origFn - fn.guid = origFn.guid || ( origFn.guid = jQuery.guid++ ); - } - return elem.each( function() { - jQuery.event.add( this, types, fn, data, selector ); - } ); -} - -/* - * Helper functions for managing events -- not part of the public interface. - * Props to Dean Edwards' addEvent library for many of the ideas. - */ -jQuery.event = { - - global: {}, - - add: function( elem, types, handler, data, selector ) { - - var handleObjIn, eventHandle, tmp, - events, t, handleObj, - special, handlers, type, namespaces, origType, - elemData = dataPriv.get( elem ); - - // Only attach events to objects that accept data - if ( !acceptData( elem ) ) { - return; - } - - // Caller can pass in an object of custom data in lieu of the handler - if ( handler.handler ) { - handleObjIn = handler; - handler = handleObjIn.handler; - selector = handleObjIn.selector; - } - - // Ensure that invalid selectors throw exceptions at attach time - // Evaluate against documentElement in case elem is a non-element node (e.g., document) - if ( selector ) { - jQuery.find.matchesSelector( documentElement, selector ); - } - - // Make sure that the handler has a unique ID, used to find/remove it later - if ( !handler.guid ) { - handler.guid = jQuery.guid++; - } - - // Init the element's event structure and main handler, if this is the first - if ( !( events = elemData.events ) ) { - events = elemData.events = Object.create( null ); - } - if ( !( eventHandle = elemData.handle ) ) { - eventHandle = elemData.handle = function( e ) { - - // Discard the second event of a jQuery.event.trigger() and - // when an event is called after a page has unloaded - return typeof jQuery !== "undefined" && jQuery.event.triggered !== e.type ? - jQuery.event.dispatch.apply( elem, arguments ) : undefined; - }; - } - - // Handle multiple events separated by a space - types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; - t = types.length; - while ( t-- ) { - tmp = rtypenamespace.exec( types[ t ] ) || []; - type = origType = tmp[ 1 ]; - namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); - - // There *must* be a type, no attaching namespace-only handlers - if ( !type ) { - continue; - } - - // If event changes its type, use the special event handlers for the changed type - special = jQuery.event.special[ type ] || {}; - - // If selector defined, determine special event api type, otherwise given type - type = ( selector ? special.delegateType : special.bindType ) || type; - - // Update special based on newly reset type - special = jQuery.event.special[ type ] || {}; - - // handleObj is passed to all event handlers - handleObj = jQuery.extend( { - type: type, - origType: origType, - data: data, - handler: handler, - guid: handler.guid, - selector: selector, - needsContext: selector && jQuery.expr.match.needsContext.test( selector ), - namespace: namespaces.join( "." ) - }, handleObjIn ); - - // Init the event handler queue if we're the first - if ( !( handlers = events[ type ] ) ) { - handlers = events[ type ] = []; - handlers.delegateCount = 0; - - // Only use addEventListener if the special events handler returns false - if ( !special.setup || - special.setup.call( elem, data, namespaces, eventHandle ) === false ) { - - if ( elem.addEventListener ) { - elem.addEventListener( type, eventHandle ); - } - } - } - - if ( special.add ) { - special.add.call( elem, handleObj ); - - if ( !handleObj.handler.guid ) { - handleObj.handler.guid = handler.guid; - } - } - - // Add to the element's handler list, delegates in front - if ( selector ) { - handlers.splice( handlers.delegateCount++, 0, handleObj ); - } else { - handlers.push( handleObj ); - } - - // Keep track of which events have ever been used, for event optimization - jQuery.event.global[ type ] = true; - } - - }, - - // Detach an event or set of events from an element - remove: function( elem, types, handler, selector, mappedTypes ) { - - var j, origCount, tmp, - events, t, handleObj, - special, handlers, type, namespaces, origType, - elemData = dataPriv.hasData( elem ) && dataPriv.get( elem ); - - if ( !elemData || !( events = elemData.events ) ) { - return; - } - - // Once for each type.namespace in types; type may be omitted - types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; - t = types.length; - while ( t-- ) { - tmp = rtypenamespace.exec( types[ t ] ) || []; - type = origType = tmp[ 1 ]; - namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); - - // Unbind all events (on this namespace, if provided) for the element - if ( !type ) { - for ( type in events ) { - jQuery.event.remove( elem, type + types[ t ], handler, selector, true ); - } - continue; - } - - special = jQuery.event.special[ type ] || {}; - type = ( selector ? special.delegateType : special.bindType ) || type; - handlers = events[ type ] || []; - tmp = tmp[ 2 ] && - new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ); - - // Remove matching events - origCount = j = handlers.length; - while ( j-- ) { - handleObj = handlers[ j ]; - - if ( ( mappedTypes || origType === handleObj.origType ) && - ( !handler || handler.guid === handleObj.guid ) && - ( !tmp || tmp.test( handleObj.namespace ) ) && - ( !selector || selector === handleObj.selector || - selector === "**" && handleObj.selector ) ) { - handlers.splice( j, 1 ); - - if ( handleObj.selector ) { - handlers.delegateCount--; - } - if ( special.remove ) { - special.remove.call( elem, handleObj ); - } - } - } - - // Remove generic event handler if we removed something and no more handlers exist - // (avoids potential for endless recursion during removal of special event handlers) - if ( origCount && !handlers.length ) { - if ( !special.teardown || - special.teardown.call( elem, namespaces, elemData.handle ) === false ) { - - jQuery.removeEvent( elem, type, elemData.handle ); - } - - delete events[ type ]; - } - } - - // Remove data and the expando if it's no longer used - if ( jQuery.isEmptyObject( events ) ) { - dataPriv.remove( elem, "handle events" ); - } - }, - - dispatch: function( nativeEvent ) { - - var i, j, ret, matched, handleObj, handlerQueue, - args = new Array( arguments.length ), - - // Make a writable jQuery.Event from the native event object - event = jQuery.event.fix( nativeEvent ), - - handlers = ( - dataPriv.get( this, "events" ) || Object.create( null ) - )[ event.type ] || [], - special = jQuery.event.special[ event.type ] || {}; - - // Use the fix-ed jQuery.Event rather than the (read-only) native event - args[ 0 ] = event; - - for ( i = 1; i < arguments.length; i++ ) { - args[ i ] = arguments[ i ]; - } - - event.delegateTarget = this; - - // Call the preDispatch hook for the mapped type, and let it bail if desired - if ( special.preDispatch && special.preDispatch.call( this, event ) === false ) { - return; - } - - // Determine handlers - handlerQueue = jQuery.event.handlers.call( this, event, handlers ); - - // Run delegates first; they may want to stop propagation beneath us - i = 0; - while ( ( matched = handlerQueue[ i++ ] ) && !event.isPropagationStopped() ) { - event.currentTarget = matched.elem; - - j = 0; - while ( ( handleObj = matched.handlers[ j++ ] ) && - !event.isImmediatePropagationStopped() ) { - - // If the event is namespaced, then each handler is only invoked if it is - // specially universal or its namespaces are a superset of the event's. - if ( !event.rnamespace || handleObj.namespace === false || - event.rnamespace.test( handleObj.namespace ) ) { - - event.handleObj = handleObj; - event.data = handleObj.data; - - ret = ( ( jQuery.event.special[ handleObj.origType ] || {} ).handle || - handleObj.handler ).apply( matched.elem, args ); - - if ( ret !== undefined ) { - if ( ( event.result = ret ) === false ) { - event.preventDefault(); - event.stopPropagation(); - } - } - } - } - } - - // Call the postDispatch hook for the mapped type - if ( special.postDispatch ) { - special.postDispatch.call( this, event ); - } - - return event.result; - }, - - handlers: function( event, handlers ) { - var i, handleObj, sel, matchedHandlers, matchedSelectors, - handlerQueue = [], - delegateCount = handlers.delegateCount, - cur = event.target; - - // Find delegate handlers - if ( delegateCount && - - // Support: IE <=9 - // Black-hole SVG instance trees (trac-13180) - cur.nodeType && - - // Support: Firefox <=42 - // Suppress spec-violating clicks indicating a non-primary pointer button (trac-3861) - // https://www.w3.org/TR/DOM-Level-3-Events/#event-type-click - // Support: IE 11 only - // ...but not arrow key "clicks" of radio inputs, which can have `button` -1 (gh-2343) - !( event.type === "click" && event.button >= 1 ) ) { - - for ( ; cur !== this; cur = cur.parentNode || this ) { - - // Don't check non-elements (#13208) - // Don't process clicks on disabled elements (#6911, #8165, #11382, #11764) - if ( cur.nodeType === 1 && !( event.type === "click" && cur.disabled === true ) ) { - matchedHandlers = []; - matchedSelectors = {}; - for ( i = 0; i < delegateCount; i++ ) { - handleObj = handlers[ i ]; - - // Don't conflict with Object.prototype properties (#13203) - sel = handleObj.selector + " "; - - if ( matchedSelectors[ sel ] === undefined ) { - matchedSelectors[ sel ] = handleObj.needsContext ? - jQuery( sel, this ).index( cur ) > -1 : - jQuery.find( sel, this, null, [ cur ] ).length; - } - if ( matchedSelectors[ sel ] ) { - matchedHandlers.push( handleObj ); - } - } - if ( matchedHandlers.length ) { - handlerQueue.push( { elem: cur, handlers: matchedHandlers } ); - } - } - } - } - - // Add the remaining (directly-bound) handlers - cur = this; - if ( delegateCount < handlers.length ) { - handlerQueue.push( { elem: cur, handlers: handlers.slice( delegateCount ) } ); - } - - return handlerQueue; - }, - - addProp: function( name, hook ) { - Object.defineProperty( jQuery.Event.prototype, name, { - enumerable: true, - configurable: true, - - get: isFunction( hook ) ? - function() { - if ( this.originalEvent ) { - return hook( this.originalEvent ); - } - } : - function() { - if ( this.originalEvent ) { - return this.originalEvent[ name ]; - } - }, - - set: function( value ) { - Object.defineProperty( this, name, { - enumerable: true, - configurable: true, - writable: true, - value: value - } ); - } - } ); - }, - - fix: function( originalEvent ) { - return originalEvent[ jQuery.expando ] ? - originalEvent : - new jQuery.Event( originalEvent ); - }, - - special: { - load: { - - // Prevent triggered image.load events from bubbling to window.load - noBubble: true - }, - click: { - - // Utilize native event to ensure correct state for checkable inputs - setup: function( data ) { - - // For mutual compressibility with _default, replace `this` access with a local var. - // `|| data` is dead code meant only to preserve the variable through minification. - var el = this || data; - - // Claim the first handler - if ( rcheckableType.test( el.type ) && - el.click && nodeName( el, "input" ) ) { - - // dataPriv.set( el, "click", ... ) - leverageNative( el, "click", returnTrue ); - } - - // Return false to allow normal processing in the caller - return false; - }, - trigger: function( data ) { - - // For mutual compressibility with _default, replace `this` access with a local var. - // `|| data` is dead code meant only to preserve the variable through minification. - var el = this || data; - - // Force setup before triggering a click - if ( rcheckableType.test( el.type ) && - el.click && nodeName( el, "input" ) ) { - - leverageNative( el, "click" ); - } - - // Return non-false to allow normal event-path propagation - return true; - }, - - // For cross-browser consistency, suppress native .click() on links - // Also prevent it if we're currently inside a leveraged native-event stack - _default: function( event ) { - var target = event.target; - return rcheckableType.test( target.type ) && - target.click && nodeName( target, "input" ) && - dataPriv.get( target, "click" ) || - nodeName( target, "a" ); - } - }, - - beforeunload: { - postDispatch: function( event ) { - - // Support: Firefox 20+ - // Firefox doesn't alert if the returnValue field is not set. - if ( event.result !== undefined && event.originalEvent ) { - event.originalEvent.returnValue = event.result; - } - } - } - } -}; - -// Ensure the presence of an event listener that handles manually-triggered -// synthetic events by interrupting progress until reinvoked in response to -// *native* events that it fires directly, ensuring that state changes have -// already occurred before other listeners are invoked. -function leverageNative( el, type, expectSync ) { - - // Missing expectSync indicates a trigger call, which must force setup through jQuery.event.add - if ( !expectSync ) { - if ( dataPriv.get( el, type ) === undefined ) { - jQuery.event.add( el, type, returnTrue ); - } - return; - } - - // Register the controller as a special universal handler for all event namespaces - dataPriv.set( el, type, false ); - jQuery.event.add( el, type, { - namespace: false, - handler: function( event ) { - var notAsync, result, - saved = dataPriv.get( this, type ); - - if ( ( event.isTrigger & 1 ) && this[ type ] ) { - - // Interrupt processing of the outer synthetic .trigger()ed event - // Saved data should be false in such cases, but might be a leftover capture object - // from an async native handler (gh-4350) - if ( !saved.length ) { - - // Store arguments for use when handling the inner native event - // There will always be at least one argument (an event object), so this array - // will not be confused with a leftover capture object. - saved = slice.call( arguments ); - dataPriv.set( this, type, saved ); - - // Trigger the native event and capture its result - // Support: IE <=9 - 11+ - // focus() and blur() are asynchronous - notAsync = expectSync( this, type ); - this[ type ](); - result = dataPriv.get( this, type ); - if ( saved !== result || notAsync ) { - dataPriv.set( this, type, false ); - } else { - result = {}; - } - if ( saved !== result ) { - - // Cancel the outer synthetic event - event.stopImmediatePropagation(); - event.preventDefault(); - return result.value; - } - - // If this is an inner synthetic event for an event with a bubbling surrogate - // (focus or blur), assume that the surrogate already propagated from triggering the - // native event and prevent that from happening again here. - // This technically gets the ordering wrong w.r.t. to `.trigger()` (in which the - // bubbling surrogate propagates *after* the non-bubbling base), but that seems - // less bad than duplication. - } else if ( ( jQuery.event.special[ type ] || {} ).delegateType ) { - event.stopPropagation(); - } - - // If this is a native event triggered above, everything is now in order - // Fire an inner synthetic event with the original arguments - } else if ( saved.length ) { - - // ...and capture the result - dataPriv.set( this, type, { - value: jQuery.event.trigger( - - // Support: IE <=9 - 11+ - // Extend with the prototype to reset the above stopImmediatePropagation() - jQuery.extend( saved[ 0 ], jQuery.Event.prototype ), - saved.slice( 1 ), - this - ) - } ); - - // Abort handling of the native event - event.stopImmediatePropagation(); - } - } - } ); -} - -jQuery.removeEvent = function( elem, type, handle ) { - - // This "if" is needed for plain objects - if ( elem.removeEventListener ) { - elem.removeEventListener( type, handle ); - } -}; - -jQuery.Event = function( src, props ) { - - // Allow instantiation without the 'new' keyword - if ( !( this instanceof jQuery.Event ) ) { - return new jQuery.Event( src, props ); - } - - // Event object - if ( src && src.type ) { - this.originalEvent = src; - this.type = src.type; - - // Events bubbling up the document may have been marked as prevented - // by a handler lower down the tree; reflect the correct value. - this.isDefaultPrevented = src.defaultPrevented || - src.defaultPrevented === undefined && - - // Support: Android <=2.3 only - src.returnValue === false ? - returnTrue : - returnFalse; - - // Create target properties - // Support: Safari <=6 - 7 only - // Target should not be a text node (#504, #13143) - this.target = ( src.target && src.target.nodeType === 3 ) ? - src.target.parentNode : - src.target; - - this.currentTarget = src.currentTarget; - this.relatedTarget = src.relatedTarget; - - // Event type - } else { - this.type = src; - } - - // Put explicitly provided properties onto the event object - if ( props ) { - jQuery.extend( this, props ); - } - - // Create a timestamp if incoming event doesn't have one - this.timeStamp = src && src.timeStamp || Date.now(); - - // Mark it as fixed - this[ jQuery.expando ] = true; -}; - -// jQuery.Event is based on DOM3 Events as specified by the ECMAScript Language Binding -// https://www.w3.org/TR/2003/WD-DOM-Level-3-Events-20030331/ecma-script-binding.html -jQuery.Event.prototype = { - constructor: jQuery.Event, - isDefaultPrevented: returnFalse, - isPropagationStopped: returnFalse, - isImmediatePropagationStopped: returnFalse, - isSimulated: false, - - preventDefault: function() { - var e = this.originalEvent; - - this.isDefaultPrevented = returnTrue; - - if ( e && !this.isSimulated ) { - e.preventDefault(); - } - }, - stopPropagation: function() { - var e = this.originalEvent; - - this.isPropagationStopped = returnTrue; - - if ( e && !this.isSimulated ) { - e.stopPropagation(); - } - }, - stopImmediatePropagation: function() { - var e = this.originalEvent; - - this.isImmediatePropagationStopped = returnTrue; - - if ( e && !this.isSimulated ) { - e.stopImmediatePropagation(); - } - - this.stopPropagation(); - } -}; - -// Includes all common event props including KeyEvent and MouseEvent specific props -jQuery.each( { - altKey: true, - bubbles: true, - cancelable: true, - changedTouches: true, - ctrlKey: true, - detail: true, - eventPhase: true, - metaKey: true, - pageX: true, - pageY: true, - shiftKey: true, - view: true, - "char": true, - code: true, - charCode: true, - key: true, - keyCode: true, - button: true, - buttons: true, - clientX: true, - clientY: true, - offsetX: true, - offsetY: true, - pointerId: true, - pointerType: true, - screenX: true, - screenY: true, - targetTouches: true, - toElement: true, - touches: true, - - which: function( event ) { - var button = event.button; - - // Add which for key events - if ( event.which == null && rkeyEvent.test( event.type ) ) { - return event.charCode != null ? event.charCode : event.keyCode; - } - - // Add which for click: 1 === left; 2 === middle; 3 === right - if ( !event.which && button !== undefined && rmouseEvent.test( event.type ) ) { - if ( button & 1 ) { - return 1; - } - - if ( button & 2 ) { - return 3; - } - - if ( button & 4 ) { - return 2; - } - - return 0; - } - - return event.which; - } -}, jQuery.event.addProp ); - -jQuery.each( { focus: "focusin", blur: "focusout" }, function( type, delegateType ) { - jQuery.event.special[ type ] = { - - // Utilize native event if possible so blur/focus sequence is correct - setup: function() { - - // Claim the first handler - // dataPriv.set( this, "focus", ... ) - // dataPriv.set( this, "blur", ... ) - leverageNative( this, type, expectSync ); - - // Return false to allow normal processing in the caller - return false; - }, - trigger: function() { - - // Force setup before trigger - leverageNative( this, type ); - - // Return non-false to allow normal event-path propagation - return true; - }, - - delegateType: delegateType - }; -} ); - -// Create mouseenter/leave events using mouseover/out and event-time checks -// so that event delegation works in jQuery. -// Do the same for pointerenter/pointerleave and pointerover/pointerout -// -// Support: Safari 7 only -// Safari sends mouseenter too often; see: -// https://bugs.chromium.org/p/chromium/issues/detail?id=470258 -// for the description of the bug (it existed in older Chrome versions as well). -jQuery.each( { - mouseenter: "mouseover", - mouseleave: "mouseout", - pointerenter: "pointerover", - pointerleave: "pointerout" -}, function( orig, fix ) { - jQuery.event.special[ orig ] = { - delegateType: fix, - bindType: fix, - - handle: function( event ) { - var ret, - target = this, - related = event.relatedTarget, - handleObj = event.handleObj; - - // For mouseenter/leave call the handler if related is outside the target. - // NB: No relatedTarget if the mouse left/entered the browser window - if ( !related || ( related !== target && !jQuery.contains( target, related ) ) ) { - event.type = handleObj.origType; - ret = handleObj.handler.apply( this, arguments ); - event.type = fix; - } - return ret; - } - }; -} ); - -jQuery.fn.extend( { - - on: function( types, selector, data, fn ) { - return on( this, types, selector, data, fn ); - }, - one: function( types, selector, data, fn ) { - return on( this, types, selector, data, fn, 1 ); - }, - off: function( types, selector, fn ) { - var handleObj, type; - if ( types && types.preventDefault && types.handleObj ) { - - // ( event ) dispatched jQuery.Event - handleObj = types.handleObj; - jQuery( types.delegateTarget ).off( - handleObj.namespace ? - handleObj.origType + "." + handleObj.namespace : - handleObj.origType, - handleObj.selector, - handleObj.handler - ); - return this; - } - if ( typeof types === "object" ) { - - // ( types-object [, selector] ) - for ( type in types ) { - this.off( type, selector, types[ type ] ); - } - return this; - } - if ( selector === false || typeof selector === "function" ) { - - // ( types [, fn] ) - fn = selector; - selector = undefined; - } - if ( fn === false ) { - fn = returnFalse; - } - return this.each( function() { - jQuery.event.remove( this, types, fn, selector ); - } ); - } -} ); - - -var - - // Support: IE <=10 - 11, Edge 12 - 13 only - // In IE/Edge using regex groups here causes severe slowdowns. - // See https://connect.microsoft.com/IE/feedback/details/1736512/ - rnoInnerhtml = /\s*$/g; - -// Prefer a tbody over its parent table for containing new rows -function manipulationTarget( elem, content ) { - if ( nodeName( elem, "table" ) && - nodeName( content.nodeType !== 11 ? content : content.firstChild, "tr" ) ) { - - return jQuery( elem ).children( "tbody" )[ 0 ] || elem; - } - - return elem; -} - -// Replace/restore the type attribute of script elements for safe DOM manipulation -function disableScript( elem ) { - elem.type = ( elem.getAttribute( "type" ) !== null ) + "/" + elem.type; - return elem; -} -function restoreScript( elem ) { - if ( ( elem.type || "" ).slice( 0, 5 ) === "true/" ) { - elem.type = elem.type.slice( 5 ); - } else { - elem.removeAttribute( "type" ); - } - - return elem; -} - -function cloneCopyEvent( src, dest ) { - var i, l, type, pdataOld, udataOld, udataCur, events; - - if ( dest.nodeType !== 1 ) { - return; - } - - // 1. Copy private data: events, handlers, etc. - if ( dataPriv.hasData( src ) ) { - pdataOld = dataPriv.get( src ); - events = pdataOld.events; - - if ( events ) { - dataPriv.remove( dest, "handle events" ); - - for ( type in events ) { - for ( i = 0, l = events[ type ].length; i < l; i++ ) { - jQuery.event.add( dest, type, events[ type ][ i ] ); - } - } - } - } - - // 2. Copy user data - if ( dataUser.hasData( src ) ) { - udataOld = dataUser.access( src ); - udataCur = jQuery.extend( {}, udataOld ); - - dataUser.set( dest, udataCur ); - } -} - -// Fix IE bugs, see support tests -function fixInput( src, dest ) { - var nodeName = dest.nodeName.toLowerCase(); - - // Fails to persist the checked state of a cloned checkbox or radio button. - if ( nodeName === "input" && rcheckableType.test( src.type ) ) { - dest.checked = src.checked; - - // Fails to return the selected option to the default selected state when cloning options - } else if ( nodeName === "input" || nodeName === "textarea" ) { - dest.defaultValue = src.defaultValue; - } -} - -function domManip( collection, args, callback, ignored ) { - - // Flatten any nested arrays - args = flat( args ); - - var fragment, first, scripts, hasScripts, node, doc, - i = 0, - l = collection.length, - iNoClone = l - 1, - value = args[ 0 ], - valueIsFunction = isFunction( value ); - - // We can't cloneNode fragments that contain checked, in WebKit - if ( valueIsFunction || - ( l > 1 && typeof value === "string" && - !support.checkClone && rchecked.test( value ) ) ) { - return collection.each( function( index ) { - var self = collection.eq( index ); - if ( valueIsFunction ) { - args[ 0 ] = value.call( this, index, self.html() ); - } - domManip( self, args, callback, ignored ); - } ); - } - - if ( l ) { - fragment = buildFragment( args, collection[ 0 ].ownerDocument, false, collection, ignored ); - first = fragment.firstChild; - - if ( fragment.childNodes.length === 1 ) { - fragment = first; - } - - // Require either new content or an interest in ignored elements to invoke the callback - if ( first || ignored ) { - scripts = jQuery.map( getAll( fragment, "script" ), disableScript ); - hasScripts = scripts.length; - - // Use the original fragment for the last item - // instead of the first because it can end up - // being emptied incorrectly in certain situations (#8070). - for ( ; i < l; i++ ) { - node = fragment; - - if ( i !== iNoClone ) { - node = jQuery.clone( node, true, true ); - - // Keep references to cloned scripts for later restoration - if ( hasScripts ) { - - // Support: Android <=4.0 only, PhantomJS 1 only - // push.apply(_, arraylike) throws on ancient WebKit - jQuery.merge( scripts, getAll( node, "script" ) ); - } - } - - callback.call( collection[ i ], node, i ); - } - - if ( hasScripts ) { - doc = scripts[ scripts.length - 1 ].ownerDocument; - - // Reenable scripts - jQuery.map( scripts, restoreScript ); - - // Evaluate executable scripts on first document insertion - for ( i = 0; i < hasScripts; i++ ) { - node = scripts[ i ]; - if ( rscriptType.test( node.type || "" ) && - !dataPriv.access( node, "globalEval" ) && - jQuery.contains( doc, node ) ) { - - if ( node.src && ( node.type || "" ).toLowerCase() !== "module" ) { - - // Optional AJAX dependency, but won't run scripts if not present - if ( jQuery._evalUrl && !node.noModule ) { - jQuery._evalUrl( node.src, { - nonce: node.nonce || node.getAttribute( "nonce" ) - }, doc ); - } - } else { - DOMEval( node.textContent.replace( rcleanScript, "" ), node, doc ); - } - } - } - } - } - } - - return collection; -} - -function remove( elem, selector, keepData ) { - var node, - nodes = selector ? jQuery.filter( selector, elem ) : elem, - i = 0; - - for ( ; ( node = nodes[ i ] ) != null; i++ ) { - if ( !keepData && node.nodeType === 1 ) { - jQuery.cleanData( getAll( node ) ); - } - - if ( node.parentNode ) { - if ( keepData && isAttached( node ) ) { - setGlobalEval( getAll( node, "script" ) ); - } - node.parentNode.removeChild( node ); - } - } - - return elem; -} - -jQuery.extend( { - htmlPrefilter: function( html ) { - return html; - }, - - clone: function( elem, dataAndEvents, deepDataAndEvents ) { - var i, l, srcElements, destElements, - clone = elem.cloneNode( true ), - inPage = isAttached( elem ); - - // Fix IE cloning issues - if ( !support.noCloneChecked && ( elem.nodeType === 1 || elem.nodeType === 11 ) && - !jQuery.isXMLDoc( elem ) ) { - - // We eschew Sizzle here for performance reasons: https://jsperf.com/getall-vs-sizzle/2 - destElements = getAll( clone ); - srcElements = getAll( elem ); - - for ( i = 0, l = srcElements.length; i < l; i++ ) { - fixInput( srcElements[ i ], destElements[ i ] ); - } - } - - // Copy the events from the original to the clone - if ( dataAndEvents ) { - if ( deepDataAndEvents ) { - srcElements = srcElements || getAll( elem ); - destElements = destElements || getAll( clone ); - - for ( i = 0, l = srcElements.length; i < l; i++ ) { - cloneCopyEvent( srcElements[ i ], destElements[ i ] ); - } - } else { - cloneCopyEvent( elem, clone ); - } - } - - // Preserve script evaluation history - destElements = getAll( clone, "script" ); - if ( destElements.length > 0 ) { - setGlobalEval( destElements, !inPage && getAll( elem, "script" ) ); - } - - // Return the cloned set - return clone; - }, - - cleanData: function( elems ) { - var data, elem, type, - special = jQuery.event.special, - i = 0; - - for ( ; ( elem = elems[ i ] ) !== undefined; i++ ) { - if ( acceptData( elem ) ) { - if ( ( data = elem[ dataPriv.expando ] ) ) { - if ( data.events ) { - for ( type in data.events ) { - if ( special[ type ] ) { - jQuery.event.remove( elem, type ); - - // This is a shortcut to avoid jQuery.event.remove's overhead - } else { - jQuery.removeEvent( elem, type, data.handle ); - } - } - } - - // Support: Chrome <=35 - 45+ - // Assign undefined instead of using delete, see Data#remove - elem[ dataPriv.expando ] = undefined; - } - if ( elem[ dataUser.expando ] ) { - - // Support: Chrome <=35 - 45+ - // Assign undefined instead of using delete, see Data#remove - elem[ dataUser.expando ] = undefined; - } - } - } - } -} ); - -jQuery.fn.extend( { - detach: function( selector ) { - return remove( this, selector, true ); - }, - - remove: function( selector ) { - return remove( this, selector ); - }, - - text: function( value ) { - return access( this, function( value ) { - return value === undefined ? - jQuery.text( this ) : - this.empty().each( function() { - if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { - this.textContent = value; - } - } ); - }, null, value, arguments.length ); - }, - - append: function() { - return domManip( this, arguments, function( elem ) { - if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { - var target = manipulationTarget( this, elem ); - target.appendChild( elem ); - } - } ); - }, - - prepend: function() { - return domManip( this, arguments, function( elem ) { - if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { - var target = manipulationTarget( this, elem ); - target.insertBefore( elem, target.firstChild ); - } - } ); - }, - - before: function() { - return domManip( this, arguments, function( elem ) { - if ( this.parentNode ) { - this.parentNode.insertBefore( elem, this ); - } - } ); - }, - - after: function() { - return domManip( this, arguments, function( elem ) { - if ( this.parentNode ) { - this.parentNode.insertBefore( elem, this.nextSibling ); - } - } ); - }, - - empty: function() { - var elem, - i = 0; - - for ( ; ( elem = this[ i ] ) != null; i++ ) { - if ( elem.nodeType === 1 ) { - - // Prevent memory leaks - jQuery.cleanData( getAll( elem, false ) ); - - // Remove any remaining nodes - elem.textContent = ""; - } - } - - return this; - }, - - clone: function( dataAndEvents, deepDataAndEvents ) { - dataAndEvents = dataAndEvents == null ? false : dataAndEvents; - deepDataAndEvents = deepDataAndEvents == null ? dataAndEvents : deepDataAndEvents; - - return this.map( function() { - return jQuery.clone( this, dataAndEvents, deepDataAndEvents ); - } ); - }, - - html: function( value ) { - return access( this, function( value ) { - var elem = this[ 0 ] || {}, - i = 0, - l = this.length; - - if ( value === undefined && elem.nodeType === 1 ) { - return elem.innerHTML; - } - - // See if we can take a shortcut and just use innerHTML - if ( typeof value === "string" && !rnoInnerhtml.test( value ) && - !wrapMap[ ( rtagName.exec( value ) || [ "", "" ] )[ 1 ].toLowerCase() ] ) { - - value = jQuery.htmlPrefilter( value ); - - try { - for ( ; i < l; i++ ) { - elem = this[ i ] || {}; - - // Remove element nodes and prevent memory leaks - if ( elem.nodeType === 1 ) { - jQuery.cleanData( getAll( elem, false ) ); - elem.innerHTML = value; - } - } - - elem = 0; - - // If using innerHTML throws an exception, use the fallback method - } catch ( e ) {} - } - - if ( elem ) { - this.empty().append( value ); - } - }, null, value, arguments.length ); - }, - - replaceWith: function() { - var ignored = []; - - // Make the changes, replacing each non-ignored context element with the new content - return domManip( this, arguments, function( elem ) { - var parent = this.parentNode; - - if ( jQuery.inArray( this, ignored ) < 0 ) { - jQuery.cleanData( getAll( this ) ); - if ( parent ) { - parent.replaceChild( elem, this ); - } - } - - // Force callback invocation - }, ignored ); - } -} ); - -jQuery.each( { - appendTo: "append", - prependTo: "prepend", - insertBefore: "before", - insertAfter: "after", - replaceAll: "replaceWith" -}, function( name, original ) { - jQuery.fn[ name ] = function( selector ) { - var elems, - ret = [], - insert = jQuery( selector ), - last = insert.length - 1, - i = 0; - - for ( ; i <= last; i++ ) { - elems = i === last ? this : this.clone( true ); - jQuery( insert[ i ] )[ original ]( elems ); - - // Support: Android <=4.0 only, PhantomJS 1 only - // .get() because push.apply(_, arraylike) throws on ancient WebKit - push.apply( ret, elems.get() ); - } - - return this.pushStack( ret ); - }; -} ); -var rnumnonpx = new RegExp( "^(" + pnum + ")(?!px)[a-z%]+$", "i" ); - -var getStyles = function( elem ) { - - // Support: IE <=11 only, Firefox <=30 (#15098, #14150) - // IE throws on elements created in popups - // FF meanwhile throws on frame elements through "defaultView.getComputedStyle" - var view = elem.ownerDocument.defaultView; - - if ( !view || !view.opener ) { - view = window; - } - - return view.getComputedStyle( elem ); - }; - -var swap = function( elem, options, callback ) { - var ret, name, - old = {}; - - // Remember the old values, and insert the new ones - for ( name in options ) { - old[ name ] = elem.style[ name ]; - elem.style[ name ] = options[ name ]; - } - - ret = callback.call( elem ); - - // Revert the old values - for ( name in options ) { - elem.style[ name ] = old[ name ]; - } - - return ret; -}; - - -var rboxStyle = new RegExp( cssExpand.join( "|" ), "i" ); - - - -( function() { - - // Executing both pixelPosition & boxSizingReliable tests require only one layout - // so they're executed at the same time to save the second computation. - function computeStyleTests() { - - // This is a singleton, we need to execute it only once - if ( !div ) { - return; - } - - container.style.cssText = "position:absolute;left:-11111px;width:60px;" + - "margin-top:1px;padding:0;border:0"; - div.style.cssText = - "position:relative;display:block;box-sizing:border-box;overflow:scroll;" + - "margin:auto;border:1px;padding:1px;" + - "width:60%;top:1%"; - documentElement.appendChild( container ).appendChild( div ); - - var divStyle = window.getComputedStyle( div ); - pixelPositionVal = divStyle.top !== "1%"; - - // Support: Android 4.0 - 4.3 only, Firefox <=3 - 44 - reliableMarginLeftVal = roundPixelMeasures( divStyle.marginLeft ) === 12; - - // Support: Android 4.0 - 4.3 only, Safari <=9.1 - 10.1, iOS <=7.0 - 9.3 - // Some styles come back with percentage values, even though they shouldn't - div.style.right = "60%"; - pixelBoxStylesVal = roundPixelMeasures( divStyle.right ) === 36; - - // Support: IE 9 - 11 only - // Detect misreporting of content dimensions for box-sizing:border-box elements - boxSizingReliableVal = roundPixelMeasures( divStyle.width ) === 36; - - // Support: IE 9 only - // Detect overflow:scroll screwiness (gh-3699) - // Support: Chrome <=64 - // Don't get tricked when zoom affects offsetWidth (gh-4029) - div.style.position = "absolute"; - scrollboxSizeVal = roundPixelMeasures( div.offsetWidth / 3 ) === 12; - - documentElement.removeChild( container ); - - // Nullify the div so it wouldn't be stored in the memory and - // it will also be a sign that checks already performed - div = null; - } - - function roundPixelMeasures( measure ) { - return Math.round( parseFloat( measure ) ); - } - - var pixelPositionVal, boxSizingReliableVal, scrollboxSizeVal, pixelBoxStylesVal, - reliableTrDimensionsVal, reliableMarginLeftVal, - container = document.createElement( "div" ), - div = document.createElement( "div" ); - - // Finish early in limited (non-browser) environments - if ( !div.style ) { - return; - } - - // Support: IE <=9 - 11 only - // Style of cloned element affects source element cloned (#8908) - div.style.backgroundClip = "content-box"; - div.cloneNode( true ).style.backgroundClip = ""; - support.clearCloneStyle = div.style.backgroundClip === "content-box"; - - jQuery.extend( support, { - boxSizingReliable: function() { - computeStyleTests(); - return boxSizingReliableVal; - }, - pixelBoxStyles: function() { - computeStyleTests(); - return pixelBoxStylesVal; - }, - pixelPosition: function() { - computeStyleTests(); - return pixelPositionVal; - }, - reliableMarginLeft: function() { - computeStyleTests(); - return reliableMarginLeftVal; - }, - scrollboxSize: function() { - computeStyleTests(); - return scrollboxSizeVal; - }, - - // Support: IE 9 - 11+, Edge 15 - 18+ - // IE/Edge misreport `getComputedStyle` of table rows with width/height - // set in CSS while `offset*` properties report correct values. - // Behavior in IE 9 is more subtle than in newer versions & it passes - // some versions of this test; make sure not to make it pass there! - reliableTrDimensions: function() { - var table, tr, trChild, trStyle; - if ( reliableTrDimensionsVal == null ) { - table = document.createElement( "table" ); - tr = document.createElement( "tr" ); - trChild = document.createElement( "div" ); - - table.style.cssText = "position:absolute;left:-11111px"; - tr.style.height = "1px"; - trChild.style.height = "9px"; - - documentElement - .appendChild( table ) - .appendChild( tr ) - .appendChild( trChild ); - - trStyle = window.getComputedStyle( tr ); - reliableTrDimensionsVal = parseInt( trStyle.height ) > 3; - - documentElement.removeChild( table ); - } - return reliableTrDimensionsVal; - } - } ); -} )(); - - -function curCSS( elem, name, computed ) { - var width, minWidth, maxWidth, ret, - - // Support: Firefox 51+ - // Retrieving style before computed somehow - // fixes an issue with getting wrong values - // on detached elements - style = elem.style; - - computed = computed || getStyles( elem ); - - // getPropertyValue is needed for: - // .css('filter') (IE 9 only, #12537) - // .css('--customProperty) (#3144) - if ( computed ) { - ret = computed.getPropertyValue( name ) || computed[ name ]; - - if ( ret === "" && !isAttached( elem ) ) { - ret = jQuery.style( elem, name ); - } - - // A tribute to the "awesome hack by Dean Edwards" - // Android Browser returns percentage for some values, - // but width seems to be reliably pixels. - // This is against the CSSOM draft spec: - // https://drafts.csswg.org/cssom/#resolved-values - if ( !support.pixelBoxStyles() && rnumnonpx.test( ret ) && rboxStyle.test( name ) ) { - - // Remember the original values - width = style.width; - minWidth = style.minWidth; - maxWidth = style.maxWidth; - - // Put in the new values to get a computed value out - style.minWidth = style.maxWidth = style.width = ret; - ret = computed.width; - - // Revert the changed values - style.width = width; - style.minWidth = minWidth; - style.maxWidth = maxWidth; - } - } - - return ret !== undefined ? - - // Support: IE <=9 - 11 only - // IE returns zIndex value as an integer. - ret + "" : - ret; -} - - -function addGetHookIf( conditionFn, hookFn ) { - - // Define the hook, we'll check on the first run if it's really needed. - return { - get: function() { - if ( conditionFn() ) { - - // Hook not needed (or it's not possible to use it due - // to missing dependency), remove it. - delete this.get; - return; - } - - // Hook needed; redefine it so that the support test is not executed again. - return ( this.get = hookFn ).apply( this, arguments ); - } - }; -} - - -var cssPrefixes = [ "Webkit", "Moz", "ms" ], - emptyStyle = document.createElement( "div" ).style, - vendorProps = {}; - -// Return a vendor-prefixed property or undefined -function vendorPropName( name ) { - - // Check for vendor prefixed names - var capName = name[ 0 ].toUpperCase() + name.slice( 1 ), - i = cssPrefixes.length; - - while ( i-- ) { - name = cssPrefixes[ i ] + capName; - if ( name in emptyStyle ) { - return name; - } - } -} - -// Return a potentially-mapped jQuery.cssProps or vendor prefixed property -function finalPropName( name ) { - var final = jQuery.cssProps[ name ] || vendorProps[ name ]; - - if ( final ) { - return final; - } - if ( name in emptyStyle ) { - return name; - } - return vendorProps[ name ] = vendorPropName( name ) || name; -} - - -var - - // Swappable if display is none or starts with table - // except "table", "table-cell", or "table-caption" - // See here for display values: https://developer.mozilla.org/en-US/docs/CSS/display - rdisplayswap = /^(none|table(?!-c[ea]).+)/, - rcustomProp = /^--/, - cssShow = { position: "absolute", visibility: "hidden", display: "block" }, - cssNormalTransform = { - letterSpacing: "0", - fontWeight: "400" - }; - -function setPositiveNumber( _elem, value, subtract ) { - - // Any relative (+/-) values have already been - // normalized at this point - var matches = rcssNum.exec( value ); - return matches ? - - // Guard against undefined "subtract", e.g., when used as in cssHooks - Math.max( 0, matches[ 2 ] - ( subtract || 0 ) ) + ( matches[ 3 ] || "px" ) : - value; -} - -function boxModelAdjustment( elem, dimension, box, isBorderBox, styles, computedVal ) { - var i = dimension === "width" ? 1 : 0, - extra = 0, - delta = 0; - - // Adjustment may not be necessary - if ( box === ( isBorderBox ? "border" : "content" ) ) { - return 0; - } - - for ( ; i < 4; i += 2 ) { - - // Both box models exclude margin - if ( box === "margin" ) { - delta += jQuery.css( elem, box + cssExpand[ i ], true, styles ); - } - - // If we get here with a content-box, we're seeking "padding" or "border" or "margin" - if ( !isBorderBox ) { - - // Add padding - delta += jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); - - // For "border" or "margin", add border - if ( box !== "padding" ) { - delta += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); - - // But still keep track of it otherwise - } else { - extra += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); - } - - // If we get here with a border-box (content + padding + border), we're seeking "content" or - // "padding" or "margin" - } else { - - // For "content", subtract padding - if ( box === "content" ) { - delta -= jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); - } - - // For "content" or "padding", subtract border - if ( box !== "margin" ) { - delta -= jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); - } - } - } - - // Account for positive content-box scroll gutter when requested by providing computedVal - if ( !isBorderBox && computedVal >= 0 ) { - - // offsetWidth/offsetHeight is a rounded sum of content, padding, scroll gutter, and border - // Assuming integer scroll gutter, subtract the rest and round down - delta += Math.max( 0, Math.ceil( - elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - - computedVal - - delta - - extra - - 0.5 - - // If offsetWidth/offsetHeight is unknown, then we can't determine content-box scroll gutter - // Use an explicit zero to avoid NaN (gh-3964) - ) ) || 0; - } - - return delta; -} - -function getWidthOrHeight( elem, dimension, extra ) { - - // Start with computed style - var styles = getStyles( elem ), - - // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-4322). - // Fake content-box until we know it's needed to know the true value. - boxSizingNeeded = !support.boxSizingReliable() || extra, - isBorderBox = boxSizingNeeded && - jQuery.css( elem, "boxSizing", false, styles ) === "border-box", - valueIsBorderBox = isBorderBox, - - val = curCSS( elem, dimension, styles ), - offsetProp = "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ); - - // Support: Firefox <=54 - // Return a confounding non-pixel value or feign ignorance, as appropriate. - if ( rnumnonpx.test( val ) ) { - if ( !extra ) { - return val; - } - val = "auto"; - } - - - // Support: IE 9 - 11 only - // Use offsetWidth/offsetHeight for when box sizing is unreliable. - // In those cases, the computed value can be trusted to be border-box. - if ( ( !support.boxSizingReliable() && isBorderBox || - - // Support: IE 10 - 11+, Edge 15 - 18+ - // IE/Edge misreport `getComputedStyle` of table rows with width/height - // set in CSS while `offset*` properties report correct values. - // Interestingly, in some cases IE 9 doesn't suffer from this issue. - !support.reliableTrDimensions() && nodeName( elem, "tr" ) || - - // Fall back to offsetWidth/offsetHeight when value is "auto" - // This happens for inline elements with no explicit setting (gh-3571) - val === "auto" || - - // Support: Android <=4.1 - 4.3 only - // Also use offsetWidth/offsetHeight for misreported inline dimensions (gh-3602) - !parseFloat( val ) && jQuery.css( elem, "display", false, styles ) === "inline" ) && - - // Make sure the element is visible & connected - elem.getClientRects().length ) { - - isBorderBox = jQuery.css( elem, "boxSizing", false, styles ) === "border-box"; - - // Where available, offsetWidth/offsetHeight approximate border box dimensions. - // Where not available (e.g., SVG), assume unreliable box-sizing and interpret the - // retrieved value as a content box dimension. - valueIsBorderBox = offsetProp in elem; - if ( valueIsBorderBox ) { - val = elem[ offsetProp ]; - } - } - - // Normalize "" and auto - val = parseFloat( val ) || 0; - - // Adjust for the element's box model - return ( val + - boxModelAdjustment( - elem, - dimension, - extra || ( isBorderBox ? "border" : "content" ), - valueIsBorderBox, - styles, - - // Provide the current computed size to request scroll gutter calculation (gh-3589) - val - ) - ) + "px"; -} - -jQuery.extend( { - - // Add in style property hooks for overriding the default - // behavior of getting and setting a style property - cssHooks: { - opacity: { - get: function( elem, computed ) { - if ( computed ) { - - // We should always get a number back from opacity - var ret = curCSS( elem, "opacity" ); - return ret === "" ? "1" : ret; - } - } - } - }, - - // Don't automatically add "px" to these possibly-unitless properties - cssNumber: { - "animationIterationCount": true, - "columnCount": true, - "fillOpacity": true, - "flexGrow": true, - "flexShrink": true, - "fontWeight": true, - "gridArea": true, - "gridColumn": true, - "gridColumnEnd": true, - "gridColumnStart": true, - "gridRow": true, - "gridRowEnd": true, - "gridRowStart": true, - "lineHeight": true, - "opacity": true, - "order": true, - "orphans": true, - "widows": true, - "zIndex": true, - "zoom": true - }, - - // Add in properties whose names you wish to fix before - // setting or getting the value - cssProps: {}, - - // Get and set the style property on a DOM Node - style: function( elem, name, value, extra ) { - - // Don't set styles on text and comment nodes - if ( !elem || elem.nodeType === 3 || elem.nodeType === 8 || !elem.style ) { - return; - } - - // Make sure that we're working with the right name - var ret, type, hooks, - origName = camelCase( name ), - isCustomProp = rcustomProp.test( name ), - style = elem.style; - - // Make sure that we're working with the right name. We don't - // want to query the value if it is a CSS custom property - // since they are user-defined. - if ( !isCustomProp ) { - name = finalPropName( origName ); - } - - // Gets hook for the prefixed version, then unprefixed version - hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; - - // Check if we're setting a value - if ( value !== undefined ) { - type = typeof value; - - // Convert "+=" or "-=" to relative numbers (#7345) - if ( type === "string" && ( ret = rcssNum.exec( value ) ) && ret[ 1 ] ) { - value = adjustCSS( elem, name, ret ); - - // Fixes bug #9237 - type = "number"; - } - - // Make sure that null and NaN values aren't set (#7116) - if ( value == null || value !== value ) { - return; - } - - // If a number was passed in, add the unit (except for certain CSS properties) - // The isCustomProp check can be removed in jQuery 4.0 when we only auto-append - // "px" to a few hardcoded values. - if ( type === "number" && !isCustomProp ) { - value += ret && ret[ 3 ] || ( jQuery.cssNumber[ origName ] ? "" : "px" ); - } - - // background-* props affect original clone's values - if ( !support.clearCloneStyle && value === "" && name.indexOf( "background" ) === 0 ) { - style[ name ] = "inherit"; - } - - // If a hook was provided, use that value, otherwise just set the specified value - if ( !hooks || !( "set" in hooks ) || - ( value = hooks.set( elem, value, extra ) ) !== undefined ) { - - if ( isCustomProp ) { - style.setProperty( name, value ); - } else { - style[ name ] = value; - } - } - - } else { - - // If a hook was provided get the non-computed value from there - if ( hooks && "get" in hooks && - ( ret = hooks.get( elem, false, extra ) ) !== undefined ) { - - return ret; - } - - // Otherwise just get the value from the style object - return style[ name ]; - } - }, - - css: function( elem, name, extra, styles ) { - var val, num, hooks, - origName = camelCase( name ), - isCustomProp = rcustomProp.test( name ); - - // Make sure that we're working with the right name. We don't - // want to modify the value if it is a CSS custom property - // since they are user-defined. - if ( !isCustomProp ) { - name = finalPropName( origName ); - } - - // Try prefixed name followed by the unprefixed name - hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; - - // If a hook was provided get the computed value from there - if ( hooks && "get" in hooks ) { - val = hooks.get( elem, true, extra ); - } - - // Otherwise, if a way to get the computed value exists, use that - if ( val === undefined ) { - val = curCSS( elem, name, styles ); - } - - // Convert "normal" to computed value - if ( val === "normal" && name in cssNormalTransform ) { - val = cssNormalTransform[ name ]; - } - - // Make numeric if forced or a qualifier was provided and val looks numeric - if ( extra === "" || extra ) { - num = parseFloat( val ); - return extra === true || isFinite( num ) ? num || 0 : val; - } - - return val; - } -} ); - -jQuery.each( [ "height", "width" ], function( _i, dimension ) { - jQuery.cssHooks[ dimension ] = { - get: function( elem, computed, extra ) { - if ( computed ) { - - // Certain elements can have dimension info if we invisibly show them - // but it must have a current display style that would benefit - return rdisplayswap.test( jQuery.css( elem, "display" ) ) && - - // Support: Safari 8+ - // Table columns in Safari have non-zero offsetWidth & zero - // getBoundingClientRect().width unless display is changed. - // Support: IE <=11 only - // Running getBoundingClientRect on a disconnected node - // in IE throws an error. - ( !elem.getClientRects().length || !elem.getBoundingClientRect().width ) ? - swap( elem, cssShow, function() { - return getWidthOrHeight( elem, dimension, extra ); - } ) : - getWidthOrHeight( elem, dimension, extra ); - } - }, - - set: function( elem, value, extra ) { - var matches, - styles = getStyles( elem ), - - // Only read styles.position if the test has a chance to fail - // to avoid forcing a reflow. - scrollboxSizeBuggy = !support.scrollboxSize() && - styles.position === "absolute", - - // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-3991) - boxSizingNeeded = scrollboxSizeBuggy || extra, - isBorderBox = boxSizingNeeded && - jQuery.css( elem, "boxSizing", false, styles ) === "border-box", - subtract = extra ? - boxModelAdjustment( - elem, - dimension, - extra, - isBorderBox, - styles - ) : - 0; - - // Account for unreliable border-box dimensions by comparing offset* to computed and - // faking a content-box to get border and padding (gh-3699) - if ( isBorderBox && scrollboxSizeBuggy ) { - subtract -= Math.ceil( - elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - - parseFloat( styles[ dimension ] ) - - boxModelAdjustment( elem, dimension, "border", false, styles ) - - 0.5 - ); - } - - // Convert to pixels if value adjustment is needed - if ( subtract && ( matches = rcssNum.exec( value ) ) && - ( matches[ 3 ] || "px" ) !== "px" ) { - - elem.style[ dimension ] = value; - value = jQuery.css( elem, dimension ); - } - - return setPositiveNumber( elem, value, subtract ); - } - }; -} ); - -jQuery.cssHooks.marginLeft = addGetHookIf( support.reliableMarginLeft, - function( elem, computed ) { - if ( computed ) { - return ( parseFloat( curCSS( elem, "marginLeft" ) ) || - elem.getBoundingClientRect().left - - swap( elem, { marginLeft: 0 }, function() { - return elem.getBoundingClientRect().left; - } ) - ) + "px"; - } - } -); - -// These hooks are used by animate to expand properties -jQuery.each( { - margin: "", - padding: "", - border: "Width" -}, function( prefix, suffix ) { - jQuery.cssHooks[ prefix + suffix ] = { - expand: function( value ) { - var i = 0, - expanded = {}, - - // Assumes a single number if not a string - parts = typeof value === "string" ? value.split( " " ) : [ value ]; - - for ( ; i < 4; i++ ) { - expanded[ prefix + cssExpand[ i ] + suffix ] = - parts[ i ] || parts[ i - 2 ] || parts[ 0 ]; - } - - return expanded; - } - }; - - if ( prefix !== "margin" ) { - jQuery.cssHooks[ prefix + suffix ].set = setPositiveNumber; - } -} ); - -jQuery.fn.extend( { - css: function( name, value ) { - return access( this, function( elem, name, value ) { - var styles, len, - map = {}, - i = 0; - - if ( Array.isArray( name ) ) { - styles = getStyles( elem ); - len = name.length; - - for ( ; i < len; i++ ) { - map[ name[ i ] ] = jQuery.css( elem, name[ i ], false, styles ); - } - - return map; - } - - return value !== undefined ? - jQuery.style( elem, name, value ) : - jQuery.css( elem, name ); - }, name, value, arguments.length > 1 ); - } -} ); - - -function Tween( elem, options, prop, end, easing ) { - return new Tween.prototype.init( elem, options, prop, end, easing ); -} -jQuery.Tween = Tween; - -Tween.prototype = { - constructor: Tween, - init: function( elem, options, prop, end, easing, unit ) { - this.elem = elem; - this.prop = prop; - this.easing = easing || jQuery.easing._default; - this.options = options; - this.start = this.now = this.cur(); - this.end = end; - this.unit = unit || ( jQuery.cssNumber[ prop ] ? "" : "px" ); - }, - cur: function() { - var hooks = Tween.propHooks[ this.prop ]; - - return hooks && hooks.get ? - hooks.get( this ) : - Tween.propHooks._default.get( this ); - }, - run: function( percent ) { - var eased, - hooks = Tween.propHooks[ this.prop ]; - - if ( this.options.duration ) { - this.pos = eased = jQuery.easing[ this.easing ]( - percent, this.options.duration * percent, 0, 1, this.options.duration - ); - } else { - this.pos = eased = percent; - } - this.now = ( this.end - this.start ) * eased + this.start; - - if ( this.options.step ) { - this.options.step.call( this.elem, this.now, this ); - } - - if ( hooks && hooks.set ) { - hooks.set( this ); - } else { - Tween.propHooks._default.set( this ); - } - return this; - } -}; - -Tween.prototype.init.prototype = Tween.prototype; - -Tween.propHooks = { - _default: { - get: function( tween ) { - var result; - - // Use a property on the element directly when it is not a DOM element, - // or when there is no matching style property that exists. - if ( tween.elem.nodeType !== 1 || - tween.elem[ tween.prop ] != null && tween.elem.style[ tween.prop ] == null ) { - return tween.elem[ tween.prop ]; - } - - // Passing an empty string as a 3rd parameter to .css will automatically - // attempt a parseFloat and fallback to a string if the parse fails. - // Simple values such as "10px" are parsed to Float; - // complex values such as "rotate(1rad)" are returned as-is. - result = jQuery.css( tween.elem, tween.prop, "" ); - - // Empty strings, null, undefined and "auto" are converted to 0. - return !result || result === "auto" ? 0 : result; - }, - set: function( tween ) { - - // Use step hook for back compat. - // Use cssHook if its there. - // Use .style if available and use plain properties where available. - if ( jQuery.fx.step[ tween.prop ] ) { - jQuery.fx.step[ tween.prop ]( tween ); - } else if ( tween.elem.nodeType === 1 && ( - jQuery.cssHooks[ tween.prop ] || - tween.elem.style[ finalPropName( tween.prop ) ] != null ) ) { - jQuery.style( tween.elem, tween.prop, tween.now + tween.unit ); - } else { - tween.elem[ tween.prop ] = tween.now; - } - } - } -}; - -// Support: IE <=9 only -// Panic based approach to setting things on disconnected nodes -Tween.propHooks.scrollTop = Tween.propHooks.scrollLeft = { - set: function( tween ) { - if ( tween.elem.nodeType && tween.elem.parentNode ) { - tween.elem[ tween.prop ] = tween.now; - } - } -}; - -jQuery.easing = { - linear: function( p ) { - return p; - }, - swing: function( p ) { - return 0.5 - Math.cos( p * Math.PI ) / 2; - }, - _default: "swing" -}; - -jQuery.fx = Tween.prototype.init; - -// Back compat <1.8 extension point -jQuery.fx.step = {}; - - - - -var - fxNow, inProgress, - rfxtypes = /^(?:toggle|show|hide)$/, - rrun = /queueHooks$/; - -function schedule() { - if ( inProgress ) { - if ( document.hidden === false && window.requestAnimationFrame ) { - window.requestAnimationFrame( schedule ); - } else { - window.setTimeout( schedule, jQuery.fx.interval ); - } - - jQuery.fx.tick(); - } -} - -// Animations created synchronously will run synchronously -function createFxNow() { - window.setTimeout( function() { - fxNow = undefined; - } ); - return ( fxNow = Date.now() ); -} - -// Generate parameters to create a standard animation -function genFx( type, includeWidth ) { - var which, - i = 0, - attrs = { height: type }; - - // If we include width, step value is 1 to do all cssExpand values, - // otherwise step value is 2 to skip over Left and Right - includeWidth = includeWidth ? 1 : 0; - for ( ; i < 4; i += 2 - includeWidth ) { - which = cssExpand[ i ]; - attrs[ "margin" + which ] = attrs[ "padding" + which ] = type; - } - - if ( includeWidth ) { - attrs.opacity = attrs.width = type; - } - - return attrs; -} - -function createTween( value, prop, animation ) { - var tween, - collection = ( Animation.tweeners[ prop ] || [] ).concat( Animation.tweeners[ "*" ] ), - index = 0, - length = collection.length; - for ( ; index < length; index++ ) { - if ( ( tween = collection[ index ].call( animation, prop, value ) ) ) { - - // We're done with this property - return tween; - } - } -} - -function defaultPrefilter( elem, props, opts ) { - var prop, value, toggle, hooks, oldfire, propTween, restoreDisplay, display, - isBox = "width" in props || "height" in props, - anim = this, - orig = {}, - style = elem.style, - hidden = elem.nodeType && isHiddenWithinTree( elem ), - dataShow = dataPriv.get( elem, "fxshow" ); - - // Queue-skipping animations hijack the fx hooks - if ( !opts.queue ) { - hooks = jQuery._queueHooks( elem, "fx" ); - if ( hooks.unqueued == null ) { - hooks.unqueued = 0; - oldfire = hooks.empty.fire; - hooks.empty.fire = function() { - if ( !hooks.unqueued ) { - oldfire(); - } - }; - } - hooks.unqueued++; - - anim.always( function() { - - // Ensure the complete handler is called before this completes - anim.always( function() { - hooks.unqueued--; - if ( !jQuery.queue( elem, "fx" ).length ) { - hooks.empty.fire(); - } - } ); - } ); - } - - // Detect show/hide animations - for ( prop in props ) { - value = props[ prop ]; - if ( rfxtypes.test( value ) ) { - delete props[ prop ]; - toggle = toggle || value === "toggle"; - if ( value === ( hidden ? "hide" : "show" ) ) { - - // Pretend to be hidden if this is a "show" and - // there is still data from a stopped show/hide - if ( value === "show" && dataShow && dataShow[ prop ] !== undefined ) { - hidden = true; - - // Ignore all other no-op show/hide data - } else { - continue; - } - } - orig[ prop ] = dataShow && dataShow[ prop ] || jQuery.style( elem, prop ); - } - } - - // Bail out if this is a no-op like .hide().hide() - propTween = !jQuery.isEmptyObject( props ); - if ( !propTween && jQuery.isEmptyObject( orig ) ) { - return; - } - - // Restrict "overflow" and "display" styles during box animations - if ( isBox && elem.nodeType === 1 ) { - - // Support: IE <=9 - 11, Edge 12 - 15 - // Record all 3 overflow attributes because IE does not infer the shorthand - // from identically-valued overflowX and overflowY and Edge just mirrors - // the overflowX value there. - opts.overflow = [ style.overflow, style.overflowX, style.overflowY ]; - - // Identify a display type, preferring old show/hide data over the CSS cascade - restoreDisplay = dataShow && dataShow.display; - if ( restoreDisplay == null ) { - restoreDisplay = dataPriv.get( elem, "display" ); - } - display = jQuery.css( elem, "display" ); - if ( display === "none" ) { - if ( restoreDisplay ) { - display = restoreDisplay; - } else { - - // Get nonempty value(s) by temporarily forcing visibility - showHide( [ elem ], true ); - restoreDisplay = elem.style.display || restoreDisplay; - display = jQuery.css( elem, "display" ); - showHide( [ elem ] ); - } - } - - // Animate inline elements as inline-block - if ( display === "inline" || display === "inline-block" && restoreDisplay != null ) { - if ( jQuery.css( elem, "float" ) === "none" ) { - - // Restore the original display value at the end of pure show/hide animations - if ( !propTween ) { - anim.done( function() { - style.display = restoreDisplay; - } ); - if ( restoreDisplay == null ) { - display = style.display; - restoreDisplay = display === "none" ? "" : display; - } - } - style.display = "inline-block"; - } - } - } - - if ( opts.overflow ) { - style.overflow = "hidden"; - anim.always( function() { - style.overflow = opts.overflow[ 0 ]; - style.overflowX = opts.overflow[ 1 ]; - style.overflowY = opts.overflow[ 2 ]; - } ); - } - - // Implement show/hide animations - propTween = false; - for ( prop in orig ) { - - // General show/hide setup for this element animation - if ( !propTween ) { - if ( dataShow ) { - if ( "hidden" in dataShow ) { - hidden = dataShow.hidden; - } - } else { - dataShow = dataPriv.access( elem, "fxshow", { display: restoreDisplay } ); - } - - // Store hidden/visible for toggle so `.stop().toggle()` "reverses" - if ( toggle ) { - dataShow.hidden = !hidden; - } - - // Show elements before animating them - if ( hidden ) { - showHide( [ elem ], true ); - } - - /* eslint-disable no-loop-func */ - - anim.done( function() { - - /* eslint-enable no-loop-func */ - - // The final step of a "hide" animation is actually hiding the element - if ( !hidden ) { - showHide( [ elem ] ); - } - dataPriv.remove( elem, "fxshow" ); - for ( prop in orig ) { - jQuery.style( elem, prop, orig[ prop ] ); - } - } ); - } - - // Per-property setup - propTween = createTween( hidden ? dataShow[ prop ] : 0, prop, anim ); - if ( !( prop in dataShow ) ) { - dataShow[ prop ] = propTween.start; - if ( hidden ) { - propTween.end = propTween.start; - propTween.start = 0; - } - } - } -} - -function propFilter( props, specialEasing ) { - var index, name, easing, value, hooks; - - // camelCase, specialEasing and expand cssHook pass - for ( index in props ) { - name = camelCase( index ); - easing = specialEasing[ name ]; - value = props[ index ]; - if ( Array.isArray( value ) ) { - easing = value[ 1 ]; - value = props[ index ] = value[ 0 ]; - } - - if ( index !== name ) { - props[ name ] = value; - delete props[ index ]; - } - - hooks = jQuery.cssHooks[ name ]; - if ( hooks && "expand" in hooks ) { - value = hooks.expand( value ); - delete props[ name ]; - - // Not quite $.extend, this won't overwrite existing keys. - // Reusing 'index' because we have the correct "name" - for ( index in value ) { - if ( !( index in props ) ) { - props[ index ] = value[ index ]; - specialEasing[ index ] = easing; - } - } - } else { - specialEasing[ name ] = easing; - } - } -} - -function Animation( elem, properties, options ) { - var result, - stopped, - index = 0, - length = Animation.prefilters.length, - deferred = jQuery.Deferred().always( function() { - - // Don't match elem in the :animated selector - delete tick.elem; - } ), - tick = function() { - if ( stopped ) { - return false; - } - var currentTime = fxNow || createFxNow(), - remaining = Math.max( 0, animation.startTime + animation.duration - currentTime ), - - // Support: Android 2.3 only - // Archaic crash bug won't allow us to use `1 - ( 0.5 || 0 )` (#12497) - temp = remaining / animation.duration || 0, - percent = 1 - temp, - index = 0, - length = animation.tweens.length; - - for ( ; index < length; index++ ) { - animation.tweens[ index ].run( percent ); - } - - deferred.notifyWith( elem, [ animation, percent, remaining ] ); - - // If there's more to do, yield - if ( percent < 1 && length ) { - return remaining; - } - - // If this was an empty animation, synthesize a final progress notification - if ( !length ) { - deferred.notifyWith( elem, [ animation, 1, 0 ] ); - } - - // Resolve the animation and report its conclusion - deferred.resolveWith( elem, [ animation ] ); - return false; - }, - animation = deferred.promise( { - elem: elem, - props: jQuery.extend( {}, properties ), - opts: jQuery.extend( true, { - specialEasing: {}, - easing: jQuery.easing._default - }, options ), - originalProperties: properties, - originalOptions: options, - startTime: fxNow || createFxNow(), - duration: options.duration, - tweens: [], - createTween: function( prop, end ) { - var tween = jQuery.Tween( elem, animation.opts, prop, end, - animation.opts.specialEasing[ prop ] || animation.opts.easing ); - animation.tweens.push( tween ); - return tween; - }, - stop: function( gotoEnd ) { - var index = 0, - - // If we are going to the end, we want to run all the tweens - // otherwise we skip this part - length = gotoEnd ? animation.tweens.length : 0; - if ( stopped ) { - return this; - } - stopped = true; - for ( ; index < length; index++ ) { - animation.tweens[ index ].run( 1 ); - } - - // Resolve when we played the last frame; otherwise, reject - if ( gotoEnd ) { - deferred.notifyWith( elem, [ animation, 1, 0 ] ); - deferred.resolveWith( elem, [ animation, gotoEnd ] ); - } else { - deferred.rejectWith( elem, [ animation, gotoEnd ] ); - } - return this; - } - } ), - props = animation.props; - - propFilter( props, animation.opts.specialEasing ); - - for ( ; index < length; index++ ) { - result = Animation.prefilters[ index ].call( animation, elem, props, animation.opts ); - if ( result ) { - if ( isFunction( result.stop ) ) { - jQuery._queueHooks( animation.elem, animation.opts.queue ).stop = - result.stop.bind( result ); - } - return result; - } - } - - jQuery.map( props, createTween, animation ); - - if ( isFunction( animation.opts.start ) ) { - animation.opts.start.call( elem, animation ); - } - - // Attach callbacks from options - animation - .progress( animation.opts.progress ) - .done( animation.opts.done, animation.opts.complete ) - .fail( animation.opts.fail ) - .always( animation.opts.always ); - - jQuery.fx.timer( - jQuery.extend( tick, { - elem: elem, - anim: animation, - queue: animation.opts.queue - } ) - ); - - return animation; -} - -jQuery.Animation = jQuery.extend( Animation, { - - tweeners: { - "*": [ function( prop, value ) { - var tween = this.createTween( prop, value ); - adjustCSS( tween.elem, prop, rcssNum.exec( value ), tween ); - return tween; - } ] - }, - - tweener: function( props, callback ) { - if ( isFunction( props ) ) { - callback = props; - props = [ "*" ]; - } else { - props = props.match( rnothtmlwhite ); - } - - var prop, - index = 0, - length = props.length; - - for ( ; index < length; index++ ) { - prop = props[ index ]; - Animation.tweeners[ prop ] = Animation.tweeners[ prop ] || []; - Animation.tweeners[ prop ].unshift( callback ); - } - }, - - prefilters: [ defaultPrefilter ], - - prefilter: function( callback, prepend ) { - if ( prepend ) { - Animation.prefilters.unshift( callback ); - } else { - Animation.prefilters.push( callback ); - } - } -} ); - -jQuery.speed = function( speed, easing, fn ) { - var opt = speed && typeof speed === "object" ? jQuery.extend( {}, speed ) : { - complete: fn || !fn && easing || - isFunction( speed ) && speed, - duration: speed, - easing: fn && easing || easing && !isFunction( easing ) && easing - }; - - // Go to the end state if fx are off - if ( jQuery.fx.off ) { - opt.duration = 0; - - } else { - if ( typeof opt.duration !== "number" ) { - if ( opt.duration in jQuery.fx.speeds ) { - opt.duration = jQuery.fx.speeds[ opt.duration ]; - - } else { - opt.duration = jQuery.fx.speeds._default; - } - } - } - - // Normalize opt.queue - true/undefined/null -> "fx" - if ( opt.queue == null || opt.queue === true ) { - opt.queue = "fx"; - } - - // Queueing - opt.old = opt.complete; - - opt.complete = function() { - if ( isFunction( opt.old ) ) { - opt.old.call( this ); - } - - if ( opt.queue ) { - jQuery.dequeue( this, opt.queue ); - } - }; - - return opt; -}; - -jQuery.fn.extend( { - fadeTo: function( speed, to, easing, callback ) { - - // Show any hidden elements after setting opacity to 0 - return this.filter( isHiddenWithinTree ).css( "opacity", 0 ).show() - - // Animate to the value specified - .end().animate( { opacity: to }, speed, easing, callback ); - }, - animate: function( prop, speed, easing, callback ) { - var empty = jQuery.isEmptyObject( prop ), - optall = jQuery.speed( speed, easing, callback ), - doAnimation = function() { - - // Operate on a copy of prop so per-property easing won't be lost - var anim = Animation( this, jQuery.extend( {}, prop ), optall ); - - // Empty animations, or finishing resolves immediately - if ( empty || dataPriv.get( this, "finish" ) ) { - anim.stop( true ); - } - }; - doAnimation.finish = doAnimation; - - return empty || optall.queue === false ? - this.each( doAnimation ) : - this.queue( optall.queue, doAnimation ); - }, - stop: function( type, clearQueue, gotoEnd ) { - var stopQueue = function( hooks ) { - var stop = hooks.stop; - delete hooks.stop; - stop( gotoEnd ); - }; - - if ( typeof type !== "string" ) { - gotoEnd = clearQueue; - clearQueue = type; - type = undefined; - } - if ( clearQueue ) { - this.queue( type || "fx", [] ); - } - - return this.each( function() { - var dequeue = true, - index = type != null && type + "queueHooks", - timers = jQuery.timers, - data = dataPriv.get( this ); - - if ( index ) { - if ( data[ index ] && data[ index ].stop ) { - stopQueue( data[ index ] ); - } - } else { - for ( index in data ) { - if ( data[ index ] && data[ index ].stop && rrun.test( index ) ) { - stopQueue( data[ index ] ); - } - } - } - - for ( index = timers.length; index--; ) { - if ( timers[ index ].elem === this && - ( type == null || timers[ index ].queue === type ) ) { - - timers[ index ].anim.stop( gotoEnd ); - dequeue = false; - timers.splice( index, 1 ); - } - } - - // Start the next in the queue if the last step wasn't forced. - // Timers currently will call their complete callbacks, which - // will dequeue but only if they were gotoEnd. - if ( dequeue || !gotoEnd ) { - jQuery.dequeue( this, type ); - } - } ); - }, - finish: function( type ) { - if ( type !== false ) { - type = type || "fx"; - } - return this.each( function() { - var index, - data = dataPriv.get( this ), - queue = data[ type + "queue" ], - hooks = data[ type + "queueHooks" ], - timers = jQuery.timers, - length = queue ? queue.length : 0; - - // Enable finishing flag on private data - data.finish = true; - - // Empty the queue first - jQuery.queue( this, type, [] ); - - if ( hooks && hooks.stop ) { - hooks.stop.call( this, true ); - } - - // Look for any active animations, and finish them - for ( index = timers.length; index--; ) { - if ( timers[ index ].elem === this && timers[ index ].queue === type ) { - timers[ index ].anim.stop( true ); - timers.splice( index, 1 ); - } - } - - // Look for any animations in the old queue and finish them - for ( index = 0; index < length; index++ ) { - if ( queue[ index ] && queue[ index ].finish ) { - queue[ index ].finish.call( this ); - } - } - - // Turn off finishing flag - delete data.finish; - } ); - } -} ); - -jQuery.each( [ "toggle", "show", "hide" ], function( _i, name ) { - var cssFn = jQuery.fn[ name ]; - jQuery.fn[ name ] = function( speed, easing, callback ) { - return speed == null || typeof speed === "boolean" ? - cssFn.apply( this, arguments ) : - this.animate( genFx( name, true ), speed, easing, callback ); - }; -} ); - -// Generate shortcuts for custom animations -jQuery.each( { - slideDown: genFx( "show" ), - slideUp: genFx( "hide" ), - slideToggle: genFx( "toggle" ), - fadeIn: { opacity: "show" }, - fadeOut: { opacity: "hide" }, - fadeToggle: { opacity: "toggle" } -}, function( name, props ) { - jQuery.fn[ name ] = function( speed, easing, callback ) { - return this.animate( props, speed, easing, callback ); - }; -} ); - -jQuery.timers = []; -jQuery.fx.tick = function() { - var timer, - i = 0, - timers = jQuery.timers; - - fxNow = Date.now(); - - for ( ; i < timers.length; i++ ) { - timer = timers[ i ]; - - // Run the timer and safely remove it when done (allowing for external removal) - if ( !timer() && timers[ i ] === timer ) { - timers.splice( i--, 1 ); - } - } - - if ( !timers.length ) { - jQuery.fx.stop(); - } - fxNow = undefined; -}; - -jQuery.fx.timer = function( timer ) { - jQuery.timers.push( timer ); - jQuery.fx.start(); -}; - -jQuery.fx.interval = 13; -jQuery.fx.start = function() { - if ( inProgress ) { - return; - } - - inProgress = true; - schedule(); -}; - -jQuery.fx.stop = function() { - inProgress = null; -}; - -jQuery.fx.speeds = { - slow: 600, - fast: 200, - - // Default speed - _default: 400 -}; - - -// Based off of the plugin by Clint Helfers, with permission. -// https://web.archive.org/web/20100324014747/http://blindsignals.com/index.php/2009/07/jquery-delay/ -jQuery.fn.delay = function( time, type ) { - time = jQuery.fx ? jQuery.fx.speeds[ time ] || time : time; - type = type || "fx"; - - return this.queue( type, function( next, hooks ) { - var timeout = window.setTimeout( next, time ); - hooks.stop = function() { - window.clearTimeout( timeout ); - }; - } ); -}; - - -( function() { - var input = document.createElement( "input" ), - select = document.createElement( "select" ), - opt = select.appendChild( document.createElement( "option" ) ); - - input.type = "checkbox"; - - // Support: Android <=4.3 only - // Default value for a checkbox should be "on" - support.checkOn = input.value !== ""; - - // Support: IE <=11 only - // Must access selectedIndex to make default options select - support.optSelected = opt.selected; - - // Support: IE <=11 only - // An input loses its value after becoming a radio - input = document.createElement( "input" ); - input.value = "t"; - input.type = "radio"; - support.radioValue = input.value === "t"; -} )(); - - -var boolHook, - attrHandle = jQuery.expr.attrHandle; - -jQuery.fn.extend( { - attr: function( name, value ) { - return access( this, jQuery.attr, name, value, arguments.length > 1 ); - }, - - removeAttr: function( name ) { - return this.each( function() { - jQuery.removeAttr( this, name ); - } ); - } -} ); - -jQuery.extend( { - attr: function( elem, name, value ) { - var ret, hooks, - nType = elem.nodeType; - - // Don't get/set attributes on text, comment and attribute nodes - if ( nType === 3 || nType === 8 || nType === 2 ) { - return; - } - - // Fallback to prop when attributes are not supported - if ( typeof elem.getAttribute === "undefined" ) { - return jQuery.prop( elem, name, value ); - } - - // Attribute hooks are determined by the lowercase version - // Grab necessary hook if one is defined - if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { - hooks = jQuery.attrHooks[ name.toLowerCase() ] || - ( jQuery.expr.match.bool.test( name ) ? boolHook : undefined ); - } - - if ( value !== undefined ) { - if ( value === null ) { - jQuery.removeAttr( elem, name ); - return; - } - - if ( hooks && "set" in hooks && - ( ret = hooks.set( elem, value, name ) ) !== undefined ) { - return ret; - } - - elem.setAttribute( name, value + "" ); - return value; - } - - if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { - return ret; - } - - ret = jQuery.find.attr( elem, name ); - - // Non-existent attributes return null, we normalize to undefined - return ret == null ? undefined : ret; - }, - - attrHooks: { - type: { - set: function( elem, value ) { - if ( !support.radioValue && value === "radio" && - nodeName( elem, "input" ) ) { - var val = elem.value; - elem.setAttribute( "type", value ); - if ( val ) { - elem.value = val; - } - return value; - } - } - } - }, - - removeAttr: function( elem, value ) { - var name, - i = 0, - - // Attribute names can contain non-HTML whitespace characters - // https://html.spec.whatwg.org/multipage/syntax.html#attributes-2 - attrNames = value && value.match( rnothtmlwhite ); - - if ( attrNames && elem.nodeType === 1 ) { - while ( ( name = attrNames[ i++ ] ) ) { - elem.removeAttribute( name ); - } - } - } -} ); - -// Hooks for boolean attributes -boolHook = { - set: function( elem, value, name ) { - if ( value === false ) { - - // Remove boolean attributes when set to false - jQuery.removeAttr( elem, name ); - } else { - elem.setAttribute( name, name ); - } - return name; - } -}; - -jQuery.each( jQuery.expr.match.bool.source.match( /\w+/g ), function( _i, name ) { - var getter = attrHandle[ name ] || jQuery.find.attr; - - attrHandle[ name ] = function( elem, name, isXML ) { - var ret, handle, - lowercaseName = name.toLowerCase(); - - if ( !isXML ) { - - // Avoid an infinite loop by temporarily removing this function from the getter - handle = attrHandle[ lowercaseName ]; - attrHandle[ lowercaseName ] = ret; - ret = getter( elem, name, isXML ) != null ? - lowercaseName : - null; - attrHandle[ lowercaseName ] = handle; - } - return ret; - }; -} ); - - - - -var rfocusable = /^(?:input|select|textarea|button)$/i, - rclickable = /^(?:a|area)$/i; - -jQuery.fn.extend( { - prop: function( name, value ) { - return access( this, jQuery.prop, name, value, arguments.length > 1 ); - }, - - removeProp: function( name ) { - return this.each( function() { - delete this[ jQuery.propFix[ name ] || name ]; - } ); - } -} ); - -jQuery.extend( { - prop: function( elem, name, value ) { - var ret, hooks, - nType = elem.nodeType; - - // Don't get/set properties on text, comment and attribute nodes - if ( nType === 3 || nType === 8 || nType === 2 ) { - return; - } - - if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { - - // Fix name and attach hooks - name = jQuery.propFix[ name ] || name; - hooks = jQuery.propHooks[ name ]; - } - - if ( value !== undefined ) { - if ( hooks && "set" in hooks && - ( ret = hooks.set( elem, value, name ) ) !== undefined ) { - return ret; - } - - return ( elem[ name ] = value ); - } - - if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { - return ret; - } - - return elem[ name ]; - }, - - propHooks: { - tabIndex: { - get: function( elem ) { - - // Support: IE <=9 - 11 only - // elem.tabIndex doesn't always return the - // correct value when it hasn't been explicitly set - // https://web.archive.org/web/20141116233347/http://fluidproject.org/blog/2008/01/09/getting-setting-and-removing-tabindex-values-with-javascript/ - // Use proper attribute retrieval(#12072) - var tabindex = jQuery.find.attr( elem, "tabindex" ); - - if ( tabindex ) { - return parseInt( tabindex, 10 ); - } - - if ( - rfocusable.test( elem.nodeName ) || - rclickable.test( elem.nodeName ) && - elem.href - ) { - return 0; - } - - return -1; - } - } - }, - - propFix: { - "for": "htmlFor", - "class": "className" - } -} ); - -// Support: IE <=11 only -// Accessing the selectedIndex property -// forces the browser to respect setting selected -// on the option -// The getter ensures a default option is selected -// when in an optgroup -// eslint rule "no-unused-expressions" is disabled for this code -// since it considers such accessions noop -if ( !support.optSelected ) { - jQuery.propHooks.selected = { - get: function( elem ) { - - /* eslint no-unused-expressions: "off" */ - - var parent = elem.parentNode; - if ( parent && parent.parentNode ) { - parent.parentNode.selectedIndex; - } - return null; - }, - set: function( elem ) { - - /* eslint no-unused-expressions: "off" */ - - var parent = elem.parentNode; - if ( parent ) { - parent.selectedIndex; - - if ( parent.parentNode ) { - parent.parentNode.selectedIndex; - } - } - } - }; -} - -jQuery.each( [ - "tabIndex", - "readOnly", - "maxLength", - "cellSpacing", - "cellPadding", - "rowSpan", - "colSpan", - "useMap", - "frameBorder", - "contentEditable" -], function() { - jQuery.propFix[ this.toLowerCase() ] = this; -} ); - - - - - // Strip and collapse whitespace according to HTML spec - // https://infra.spec.whatwg.org/#strip-and-collapse-ascii-whitespace - function stripAndCollapse( value ) { - var tokens = value.match( rnothtmlwhite ) || []; - return tokens.join( " " ); - } - - -function getClass( elem ) { - return elem.getAttribute && elem.getAttribute( "class" ) || ""; -} - -function classesToArray( value ) { - if ( Array.isArray( value ) ) { - return value; - } - if ( typeof value === "string" ) { - return value.match( rnothtmlwhite ) || []; - } - return []; -} - -jQuery.fn.extend( { - addClass: function( value ) { - var classes, elem, cur, curValue, clazz, j, finalValue, - i = 0; - - if ( isFunction( value ) ) { - return this.each( function( j ) { - jQuery( this ).addClass( value.call( this, j, getClass( this ) ) ); - } ); - } - - classes = classesToArray( value ); - - if ( classes.length ) { - while ( ( elem = this[ i++ ] ) ) { - curValue = getClass( elem ); - cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); - - if ( cur ) { - j = 0; - while ( ( clazz = classes[ j++ ] ) ) { - if ( cur.indexOf( " " + clazz + " " ) < 0 ) { - cur += clazz + " "; - } - } - - // Only assign if different to avoid unneeded rendering. - finalValue = stripAndCollapse( cur ); - if ( curValue !== finalValue ) { - elem.setAttribute( "class", finalValue ); - } - } - } - } - - return this; - }, - - removeClass: function( value ) { - var classes, elem, cur, curValue, clazz, j, finalValue, - i = 0; - - if ( isFunction( value ) ) { - return this.each( function( j ) { - jQuery( this ).removeClass( value.call( this, j, getClass( this ) ) ); - } ); - } - - if ( !arguments.length ) { - return this.attr( "class", "" ); - } - - classes = classesToArray( value ); - - if ( classes.length ) { - while ( ( elem = this[ i++ ] ) ) { - curValue = getClass( elem ); - - // This expression is here for better compressibility (see addClass) - cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); - - if ( cur ) { - j = 0; - while ( ( clazz = classes[ j++ ] ) ) { - - // Remove *all* instances - while ( cur.indexOf( " " + clazz + " " ) > -1 ) { - cur = cur.replace( " " + clazz + " ", " " ); - } - } - - // Only assign if different to avoid unneeded rendering. - finalValue = stripAndCollapse( cur ); - if ( curValue !== finalValue ) { - elem.setAttribute( "class", finalValue ); - } - } - } - } - - return this; - }, - - toggleClass: function( value, stateVal ) { - var type = typeof value, - isValidValue = type === "string" || Array.isArray( value ); - - if ( typeof stateVal === "boolean" && isValidValue ) { - return stateVal ? this.addClass( value ) : this.removeClass( value ); - } - - if ( isFunction( value ) ) { - return this.each( function( i ) { - jQuery( this ).toggleClass( - value.call( this, i, getClass( this ), stateVal ), - stateVal - ); - } ); - } - - return this.each( function() { - var className, i, self, classNames; - - if ( isValidValue ) { - - // Toggle individual class names - i = 0; - self = jQuery( this ); - classNames = classesToArray( value ); - - while ( ( className = classNames[ i++ ] ) ) { - - // Check each className given, space separated list - if ( self.hasClass( className ) ) { - self.removeClass( className ); - } else { - self.addClass( className ); - } - } - - // Toggle whole class name - } else if ( value === undefined || type === "boolean" ) { - className = getClass( this ); - if ( className ) { - - // Store className if set - dataPriv.set( this, "__className__", className ); - } - - // If the element has a class name or if we're passed `false`, - // then remove the whole classname (if there was one, the above saved it). - // Otherwise bring back whatever was previously saved (if anything), - // falling back to the empty string if nothing was stored. - if ( this.setAttribute ) { - this.setAttribute( "class", - className || value === false ? - "" : - dataPriv.get( this, "__className__" ) || "" - ); - } - } - } ); - }, - - hasClass: function( selector ) { - var className, elem, - i = 0; - - className = " " + selector + " "; - while ( ( elem = this[ i++ ] ) ) { - if ( elem.nodeType === 1 && - ( " " + stripAndCollapse( getClass( elem ) ) + " " ).indexOf( className ) > -1 ) { - return true; - } - } - - return false; - } -} ); - - - - -var rreturn = /\r/g; - -jQuery.fn.extend( { - val: function( value ) { - var hooks, ret, valueIsFunction, - elem = this[ 0 ]; - - if ( !arguments.length ) { - if ( elem ) { - hooks = jQuery.valHooks[ elem.type ] || - jQuery.valHooks[ elem.nodeName.toLowerCase() ]; - - if ( hooks && - "get" in hooks && - ( ret = hooks.get( elem, "value" ) ) !== undefined - ) { - return ret; - } - - ret = elem.value; - - // Handle most common string cases - if ( typeof ret === "string" ) { - return ret.replace( rreturn, "" ); - } - - // Handle cases where value is null/undef or number - return ret == null ? "" : ret; - } - - return; - } - - valueIsFunction = isFunction( value ); - - return this.each( function( i ) { - var val; - - if ( this.nodeType !== 1 ) { - return; - } - - if ( valueIsFunction ) { - val = value.call( this, i, jQuery( this ).val() ); - } else { - val = value; - } - - // Treat null/undefined as ""; convert numbers to string - if ( val == null ) { - val = ""; - - } else if ( typeof val === "number" ) { - val += ""; - - } else if ( Array.isArray( val ) ) { - val = jQuery.map( val, function( value ) { - return value == null ? "" : value + ""; - } ); - } - - hooks = jQuery.valHooks[ this.type ] || jQuery.valHooks[ this.nodeName.toLowerCase() ]; - - // If set returns undefined, fall back to normal setting - if ( !hooks || !( "set" in hooks ) || hooks.set( this, val, "value" ) === undefined ) { - this.value = val; - } - } ); - } -} ); - -jQuery.extend( { - valHooks: { - option: { - get: function( elem ) { - - var val = jQuery.find.attr( elem, "value" ); - return val != null ? - val : - - // Support: IE <=10 - 11 only - // option.text throws exceptions (#14686, #14858) - // Strip and collapse whitespace - // https://html.spec.whatwg.org/#strip-and-collapse-whitespace - stripAndCollapse( jQuery.text( elem ) ); - } - }, - select: { - get: function( elem ) { - var value, option, i, - options = elem.options, - index = elem.selectedIndex, - one = elem.type === "select-one", - values = one ? null : [], - max = one ? index + 1 : options.length; - - if ( index < 0 ) { - i = max; - - } else { - i = one ? index : 0; - } - - // Loop through all the selected options - for ( ; i < max; i++ ) { - option = options[ i ]; - - // Support: IE <=9 only - // IE8-9 doesn't update selected after form reset (#2551) - if ( ( option.selected || i === index ) && - - // Don't return options that are disabled or in a disabled optgroup - !option.disabled && - ( !option.parentNode.disabled || - !nodeName( option.parentNode, "optgroup" ) ) ) { - - // Get the specific value for the option - value = jQuery( option ).val(); - - // We don't need an array for one selects - if ( one ) { - return value; - } - - // Multi-Selects return an array - values.push( value ); - } - } - - return values; - }, - - set: function( elem, value ) { - var optionSet, option, - options = elem.options, - values = jQuery.makeArray( value ), - i = options.length; - - while ( i-- ) { - option = options[ i ]; - - /* eslint-disable no-cond-assign */ - - if ( option.selected = - jQuery.inArray( jQuery.valHooks.option.get( option ), values ) > -1 - ) { - optionSet = true; - } - - /* eslint-enable no-cond-assign */ - } - - // Force browsers to behave consistently when non-matching value is set - if ( !optionSet ) { - elem.selectedIndex = -1; - } - return values; - } - } - } -} ); - -// Radios and checkboxes getter/setter -jQuery.each( [ "radio", "checkbox" ], function() { - jQuery.valHooks[ this ] = { - set: function( elem, value ) { - if ( Array.isArray( value ) ) { - return ( elem.checked = jQuery.inArray( jQuery( elem ).val(), value ) > -1 ); - } - } - }; - if ( !support.checkOn ) { - jQuery.valHooks[ this ].get = function( elem ) { - return elem.getAttribute( "value" ) === null ? "on" : elem.value; - }; - } -} ); - - - - -// Return jQuery for attributes-only inclusion - - -support.focusin = "onfocusin" in window; - - -var rfocusMorph = /^(?:focusinfocus|focusoutblur)$/, - stopPropagationCallback = function( e ) { - e.stopPropagation(); - }; - -jQuery.extend( jQuery.event, { - - trigger: function( event, data, elem, onlyHandlers ) { - - var i, cur, tmp, bubbleType, ontype, handle, special, lastElement, - eventPath = [ elem || document ], - type = hasOwn.call( event, "type" ) ? event.type : event, - namespaces = hasOwn.call( event, "namespace" ) ? event.namespace.split( "." ) : []; - - cur = lastElement = tmp = elem = elem || document; - - // Don't do events on text and comment nodes - if ( elem.nodeType === 3 || elem.nodeType === 8 ) { - return; - } - - // focus/blur morphs to focusin/out; ensure we're not firing them right now - if ( rfocusMorph.test( type + jQuery.event.triggered ) ) { - return; - } - - if ( type.indexOf( "." ) > -1 ) { - - // Namespaced trigger; create a regexp to match event type in handle() - namespaces = type.split( "." ); - type = namespaces.shift(); - namespaces.sort(); - } - ontype = type.indexOf( ":" ) < 0 && "on" + type; - - // Caller can pass in a jQuery.Event object, Object, or just an event type string - event = event[ jQuery.expando ] ? - event : - new jQuery.Event( type, typeof event === "object" && event ); - - // Trigger bitmask: & 1 for native handlers; & 2 for jQuery (always true) - event.isTrigger = onlyHandlers ? 2 : 3; - event.namespace = namespaces.join( "." ); - event.rnamespace = event.namespace ? - new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ) : - null; - - // Clean up the event in case it is being reused - event.result = undefined; - if ( !event.target ) { - event.target = elem; - } - - // Clone any incoming data and prepend the event, creating the handler arg list - data = data == null ? - [ event ] : - jQuery.makeArray( data, [ event ] ); - - // Allow special events to draw outside the lines - special = jQuery.event.special[ type ] || {}; - if ( !onlyHandlers && special.trigger && special.trigger.apply( elem, data ) === false ) { - return; - } - - // Determine event propagation path in advance, per W3C events spec (#9951) - // Bubble up to document, then to window; watch for a global ownerDocument var (#9724) - if ( !onlyHandlers && !special.noBubble && !isWindow( elem ) ) { - - bubbleType = special.delegateType || type; - if ( !rfocusMorph.test( bubbleType + type ) ) { - cur = cur.parentNode; - } - for ( ; cur; cur = cur.parentNode ) { - eventPath.push( cur ); - tmp = cur; - } - - // Only add window if we got to document (e.g., not plain obj or detached DOM) - if ( tmp === ( elem.ownerDocument || document ) ) { - eventPath.push( tmp.defaultView || tmp.parentWindow || window ); - } - } - - // Fire handlers on the event path - i = 0; - while ( ( cur = eventPath[ i++ ] ) && !event.isPropagationStopped() ) { - lastElement = cur; - event.type = i > 1 ? - bubbleType : - special.bindType || type; - - // jQuery handler - handle = ( - dataPriv.get( cur, "events" ) || Object.create( null ) - )[ event.type ] && - dataPriv.get( cur, "handle" ); - if ( handle ) { - handle.apply( cur, data ); - } - - // Native handler - handle = ontype && cur[ ontype ]; - if ( handle && handle.apply && acceptData( cur ) ) { - event.result = handle.apply( cur, data ); - if ( event.result === false ) { - event.preventDefault(); - } - } - } - event.type = type; - - // If nobody prevented the default action, do it now - if ( !onlyHandlers && !event.isDefaultPrevented() ) { - - if ( ( !special._default || - special._default.apply( eventPath.pop(), data ) === false ) && - acceptData( elem ) ) { - - // Call a native DOM method on the target with the same name as the event. - // Don't do default actions on window, that's where global variables be (#6170) - if ( ontype && isFunction( elem[ type ] ) && !isWindow( elem ) ) { - - // Don't re-trigger an onFOO event when we call its FOO() method - tmp = elem[ ontype ]; - - if ( tmp ) { - elem[ ontype ] = null; - } - - // Prevent re-triggering of the same event, since we already bubbled it above - jQuery.event.triggered = type; - - if ( event.isPropagationStopped() ) { - lastElement.addEventListener( type, stopPropagationCallback ); - } - - elem[ type ](); - - if ( event.isPropagationStopped() ) { - lastElement.removeEventListener( type, stopPropagationCallback ); - } - - jQuery.event.triggered = undefined; - - if ( tmp ) { - elem[ ontype ] = tmp; - } - } - } - } - - return event.result; - }, - - // Piggyback on a donor event to simulate a different one - // Used only for `focus(in | out)` events - simulate: function( type, elem, event ) { - var e = jQuery.extend( - new jQuery.Event(), - event, - { - type: type, - isSimulated: true - } - ); - - jQuery.event.trigger( e, null, elem ); - } - -} ); - -jQuery.fn.extend( { - - trigger: function( type, data ) { - return this.each( function() { - jQuery.event.trigger( type, data, this ); - } ); - }, - triggerHandler: function( type, data ) { - var elem = this[ 0 ]; - if ( elem ) { - return jQuery.event.trigger( type, data, elem, true ); - } - } -} ); - - -// Support: Firefox <=44 -// Firefox doesn't have focus(in | out) events -// Related ticket - https://bugzilla.mozilla.org/show_bug.cgi?id=687787 -// -// Support: Chrome <=48 - 49, Safari <=9.0 - 9.1 -// focus(in | out) events fire after focus & blur events, -// which is spec violation - http://www.w3.org/TR/DOM-Level-3-Events/#events-focusevent-event-order -// Related ticket - https://bugs.chromium.org/p/chromium/issues/detail?id=449857 -if ( !support.focusin ) { - jQuery.each( { focus: "focusin", blur: "focusout" }, function( orig, fix ) { - - // Attach a single capturing handler on the document while someone wants focusin/focusout - var handler = function( event ) { - jQuery.event.simulate( fix, event.target, jQuery.event.fix( event ) ); - }; - - jQuery.event.special[ fix ] = { - setup: function() { - - // Handle: regular nodes (via `this.ownerDocument`), window - // (via `this.document`) & document (via `this`). - var doc = this.ownerDocument || this.document || this, - attaches = dataPriv.access( doc, fix ); - - if ( !attaches ) { - doc.addEventListener( orig, handler, true ); - } - dataPriv.access( doc, fix, ( attaches || 0 ) + 1 ); - }, - teardown: function() { - var doc = this.ownerDocument || this.document || this, - attaches = dataPriv.access( doc, fix ) - 1; - - if ( !attaches ) { - doc.removeEventListener( orig, handler, true ); - dataPriv.remove( doc, fix ); - - } else { - dataPriv.access( doc, fix, attaches ); - } - } - }; - } ); -} -var location = window.location; - -var nonce = { guid: Date.now() }; - -var rquery = ( /\?/ ); - - - -// Cross-browser xml parsing -jQuery.parseXML = function( data ) { - var xml; - if ( !data || typeof data !== "string" ) { - return null; - } - - // Support: IE 9 - 11 only - // IE throws on parseFromString with invalid input. - try { - xml = ( new window.DOMParser() ).parseFromString( data, "text/xml" ); - } catch ( e ) { - xml = undefined; - } - - if ( !xml || xml.getElementsByTagName( "parsererror" ).length ) { - jQuery.error( "Invalid XML: " + data ); - } - return xml; -}; - - -var - rbracket = /\[\]$/, - rCRLF = /\r?\n/g, - rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i, - rsubmittable = /^(?:input|select|textarea|keygen)/i; - -function buildParams( prefix, obj, traditional, add ) { - var name; - - if ( Array.isArray( obj ) ) { - - // Serialize array item. - jQuery.each( obj, function( i, v ) { - if ( traditional || rbracket.test( prefix ) ) { - - // Treat each array item as a scalar. - add( prefix, v ); - - } else { - - // Item is non-scalar (array or object), encode its numeric index. - buildParams( - prefix + "[" + ( typeof v === "object" && v != null ? i : "" ) + "]", - v, - traditional, - add - ); - } - } ); - - } else if ( !traditional && toType( obj ) === "object" ) { - - // Serialize object item. - for ( name in obj ) { - buildParams( prefix + "[" + name + "]", obj[ name ], traditional, add ); - } - - } else { - - // Serialize scalar item. - add( prefix, obj ); - } -} - -// Serialize an array of form elements or a set of -// key/values into a query string -jQuery.param = function( a, traditional ) { - var prefix, - s = [], - add = function( key, valueOrFunction ) { - - // If value is a function, invoke it and use its return value - var value = isFunction( valueOrFunction ) ? - valueOrFunction() : - valueOrFunction; - - s[ s.length ] = encodeURIComponent( key ) + "=" + - encodeURIComponent( value == null ? "" : value ); - }; - - if ( a == null ) { - return ""; - } - - // If an array was passed in, assume that it is an array of form elements. - if ( Array.isArray( a ) || ( a.jquery && !jQuery.isPlainObject( a ) ) ) { - - // Serialize the form elements - jQuery.each( a, function() { - add( this.name, this.value ); - } ); - - } else { - - // If traditional, encode the "old" way (the way 1.3.2 or older - // did it), otherwise encode params recursively. - for ( prefix in a ) { - buildParams( prefix, a[ prefix ], traditional, add ); - } - } - - // Return the resulting serialization - return s.join( "&" ); -}; - -jQuery.fn.extend( { - serialize: function() { - return jQuery.param( this.serializeArray() ); - }, - serializeArray: function() { - return this.map( function() { - - // Can add propHook for "elements" to filter or add form elements - var elements = jQuery.prop( this, "elements" ); - return elements ? jQuery.makeArray( elements ) : this; - } ) - .filter( function() { - var type = this.type; - - // Use .is( ":disabled" ) so that fieldset[disabled] works - return this.name && !jQuery( this ).is( ":disabled" ) && - rsubmittable.test( this.nodeName ) && !rsubmitterTypes.test( type ) && - ( this.checked || !rcheckableType.test( type ) ); - } ) - .map( function( _i, elem ) { - var val = jQuery( this ).val(); - - if ( val == null ) { - return null; - } - - if ( Array.isArray( val ) ) { - return jQuery.map( val, function( val ) { - return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; - } ); - } - - return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; - } ).get(); - } -} ); - - -var - r20 = /%20/g, - rhash = /#.*$/, - rantiCache = /([?&])_=[^&]*/, - rheaders = /^(.*?):[ \t]*([^\r\n]*)$/mg, - - // #7653, #8125, #8152: local protocol detection - rlocalProtocol = /^(?:about|app|app-storage|.+-extension|file|res|widget):$/, - rnoContent = /^(?:GET|HEAD)$/, - rprotocol = /^\/\//, - - /* Prefilters - * 1) They are useful to introduce custom dataTypes (see ajax/jsonp.js for an example) - * 2) These are called: - * - BEFORE asking for a transport - * - AFTER param serialization (s.data is a string if s.processData is true) - * 3) key is the dataType - * 4) the catchall symbol "*" can be used - * 5) execution will start with transport dataType and THEN continue down to "*" if needed - */ - prefilters = {}, - - /* Transports bindings - * 1) key is the dataType - * 2) the catchall symbol "*" can be used - * 3) selection will start with transport dataType and THEN go to "*" if needed - */ - transports = {}, - - // Avoid comment-prolog char sequence (#10098); must appease lint and evade compression - allTypes = "*/".concat( "*" ), - - // Anchor tag for parsing the document origin - originAnchor = document.createElement( "a" ); - originAnchor.href = location.href; - -// Base "constructor" for jQuery.ajaxPrefilter and jQuery.ajaxTransport -function addToPrefiltersOrTransports( structure ) { - - // dataTypeExpression is optional and defaults to "*" - return function( dataTypeExpression, func ) { - - if ( typeof dataTypeExpression !== "string" ) { - func = dataTypeExpression; - dataTypeExpression = "*"; - } - - var dataType, - i = 0, - dataTypes = dataTypeExpression.toLowerCase().match( rnothtmlwhite ) || []; - - if ( isFunction( func ) ) { - - // For each dataType in the dataTypeExpression - while ( ( dataType = dataTypes[ i++ ] ) ) { - - // Prepend if requested - if ( dataType[ 0 ] === "+" ) { - dataType = dataType.slice( 1 ) || "*"; - ( structure[ dataType ] = structure[ dataType ] || [] ).unshift( func ); - - // Otherwise append - } else { - ( structure[ dataType ] = structure[ dataType ] || [] ).push( func ); - } - } - } - }; -} - -// Base inspection function for prefilters and transports -function inspectPrefiltersOrTransports( structure, options, originalOptions, jqXHR ) { - - var inspected = {}, - seekingTransport = ( structure === transports ); - - function inspect( dataType ) { - var selected; - inspected[ dataType ] = true; - jQuery.each( structure[ dataType ] || [], function( _, prefilterOrFactory ) { - var dataTypeOrTransport = prefilterOrFactory( options, originalOptions, jqXHR ); - if ( typeof dataTypeOrTransport === "string" && - !seekingTransport && !inspected[ dataTypeOrTransport ] ) { - - options.dataTypes.unshift( dataTypeOrTransport ); - inspect( dataTypeOrTransport ); - return false; - } else if ( seekingTransport ) { - return !( selected = dataTypeOrTransport ); - } - } ); - return selected; - } - - return inspect( options.dataTypes[ 0 ] ) || !inspected[ "*" ] && inspect( "*" ); -} - -// A special extend for ajax options -// that takes "flat" options (not to be deep extended) -// Fixes #9887 -function ajaxExtend( target, src ) { - var key, deep, - flatOptions = jQuery.ajaxSettings.flatOptions || {}; - - for ( key in src ) { - if ( src[ key ] !== undefined ) { - ( flatOptions[ key ] ? target : ( deep || ( deep = {} ) ) )[ key ] = src[ key ]; - } - } - if ( deep ) { - jQuery.extend( true, target, deep ); - } - - return target; -} - -/* Handles responses to an ajax request: - * - finds the right dataType (mediates between content-type and expected dataType) - * - returns the corresponding response - */ -function ajaxHandleResponses( s, jqXHR, responses ) { - - var ct, type, finalDataType, firstDataType, - contents = s.contents, - dataTypes = s.dataTypes; - - // Remove auto dataType and get content-type in the process - while ( dataTypes[ 0 ] === "*" ) { - dataTypes.shift(); - if ( ct === undefined ) { - ct = s.mimeType || jqXHR.getResponseHeader( "Content-Type" ); - } - } - - // Check if we're dealing with a known content-type - if ( ct ) { - for ( type in contents ) { - if ( contents[ type ] && contents[ type ].test( ct ) ) { - dataTypes.unshift( type ); - break; - } - } - } - - // Check to see if we have a response for the expected dataType - if ( dataTypes[ 0 ] in responses ) { - finalDataType = dataTypes[ 0 ]; - } else { - - // Try convertible dataTypes - for ( type in responses ) { - if ( !dataTypes[ 0 ] || s.converters[ type + " " + dataTypes[ 0 ] ] ) { - finalDataType = type; - break; - } - if ( !firstDataType ) { - firstDataType = type; - } - } - - // Or just use first one - finalDataType = finalDataType || firstDataType; - } - - // If we found a dataType - // We add the dataType to the list if needed - // and return the corresponding response - if ( finalDataType ) { - if ( finalDataType !== dataTypes[ 0 ] ) { - dataTypes.unshift( finalDataType ); - } - return responses[ finalDataType ]; - } -} - -/* Chain conversions given the request and the original response - * Also sets the responseXXX fields on the jqXHR instance - */ -function ajaxConvert( s, response, jqXHR, isSuccess ) { - var conv2, current, conv, tmp, prev, - converters = {}, - - // Work with a copy of dataTypes in case we need to modify it for conversion - dataTypes = s.dataTypes.slice(); - - // Create converters map with lowercased keys - if ( dataTypes[ 1 ] ) { - for ( conv in s.converters ) { - converters[ conv.toLowerCase() ] = s.converters[ conv ]; - } - } - - current = dataTypes.shift(); - - // Convert to each sequential dataType - while ( current ) { - - if ( s.responseFields[ current ] ) { - jqXHR[ s.responseFields[ current ] ] = response; - } - - // Apply the dataFilter if provided - if ( !prev && isSuccess && s.dataFilter ) { - response = s.dataFilter( response, s.dataType ); - } - - prev = current; - current = dataTypes.shift(); - - if ( current ) { - - // There's only work to do if current dataType is non-auto - if ( current === "*" ) { - - current = prev; - - // Convert response if prev dataType is non-auto and differs from current - } else if ( prev !== "*" && prev !== current ) { - - // Seek a direct converter - conv = converters[ prev + " " + current ] || converters[ "* " + current ]; - - // If none found, seek a pair - if ( !conv ) { - for ( conv2 in converters ) { - - // If conv2 outputs current - tmp = conv2.split( " " ); - if ( tmp[ 1 ] === current ) { - - // If prev can be converted to accepted input - conv = converters[ prev + " " + tmp[ 0 ] ] || - converters[ "* " + tmp[ 0 ] ]; - if ( conv ) { - - // Condense equivalence converters - if ( conv === true ) { - conv = converters[ conv2 ]; - - // Otherwise, insert the intermediate dataType - } else if ( converters[ conv2 ] !== true ) { - current = tmp[ 0 ]; - dataTypes.unshift( tmp[ 1 ] ); - } - break; - } - } - } - } - - // Apply converter (if not an equivalence) - if ( conv !== true ) { - - // Unless errors are allowed to bubble, catch and return them - if ( conv && s.throws ) { - response = conv( response ); - } else { - try { - response = conv( response ); - } catch ( e ) { - return { - state: "parsererror", - error: conv ? e : "No conversion from " + prev + " to " + current - }; - } - } - } - } - } - } - - return { state: "success", data: response }; -} - -jQuery.extend( { - - // Counter for holding the number of active queries - active: 0, - - // Last-Modified header cache for next request - lastModified: {}, - etag: {}, - - ajaxSettings: { - url: location.href, - type: "GET", - isLocal: rlocalProtocol.test( location.protocol ), - global: true, - processData: true, - async: true, - contentType: "application/x-www-form-urlencoded; charset=UTF-8", - - /* - timeout: 0, - data: null, - dataType: null, - username: null, - password: null, - cache: null, - throws: false, - traditional: false, - headers: {}, - */ - - accepts: { - "*": allTypes, - text: "text/plain", - html: "text/html", - xml: "application/xml, text/xml", - json: "application/json, text/javascript" - }, - - contents: { - xml: /\bxml\b/, - html: /\bhtml/, - json: /\bjson\b/ - }, - - responseFields: { - xml: "responseXML", - text: "responseText", - json: "responseJSON" - }, - - // Data converters - // Keys separate source (or catchall "*") and destination types with a single space - converters: { - - // Convert anything to text - "* text": String, - - // Text to html (true = no transformation) - "text html": true, - - // Evaluate text as a json expression - "text json": JSON.parse, - - // Parse text as xml - "text xml": jQuery.parseXML - }, - - // For options that shouldn't be deep extended: - // you can add your own custom options here if - // and when you create one that shouldn't be - // deep extended (see ajaxExtend) - flatOptions: { - url: true, - context: true - } - }, - - // Creates a full fledged settings object into target - // with both ajaxSettings and settings fields. - // If target is omitted, writes into ajaxSettings. - ajaxSetup: function( target, settings ) { - return settings ? - - // Building a settings object - ajaxExtend( ajaxExtend( target, jQuery.ajaxSettings ), settings ) : - - // Extending ajaxSettings - ajaxExtend( jQuery.ajaxSettings, target ); - }, - - ajaxPrefilter: addToPrefiltersOrTransports( prefilters ), - ajaxTransport: addToPrefiltersOrTransports( transports ), - - // Main method - ajax: function( url, options ) { - - // If url is an object, simulate pre-1.5 signature - if ( typeof url === "object" ) { - options = url; - url = undefined; - } - - // Force options to be an object - options = options || {}; - - var transport, - - // URL without anti-cache param - cacheURL, - - // Response headers - responseHeadersString, - responseHeaders, - - // timeout handle - timeoutTimer, - - // Url cleanup var - urlAnchor, - - // Request state (becomes false upon send and true upon completion) - completed, - - // To know if global events are to be dispatched - fireGlobals, - - // Loop variable - i, - - // uncached part of the url - uncached, - - // Create the final options object - s = jQuery.ajaxSetup( {}, options ), - - // Callbacks context - callbackContext = s.context || s, - - // Context for global events is callbackContext if it is a DOM node or jQuery collection - globalEventContext = s.context && - ( callbackContext.nodeType || callbackContext.jquery ) ? - jQuery( callbackContext ) : - jQuery.event, - - // Deferreds - deferred = jQuery.Deferred(), - completeDeferred = jQuery.Callbacks( "once memory" ), - - // Status-dependent callbacks - statusCode = s.statusCode || {}, - - // Headers (they are sent all at once) - requestHeaders = {}, - requestHeadersNames = {}, - - // Default abort message - strAbort = "canceled", - - // Fake xhr - jqXHR = { - readyState: 0, - - // Builds headers hashtable if needed - getResponseHeader: function( key ) { - var match; - if ( completed ) { - if ( !responseHeaders ) { - responseHeaders = {}; - while ( ( match = rheaders.exec( responseHeadersString ) ) ) { - responseHeaders[ match[ 1 ].toLowerCase() + " " ] = - ( responseHeaders[ match[ 1 ].toLowerCase() + " " ] || [] ) - .concat( match[ 2 ] ); - } - } - match = responseHeaders[ key.toLowerCase() + " " ]; - } - return match == null ? null : match.join( ", " ); - }, - - // Raw string - getAllResponseHeaders: function() { - return completed ? responseHeadersString : null; - }, - - // Caches the header - setRequestHeader: function( name, value ) { - if ( completed == null ) { - name = requestHeadersNames[ name.toLowerCase() ] = - requestHeadersNames[ name.toLowerCase() ] || name; - requestHeaders[ name ] = value; - } - return this; - }, - - // Overrides response content-type header - overrideMimeType: function( type ) { - if ( completed == null ) { - s.mimeType = type; - } - return this; - }, - - // Status-dependent callbacks - statusCode: function( map ) { - var code; - if ( map ) { - if ( completed ) { - - // Execute the appropriate callbacks - jqXHR.always( map[ jqXHR.status ] ); - } else { - - // Lazy-add the new callbacks in a way that preserves old ones - for ( code in map ) { - statusCode[ code ] = [ statusCode[ code ], map[ code ] ]; - } - } - } - return this; - }, - - // Cancel the request - abort: function( statusText ) { - var finalText = statusText || strAbort; - if ( transport ) { - transport.abort( finalText ); - } - done( 0, finalText ); - return this; - } - }; - - // Attach deferreds - deferred.promise( jqXHR ); - - // Add protocol if not provided (prefilters might expect it) - // Handle falsy url in the settings object (#10093: consistency with old signature) - // We also use the url parameter if available - s.url = ( ( url || s.url || location.href ) + "" ) - .replace( rprotocol, location.protocol + "//" ); - - // Alias method option to type as per ticket #12004 - s.type = options.method || options.type || s.method || s.type; - - // Extract dataTypes list - s.dataTypes = ( s.dataType || "*" ).toLowerCase().match( rnothtmlwhite ) || [ "" ]; - - // A cross-domain request is in order when the origin doesn't match the current origin. - if ( s.crossDomain == null ) { - urlAnchor = document.createElement( "a" ); - - // Support: IE <=8 - 11, Edge 12 - 15 - // IE throws exception on accessing the href property if url is malformed, - // e.g. http://example.com:80x/ - try { - urlAnchor.href = s.url; - - // Support: IE <=8 - 11 only - // Anchor's host property isn't correctly set when s.url is relative - urlAnchor.href = urlAnchor.href; - s.crossDomain = originAnchor.protocol + "//" + originAnchor.host !== - urlAnchor.protocol + "//" + urlAnchor.host; - } catch ( e ) { - - // If there is an error parsing the URL, assume it is crossDomain, - // it can be rejected by the transport if it is invalid - s.crossDomain = true; - } - } - - // Convert data if not already a string - if ( s.data && s.processData && typeof s.data !== "string" ) { - s.data = jQuery.param( s.data, s.traditional ); - } - - // Apply prefilters - inspectPrefiltersOrTransports( prefilters, s, options, jqXHR ); - - // If request was aborted inside a prefilter, stop there - if ( completed ) { - return jqXHR; - } - - // We can fire global events as of now if asked to - // Don't fire events if jQuery.event is undefined in an AMD-usage scenario (#15118) - fireGlobals = jQuery.event && s.global; - - // Watch for a new set of requests - if ( fireGlobals && jQuery.active++ === 0 ) { - jQuery.event.trigger( "ajaxStart" ); - } - - // Uppercase the type - s.type = s.type.toUpperCase(); - - // Determine if request has content - s.hasContent = !rnoContent.test( s.type ); - - // Save the URL in case we're toying with the If-Modified-Since - // and/or If-None-Match header later on - // Remove hash to simplify url manipulation - cacheURL = s.url.replace( rhash, "" ); - - // More options handling for requests with no content - if ( !s.hasContent ) { - - // Remember the hash so we can put it back - uncached = s.url.slice( cacheURL.length ); - - // If data is available and should be processed, append data to url - if ( s.data && ( s.processData || typeof s.data === "string" ) ) { - cacheURL += ( rquery.test( cacheURL ) ? 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Kt()?t===Re?qe:Ve:t===Re?Ve:qe}static jQueryInterface(t){return this.each((function(){const e=li.getOrCreateInstance(this,t);if("number"!=typeof t){if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}else e.to(t)}))}}fe.on(document,Ze,"[data-bs-slide], [data-bs-slide-to]",(function(t){const e=we.getElementFromSelector(this);if(!e||!e.classList.contains(ti))return;t.preventDefault();const i=li.getOrCreateInstance(e),n=this.getAttribute("data-bs-slide-to");return n?(i.to(n),void i._maybeEnableCycle()):"next"===_e.getDataAttribute(this,"slide")?(i.next(),void i._maybeEnableCycle()):(i.prev(),void i._maybeEnableCycle())})),fe.on(window,Je,(()=>{const t=we.find('[data-bs-ride="carousel"]');for(const e of t)li.getOrCreateInstance(e)})),Qt(li);const ci=".bs.collapse",hi=`show${ci}`,di=`shown${ci}`,ui=`hide${ci}`,fi=`hidden${ci}`,pi=`click${ci}.data-api`,mi="show",gi="collapse",_i="collapsing",bi=`:scope .${gi} 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.collapse.collapsing").filter((t=>t!==this._element)).map((t=>Ei.getOrCreateInstance(t,{toggle:!1})))),t.length&&t[0]._isTransitioning)return;if(fe.trigger(this._element,hi).defaultPrevented)return;for(const e of t)e.hide();const e=this._getDimension();this._element.classList.remove(gi),this._element.classList.add(_i),this._element.style[e]=0,this._addAriaAndCollapsedClass(this._triggerArray,!0),this._isTransitioning=!0;const i=`scroll${e[0].toUpperCase()+e.slice(1)}`;this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi,mi),this._element.style[e]="",fe.trigger(this._element,di)}),this._element,!0),this._element.style[e]=`${this._element[i]}px`}hide(){if(this._isTransitioning||!this._isShown())return;if(fe.trigger(this._element,ui).defaultPrevented)return;const t=this._getDimension();this._element.style[t]=`${this._element.getBoundingClientRect()[t]}px`,qt(this._element),this._element.classList.add(_i),this._element.classList.remove(gi,mi);for(const t of this._triggerArray){const e=we.getElementFromSelector(t);e&&!this._isShown(e)&&this._addAriaAndCollapsedClass([t],!1)}this._isTransitioning=!0,this._element.style[t]="",this._queueCallback((()=>{this._isTransitioning=!1,this._element.classList.remove(_i),this._element.classList.add(gi),fe.trigger(this._element,fi)}),this._element,!0)}_isShown(t=this._element){return t.classList.contains(mi)}_configAfterMerge(t){return t.toggle=Boolean(t.toggle),t.parent=Ht(t.parent),t}_getDimension(){return this._element.classList.contains("collapse-horizontal")?"width":"height"}_initializeChildren(){if(!this._config.parent)return;const t=this._getFirstLevelChildren(vi);for(const e of t){const t=we.getElementFromSelector(e);t&&this._addAriaAndCollapsedClass([e],this._isShown(t))}}_getFirstLevelChildren(t){const e=we.find(bi,this._config.parent);return we.find(t,this._config.parent).filter((t=>!e.includes(t)))}_addAriaAndCollapsedClass(t,e){if(t.length)for(const i of t)i.classList.toggle("collapsed",!e),i.setAttribute("aria-expanded",e)}static jQueryInterface(t){const e={};return"string"==typeof t&&/show|hide/.test(t)&&(e.toggle=!1),this.each((function(){const i=Ei.getOrCreateInstance(this,e);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t]()}}))}}fe.on(document,pi,vi,(function(t){("A"===t.target.tagName||t.delegateTarget&&"A"===t.delegateTarget.tagName)&&t.preventDefault();for(const t of we.getMultipleElementsFromSelector(this))Ei.getOrCreateInstance(t,{toggle:!1}).toggle()})),Qt(Ei);const Ai="dropdown",Ti=".bs.dropdown",Ci=".data-api",Oi="ArrowUp",xi="ArrowDown",ki=`hide${Ti}`,Li=`hidden${Ti}`,Si=`show${Ti}`,Di=`shown${Ti}`,$i=`click${Ti}${Ci}`,Ii=`keydown${Ti}${Ci}`,Ni=`keyup${Ti}${Ci}`,Pi="show",Mi='[data-bs-toggle="dropdown"]:not(.disabled):not(:disabled)',ji=`${Mi}.${Pi}`,Fi=".dropdown-menu",Hi=Kt()?"top-end":"top-start",Bi=Kt()?"top-start":"top-end",Wi=Kt()?"bottom-end":"bottom-start",zi=Kt()?"bottom-start":"bottom-end",Ri=Kt()?"left-start":"right-start",qi=Kt()?"right-start":"left-start",Vi={autoClose:!0,boundary:"clippingParents",display:"dynamic",offset:[0,2],popperConfig:null,reference:"toggle"},Yi={autoClose:"(boolean|string)",boundary:"(string|element)",display:"string",offset:"(array|string|function)",popperConfig:"(null|object|function)",reference:"(string|element|object)"};class Ki extends ve{constructor(t,e){super(t,e),this._popper=null,this._parent=this._element.parentNode,this._menu=we.next(this._element,Fi)[0]||we.prev(this._element,Fi)[0]||we.findOne(Fi,this._parent),this._inNavbar=this._detectNavbar()}static get Default(){return Vi}static get DefaultType(){return Yi}static get NAME(){return Ai}toggle(){return this._isShown()?this.hide():this.show()}show(){if(Wt(this._element)||this._isShown())return;const t={relatedTarget:this._element};if(!fe.trigger(this._element,Si,t).defaultPrevented){if(this._createPopper(),"ontouchstart"in document.documentElement&&!this._parent.closest(".navbar-nav"))for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._element.focus(),this._element.setAttribute("aria-expanded",!0),this._menu.classList.add(Pi),this._element.classList.add(Pi),fe.trigger(this._element,Di,t)}}hide(){if(Wt(this._element)||!this._isShown())return;const t={relatedTarget:this._element};this._completeHide(t)}dispose(){this._popper&&this._popper.destroy(),super.dispose()}update(){this._inNavbar=this._detectNavbar(),this._popper&&this._popper.update()}_completeHide(t){if(!fe.trigger(this._element,ki,t).defaultPrevented){if("ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._popper&&this._popper.destroy(),this._menu.classList.remove(Pi),this._element.classList.remove(Pi),this._element.setAttribute("aria-expanded","false"),_e.removeDataAttribute(this._menu,"popper"),fe.trigger(this._element,Li,t)}}_getConfig(t){if("object"==typeof(t=super._getConfig(t)).reference&&!Ft(t.reference)&&"function"!=typeof t.reference.getBoundingClientRect)throw new TypeError(`${Ai.toUpperCase()}: Option "reference" provided type "object" without a required "getBoundingClientRect" method.`);return t}_createPopper(){if(void 0===e)throw new TypeError("Bootstrap's dropdowns require Popper (https://popper.js.org)");let t=this._element;"parent"===this._config.reference?t=this._parent:Ft(this._config.reference)?t=Ht(this._config.reference):"object"==typeof this._config.reference&&(t=this._config.reference);const i=this._getPopperConfig();this._popper=Dt(t,this._menu,i)}_isShown(){return this._menu.classList.contains(Pi)}_getPlacement(){const t=this._parent;if(t.classList.contains("dropend"))return Ri;if(t.classList.contains("dropstart"))return qi;if(t.classList.contains("dropup-center"))return"top";if(t.classList.contains("dropdown-center"))return"bottom";const e="end"===getComputedStyle(this._menu).getPropertyValue("--bs-position").trim();return t.classList.contains("dropup")?e?Bi:Hi:e?zi:Wi}_detectNavbar(){return null!==this._element.closest(".navbar")}_getOffset(){const{offset:t}=this._config;return"string"==typeof t?t.split(",").map((t=>Number.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_getPopperConfig(){const t={placement:this._getPlacement(),modifiers:[{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"offset",options:{offset:this._getOffset()}}]};return(this._inNavbar||"static"===this._config.display)&&(_e.setDataAttribute(this._menu,"popper","static"),t.modifiers=[{name:"applyStyles",enabled:!1}]),{...t,...Xt(this._config.popperConfig,[t])}}_selectMenuItem({key:t,target:e}){const i=we.find(".dropdown-menu .dropdown-item:not(.disabled):not(:disabled)",this._menu).filter((t=>Bt(t)));i.length&&Gt(i,e,t===xi,!i.includes(e)).focus()}static jQueryInterface(t){return this.each((function(){const e=Ki.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}static clearMenus(t){if(2===t.button||"keyup"===t.type&&"Tab"!==t.key)return;const e=we.find(ji);for(const i of e){const e=Ki.getInstance(i);if(!e||!1===e._config.autoClose)continue;const n=t.composedPath(),s=n.includes(e._menu);if(n.includes(e._element)||"inside"===e._config.autoClose&&!s||"outside"===e._config.autoClose&&s)continue;if(e._menu.contains(t.target)&&("keyup"===t.type&&"Tab"===t.key||/input|select|option|textarea|form/i.test(t.target.tagName)))continue;const o={relatedTarget:e._element};"click"===t.type&&(o.clickEvent=t),e._completeHide(o)}}static dataApiKeydownHandler(t){const e=/input|textarea/i.test(t.target.tagName),i="Escape"===t.key,n=[Oi,xi].includes(t.key);if(!n&&!i)return;if(e&&!i)return;t.preventDefault();const s=this.matches(Mi)?this:we.prev(this,Mi)[0]||we.next(this,Mi)[0]||we.findOne(Mi,t.delegateTarget.parentNode),o=Ki.getOrCreateInstance(s);if(n)return t.stopPropagation(),o.show(),void o._selectMenuItem(t);o._isShown()&&(t.stopPropagation(),o.hide(),s.focus())}}fe.on(document,Ii,Mi,Ki.dataApiKeydownHandler),fe.on(document,Ii,Fi,Ki.dataApiKeydownHandler),fe.on(document,$i,Ki.clearMenus),fe.on(document,Ni,Ki.clearMenus),fe.on(document,$i,Mi,(function(t){t.preventDefault(),Ki.getOrCreateInstance(this).toggle()})),Qt(Ki);const Qi="backdrop",Xi="show",Ui=`mousedown.bs.${Qi}`,Gi={className:"modal-backdrop",clickCallback:null,isAnimated:!1,isVisible:!0,rootElement:"body"},Ji={className:"string",clickCallback:"(function|null)",isAnimated:"boolean",isVisible:"boolean",rootElement:"(element|string)"};class Zi extends be{constructor(t){super(),this._config=this._getConfig(t),this._isAppended=!1,this._element=null}static get Default(){return Gi}static get DefaultType(){return Ji}static get NAME(){return Qi}show(t){if(!this._config.isVisible)return void Xt(t);this._append();const e=this._getElement();this._config.isAnimated&&qt(e),e.classList.add(Xi),this._emulateAnimation((()=>{Xt(t)}))}hide(t){this._config.isVisible?(this._getElement().classList.remove(Xi),this._emulateAnimation((()=>{this.dispose(),Xt(t)}))):Xt(t)}dispose(){this._isAppended&&(fe.off(this._element,Ui),this._element.remove(),this._isAppended=!1)}_getElement(){if(!this._element){const t=document.createElement("div");t.className=this._config.className,this._config.isAnimated&&t.classList.add("fade"),this._element=t}return this._element}_configAfterMerge(t){return t.rootElement=Ht(t.rootElement),t}_append(){if(this._isAppended)return;const t=this._getElement();this._config.rootElement.append(t),fe.on(t,Ui,(()=>{Xt(this._config.clickCallback)})),this._isAppended=!0}_emulateAnimation(t){Ut(t,this._getElement(),this._config.isAnimated)}}const tn=".bs.focustrap",en=`focusin${tn}`,nn=`keydown.tab${tn}`,sn="backward",on={autofocus:!0,trapElement:null},rn={autofocus:"boolean",trapElement:"element"};class an extends be{constructor(t){super(),this._config=this._getConfig(t),this._isActive=!1,this._lastTabNavDirection=null}static get Default(){return on}static get DefaultType(){return rn}static get NAME(){return"focustrap"}activate(){this._isActive||(this._config.autofocus&&this._config.trapElement.focus(),fe.off(document,tn),fe.on(document,en,(t=>this._handleFocusin(t))),fe.on(document,nn,(t=>this._handleKeydown(t))),this._isActive=!0)}deactivate(){this._isActive&&(this._isActive=!1,fe.off(document,tn))}_handleFocusin(t){const{trapElement:e}=this._config;if(t.target===document||t.target===e||e.contains(t.target))return;const i=we.focusableChildren(e);0===i.length?e.focus():this._lastTabNavDirection===sn?i[i.length-1].focus():i[0].focus()}_handleKeydown(t){"Tab"===t.key&&(this._lastTabNavDirection=t.shiftKey?sn:"forward")}}const ln=".fixed-top, .fixed-bottom, .is-fixed, .sticky-top",cn=".sticky-top",hn="padding-right",dn="margin-right";class un{constructor(){this._element=document.body}getWidth(){const t=document.documentElement.clientWidth;return Math.abs(window.innerWidth-t)}hide(){const t=this.getWidth();this._disableOverFlow(),this._setElementAttributes(this._element,hn,(e=>e+t)),this._setElementAttributes(ln,hn,(e=>e+t)),this._setElementAttributes(cn,dn,(e=>e-t))}reset(){this._resetElementAttributes(this._element,"overflow"),this._resetElementAttributes(this._element,hn),this._resetElementAttributes(ln,hn),this._resetElementAttributes(cn,dn)}isOverflowing(){return this.getWidth()>0}_disableOverFlow(){this._saveInitialAttribute(this._element,"overflow"),this._element.style.overflow="hidden"}_setElementAttributes(t,e,i){const n=this.getWidth();this._applyManipulationCallback(t,(t=>{if(t!==this._element&&window.innerWidth>t.clientWidth+n)return;this._saveInitialAttribute(t,e);const s=window.getComputedStyle(t).getPropertyValue(e);t.style.setProperty(e,`${i(Number.parseFloat(s))}px`)}))}_saveInitialAttribute(t,e){const i=t.style.getPropertyValue(e);i&&_e.setDataAttribute(t,e,i)}_resetElementAttributes(t,e){this._applyManipulationCallback(t,(t=>{const i=_e.getDataAttribute(t,e);null!==i?(_e.removeDataAttribute(t,e),t.style.setProperty(e,i)):t.style.removeProperty(e)}))}_applyManipulationCallback(t,e){if(Ft(t))e(t);else for(const i of we.find(t,this._element))e(i)}}const fn=".bs.modal",pn=`hide${fn}`,mn=`hidePrevented${fn}`,gn=`hidden${fn}`,_n=`show${fn}`,bn=`shown${fn}`,vn=`resize${fn}`,yn=`click.dismiss${fn}`,wn=`mousedown.dismiss${fn}`,En=`keydown.dismiss${fn}`,An=`click${fn}.data-api`,Tn="modal-open",Cn="show",On="modal-static",xn={backdrop:!0,focus:!0,keyboard:!0},kn={backdrop:"(boolean|string)",focus:"boolean",keyboard:"boolean"};class Ln extends ve{constructor(t,e){super(t,e),this._dialog=we.findOne(".modal-dialog",this._element),this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._isShown=!1,this._isTransitioning=!1,this._scrollBar=new un,this._addEventListeners()}static get Default(){return xn}static get DefaultType(){return kn}static get NAME(){return"modal"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||this._isTransitioning||fe.trigger(this._element,_n,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._isTransitioning=!0,this._scrollBar.hide(),document.body.classList.add(Tn),this._adjustDialog(),this._backdrop.show((()=>this._showElement(t))))}hide(){this._isShown&&!this._isTransitioning&&(fe.trigger(this._element,pn).defaultPrevented||(this._isShown=!1,this._isTransitioning=!0,this._focustrap.deactivate(),this._element.classList.remove(Cn),this._queueCallback((()=>this._hideModal()),this._element,this._isAnimated())))}dispose(){fe.off(window,fn),fe.off(this._dialog,fn),this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}handleUpdate(){this._adjustDialog()}_initializeBackDrop(){return new Zi({isVisible:Boolean(this._config.backdrop),isAnimated:this._isAnimated()})}_initializeFocusTrap(){return new an({trapElement:this._element})}_showElement(t){document.body.contains(this._element)||document.body.append(this._element),this._element.style.display="block",this._element.removeAttribute("aria-hidden"),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.scrollTop=0;const e=we.findOne(".modal-body",this._dialog);e&&(e.scrollTop=0),qt(this._element),this._element.classList.add(Cn),this._queueCallback((()=>{this._config.focus&&this._focustrap.activate(),this._isTransitioning=!1,fe.trigger(this._element,bn,{relatedTarget:t})}),this._dialog,this._isAnimated())}_addEventListeners(){fe.on(this._element,En,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():this._triggerBackdropTransition())})),fe.on(window,vn,(()=>{this._isShown&&!this._isTransitioning&&this._adjustDialog()})),fe.on(this._element,wn,(t=>{fe.one(this._element,yn,(e=>{this._element===t.target&&this._element===e.target&&("static"!==this._config.backdrop?this._config.backdrop&&this.hide():this._triggerBackdropTransition())}))}))}_hideModal(){this._element.style.display="none",this._element.setAttribute("aria-hidden",!0),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._isTransitioning=!1,this._backdrop.hide((()=>{document.body.classList.remove(Tn),this._resetAdjustments(),this._scrollBar.reset(),fe.trigger(this._element,gn)}))}_isAnimated(){return this._element.classList.contains("fade")}_triggerBackdropTransition(){if(fe.trigger(this._element,mn).defaultPrevented)return;const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._element.style.overflowY;"hidden"===e||this._element.classList.contains(On)||(t||(this._element.style.overflowY="hidden"),this._element.classList.add(On),this._queueCallback((()=>{this._element.classList.remove(On),this._queueCallback((()=>{this._element.style.overflowY=e}),this._dialog)}),this._dialog),this._element.focus())}_adjustDialog(){const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._scrollBar.getWidth(),i=e>0;if(i&&!t){const t=Kt()?"paddingLeft":"paddingRight";this._element.style[t]=`${e}px`}if(!i&&t){const t=Kt()?"paddingRight":"paddingLeft";this._element.style[t]=`${e}px`}}_resetAdjustments(){this._element.style.paddingLeft="",this._element.style.paddingRight=""}static jQueryInterface(t,e){return this.each((function(){const i=Ln.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===i[t])throw new TypeError(`No method named "${t}"`);i[t](e)}}))}}fe.on(document,An,'[data-bs-toggle="modal"]',(function(t){const e=we.getElementFromSelector(this);["A","AREA"].includes(this.tagName)&&t.preventDefault(),fe.one(e,_n,(t=>{t.defaultPrevented||fe.one(e,gn,(()=>{Bt(this)&&this.focus()}))}));const i=we.findOne(".modal.show");i&&Ln.getInstance(i).hide(),Ln.getOrCreateInstance(e).toggle(this)})),Ee(Ln),Qt(Ln);const Sn=".bs.offcanvas",Dn=".data-api",$n=`load${Sn}${Dn}`,In="show",Nn="showing",Pn="hiding",Mn=".offcanvas.show",jn=`show${Sn}`,Fn=`shown${Sn}`,Hn=`hide${Sn}`,Bn=`hidePrevented${Sn}`,Wn=`hidden${Sn}`,zn=`resize${Sn}`,Rn=`click${Sn}${Dn}`,qn=`keydown.dismiss${Sn}`,Vn={backdrop:!0,keyboard:!0,scroll:!1},Yn={backdrop:"(boolean|string)",keyboard:"boolean",scroll:"boolean"};class Kn extends ve{constructor(t,e){super(t,e),this._isShown=!1,this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._addEventListeners()}static get Default(){return Vn}static get DefaultType(){return Yn}static get NAME(){return"offcanvas"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||fe.trigger(this._element,jn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._backdrop.show(),this._config.scroll||(new un).hide(),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.classList.add(Nn),this._queueCallback((()=>{this._config.scroll&&!this._config.backdrop||this._focustrap.activate(),this._element.classList.add(In),this._element.classList.remove(Nn),fe.trigger(this._element,Fn,{relatedTarget:t})}),this._element,!0))}hide(){this._isShown&&(fe.trigger(this._element,Hn).defaultPrevented||(this._focustrap.deactivate(),this._element.blur(),this._isShown=!1,this._element.classList.add(Pn),this._backdrop.hide(),this._queueCallback((()=>{this._element.classList.remove(In,Pn),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._config.scroll||(new un).reset(),fe.trigger(this._element,Wn)}),this._element,!0)))}dispose(){this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}_initializeBackDrop(){const t=Boolean(this._config.backdrop);return new Zi({className:"offcanvas-backdrop",isVisible:t,isAnimated:!0,rootElement:this._element.parentNode,clickCallback:t?()=>{"static"!==this._config.backdrop?this.hide():fe.trigger(this._element,Bn)}:null})}_initializeFocusTrap(){return new an({trapElement:this._element})}_addEventListeners(){fe.on(this._element,qn,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():fe.trigger(this._element,Bn))}))}static jQueryInterface(t){return this.each((function(){const e=Kn.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t](this)}}))}}fe.on(document,Rn,'[data-bs-toggle="offcanvas"]',(function(t){const e=we.getElementFromSelector(this);if(["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this))return;fe.one(e,Wn,(()=>{Bt(this)&&this.focus()}));const i=we.findOne(Mn);i&&i!==e&&Kn.getInstance(i).hide(),Kn.getOrCreateInstance(e).toggle(this)})),fe.on(window,$n,(()=>{for(const t of we.find(Mn))Kn.getOrCreateInstance(t).show()})),fe.on(window,zn,(()=>{for(const t of we.find("[aria-modal][class*=show][class*=offcanvas-]"))"fixed"!==getComputedStyle(t).position&&Kn.getOrCreateInstance(t).hide()})),Ee(Kn),Qt(Kn);const Qn={"*":["class","dir","id","lang","role",/^aria-[\w-]*$/i],a:["target","href","title","rel"],area:[],b:[],br:[],col:[],code:[],dd:[],div:[],dl:[],dt:[],em:[],hr:[],h1:[],h2:[],h3:[],h4:[],h5:[],h6:[],i:[],img:["src","srcset","alt","title","width","height"],li:[],ol:[],p:[],pre:[],s:[],small:[],span:[],sub:[],sup:[],strong:[],u:[],ul:[]},Xn=new Set(["background","cite","href","itemtype","longdesc","poster","src","xlink:href"]),Un=/^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i,Gn=(t,e)=>{const i=t.nodeName.toLowerCase();return e.includes(i)?!Xn.has(i)||Boolean(Un.test(t.nodeValue)):e.filter((t=>t instanceof RegExp)).some((t=>t.test(i)))},Jn={allowList:Qn,content:{},extraClass:"",html:!1,sanitize:!0,sanitizeFn:null,template:"
"},Zn={allowList:"object",content:"object",extraClass:"(string|function)",html:"boolean",sanitize:"boolean",sanitizeFn:"(null|function)",template:"string"},ts={entry:"(string|element|function|null)",selector:"(string|element)"};class es extends be{constructor(t){super(),this._config=this._getConfig(t)}static get Default(){return Jn}static get DefaultType(){return Zn}static get NAME(){return"TemplateFactory"}getContent(){return Object.values(this._config.content).map((t=>this._resolvePossibleFunction(t))).filter(Boolean)}hasContent(){return this.getContent().length>0}changeContent(t){return this._checkContent(t),this._config.content={...this._config.content,...t},this}toHtml(){const t=document.createElement("div");t.innerHTML=this._maybeSanitize(this._config.template);for(const[e,i]of Object.entries(this._config.content))this._setContent(t,i,e);const e=t.children[0],i=this._resolvePossibleFunction(this._config.extraClass);return i&&e.classList.add(...i.split(" ")),e}_typeCheckConfig(t){super._typeCheckConfig(t),this._checkContent(t.content)}_checkContent(t){for(const[e,i]of Object.entries(t))super._typeCheckConfig({selector:e,entry:i},ts)}_setContent(t,e,i){const n=we.findOne(i,t);n&&((e=this._resolvePossibleFunction(e))?Ft(e)?this._putElementInTemplate(Ht(e),n):this._config.html?n.innerHTML=this._maybeSanitize(e):n.textContent=e:n.remove())}_maybeSanitize(t){return this._config.sanitize?function(t,e,i){if(!t.length)return t;if(i&&"function"==typeof i)return i(t);const n=(new window.DOMParser).parseFromString(t,"text/html"),s=[].concat(...n.body.querySelectorAll("*"));for(const t of s){const i=t.nodeName.toLowerCase();if(!Object.keys(e).includes(i)){t.remove();continue}const n=[].concat(...t.attributes),s=[].concat(e["*"]||[],e[i]||[]);for(const e of n)Gn(e,s)||t.removeAttribute(e.nodeName)}return n.body.innerHTML}(t,this._config.allowList,this._config.sanitizeFn):t}_resolvePossibleFunction(t){return Xt(t,[this])}_putElementInTemplate(t,e){if(this._config.html)return e.innerHTML="",void e.append(t);e.textContent=t.textContent}}const is=new Set(["sanitize","allowList","sanitizeFn"]),ns="fade",ss="show",os=".tooltip-inner",rs=".modal",as="hide.bs.modal",ls="hover",cs="focus",hs={AUTO:"auto",TOP:"top",RIGHT:Kt()?"left":"right",BOTTOM:"bottom",LEFT:Kt()?"right":"left"},ds={allowList:Qn,animation:!0,boundary:"clippingParents",container:!1,customClass:"",delay:0,fallbackPlacements:["top","right","bottom","left"],html:!1,offset:[0,6],placement:"top",popperConfig:null,sanitize:!0,sanitizeFn:null,selector:!1,template:'',title:"",trigger:"hover 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i=this._getTipElement();this._element.setAttribute("aria-describedby",i.getAttribute("id"));const{container:n}=this._config;if(this._element.ownerDocument.documentElement.contains(this.tip)||(n.append(i),fe.trigger(this._element,this.constructor.eventName("inserted"))),this._popper=this._createPopper(i),i.classList.add(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.on(t,"mouseover",Rt);this._queueCallback((()=>{fe.trigger(this._element,this.constructor.eventName("shown")),!1===this._isHovered&&this._leave(),this._isHovered=!1}),this.tip,this._isAnimated())}hide(){if(this._isShown()&&!fe.trigger(this._element,this.constructor.eventName("hide")).defaultPrevented){if(this._getTipElement().classList.remove(ss),"ontouchstart"in document.documentElement)for(const t of[].concat(...document.body.children))fe.off(t,"mouseover",Rt);this._activeTrigger.click=!1,this._activeTrigger[cs]=!1,this._activeTrigger[ls]=!1,this._isHovered=null,this._queueCallback((()=>{this._isWithActiveTrigger()||(this._isHovered||this._disposePopper(),this._element.removeAttribute("aria-describedby"),fe.trigger(this._element,this.constructor.eventName("hidden")))}),this.tip,this._isAnimated())}}update(){this._popper&&this._popper.update()}_isWithContent(){return Boolean(this._getTitle())}_getTipElement(){return this.tip||(this.tip=this._createTipElement(this._newContent||this._getContentForTemplate())),this.tip}_createTipElement(t){const e=this._getTemplateFactory(t).toHtml();if(!e)return null;e.classList.remove(ns,ss),e.classList.add(`bs-${this.constructor.NAME}-auto`);const i=(t=>{do{t+=Math.floor(1e6*Math.random())}while(document.getElementById(t));return t})(this.constructor.NAME).toString();return e.setAttribute("id",i),this._isAnimated()&&e.classList.add(ns),e}setContent(t){this._newContent=t,this._isShown()&&(this._disposePopper(),this.show())}_getTemplateFactory(t){return this._templateFactory?this._templateFactory.changeContent(t):this._templateFactory=new es({...this._config,content:t,extraClass:this._resolvePossibleFunction(this._config.customClass)}),this._templateFactory}_getContentForTemplate(){return{[os]:this._getTitle()}}_getTitle(){return this._resolvePossibleFunction(this._config.title)||this._element.getAttribute("data-bs-original-title")}_initializeOnDelegatedTarget(t){return this.constructor.getOrCreateInstance(t.delegateTarget,this._getDelegateConfig())}_isAnimated(){return this._config.animation||this.tip&&this.tip.classList.contains(ns)}_isShown(){return this.tip&&this.tip.classList.contains(ss)}_createPopper(t){const e=Xt(this._config.placement,[this,t,this._element]),i=hs[e.toUpperCase()];return 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t=this._element.getAttribute("title");t&&(this._element.getAttribute("aria-label")||this._element.textContent.trim()||this._element.setAttribute("aria-label",t),this._element.setAttribute("data-bs-original-title",t),this._element.removeAttribute("title"))}_enter(){this._isShown()||this._isHovered?this._isHovered=!0:(this._isHovered=!0,this._setTimeout((()=>{this._isHovered&&this.show()}),this._config.delay.show))}_leave(){this._isWithActiveTrigger()||(this._isHovered=!1,this._setTimeout((()=>{this._isHovered||this.hide()}),this._config.delay.hide))}_setTimeout(t,e){clearTimeout(this._timeout),this._timeout=setTimeout(t,e)}_isWithActiveTrigger(){return Object.values(this._activeTrigger).includes(!0)}_getConfig(t){const e=_e.getDataAttributes(this._element);for(const t of Object.keys(e))is.has(t)&&delete e[t];return t={...e,..."object"==typeof t&&t?t:{}},t=this._mergeConfigObj(t),t=this._configAfterMerge(t),this._typeCheckConfig(t),t}_configAfterMerge(t){return t.container=!1===t.container?document.body:Ht(t.container),"number"==typeof t.delay&&(t.delay={show:t.delay,hide:t.delay}),"number"==typeof t.title&&(t.title=t.title.toString()),"number"==typeof t.content&&(t.content=t.content.toString()),t}_getDelegateConfig(){const t={};for(const[e,i]of Object.entries(this._config))this.constructor.Default[e]!==i&&(t[e]=i);return t.selector=!1,t.trigger="manual",t}_disposePopper(){this._popper&&(this._popper.destroy(),this._popper=null),this.tip&&(this.tip.remove(),this.tip=null)}static jQueryInterface(t){return this.each((function(){const e=fs.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named "${t}"`);e[t]()}}))}}Qt(fs);const ps=".popover-header",ms=".popover-body",gs={...fs.Default,content:"",offset:[0,8],placement:"right",template:'',trigger:"click"},_s={...fs.DefaultType,content:"(null|string|element|function)"};class bs extends fs{static get Default(){return gs}static get 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Map,this._rootElement="visible"===getComputedStyle(this._element).overflowY?null:this._element,this._activeTarget=null,this._observer=null,this._previousScrollData={visibleEntryTop:0,parentScrollTop:0},this.refresh()}static get Default(){return xs}static get DefaultType(){return ks}static get NAME(){return"scrollspy"}refresh(){this._initializeTargetsAndObservables(),this._maybeEnableSmoothScroll(),this._observer?this._observer.disconnect():this._observer=this._getNewObserver();for(const t of this._observableSections.values())this._observer.observe(t)}dispose(){this._observer.disconnect(),super.dispose()}_configAfterMerge(t){return t.target=Ht(t.target)||document.body,t.rootMargin=t.offset?`${t.offset}px 0px -30%`:t.rootMargin,"string"==typeof t.threshold&&(t.threshold=t.threshold.split(",").map((t=>Number.parseFloat(t)))),t}_maybeEnableSmoothScroll(){this._config.smoothScroll&&(fe.off(this._config.target,ws),fe.on(this._config.target,ws,Ts,(t=>{const e=this._observableSections.get(t.target.hash);if(e){t.preventDefault();const i=this._rootElement||window,n=e.offsetTop-this._element.offsetTop;if(i.scrollTo)return void i.scrollTo({top:n,behavior:"smooth"});i.scrollTop=n}})))}_getNewObserver(){const t={root:this._rootElement,threshold:this._config.threshold,rootMargin:this._config.rootMargin};return new IntersectionObserver((t=>this._observerCallback(t)),t)}_observerCallback(t){const e=t=>this._targetLinks.get(`#${t.target.id}`),i=t=>{this._previousScrollData.visibleEntryTop=t.target.offsetTop,this._process(e(t))},n=(this._rootElement||document.documentElement).scrollTop,s=n>=this._previousScrollData.parentScrollTop;this._previousScrollData.parentScrollTop=n;for(const o of t){if(!o.isIntersecting){this._activeTarget=null,this._clearActiveClass(e(o));continue}const t=o.target.offsetTop>=this._previousScrollData.visibleEntryTop;if(s&&t){if(i(o),!n)return}else s||t||i(o)}}_initializeTargetsAndObservables(){this._targetLinks=new Map,this._observableSections=new Map;const t=we.find(Ts,this._config.target);for(const e of t){if(!e.hash||Wt(e))continue;const t=we.findOne(decodeURI(e.hash),this._element);Bt(t)&&(this._targetLinks.set(decodeURI(e.hash),e),this._observableSections.set(e.hash,t))}}_process(t){this._activeTarget!==t&&(this._clearActiveClass(this._config.target),this._activeTarget=t,t.classList.add(As),this._activateParents(t),fe.trigger(this._element,ys,{relatedTarget:t}))}_activateParents(t){if(t.classList.contains("dropdown-item"))we.findOne(".dropdown-toggle",t.closest(".dropdown")).classList.add(As);else for(const e of we.parents(t,".nav, .list-group"))for(const t of we.prev(e,Os))t.classList.add(As)}_clearActiveClass(t){t.classList.remove(As);const e=we.find(`${Ts}.${As}`,t);for(const t of e)t.classList.remove(As)}static jQueryInterface(t){return this.each((function(){const e=Ls.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(window,Es,(()=>{for(const t of we.find('[data-bs-spy="scroll"]'))Ls.getOrCreateInstance(t)})),Qt(Ls);const Ss=".bs.tab",Ds=`hide${Ss}`,$s=`hidden${Ss}`,Is=`show${Ss}`,Ns=`shown${Ss}`,Ps=`click${Ss}`,Ms=`keydown${Ss}`,js=`load${Ss}`,Fs="ArrowLeft",Hs="ArrowRight",Bs="ArrowUp",Ws="ArrowDown",zs="Home",Rs="End",qs="active",Vs="fade",Ys="show",Ks=".dropdown-toggle",Qs=`:not(${Ks})`,Xs='[data-bs-toggle="tab"], [data-bs-toggle="pill"], [data-bs-toggle="list"]',Us=`.nav-link${Qs}, .list-group-item${Qs}, [role="tab"]${Qs}, ${Xs}`,Gs=`.${qs}[data-bs-toggle="tab"], .${qs}[data-bs-toggle="pill"], .${qs}[data-bs-toggle="list"]`;class Js extends ve{constructor(t){super(t),this._parent=this._element.closest('.list-group, .nav, [role="tablist"]'),this._parent&&(this._setInitialAttributes(this._parent,this._getChildren()),fe.on(this._element,Ms,(t=>this._keydown(t))))}static get NAME(){return"tab"}show(){const t=this._element;if(this._elemIsActive(t))return;const e=this._getActiveElem(),i=e?fe.trigger(e,Ds,{relatedTarget:t}):null;fe.trigger(t,Is,{relatedTarget:e}).defaultPrevented||i&&i.defaultPrevented||(this._deactivate(e,t),this._activate(t,e))}_activate(t,e){t&&(t.classList.add(qs),this._activate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.removeAttribute("tabindex"),t.setAttribute("aria-selected",!0),this._toggleDropDown(t,!0),fe.trigger(t,Ns,{relatedTarget:e})):t.classList.add(Ys)}),t,t.classList.contains(Vs)))}_deactivate(t,e){t&&(t.classList.remove(qs),t.blur(),this._deactivate(we.getElementFromSelector(t)),this._queueCallback((()=>{"tab"===t.getAttribute("role")?(t.setAttribute("aria-selected",!1),t.setAttribute("tabindex","-1"),this._toggleDropDown(t,!1),fe.trigger(t,$s,{relatedTarget:e})):t.classList.remove(Ys)}),t,t.classList.contains(Vs)))}_keydown(t){if(![Fs,Hs,Bs,Ws,zs,Rs].includes(t.key))return;t.stopPropagation(),t.preventDefault();const e=this._getChildren().filter((t=>!Wt(t)));let i;if([zs,Rs].includes(t.key))i=e[t.key===zs?0:e.length-1];else{const n=[Hs,Ws].includes(t.key);i=Gt(e,t.target,n,!0)}i&&(i.focus({preventScroll:!0}),Js.getOrCreateInstance(i).show())}_getChildren(){return we.find(Us,this._parent)}_getActiveElem(){return this._getChildren().find((t=>this._elemIsActive(t)))||null}_setInitialAttributes(t,e){this._setAttributeIfNotExists(t,"role","tablist");for(const t of e)this._setInitialAttributesOnChild(t)}_setInitialAttributesOnChild(t){t=this._getInnerElement(t);const e=this._elemIsActive(t),i=this._getOuterElement(t);t.setAttribute("aria-selected",e),i!==t&&this._setAttributeIfNotExists(i,"role","presentation"),e||t.setAttribute("tabindex","-1"),this._setAttributeIfNotExists(t,"role","tab"),this._setInitialAttributesOnTargetPanel(t)}_setInitialAttributesOnTargetPanel(t){const e=we.getElementFromSelector(t);e&&(this._setAttributeIfNotExists(e,"role","tabpanel"),t.id&&this._setAttributeIfNotExists(e,"aria-labelledby",`${t.id}`))}_toggleDropDown(t,e){const i=this._getOuterElement(t);if(!i.classList.contains("dropdown"))return;const n=(t,n)=>{const s=we.findOne(t,i);s&&s.classList.toggle(n,e)};n(Ks,qs),n(".dropdown-menu",Ys),i.setAttribute("aria-expanded",e)}_setAttributeIfNotExists(t,e,i){t.hasAttribute(e)||t.setAttribute(e,i)}_elemIsActive(t){return t.classList.contains(qs)}_getInnerElement(t){return t.matches(Us)?t:we.findOne(Us,t)}_getOuterElement(t){return t.closest(".nav-item, .list-group-item")||t}static jQueryInterface(t){return this.each((function(){const e=Js.getOrCreateInstance(this);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t]()}}))}}fe.on(document,Ps,Xs,(function(t){["A","AREA"].includes(this.tagName)&&t.preventDefault(),Wt(this)||Js.getOrCreateInstance(this).show()})),fe.on(window,js,(()=>{for(const t of we.find(Gs))Js.getOrCreateInstance(t)})),Qt(Js);const Zs=".bs.toast",to=`mouseover${Zs}`,eo=`mouseout${Zs}`,io=`focusin${Zs}`,no=`focusout${Zs}`,so=`hide${Zs}`,oo=`hidden${Zs}`,ro=`show${Zs}`,ao=`shown${Zs}`,lo="hide",co="show",ho="showing",uo={animation:"boolean",autohide:"boolean",delay:"number"},fo={animation:!0,autohide:!0,delay:5e3};class po extends ve{constructor(t,e){super(t,e),this._timeout=null,this._hasMouseInteraction=!1,this._hasKeyboardInteraction=!1,this._setListeners()}static get Default(){return fo}static get DefaultType(){return uo}static get NAME(){return"toast"}show(){fe.trigger(this._element,ro).defaultPrevented||(this._clearTimeout(),this._config.animation&&this._element.classList.add("fade"),this._element.classList.remove(lo),qt(this._element),this._element.classList.add(co,ho),this._queueCallback((()=>{this._element.classList.remove(ho),fe.trigger(this._element,ao),this._maybeScheduleHide()}),this._element,this._config.animation))}hide(){this.isShown()&&(fe.trigger(this._element,so).defaultPrevented||(this._element.classList.add(ho),this._queueCallback((()=>{this._element.classList.add(lo),this._element.classList.remove(ho,co),fe.trigger(this._element,oo)}),this._element,this._config.animation)))}dispose(){this._clearTimeout(),this.isShown()&&this._element.classList.remove(co),super.dispose()}isShown(){return this._element.classList.contains(co)}_maybeScheduleHide(){this._config.autohide&&(this._hasMouseInteraction||this._hasKeyboardInteraction||(this._timeout=setTimeout((()=>{this.hide()}),this._config.delay)))}_onInteraction(t,e){switch(t.type){case"mouseover":case"mouseout":this._hasMouseInteraction=e;break;case"focusin":case"focusout":this._hasKeyboardInteraction=e}if(e)return void this._clearTimeout();const i=t.relatedTarget;this._element===i||this._element.contains(i)||this._maybeScheduleHide()}_setListeners(){fe.on(this._element,to,(t=>this._onInteraction(t,!0))),fe.on(this._element,eo,(t=>this._onInteraction(t,!1))),fe.on(this._element,io,(t=>this._onInteraction(t,!0))),fe.on(this._element,no,(t=>this._onInteraction(t,!1)))}_clearTimeout(){clearTimeout(this._timeout),this._timeout=null}static jQueryInterface(t){return this.each((function(){const e=po.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t])throw new TypeError(`No method named 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(element.nodeName || '').toLowerCase() : null;\n}","export default function getWindow(node) {\n if (node == null) {\n return window;\n }\n\n if (node.toString() !== '[object Window]') {\n var ownerDocument = node.ownerDocument;\n return ownerDocument ? ownerDocument.defaultView || window : window;\n }\n\n return node;\n}","import getWindow from \"./getWindow.js\";\n\nfunction isElement(node) {\n var OwnElement = getWindow(node).Element;\n return node instanceof OwnElement || node instanceof Element;\n}\n\nfunction isHTMLElement(node) {\n var OwnElement = getWindow(node).HTMLElement;\n return node instanceof OwnElement || node instanceof HTMLElement;\n}\n\nfunction isShadowRoot(node) {\n // IE 11 has no ShadowRoot\n if (typeof ShadowRoot === 'undefined') {\n return false;\n }\n\n var OwnElement = getWindow(node).ShadowRoot;\n return node instanceof OwnElement || node instanceof ShadowRoot;\n}\n\nexport { isElement, isHTMLElement, isShadowRoot };","import getNodeName from \"../dom-utils/getNodeName.js\";\nimport { isHTMLElement } from \"../dom-utils/instanceOf.js\"; // This modifier takes the styles prepared by the `computeStyles` modifier\n// and applies them to the HTMLElements such as popper and arrow\n\nfunction applyStyles(_ref) {\n var state = _ref.state;\n Object.keys(state.elements).forEach(function (name) {\n var style = state.styles[name] || {};\n var attributes = state.attributes[name] || {};\n var element = state.elements[name]; // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n } // Flow doesn't support to extend this property, but it's the most\n // effective way to apply styles to an HTMLElement\n // $FlowFixMe[cannot-write]\n\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (name) {\n var value = attributes[name];\n\n if (value === false) {\n element.removeAttribute(name);\n } else {\n element.setAttribute(name, value === true ? '' : value);\n }\n });\n });\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state;\n var initialStyles = {\n popper: {\n position: state.options.strategy,\n left: '0',\n top: '0',\n margin: '0'\n },\n arrow: {\n position: 'absolute'\n },\n reference: {}\n };\n Object.assign(state.elements.popper.style, initialStyles.popper);\n state.styles = initialStyles;\n\n if (state.elements.arrow) {\n Object.assign(state.elements.arrow.style, initialStyles.arrow);\n }\n\n return function () {\n Object.keys(state.elements).forEach(function (name) {\n var element = state.elements[name];\n var attributes = state.attributes[name] || {};\n var styleProperties = Object.keys(state.styles.hasOwnProperty(name) ? state.styles[name] : initialStyles[name]); // Set all values to an empty string to unset them\n\n var style = styleProperties.reduce(function (style, property) {\n style[property] = '';\n return style;\n }, {}); // arrow is optional + virtual elements\n\n if (!isHTMLElement(element) || !getNodeName(element)) {\n return;\n }\n\n Object.assign(element.style, style);\n Object.keys(attributes).forEach(function (attribute) {\n element.removeAttribute(attribute);\n });\n });\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'applyStyles',\n enabled: true,\n phase: 'write',\n fn: applyStyles,\n effect: effect,\n requires: ['computeStyles']\n};","import { auto } from \"../enums.js\";\nexport default function getBasePlacement(placement) {\n return placement.split('-')[0];\n}","export var max = Math.max;\nexport var min = Math.min;\nexport var round = Math.round;","export default function getUAString() {\n var uaData = navigator.userAgentData;\n\n if (uaData != null && uaData.brands && Array.isArray(uaData.brands)) {\n return uaData.brands.map(function (item) {\n return item.brand + \"/\" + item.version;\n }).join(' ');\n }\n\n return navigator.userAgent;\n}","import getUAString from \"../utils/userAgent.js\";\nexport default function isLayoutViewport() {\n return !/^((?!chrome|android).)*safari/i.test(getUAString());\n}","import { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport { round } from \"../utils/math.js\";\nimport getWindow from \"./getWindow.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getBoundingClientRect(element, includeScale, isFixedStrategy) {\n if (includeScale === void 0) {\n includeScale = false;\n }\n\n if (isFixedStrategy === void 0) {\n isFixedStrategy = false;\n }\n\n var clientRect = element.getBoundingClientRect();\n var scaleX = 1;\n var scaleY = 1;\n\n if (includeScale && isHTMLElement(element)) {\n scaleX = element.offsetWidth > 0 ? round(clientRect.width) / element.offsetWidth || 1 : 1;\n scaleY = element.offsetHeight > 0 ? round(clientRect.height) / element.offsetHeight || 1 : 1;\n }\n\n var _ref = isElement(element) ? getWindow(element) : window,\n visualViewport = _ref.visualViewport;\n\n var addVisualOffsets = !isLayoutViewport() && isFixedStrategy;\n var x = (clientRect.left + (addVisualOffsets && visualViewport ? visualViewport.offsetLeft : 0)) / scaleX;\n var y = (clientRect.top + (addVisualOffsets && visualViewport ? visualViewport.offsetTop : 0)) / scaleY;\n var width = clientRect.width / scaleX;\n var height = clientRect.height / scaleY;\n return {\n width: width,\n height: height,\n top: y,\n right: x + width,\n bottom: y + height,\n left: x,\n x: x,\n y: y\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\"; // Returns the layout rect of an element relative to its offsetParent. Layout\n// means it doesn't take into account transforms.\n\nexport default function getLayoutRect(element) {\n var clientRect = getBoundingClientRect(element); // Use the clientRect sizes if it's not been transformed.\n // Fixes https://github.com/popperjs/popper-core/issues/1223\n\n var width = element.offsetWidth;\n var height = element.offsetHeight;\n\n if (Math.abs(clientRect.width - width) <= 1) {\n width = clientRect.width;\n }\n\n if (Math.abs(clientRect.height - height) <= 1) {\n height = clientRect.height;\n }\n\n return {\n x: element.offsetLeft,\n y: element.offsetTop,\n width: width,\n height: height\n };\n}","import { isShadowRoot } from \"./instanceOf.js\";\nexport default function contains(parent, child) {\n var rootNode = child.getRootNode && child.getRootNode(); // First, attempt with faster native method\n\n if (parent.contains(child)) {\n return true;\n } // then fallback to custom implementation with Shadow DOM support\n else if (rootNode && isShadowRoot(rootNode)) {\n var next = child;\n\n do {\n if (next && parent.isSameNode(next)) {\n return true;\n } // $FlowFixMe[prop-missing]: need a better way to handle this...\n\n\n next = next.parentNode || next.host;\n } while (next);\n } // Give up, the result is false\n\n\n return false;\n}","import getWindow from \"./getWindow.js\";\nexport default function getComputedStyle(element) {\n return getWindow(element).getComputedStyle(element);\n}","import getNodeName from \"./getNodeName.js\";\nexport default function isTableElement(element) {\n return ['table', 'td', 'th'].indexOf(getNodeName(element)) >= 0;\n}","import { isElement } from \"./instanceOf.js\";\nexport default function getDocumentElement(element) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return ((isElement(element) ? element.ownerDocument : // $FlowFixMe[prop-missing]\n element.document) || window.document).documentElement;\n}","import getNodeName from \"./getNodeName.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport { isShadowRoot } from \"./instanceOf.js\";\nexport default function getParentNode(element) {\n if (getNodeName(element) === 'html') {\n return element;\n }\n\n return (// this is a quicker (but less type safe) way to save quite some bytes from the bundle\n // $FlowFixMe[incompatible-return]\n // $FlowFixMe[prop-missing]\n element.assignedSlot || // step into the shadow DOM of the parent of a slotted node\n element.parentNode || ( // DOM Element detected\n isShadowRoot(element) ? element.host : null) || // ShadowRoot detected\n // $FlowFixMe[incompatible-call]: HTMLElement is a Node\n getDocumentElement(element) // fallback\n\n );\n}","import getWindow from \"./getWindow.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isHTMLElement, isShadowRoot } from \"./instanceOf.js\";\nimport isTableElement from \"./isTableElement.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getUAString from \"../utils/userAgent.js\";\n\nfunction getTrueOffsetParent(element) {\n if (!isHTMLElement(element) || // https://github.com/popperjs/popper-core/issues/837\n getComputedStyle(element).position === 'fixed') {\n return null;\n }\n\n return element.offsetParent;\n} // `.offsetParent` reports `null` for fixed elements, while absolute elements\n// return the containing block\n\n\nfunction getContainingBlock(element) {\n var isFirefox = /firefox/i.test(getUAString());\n var isIE = /Trident/i.test(getUAString());\n\n if (isIE && isHTMLElement(element)) {\n // In IE 9, 10 and 11 fixed elements containing block is always established by the viewport\n var elementCss = getComputedStyle(element);\n\n if (elementCss.position === 'fixed') {\n return null;\n }\n }\n\n var currentNode = getParentNode(element);\n\n if (isShadowRoot(currentNode)) {\n currentNode = currentNode.host;\n }\n\n while (isHTMLElement(currentNode) && ['html', 'body'].indexOf(getNodeName(currentNode)) < 0) {\n var css = getComputedStyle(currentNode); // This is non-exhaustive but covers the most common CSS properties that\n // create a containing block.\n // https://developer.mozilla.org/en-US/docs/Web/CSS/Containing_block#identifying_the_containing_block\n\n if (css.transform !== 'none' || css.perspective !== 'none' || css.contain === 'paint' || ['transform', 'perspective'].indexOf(css.willChange) !== -1 || isFirefox && css.willChange === 'filter' || isFirefox && css.filter && css.filter !== 'none') {\n return currentNode;\n } else {\n currentNode = currentNode.parentNode;\n }\n }\n\n return null;\n} // Gets the closest ancestor positioned element. Handles some edge cases,\n// such as table ancestors and cross browser bugs.\n\n\nexport default function getOffsetParent(element) {\n var window = getWindow(element);\n var offsetParent = getTrueOffsetParent(element);\n\n while (offsetParent && isTableElement(offsetParent) && getComputedStyle(offsetParent).position === 'static') {\n offsetParent = getTrueOffsetParent(offsetParent);\n }\n\n if (offsetParent && (getNodeName(offsetParent) === 'html' || getNodeName(offsetParent) === 'body' && getComputedStyle(offsetParent).position === 'static')) {\n return window;\n }\n\n return offsetParent || getContainingBlock(element) || window;\n}","export default function getMainAxisFromPlacement(placement) {\n return ['top', 'bottom'].indexOf(placement) >= 0 ? 'x' : 'y';\n}","import { max as mathMax, min as mathMin } from \"./math.js\";\nexport function within(min, value, max) {\n return mathMax(min, mathMin(value, max));\n}\nexport function withinMaxClamp(min, value, max) {\n var v = within(min, value, max);\n return v > max ? max : v;\n}","import getFreshSideObject from \"./getFreshSideObject.js\";\nexport default function mergePaddingObject(paddingObject) {\n return Object.assign({}, getFreshSideObject(), paddingObject);\n}","export default function getFreshSideObject() {\n return {\n top: 0,\n right: 0,\n bottom: 0,\n left: 0\n };\n}","export default function expandToHashMap(value, keys) {\n return keys.reduce(function (hashMap, key) {\n hashMap[key] = value;\n return hashMap;\n }, {});\n}","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport contains from \"../dom-utils/contains.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport { within } from \"../utils/within.js\";\nimport mergePaddingObject from \"../utils/mergePaddingObject.js\";\nimport expandToHashMap from \"../utils/expandToHashMap.js\";\nimport { left, right, basePlacements, top, bottom } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar toPaddingObject = function toPaddingObject(padding, state) {\n padding = typeof padding === 'function' ? padding(Object.assign({}, state.rects, {\n placement: state.placement\n })) : padding;\n return mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n};\n\nfunction arrow(_ref) {\n var _state$modifiersData$;\n\n var state = _ref.state,\n name = _ref.name,\n options = _ref.options;\n var arrowElement = state.elements.arrow;\n var popperOffsets = state.modifiersData.popperOffsets;\n var basePlacement = getBasePlacement(state.placement);\n var axis = getMainAxisFromPlacement(basePlacement);\n var isVertical = [left, right].indexOf(basePlacement) >= 0;\n var len = isVertical ? 'height' : 'width';\n\n if (!arrowElement || !popperOffsets) {\n return;\n }\n\n var paddingObject = toPaddingObject(options.padding, state);\n var arrowRect = getLayoutRect(arrowElement);\n var minProp = axis === 'y' ? top : left;\n var maxProp = axis === 'y' ? bottom : right;\n var endDiff = state.rects.reference[len] + state.rects.reference[axis] - popperOffsets[axis] - state.rects.popper[len];\n var startDiff = popperOffsets[axis] - state.rects.reference[axis];\n var arrowOffsetParent = getOffsetParent(arrowElement);\n var clientSize = arrowOffsetParent ? axis === 'y' ? arrowOffsetParent.clientHeight || 0 : arrowOffsetParent.clientWidth || 0 : 0;\n var centerToReference = endDiff / 2 - startDiff / 2; // Make sure the arrow doesn't overflow the popper if the center point is\n // outside of the popper bounds\n\n var min = paddingObject[minProp];\n var max = clientSize - arrowRect[len] - paddingObject[maxProp];\n var center = clientSize / 2 - arrowRect[len] / 2 + centerToReference;\n var offset = within(min, center, max); // Prevents breaking syntax highlighting...\n\n var axisProp = axis;\n state.modifiersData[name] = (_state$modifiersData$ = {}, _state$modifiersData$[axisProp] = offset, _state$modifiersData$.centerOffset = offset - center, _state$modifiersData$);\n}\n\nfunction effect(_ref2) {\n var state = _ref2.state,\n options = _ref2.options;\n var _options$element = options.element,\n arrowElement = _options$element === void 0 ? '[data-popper-arrow]' : _options$element;\n\n if (arrowElement == null) {\n return;\n } // CSS selector\n\n\n if (typeof arrowElement === 'string') {\n arrowElement = state.elements.popper.querySelector(arrowElement);\n\n if (!arrowElement) {\n return;\n }\n }\n\n if (!contains(state.elements.popper, arrowElement)) {\n return;\n }\n\n state.elements.arrow = arrowElement;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'arrow',\n enabled: true,\n phase: 'main',\n fn: arrow,\n effect: effect,\n requires: ['popperOffsets'],\n requiresIfExists: ['preventOverflow']\n};","export default function getVariation(placement) {\n return placement.split('-')[1];\n}","import { top, left, right, bottom, end } from \"../enums.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport getWindow from \"../dom-utils/getWindow.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getComputedStyle from \"../dom-utils/getComputedStyle.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport { round } from \"../utils/math.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar unsetSides = {\n top: 'auto',\n right: 'auto',\n bottom: 'auto',\n left: 'auto'\n}; // Round the offsets to the nearest suitable subpixel based on the DPR.\n// Zooming can change the DPR, but it seems to report a value that will\n// cleanly divide the values into the appropriate subpixels.\n\nfunction roundOffsetsByDPR(_ref, win) {\n var x = _ref.x,\n y = _ref.y;\n var dpr = win.devicePixelRatio || 1;\n return {\n x: round(x * dpr) / dpr || 0,\n y: round(y * dpr) / dpr || 0\n };\n}\n\nexport function mapToStyles(_ref2) {\n var _Object$assign2;\n\n var popper = _ref2.popper,\n popperRect = _ref2.popperRect,\n placement = _ref2.placement,\n variation = _ref2.variation,\n offsets = _ref2.offsets,\n position = _ref2.position,\n gpuAcceleration = _ref2.gpuAcceleration,\n adaptive = _ref2.adaptive,\n roundOffsets = _ref2.roundOffsets,\n isFixed = _ref2.isFixed;\n var _offsets$x = offsets.x,\n x = _offsets$x === void 0 ? 0 : _offsets$x,\n _offsets$y = offsets.y,\n y = _offsets$y === void 0 ? 0 : _offsets$y;\n\n var _ref3 = typeof roundOffsets === 'function' ? roundOffsets({\n x: x,\n y: y\n }) : {\n x: x,\n y: y\n };\n\n x = _ref3.x;\n y = _ref3.y;\n var hasX = offsets.hasOwnProperty('x');\n var hasY = offsets.hasOwnProperty('y');\n var sideX = left;\n var sideY = top;\n var win = window;\n\n if (adaptive) {\n var offsetParent = getOffsetParent(popper);\n var heightProp = 'clientHeight';\n var widthProp = 'clientWidth';\n\n if (offsetParent === getWindow(popper)) {\n offsetParent = getDocumentElement(popper);\n\n if (getComputedStyle(offsetParent).position !== 'static' && position === 'absolute') {\n heightProp = 'scrollHeight';\n widthProp = 'scrollWidth';\n }\n } // $FlowFixMe[incompatible-cast]: force type refinement, we compare offsetParent with window above, but Flow doesn't detect it\n\n\n offsetParent = offsetParent;\n\n if (placement === top || (placement === left || placement === right) && variation === end) {\n sideY = bottom;\n var offsetY = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.height : // $FlowFixMe[prop-missing]\n offsetParent[heightProp];\n y -= offsetY - popperRect.height;\n y *= gpuAcceleration ? 1 : -1;\n }\n\n if (placement === left || (placement === top || placement === bottom) && variation === end) {\n sideX = right;\n var offsetX = isFixed && offsetParent === win && win.visualViewport ? win.visualViewport.width : // $FlowFixMe[prop-missing]\n offsetParent[widthProp];\n x -= offsetX - popperRect.width;\n x *= gpuAcceleration ? 1 : -1;\n }\n }\n\n var commonStyles = Object.assign({\n position: position\n }, adaptive && unsetSides);\n\n var _ref4 = roundOffsets === true ? roundOffsetsByDPR({\n x: x,\n y: y\n }, getWindow(popper)) : {\n x: x,\n y: y\n };\n\n x = _ref4.x;\n y = _ref4.y;\n\n if (gpuAcceleration) {\n var _Object$assign;\n\n return Object.assign({}, commonStyles, (_Object$assign = {}, _Object$assign[sideY] = hasY ? '0' : '', _Object$assign[sideX] = hasX ? '0' : '', _Object$assign.transform = (win.devicePixelRatio || 1) <= 1 ? \"translate(\" + x + \"px, \" + y + \"px)\" : \"translate3d(\" + x + \"px, \" + y + \"px, 0)\", _Object$assign));\n }\n\n return Object.assign({}, commonStyles, (_Object$assign2 = {}, _Object$assign2[sideY] = hasY ? y + \"px\" : '', _Object$assign2[sideX] = hasX ? x + \"px\" : '', _Object$assign2.transform = '', _Object$assign2));\n}\n\nfunction computeStyles(_ref5) {\n var state = _ref5.state,\n options = _ref5.options;\n var _options$gpuAccelerat = options.gpuAcceleration,\n gpuAcceleration = _options$gpuAccelerat === void 0 ? true : _options$gpuAccelerat,\n _options$adaptive = options.adaptive,\n adaptive = _options$adaptive === void 0 ? true : _options$adaptive,\n _options$roundOffsets = options.roundOffsets,\n roundOffsets = _options$roundOffsets === void 0 ? true : _options$roundOffsets;\n var commonStyles = {\n placement: getBasePlacement(state.placement),\n variation: getVariation(state.placement),\n popper: state.elements.popper,\n popperRect: state.rects.popper,\n gpuAcceleration: gpuAcceleration,\n isFixed: state.options.strategy === 'fixed'\n };\n\n if (state.modifiersData.popperOffsets != null) {\n state.styles.popper = Object.assign({}, state.styles.popper, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.popperOffsets,\n position: state.options.strategy,\n adaptive: adaptive,\n roundOffsets: roundOffsets\n })));\n }\n\n if (state.modifiersData.arrow != null) {\n state.styles.arrow = Object.assign({}, state.styles.arrow, mapToStyles(Object.assign({}, commonStyles, {\n offsets: state.modifiersData.arrow,\n position: 'absolute',\n adaptive: false,\n roundOffsets: roundOffsets\n })));\n }\n\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-placement': state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'computeStyles',\n enabled: true,\n phase: 'beforeWrite',\n fn: computeStyles,\n data: {}\n};","import getWindow from \"../dom-utils/getWindow.js\"; // eslint-disable-next-line import/no-unused-modules\n\nvar passive = {\n passive: true\n};\n\nfunction effect(_ref) {\n var state = _ref.state,\n instance = _ref.instance,\n options = _ref.options;\n var _options$scroll = options.scroll,\n scroll = _options$scroll === void 0 ? true : _options$scroll,\n _options$resize = options.resize,\n resize = _options$resize === void 0 ? true : _options$resize;\n var window = getWindow(state.elements.popper);\n var scrollParents = [].concat(state.scrollParents.reference, state.scrollParents.popper);\n\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.addEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.addEventListener('resize', instance.update, passive);\n }\n\n return function () {\n if (scroll) {\n scrollParents.forEach(function (scrollParent) {\n scrollParent.removeEventListener('scroll', instance.update, passive);\n });\n }\n\n if (resize) {\n window.removeEventListener('resize', instance.update, passive);\n }\n };\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'eventListeners',\n enabled: true,\n phase: 'write',\n fn: function fn() {},\n effect: effect,\n data: {}\n};","var hash = {\n left: 'right',\n right: 'left',\n bottom: 'top',\n top: 'bottom'\n};\nexport default function getOppositePlacement(placement) {\n return placement.replace(/left|right|bottom|top/g, function (matched) {\n return hash[matched];\n });\n}","var hash = {\n start: 'end',\n end: 'start'\n};\nexport default function getOppositeVariationPlacement(placement) {\n return placement.replace(/start|end/g, function (matched) {\n return hash[matched];\n });\n}","import getWindow from \"./getWindow.js\";\nexport default function getWindowScroll(node) {\n var win = getWindow(node);\n var scrollLeft = win.pageXOffset;\n var scrollTop = win.pageYOffset;\n return {\n scrollLeft: scrollLeft,\n scrollTop: scrollTop\n };\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nexport default function getWindowScrollBarX(element) {\n // If has a CSS width greater than the viewport, then this will be\n // incorrect for RTL.\n // Popper 1 is broken in this case and never had a bug report so let's assume\n // it's not an issue. I don't think anyone ever specifies width on \n // anyway.\n // Browsers where the left scrollbar doesn't cause an issue report `0` for\n // this (e.g. Edge 2019, IE11, Safari)\n return getBoundingClientRect(getDocumentElement(element)).left + getWindowScroll(element).scrollLeft;\n}","import getComputedStyle from \"./getComputedStyle.js\";\nexport default function isScrollParent(element) {\n // Firefox wants us to check `-x` and `-y` variations as well\n var _getComputedStyle = getComputedStyle(element),\n overflow = _getComputedStyle.overflow,\n overflowX = _getComputedStyle.overflowX,\n overflowY = _getComputedStyle.overflowY;\n\n return /auto|scroll|overlay|hidden/.test(overflow + overflowY + overflowX);\n}","import getParentNode from \"./getParentNode.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nexport default function getScrollParent(node) {\n if (['html', 'body', '#document'].indexOf(getNodeName(node)) >= 0) {\n // $FlowFixMe[incompatible-return]: assume body is always available\n return node.ownerDocument.body;\n }\n\n if (isHTMLElement(node) && isScrollParent(node)) {\n return node;\n }\n\n return getScrollParent(getParentNode(node));\n}","import getScrollParent from \"./getScrollParent.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport getWindow from \"./getWindow.js\";\nimport isScrollParent from \"./isScrollParent.js\";\n/*\ngiven a DOM element, return the list of all scroll parents, up the list of ancesors\nuntil we get to the top window object. This list is what we attach scroll listeners\nto, because if any of these parent elements scroll, we'll need to re-calculate the\nreference element's position.\n*/\n\nexport default function listScrollParents(element, list) {\n var _element$ownerDocumen;\n\n if (list === void 0) {\n list = [];\n }\n\n var scrollParent = getScrollParent(element);\n var isBody = scrollParent === ((_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body);\n var win = getWindow(scrollParent);\n var target = isBody ? [win].concat(win.visualViewport || [], isScrollParent(scrollParent) ? scrollParent : []) : scrollParent;\n var updatedList = list.concat(target);\n return isBody ? updatedList : // $FlowFixMe[incompatible-call]: isBody tells us target will be an HTMLElement here\n updatedList.concat(listScrollParents(getParentNode(target)));\n}","export default function rectToClientRect(rect) {\n return Object.assign({}, rect, {\n left: rect.x,\n top: rect.y,\n right: rect.x + rect.width,\n bottom: rect.y + rect.height\n });\n}","import { viewport } from \"../enums.js\";\nimport getViewportRect from \"./getViewportRect.js\";\nimport getDocumentRect from \"./getDocumentRect.js\";\nimport listScrollParents from \"./listScrollParents.js\";\nimport getOffsetParent from \"./getOffsetParent.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport { isElement, isHTMLElement } from \"./instanceOf.js\";\nimport getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getParentNode from \"./getParentNode.js\";\nimport contains from \"./contains.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport rectToClientRect from \"../utils/rectToClientRect.js\";\nimport { max, min } from \"../utils/math.js\";\n\nfunction getInnerBoundingClientRect(element, strategy) {\n var rect = getBoundingClientRect(element, false, strategy === 'fixed');\n rect.top = rect.top + element.clientTop;\n rect.left = rect.left + element.clientLeft;\n rect.bottom = rect.top + element.clientHeight;\n rect.right = rect.left + element.clientWidth;\n rect.width = element.clientWidth;\n rect.height = element.clientHeight;\n rect.x = rect.left;\n rect.y = rect.top;\n return rect;\n}\n\nfunction getClientRectFromMixedType(element, clippingParent, strategy) {\n return clippingParent === viewport ? rectToClientRect(getViewportRect(element, strategy)) : isElement(clippingParent) ? getInnerBoundingClientRect(clippingParent, strategy) : rectToClientRect(getDocumentRect(getDocumentElement(element)));\n} // A \"clipping parent\" is an overflowable container with the characteristic of\n// clipping (or hiding) overflowing elements with a position different from\n// `initial`\n\n\nfunction getClippingParents(element) {\n var clippingParents = listScrollParents(getParentNode(element));\n var canEscapeClipping = ['absolute', 'fixed'].indexOf(getComputedStyle(element).position) >= 0;\n var clipperElement = canEscapeClipping && isHTMLElement(element) ? getOffsetParent(element) : element;\n\n if (!isElement(clipperElement)) {\n return [];\n } // $FlowFixMe[incompatible-return]: https://github.com/facebook/flow/issues/1414\n\n\n return clippingParents.filter(function (clippingParent) {\n return isElement(clippingParent) && contains(clippingParent, clipperElement) && getNodeName(clippingParent) !== 'body';\n });\n} // Gets the maximum area that the element is visible in due to any number of\n// clipping parents\n\n\nexport default function getClippingRect(element, boundary, rootBoundary, strategy) {\n var mainClippingParents = boundary === 'clippingParents' ? getClippingParents(element) : [].concat(boundary);\n var clippingParents = [].concat(mainClippingParents, [rootBoundary]);\n var firstClippingParent = clippingParents[0];\n var clippingRect = clippingParents.reduce(function (accRect, clippingParent) {\n var rect = getClientRectFromMixedType(element, clippingParent, strategy);\n accRect.top = max(rect.top, accRect.top);\n accRect.right = min(rect.right, accRect.right);\n accRect.bottom = min(rect.bottom, accRect.bottom);\n accRect.left = max(rect.left, accRect.left);\n return accRect;\n }, getClientRectFromMixedType(element, firstClippingParent, strategy));\n clippingRect.width = clippingRect.right - clippingRect.left;\n clippingRect.height = clippingRect.bottom - clippingRect.top;\n clippingRect.x = clippingRect.left;\n clippingRect.y = clippingRect.top;\n return clippingRect;\n}","import getWindow from \"./getWindow.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport isLayoutViewport from \"./isLayoutViewport.js\";\nexport default function getViewportRect(element, strategy) {\n var win = getWindow(element);\n var html = getDocumentElement(element);\n var visualViewport = win.visualViewport;\n var width = html.clientWidth;\n var height = html.clientHeight;\n var x = 0;\n var y = 0;\n\n if (visualViewport) {\n width = visualViewport.width;\n height = visualViewport.height;\n var layoutViewport = isLayoutViewport();\n\n if (layoutViewport || !layoutViewport && strategy === 'fixed') {\n x = visualViewport.offsetLeft;\n y = visualViewport.offsetTop;\n }\n }\n\n return {\n width: width,\n height: height,\n x: x + getWindowScrollBarX(element),\n y: y\n };\n}","import getDocumentElement from \"./getDocumentElement.js\";\nimport getComputedStyle from \"./getComputedStyle.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getWindowScroll from \"./getWindowScroll.js\";\nimport { max } from \"../utils/math.js\"; // Gets the entire size of the scrollable document area, even extending outside\n// of the `` and `` rect bounds if horizontally scrollable\n\nexport default function getDocumentRect(element) {\n var _element$ownerDocumen;\n\n var html = getDocumentElement(element);\n var winScroll = getWindowScroll(element);\n var body = (_element$ownerDocumen = element.ownerDocument) == null ? void 0 : _element$ownerDocumen.body;\n var width = max(html.scrollWidth, html.clientWidth, body ? body.scrollWidth : 0, body ? body.clientWidth : 0);\n var height = max(html.scrollHeight, html.clientHeight, body ? body.scrollHeight : 0, body ? body.clientHeight : 0);\n var x = -winScroll.scrollLeft + getWindowScrollBarX(element);\n var y = -winScroll.scrollTop;\n\n if (getComputedStyle(body || html).direction === 'rtl') {\n x += max(html.clientWidth, body ? body.clientWidth : 0) - width;\n }\n\n return {\n width: width,\n height: height,\n x: x,\n y: y\n };\n}","import getBasePlacement from \"./getBasePlacement.js\";\nimport getVariation from \"./getVariation.js\";\nimport getMainAxisFromPlacement from \"./getMainAxisFromPlacement.js\";\nimport { top, right, bottom, left, start, end } from \"../enums.js\";\nexport default function computeOffsets(_ref) {\n var reference = _ref.reference,\n element = _ref.element,\n placement = _ref.placement;\n var basePlacement = placement ? getBasePlacement(placement) : null;\n var variation = placement ? getVariation(placement) : null;\n var commonX = reference.x + reference.width / 2 - element.width / 2;\n var commonY = reference.y + reference.height / 2 - element.height / 2;\n var offsets;\n\n switch (basePlacement) {\n case top:\n offsets = {\n x: commonX,\n y: reference.y - element.height\n };\n break;\n\n case bottom:\n offsets = {\n x: commonX,\n y: reference.y + reference.height\n };\n break;\n\n case right:\n offsets = {\n x: reference.x + reference.width,\n y: commonY\n };\n break;\n\n case left:\n offsets = {\n x: reference.x - element.width,\n y: commonY\n };\n break;\n\n default:\n offsets = {\n x: reference.x,\n y: reference.y\n };\n }\n\n var mainAxis = basePlacement ? getMainAxisFromPlacement(basePlacement) : null;\n\n if (mainAxis != null) {\n var len = mainAxis === 'y' ? 'height' : 'width';\n\n switch (variation) {\n case start:\n offsets[mainAxis] = offsets[mainAxis] - (reference[len] / 2 - element[len] / 2);\n break;\n\n case end:\n offsets[mainAxis] = offsets[mainAxis] + (reference[len] / 2 - element[len] / 2);\n break;\n\n default:\n }\n }\n\n return offsets;\n}","import getClippingRect from \"../dom-utils/getClippingRect.js\";\nimport getDocumentElement from \"../dom-utils/getDocumentElement.js\";\nimport getBoundingClientRect from \"../dom-utils/getBoundingClientRect.js\";\nimport computeOffsets from \"./computeOffsets.js\";\nimport rectToClientRect from \"./rectToClientRect.js\";\nimport { clippingParents, reference, popper, bottom, top, right, basePlacements, viewport } from \"../enums.js\";\nimport { isElement } from \"../dom-utils/instanceOf.js\";\nimport mergePaddingObject from \"./mergePaddingObject.js\";\nimport expandToHashMap from \"./expandToHashMap.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport default function detectOverflow(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n _options$placement = _options.placement,\n placement = _options$placement === void 0 ? state.placement : _options$placement,\n _options$strategy = _options.strategy,\n strategy = _options$strategy === void 0 ? state.strategy : _options$strategy,\n _options$boundary = _options.boundary,\n boundary = _options$boundary === void 0 ? clippingParents : _options$boundary,\n _options$rootBoundary = _options.rootBoundary,\n rootBoundary = _options$rootBoundary === void 0 ? viewport : _options$rootBoundary,\n _options$elementConte = _options.elementContext,\n elementContext = _options$elementConte === void 0 ? popper : _options$elementConte,\n _options$altBoundary = _options.altBoundary,\n altBoundary = _options$altBoundary === void 0 ? false : _options$altBoundary,\n _options$padding = _options.padding,\n padding = _options$padding === void 0 ? 0 : _options$padding;\n var paddingObject = mergePaddingObject(typeof padding !== 'number' ? padding : expandToHashMap(padding, basePlacements));\n var altContext = elementContext === popper ? reference : popper;\n var popperRect = state.rects.popper;\n var element = state.elements[altBoundary ? altContext : elementContext];\n var clippingClientRect = getClippingRect(isElement(element) ? element : element.contextElement || getDocumentElement(state.elements.popper), boundary, rootBoundary, strategy);\n var referenceClientRect = getBoundingClientRect(state.elements.reference);\n var popperOffsets = computeOffsets({\n reference: referenceClientRect,\n element: popperRect,\n strategy: 'absolute',\n placement: placement\n });\n var popperClientRect = rectToClientRect(Object.assign({}, popperRect, popperOffsets));\n var elementClientRect = elementContext === popper ? popperClientRect : referenceClientRect; // positive = overflowing the clipping rect\n // 0 or negative = within the clipping rect\n\n var overflowOffsets = {\n top: clippingClientRect.top - elementClientRect.top + paddingObject.top,\n bottom: elementClientRect.bottom - clippingClientRect.bottom + paddingObject.bottom,\n left: clippingClientRect.left - elementClientRect.left + paddingObject.left,\n right: elementClientRect.right - clippingClientRect.right + paddingObject.right\n };\n var offsetData = state.modifiersData.offset; // Offsets can be applied only to the popper element\n\n if (elementContext === popper && offsetData) {\n var offset = offsetData[placement];\n Object.keys(overflowOffsets).forEach(function (key) {\n var multiply = [right, bottom].indexOf(key) >= 0 ? 1 : -1;\n var axis = [top, bottom].indexOf(key) >= 0 ? 'y' : 'x';\n overflowOffsets[key] += offset[axis] * multiply;\n });\n }\n\n return overflowOffsets;\n}","import getOppositePlacement from \"../utils/getOppositePlacement.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getOppositeVariationPlacement from \"../utils/getOppositeVariationPlacement.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport computeAutoPlacement from \"../utils/computeAutoPlacement.js\";\nimport { bottom, top, start, right, left, auto } from \"../enums.js\";\nimport getVariation from \"../utils/getVariation.js\"; // eslint-disable-next-line import/no-unused-modules\n\nfunction getExpandedFallbackPlacements(placement) {\n if (getBasePlacement(placement) === auto) {\n return [];\n }\n\n var oppositePlacement = getOppositePlacement(placement);\n return [getOppositeVariationPlacement(placement), oppositePlacement, getOppositeVariationPlacement(oppositePlacement)];\n}\n\nfunction flip(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n\n if (state.modifiersData[name]._skip) {\n return;\n }\n\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? true : _options$altAxis,\n specifiedFallbackPlacements = options.fallbackPlacements,\n padding = options.padding,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n _options$flipVariatio = options.flipVariations,\n flipVariations = _options$flipVariatio === void 0 ? true : _options$flipVariatio,\n allowedAutoPlacements = options.allowedAutoPlacements;\n var preferredPlacement = state.options.placement;\n var basePlacement = getBasePlacement(preferredPlacement);\n var isBasePlacement = basePlacement === preferredPlacement;\n var fallbackPlacements = specifiedFallbackPlacements || (isBasePlacement || !flipVariations ? [getOppositePlacement(preferredPlacement)] : getExpandedFallbackPlacements(preferredPlacement));\n var placements = [preferredPlacement].concat(fallbackPlacements).reduce(function (acc, placement) {\n return acc.concat(getBasePlacement(placement) === auto ? computeAutoPlacement(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n flipVariations: flipVariations,\n allowedAutoPlacements: allowedAutoPlacements\n }) : placement);\n }, []);\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var checksMap = new Map();\n var makeFallbackChecks = true;\n var firstFittingPlacement = placements[0];\n\n for (var i = 0; i < placements.length; i++) {\n var placement = placements[i];\n\n var _basePlacement = getBasePlacement(placement);\n\n var isStartVariation = getVariation(placement) === start;\n var isVertical = [top, bottom].indexOf(_basePlacement) >= 0;\n var len = isVertical ? 'width' : 'height';\n var overflow = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n altBoundary: altBoundary,\n padding: padding\n });\n var mainVariationSide = isVertical ? isStartVariation ? right : left : isStartVariation ? bottom : top;\n\n if (referenceRect[len] > popperRect[len]) {\n mainVariationSide = getOppositePlacement(mainVariationSide);\n }\n\n var altVariationSide = getOppositePlacement(mainVariationSide);\n var checks = [];\n\n if (checkMainAxis) {\n checks.push(overflow[_basePlacement] <= 0);\n }\n\n if (checkAltAxis) {\n checks.push(overflow[mainVariationSide] <= 0, overflow[altVariationSide] <= 0);\n }\n\n if (checks.every(function (check) {\n return check;\n })) {\n firstFittingPlacement = placement;\n makeFallbackChecks = false;\n break;\n }\n\n checksMap.set(placement, checks);\n }\n\n if (makeFallbackChecks) {\n // `2` may be desired in some cases – research later\n var numberOfChecks = flipVariations ? 3 : 1;\n\n var _loop = function _loop(_i) {\n var fittingPlacement = placements.find(function (placement) {\n var checks = checksMap.get(placement);\n\n if (checks) {\n return checks.slice(0, _i).every(function (check) {\n return check;\n });\n }\n });\n\n if (fittingPlacement) {\n firstFittingPlacement = fittingPlacement;\n return \"break\";\n }\n };\n\n for (var _i = numberOfChecks; _i > 0; _i--) {\n var _ret = _loop(_i);\n\n if (_ret === \"break\") break;\n }\n }\n\n if (state.placement !== firstFittingPlacement) {\n state.modifiersData[name]._skip = true;\n state.placement = firstFittingPlacement;\n state.reset = true;\n }\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'flip',\n enabled: true,\n phase: 'main',\n fn: flip,\n requiresIfExists: ['offset'],\n data: {\n _skip: false\n }\n};","import getVariation from \"./getVariation.js\";\nimport { variationPlacements, basePlacements, placements as allPlacements } from \"../enums.js\";\nimport detectOverflow from \"./detectOverflow.js\";\nimport getBasePlacement from \"./getBasePlacement.js\";\nexport default function computeAutoPlacement(state, options) {\n if (options === void 0) {\n options = {};\n }\n\n var _options = options,\n placement = _options.placement,\n boundary = _options.boundary,\n rootBoundary = _options.rootBoundary,\n padding = _options.padding,\n flipVariations = _options.flipVariations,\n _options$allowedAutoP = _options.allowedAutoPlacements,\n allowedAutoPlacements = _options$allowedAutoP === void 0 ? allPlacements : _options$allowedAutoP;\n var variation = getVariation(placement);\n var placements = variation ? flipVariations ? variationPlacements : variationPlacements.filter(function (placement) {\n return getVariation(placement) === variation;\n }) : basePlacements;\n var allowedPlacements = placements.filter(function (placement) {\n return allowedAutoPlacements.indexOf(placement) >= 0;\n });\n\n if (allowedPlacements.length === 0) {\n allowedPlacements = placements;\n } // $FlowFixMe[incompatible-type]: Flow seems to have problems with two array unions...\n\n\n var overflows = allowedPlacements.reduce(function (acc, placement) {\n acc[placement] = detectOverflow(state, {\n placement: placement,\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding\n })[getBasePlacement(placement)];\n return acc;\n }, {});\n return Object.keys(overflows).sort(function (a, b) {\n return overflows[a] - overflows[b];\n });\n}","import { top, bottom, left, right } from \"../enums.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\n\nfunction getSideOffsets(overflow, rect, preventedOffsets) {\n if (preventedOffsets === void 0) {\n preventedOffsets = {\n x: 0,\n y: 0\n };\n }\n\n return {\n top: overflow.top - rect.height - preventedOffsets.y,\n right: overflow.right - rect.width + preventedOffsets.x,\n bottom: overflow.bottom - rect.height + preventedOffsets.y,\n left: overflow.left - rect.width - preventedOffsets.x\n };\n}\n\nfunction isAnySideFullyClipped(overflow) {\n return [top, right, bottom, left].some(function (side) {\n return overflow[side] >= 0;\n });\n}\n\nfunction hide(_ref) {\n var state = _ref.state,\n name = _ref.name;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var preventedOffsets = state.modifiersData.preventOverflow;\n var referenceOverflow = detectOverflow(state, {\n elementContext: 'reference'\n });\n var popperAltOverflow = detectOverflow(state, {\n altBoundary: true\n });\n var referenceClippingOffsets = getSideOffsets(referenceOverflow, referenceRect);\n var popperEscapeOffsets = getSideOffsets(popperAltOverflow, popperRect, preventedOffsets);\n var isReferenceHidden = isAnySideFullyClipped(referenceClippingOffsets);\n var hasPopperEscaped = isAnySideFullyClipped(popperEscapeOffsets);\n state.modifiersData[name] = {\n referenceClippingOffsets: referenceClippingOffsets,\n popperEscapeOffsets: popperEscapeOffsets,\n isReferenceHidden: isReferenceHidden,\n hasPopperEscaped: hasPopperEscaped\n };\n state.attributes.popper = Object.assign({}, state.attributes.popper, {\n 'data-popper-reference-hidden': isReferenceHidden,\n 'data-popper-escaped': hasPopperEscaped\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'hide',\n enabled: true,\n phase: 'main',\n requiresIfExists: ['preventOverflow'],\n fn: hide\n};","import getBasePlacement from \"../utils/getBasePlacement.js\";\nimport { top, left, right, placements } from \"../enums.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport function distanceAndSkiddingToXY(placement, rects, offset) {\n var basePlacement = getBasePlacement(placement);\n var invertDistance = [left, top].indexOf(basePlacement) >= 0 ? -1 : 1;\n\n var _ref = typeof offset === 'function' ? offset(Object.assign({}, rects, {\n placement: placement\n })) : offset,\n skidding = _ref[0],\n distance = _ref[1];\n\n skidding = skidding || 0;\n distance = (distance || 0) * invertDistance;\n return [left, right].indexOf(basePlacement) >= 0 ? {\n x: distance,\n y: skidding\n } : {\n x: skidding,\n y: distance\n };\n}\n\nfunction offset(_ref2) {\n var state = _ref2.state,\n options = _ref2.options,\n name = _ref2.name;\n var _options$offset = options.offset,\n offset = _options$offset === void 0 ? [0, 0] : _options$offset;\n var data = placements.reduce(function (acc, placement) {\n acc[placement] = distanceAndSkiddingToXY(placement, state.rects, offset);\n return acc;\n }, {});\n var _data$state$placement = data[state.placement],\n x = _data$state$placement.x,\n y = _data$state$placement.y;\n\n if (state.modifiersData.popperOffsets != null) {\n state.modifiersData.popperOffsets.x += x;\n state.modifiersData.popperOffsets.y += y;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'offset',\n enabled: true,\n phase: 'main',\n requires: ['popperOffsets'],\n fn: offset\n};","import computeOffsets from \"../utils/computeOffsets.js\";\n\nfunction popperOffsets(_ref) {\n var state = _ref.state,\n name = _ref.name;\n // Offsets are the actual position the popper needs to have to be\n // properly positioned near its reference element\n // This is the most basic placement, and will be adjusted by\n // the modifiers in the next step\n state.modifiersData[name] = computeOffsets({\n reference: state.rects.reference,\n element: state.rects.popper,\n strategy: 'absolute',\n placement: state.placement\n });\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'popperOffsets',\n enabled: true,\n phase: 'read',\n fn: popperOffsets,\n data: {}\n};","import { top, left, right, bottom, start } from \"../enums.js\";\nimport getBasePlacement from \"../utils/getBasePlacement.js\";\nimport getMainAxisFromPlacement from \"../utils/getMainAxisFromPlacement.js\";\nimport getAltAxis from \"../utils/getAltAxis.js\";\nimport { within, withinMaxClamp } from \"../utils/within.js\";\nimport getLayoutRect from \"../dom-utils/getLayoutRect.js\";\nimport getOffsetParent from \"../dom-utils/getOffsetParent.js\";\nimport detectOverflow from \"../utils/detectOverflow.js\";\nimport getVariation from \"../utils/getVariation.js\";\nimport getFreshSideObject from \"../utils/getFreshSideObject.js\";\nimport { min as mathMin, max as mathMax } from \"../utils/math.js\";\n\nfunction preventOverflow(_ref) {\n var state = _ref.state,\n options = _ref.options,\n name = _ref.name;\n var _options$mainAxis = options.mainAxis,\n checkMainAxis = _options$mainAxis === void 0 ? true : _options$mainAxis,\n _options$altAxis = options.altAxis,\n checkAltAxis = _options$altAxis === void 0 ? false : _options$altAxis,\n boundary = options.boundary,\n rootBoundary = options.rootBoundary,\n altBoundary = options.altBoundary,\n padding = options.padding,\n _options$tether = options.tether,\n tether = _options$tether === void 0 ? true : _options$tether,\n _options$tetherOffset = options.tetherOffset,\n tetherOffset = _options$tetherOffset === void 0 ? 0 : _options$tetherOffset;\n var overflow = detectOverflow(state, {\n boundary: boundary,\n rootBoundary: rootBoundary,\n padding: padding,\n altBoundary: altBoundary\n });\n var basePlacement = getBasePlacement(state.placement);\n var variation = getVariation(state.placement);\n var isBasePlacement = !variation;\n var mainAxis = getMainAxisFromPlacement(basePlacement);\n var altAxis = getAltAxis(mainAxis);\n var popperOffsets = state.modifiersData.popperOffsets;\n var referenceRect = state.rects.reference;\n var popperRect = state.rects.popper;\n var tetherOffsetValue = typeof tetherOffset === 'function' ? tetherOffset(Object.assign({}, state.rects, {\n placement: state.placement\n })) : tetherOffset;\n var normalizedTetherOffsetValue = typeof tetherOffsetValue === 'number' ? {\n mainAxis: tetherOffsetValue,\n altAxis: tetherOffsetValue\n } : Object.assign({\n mainAxis: 0,\n altAxis: 0\n }, tetherOffsetValue);\n var offsetModifierState = state.modifiersData.offset ? state.modifiersData.offset[state.placement] : null;\n var data = {\n x: 0,\n y: 0\n };\n\n if (!popperOffsets) {\n return;\n }\n\n if (checkMainAxis) {\n var _offsetModifierState$;\n\n var mainSide = mainAxis === 'y' ? top : left;\n var altSide = mainAxis === 'y' ? bottom : right;\n var len = mainAxis === 'y' ? 'height' : 'width';\n var offset = popperOffsets[mainAxis];\n var min = offset + overflow[mainSide];\n var max = offset - overflow[altSide];\n var additive = tether ? -popperRect[len] / 2 : 0;\n var minLen = variation === start ? referenceRect[len] : popperRect[len];\n var maxLen = variation === start ? -popperRect[len] : -referenceRect[len]; // We need to include the arrow in the calculation so the arrow doesn't go\n // outside the reference bounds\n\n var arrowElement = state.elements.arrow;\n var arrowRect = tether && arrowElement ? getLayoutRect(arrowElement) : {\n width: 0,\n height: 0\n };\n var arrowPaddingObject = state.modifiersData['arrow#persistent'] ? state.modifiersData['arrow#persistent'].padding : getFreshSideObject();\n var arrowPaddingMin = arrowPaddingObject[mainSide];\n var arrowPaddingMax = arrowPaddingObject[altSide]; // If the reference length is smaller than the arrow length, we don't want\n // to include its full size in the calculation. If the reference is small\n // and near the edge of a boundary, the popper can overflow even if the\n // reference is not overflowing as well (e.g. virtual elements with no\n // width or height)\n\n var arrowLen = within(0, referenceRect[len], arrowRect[len]);\n var minOffset = isBasePlacement ? referenceRect[len] / 2 - additive - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis : minLen - arrowLen - arrowPaddingMin - normalizedTetherOffsetValue.mainAxis;\n var maxOffset = isBasePlacement ? -referenceRect[len] / 2 + additive + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis : maxLen + arrowLen + arrowPaddingMax + normalizedTetherOffsetValue.mainAxis;\n var arrowOffsetParent = state.elements.arrow && getOffsetParent(state.elements.arrow);\n var clientOffset = arrowOffsetParent ? mainAxis === 'y' ? arrowOffsetParent.clientTop || 0 : arrowOffsetParent.clientLeft || 0 : 0;\n var offsetModifierValue = (_offsetModifierState$ = offsetModifierState == null ? void 0 : offsetModifierState[mainAxis]) != null ? _offsetModifierState$ : 0;\n var tetherMin = offset + minOffset - offsetModifierValue - clientOffset;\n var tetherMax = offset + maxOffset - offsetModifierValue;\n var preventedOffset = within(tether ? mathMin(min, tetherMin) : min, offset, tether ? mathMax(max, tetherMax) : max);\n popperOffsets[mainAxis] = preventedOffset;\n data[mainAxis] = preventedOffset - offset;\n }\n\n if (checkAltAxis) {\n var _offsetModifierState$2;\n\n var _mainSide = mainAxis === 'x' ? top : left;\n\n var _altSide = mainAxis === 'x' ? bottom : right;\n\n var _offset = popperOffsets[altAxis];\n\n var _len = altAxis === 'y' ? 'height' : 'width';\n\n var _min = _offset + overflow[_mainSide];\n\n var _max = _offset - overflow[_altSide];\n\n var isOriginSide = [top, left].indexOf(basePlacement) !== -1;\n\n var _offsetModifierValue = (_offsetModifierState$2 = offsetModifierState == null ? void 0 : offsetModifierState[altAxis]) != null ? _offsetModifierState$2 : 0;\n\n var _tetherMin = isOriginSide ? _min : _offset - referenceRect[_len] - popperRect[_len] - _offsetModifierValue + normalizedTetherOffsetValue.altAxis;\n\n var _tetherMax = isOriginSide ? _offset + referenceRect[_len] + popperRect[_len] - _offsetModifierValue - normalizedTetherOffsetValue.altAxis : _max;\n\n var _preventedOffset = tether && isOriginSide ? withinMaxClamp(_tetherMin, _offset, _tetherMax) : within(tether ? _tetherMin : _min, _offset, tether ? _tetherMax : _max);\n\n popperOffsets[altAxis] = _preventedOffset;\n data[altAxis] = _preventedOffset - _offset;\n }\n\n state.modifiersData[name] = data;\n} // eslint-disable-next-line import/no-unused-modules\n\n\nexport default {\n name: 'preventOverflow',\n enabled: true,\n phase: 'main',\n fn: preventOverflow,\n requiresIfExists: ['offset']\n};","export default function getAltAxis(axis) {\n return axis === 'x' ? 'y' : 'x';\n}","import getBoundingClientRect from \"./getBoundingClientRect.js\";\nimport getNodeScroll from \"./getNodeScroll.js\";\nimport getNodeName from \"./getNodeName.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getWindowScrollBarX from \"./getWindowScrollBarX.js\";\nimport getDocumentElement from \"./getDocumentElement.js\";\nimport isScrollParent from \"./isScrollParent.js\";\nimport { round } from \"../utils/math.js\";\n\nfunction isElementScaled(element) {\n var rect = element.getBoundingClientRect();\n var scaleX = round(rect.width) / element.offsetWidth || 1;\n var scaleY = round(rect.height) / element.offsetHeight || 1;\n return scaleX !== 1 || scaleY !== 1;\n} // Returns the composite rect of an element relative to its offsetParent.\n// Composite means it takes into account transforms as well as layout.\n\n\nexport default function getCompositeRect(elementOrVirtualElement, offsetParent, isFixed) {\n if (isFixed === void 0) {\n isFixed = false;\n }\n\n var isOffsetParentAnElement = isHTMLElement(offsetParent);\n var offsetParentIsScaled = isHTMLElement(offsetParent) && isElementScaled(offsetParent);\n var documentElement = getDocumentElement(offsetParent);\n var rect = getBoundingClientRect(elementOrVirtualElement, offsetParentIsScaled, isFixed);\n var scroll = {\n scrollLeft: 0,\n scrollTop: 0\n };\n var offsets = {\n x: 0,\n y: 0\n };\n\n if (isOffsetParentAnElement || !isOffsetParentAnElement && !isFixed) {\n if (getNodeName(offsetParent) !== 'body' || // https://github.com/popperjs/popper-core/issues/1078\n isScrollParent(documentElement)) {\n scroll = getNodeScroll(offsetParent);\n }\n\n if (isHTMLElement(offsetParent)) {\n offsets = getBoundingClientRect(offsetParent, true);\n offsets.x += offsetParent.clientLeft;\n offsets.y += offsetParent.clientTop;\n } else if (documentElement) {\n offsets.x = getWindowScrollBarX(documentElement);\n }\n }\n\n return {\n x: rect.left + scroll.scrollLeft - offsets.x,\n y: rect.top + scroll.scrollTop - offsets.y,\n width: rect.width,\n height: rect.height\n };\n}","import getWindowScroll from \"./getWindowScroll.js\";\nimport getWindow from \"./getWindow.js\";\nimport { isHTMLElement } from \"./instanceOf.js\";\nimport getHTMLElementScroll from \"./getHTMLElementScroll.js\";\nexport default function getNodeScroll(node) {\n if (node === getWindow(node) || !isHTMLElement(node)) {\n return getWindowScroll(node);\n } else {\n return getHTMLElementScroll(node);\n }\n}","export default function getHTMLElementScroll(element) {\n return {\n scrollLeft: element.scrollLeft,\n scrollTop: element.scrollTop\n };\n}","import { modifierPhases } from \"../enums.js\"; // source: https://stackoverflow.com/questions/49875255\n\nfunction order(modifiers) {\n var map = new Map();\n var visited = new Set();\n var result = [];\n modifiers.forEach(function (modifier) {\n map.set(modifier.name, modifier);\n }); // On visiting object, check for its dependencies and visit them recursively\n\n function sort(modifier) {\n visited.add(modifier.name);\n var requires = [].concat(modifier.requires || [], modifier.requiresIfExists || []);\n requires.forEach(function (dep) {\n if (!visited.has(dep)) {\n var depModifier = map.get(dep);\n\n if (depModifier) {\n sort(depModifier);\n }\n }\n });\n result.push(modifier);\n }\n\n modifiers.forEach(function (modifier) {\n if (!visited.has(modifier.name)) {\n // check for visited object\n sort(modifier);\n }\n });\n return result;\n}\n\nexport default function orderModifiers(modifiers) {\n // order based on dependencies\n var orderedModifiers = order(modifiers); // order based on phase\n\n return modifierPhases.reduce(function (acc, phase) {\n return acc.concat(orderedModifiers.filter(function (modifier) {\n return modifier.phase === phase;\n }));\n }, []);\n}","import getCompositeRect from \"./dom-utils/getCompositeRect.js\";\nimport getLayoutRect from \"./dom-utils/getLayoutRect.js\";\nimport listScrollParents from \"./dom-utils/listScrollParents.js\";\nimport getOffsetParent from \"./dom-utils/getOffsetParent.js\";\nimport orderModifiers from \"./utils/orderModifiers.js\";\nimport debounce from \"./utils/debounce.js\";\nimport mergeByName from \"./utils/mergeByName.js\";\nimport detectOverflow from \"./utils/detectOverflow.js\";\nimport { isElement } from \"./dom-utils/instanceOf.js\";\nvar DEFAULT_OPTIONS = {\n placement: 'bottom',\n modifiers: [],\n strategy: 'absolute'\n};\n\nfunction areValidElements() {\n for (var _len = arguments.length, args = new Array(_len), _key = 0; _key < _len; _key++) {\n args[_key] = arguments[_key];\n }\n\n return !args.some(function (element) {\n return !(element && typeof element.getBoundingClientRect === 'function');\n });\n}\n\nexport function popperGenerator(generatorOptions) {\n if (generatorOptions === void 0) {\n generatorOptions = {};\n }\n\n var _generatorOptions = generatorOptions,\n _generatorOptions$def = _generatorOptions.defaultModifiers,\n defaultModifiers = _generatorOptions$def === void 0 ? [] : _generatorOptions$def,\n _generatorOptions$def2 = _generatorOptions.defaultOptions,\n defaultOptions = _generatorOptions$def2 === void 0 ? DEFAULT_OPTIONS : _generatorOptions$def2;\n return function createPopper(reference, popper, options) {\n if (options === void 0) {\n options = defaultOptions;\n }\n\n var state = {\n placement: 'bottom',\n orderedModifiers: [],\n options: Object.assign({}, DEFAULT_OPTIONS, defaultOptions),\n modifiersData: {},\n elements: {\n reference: reference,\n popper: popper\n },\n attributes: {},\n styles: {}\n };\n var effectCleanupFns = [];\n var isDestroyed = false;\n var instance = {\n state: state,\n setOptions: function setOptions(setOptionsAction) {\n var options = typeof setOptionsAction === 'function' ? setOptionsAction(state.options) : setOptionsAction;\n cleanupModifierEffects();\n state.options = Object.assign({}, defaultOptions, state.options, options);\n state.scrollParents = {\n reference: isElement(reference) ? listScrollParents(reference) : reference.contextElement ? listScrollParents(reference.contextElement) : [],\n popper: listScrollParents(popper)\n }; // Orders the modifiers based on their dependencies and `phase`\n // properties\n\n var orderedModifiers = orderModifiers(mergeByName([].concat(defaultModifiers, state.options.modifiers))); // Strip out disabled modifiers\n\n state.orderedModifiers = orderedModifiers.filter(function (m) {\n return m.enabled;\n });\n runModifierEffects();\n return instance.update();\n },\n // Sync update – it will always be executed, even if not necessary. This\n // is useful for low frequency updates where sync behavior simplifies the\n // logic.\n // For high frequency updates (e.g. `resize` and `scroll` events), always\n // prefer the async Popper#update method\n forceUpdate: function forceUpdate() {\n if (isDestroyed) {\n return;\n }\n\n var _state$elements = state.elements,\n reference = _state$elements.reference,\n popper = _state$elements.popper; // Don't proceed if `reference` or `popper` are not valid elements\n // anymore\n\n if (!areValidElements(reference, popper)) {\n return;\n } // Store the reference and popper rects to be read by modifiers\n\n\n state.rects = {\n reference: getCompositeRect(reference, getOffsetParent(popper), state.options.strategy === 'fixed'),\n popper: getLayoutRect(popper)\n }; // Modifiers have the ability to reset the current update cycle. The\n // most common use case for this is the `flip` modifier changing the\n // placement, which then needs to re-run all the modifiers, because the\n // logic was previously ran for the previous placement and is therefore\n // stale/incorrect\n\n state.reset = false;\n state.placement = state.options.placement; // On each update cycle, the `modifiersData` property for each modifier\n // is filled with the initial data specified by the modifier. This means\n // it doesn't persist and is fresh on each update.\n // To ensure persistent data, use `${name}#persistent`\n\n state.orderedModifiers.forEach(function (modifier) {\n return state.modifiersData[modifier.name] = Object.assign({}, modifier.data);\n });\n\n for (var index = 0; index < state.orderedModifiers.length; index++) {\n if (state.reset === true) {\n state.reset = false;\n index = -1;\n continue;\n }\n\n var _state$orderedModifie = state.orderedModifiers[index],\n fn = _state$orderedModifie.fn,\n _state$orderedModifie2 = _state$orderedModifie.options,\n _options = _state$orderedModifie2 === void 0 ? {} : _state$orderedModifie2,\n name = _state$orderedModifie.name;\n\n if (typeof fn === 'function') {\n state = fn({\n state: state,\n options: _options,\n name: name,\n instance: instance\n }) || state;\n }\n }\n },\n // Async and optimistically optimized update – it will not be executed if\n // not necessary (debounced to run at most once-per-tick)\n update: debounce(function () {\n return new Promise(function (resolve) {\n instance.forceUpdate();\n resolve(state);\n });\n }),\n destroy: function destroy() {\n cleanupModifierEffects();\n isDestroyed = true;\n }\n };\n\n if (!areValidElements(reference, popper)) {\n return instance;\n }\n\n instance.setOptions(options).then(function (state) {\n if (!isDestroyed && options.onFirstUpdate) {\n options.onFirstUpdate(state);\n }\n }); // Modifiers have the ability to execute arbitrary code before the first\n // update cycle runs. They will be executed in the same order as the update\n // cycle. This is useful when a modifier adds some persistent data that\n // other modifiers need to use, but the modifier is run after the dependent\n // one.\n\n function runModifierEffects() {\n state.orderedModifiers.forEach(function (_ref) {\n var name = _ref.name,\n _ref$options = _ref.options,\n options = _ref$options === void 0 ? {} : _ref$options,\n effect = _ref.effect;\n\n if (typeof effect === 'function') {\n var cleanupFn = effect({\n state: state,\n name: name,\n instance: instance,\n options: options\n });\n\n var noopFn = function noopFn() {};\n\n effectCleanupFns.push(cleanupFn || noopFn);\n }\n });\n }\n\n function cleanupModifierEffects() {\n effectCleanupFns.forEach(function (fn) {\n return fn();\n });\n effectCleanupFns = [];\n }\n\n return instance;\n };\n}\nexport var createPopper = /*#__PURE__*/popperGenerator(); // eslint-disable-next-line import/no-unused-modules\n\nexport { detectOverflow };","export default function debounce(fn) {\n var pending;\n return function () {\n if (!pending) {\n pending = new Promise(function (resolve) {\n Promise.resolve().then(function () {\n pending = undefined;\n resolve(fn());\n });\n });\n }\n\n return pending;\n };\n}","export default function mergeByName(modifiers) {\n var merged = modifiers.reduce(function (merged, current) {\n var existing = merged[current.name];\n merged[current.name] = existing ? Object.assign({}, existing, current, {\n options: Object.assign({}, existing.options, current.options),\n data: Object.assign({}, existing.data, current.data)\n }) : current;\n return merged;\n }, {}); // IE11 does not support Object.values\n\n return Object.keys(merged).map(function (key) {\n return merged[key];\n });\n}","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nimport offset from \"./modifiers/offset.js\";\nimport flip from \"./modifiers/flip.js\";\nimport preventOverflow from \"./modifiers/preventOverflow.js\";\nimport arrow from \"./modifiers/arrow.js\";\nimport hide from \"./modifiers/hide.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles, offset, flip, preventOverflow, arrow, hide];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow }; // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper as createPopperLite } from \"./popper-lite.js\"; // eslint-disable-next-line import/no-unused-modules\n\nexport * from \"./modifiers/index.js\";","import { popperGenerator, detectOverflow } from \"./createPopper.js\";\nimport eventListeners from \"./modifiers/eventListeners.js\";\nimport popperOffsets from \"./modifiers/popperOffsets.js\";\nimport computeStyles from \"./modifiers/computeStyles.js\";\nimport applyStyles from \"./modifiers/applyStyles.js\";\nvar defaultModifiers = [eventListeners, popperOffsets, computeStyles, applyStyles];\nvar createPopper = /*#__PURE__*/popperGenerator({\n defaultModifiers: defaultModifiers\n}); // eslint-disable-next-line import/no-unused-modules\n\nexport { createPopper, popperGenerator, defaultModifiers, detectOverflow };","/*!\n * Bootstrap v5.3.3 (https://getbootstrap.com/)\n * Copyright 2011-2024 The Bootstrap Authors (https://github.com/twbs/bootstrap/graphs/contributors)\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n */\nimport * as Popper from '@popperjs/core';\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/data.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n/**\n * Constants\n */\n\nconst elementMap = new Map();\nconst Data = {\n set(element, key, instance) {\n if (!elementMap.has(element)) {\n elementMap.set(element, new Map());\n }\n const instanceMap = elementMap.get(element);\n\n // make it clear we only want one instance per element\n // can be removed later when multiple key/instances are fine to be used\n if (!instanceMap.has(key) && instanceMap.size !== 0) {\n // eslint-disable-next-line no-console\n console.error(`Bootstrap doesn't allow more than one instance per element. Bound instance: ${Array.from(instanceMap.keys())[0]}.`);\n return;\n }\n instanceMap.set(key, instance);\n },\n get(element, key) {\n if (elementMap.has(element)) {\n return elementMap.get(element).get(key) || null;\n }\n return null;\n },\n remove(element, key) {\n if (!elementMap.has(element)) {\n return;\n }\n const instanceMap = elementMap.get(element);\n instanceMap.delete(key);\n\n // free up element references if there are no instances left for an element\n if (instanceMap.size === 0) {\n elementMap.delete(element);\n }\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/index.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst MAX_UID = 1000000;\nconst MILLISECONDS_MULTIPLIER = 1000;\nconst TRANSITION_END = 'transitionend';\n\n/**\n * Properly escape IDs selectors to handle weird IDs\n * @param {string} selector\n * @returns {string}\n */\nconst parseSelector = selector => {\n if (selector && window.CSS && window.CSS.escape) {\n // document.querySelector needs escaping to handle IDs (html5+) containing for instance /\n selector = selector.replace(/#([^\\s\"#']+)/g, (match, id) => `#${CSS.escape(id)}`);\n }\n return selector;\n};\n\n// Shout-out Angus Croll (https://goo.gl/pxwQGp)\nconst toType = object => {\n if (object === null || object === undefined) {\n return `${object}`;\n }\n return Object.prototype.toString.call(object).match(/\\s([a-z]+)/i)[1].toLowerCase();\n};\n\n/**\n * Public Util API\n */\n\nconst getUID = prefix => {\n do {\n prefix += Math.floor(Math.random() * MAX_UID);\n } while (document.getElementById(prefix));\n return prefix;\n};\nconst getTransitionDurationFromElement = element => {\n if (!element) {\n return 0;\n }\n\n // Get transition-duration of the element\n let {\n transitionDuration,\n transitionDelay\n } = window.getComputedStyle(element);\n const floatTransitionDuration = Number.parseFloat(transitionDuration);\n const floatTransitionDelay = Number.parseFloat(transitionDelay);\n\n // Return 0 if element or transition duration is not found\n if (!floatTransitionDuration && !floatTransitionDelay) {\n return 0;\n }\n\n // If multiple durations are defined, take the first\n transitionDuration = transitionDuration.split(',')[0];\n transitionDelay = transitionDelay.split(',')[0];\n return (Number.parseFloat(transitionDuration) + Number.parseFloat(transitionDelay)) * MILLISECONDS_MULTIPLIER;\n};\nconst triggerTransitionEnd = element => {\n element.dispatchEvent(new Event(TRANSITION_END));\n};\nconst isElement = object => {\n if (!object || typeof object !== 'object') {\n return false;\n }\n if (typeof object.jquery !== 'undefined') {\n object = object[0];\n }\n return typeof object.nodeType !== 'undefined';\n};\nconst getElement = object => {\n // it's a jQuery object or a node element\n if (isElement(object)) {\n return object.jquery ? object[0] : object;\n }\n if (typeof object === 'string' && object.length > 0) {\n return document.querySelector(parseSelector(object));\n }\n return null;\n};\nconst isVisible = element => {\n if (!isElement(element) || element.getClientRects().length === 0) {\n return false;\n }\n const elementIsVisible = getComputedStyle(element).getPropertyValue('visibility') === 'visible';\n // Handle `details` element as its content may falsie appear visible when it is closed\n const closedDetails = element.closest('details:not([open])');\n if (!closedDetails) {\n return elementIsVisible;\n }\n if (closedDetails !== element) {\n const summary = element.closest('summary');\n if (summary && summary.parentNode !== closedDetails) {\n return false;\n }\n if (summary === null) {\n return false;\n }\n }\n return elementIsVisible;\n};\nconst isDisabled = element => {\n if (!element || element.nodeType !== Node.ELEMENT_NODE) {\n return true;\n }\n if (element.classList.contains('disabled')) {\n return true;\n }\n if (typeof element.disabled !== 'undefined') {\n return element.disabled;\n }\n return element.hasAttribute('disabled') && element.getAttribute('disabled') !== 'false';\n};\nconst findShadowRoot = element => {\n if (!document.documentElement.attachShadow) {\n return null;\n }\n\n // Can find the shadow root otherwise it'll return the document\n if (typeof element.getRootNode === 'function') {\n const root = element.getRootNode();\n return root instanceof ShadowRoot ? root : null;\n }\n if (element instanceof ShadowRoot) {\n return element;\n }\n\n // when we don't find a shadow root\n if (!element.parentNode) {\n return null;\n }\n return findShadowRoot(element.parentNode);\n};\nconst noop = () => {};\n\n/**\n * Trick to restart an element's animation\n *\n * @param {HTMLElement} element\n * @return void\n *\n * @see https://www.charistheo.io/blog/2021/02/restart-a-css-animation-with-javascript/#restarting-a-css-animation\n */\nconst reflow = element => {\n element.offsetHeight; // eslint-disable-line no-unused-expressions\n};\nconst getjQuery = () => {\n if (window.jQuery && !document.body.hasAttribute('data-bs-no-jquery')) {\n return window.jQuery;\n }\n return null;\n};\nconst DOMContentLoadedCallbacks = [];\nconst onDOMContentLoaded = callback => {\n if (document.readyState === 'loading') {\n // add listener on the first call when the document is in loading state\n if (!DOMContentLoadedCallbacks.length) {\n document.addEventListener('DOMContentLoaded', () => {\n for (const callback of DOMContentLoadedCallbacks) {\n callback();\n }\n });\n }\n DOMContentLoadedCallbacks.push(callback);\n } else {\n callback();\n }\n};\nconst isRTL = () => document.documentElement.dir === 'rtl';\nconst defineJQueryPlugin = plugin => {\n onDOMContentLoaded(() => {\n const $ = getjQuery();\n /* istanbul ignore if */\n if ($) {\n const name = plugin.NAME;\n const JQUERY_NO_CONFLICT = $.fn[name];\n $.fn[name] = plugin.jQueryInterface;\n $.fn[name].Constructor = plugin;\n $.fn[name].noConflict = () => {\n $.fn[name] = JQUERY_NO_CONFLICT;\n return plugin.jQueryInterface;\n };\n }\n });\n};\nconst execute = (possibleCallback, args = [], defaultValue = possibleCallback) => {\n return typeof possibleCallback === 'function' ? possibleCallback(...args) : defaultValue;\n};\nconst executeAfterTransition = (callback, transitionElement, waitForTransition = true) => {\n if (!waitForTransition) {\n execute(callback);\n return;\n }\n const durationPadding = 5;\n const emulatedDuration = getTransitionDurationFromElement(transitionElement) + durationPadding;\n let called = false;\n const handler = ({\n target\n }) => {\n if (target !== transitionElement) {\n return;\n }\n called = true;\n transitionElement.removeEventListener(TRANSITION_END, handler);\n execute(callback);\n };\n transitionElement.addEventListener(TRANSITION_END, handler);\n setTimeout(() => {\n if (!called) {\n triggerTransitionEnd(transitionElement);\n }\n }, emulatedDuration);\n};\n\n/**\n * Return the previous/next element of a list.\n *\n * @param {array} list The list of elements\n * @param activeElement The active element\n * @param shouldGetNext Choose to get next or previous element\n * @param isCycleAllowed\n * @return {Element|elem} The proper element\n */\nconst getNextActiveElement = (list, activeElement, shouldGetNext, isCycleAllowed) => {\n const listLength = list.length;\n let index = list.indexOf(activeElement);\n\n // if the element does not exist in the list return an element\n // depending on the direction and if cycle is allowed\n if (index === -1) {\n return !shouldGetNext && isCycleAllowed ? list[listLength - 1] : list[0];\n }\n index += shouldGetNext ? 1 : -1;\n if (isCycleAllowed) {\n index = (index + listLength) % listLength;\n }\n return list[Math.max(0, Math.min(index, listLength - 1))];\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/event-handler.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst namespaceRegex = /[^.]*(?=\\..*)\\.|.*/;\nconst stripNameRegex = /\\..*/;\nconst stripUidRegex = /::\\d+$/;\nconst eventRegistry = {}; // Events storage\nlet uidEvent = 1;\nconst customEvents = {\n mouseenter: 'mouseover',\n mouseleave: 'mouseout'\n};\nconst nativeEvents = new Set(['click', 'dblclick', 'mouseup', 'mousedown', 'contextmenu', 'mousewheel', 'DOMMouseScroll', 'mouseover', 'mouseout', 'mousemove', 'selectstart', 'selectend', 'keydown', 'keypress', 'keyup', 'orientationchange', 'touchstart', 'touchmove', 'touchend', 'touchcancel', 'pointerdown', 'pointermove', 'pointerup', 'pointerleave', 'pointercancel', 'gesturestart', 'gesturechange', 'gestureend', 'focus', 'blur', 'change', 'reset', 'select', 'submit', 'focusin', 'focusout', 'load', 'unload', 'beforeunload', 'resize', 'move', 'DOMContentLoaded', 'readystatechange', 'error', 'abort', 'scroll']);\n\n/**\n * Private methods\n */\n\nfunction makeEventUid(element, uid) {\n return uid && `${uid}::${uidEvent++}` || element.uidEvent || uidEvent++;\n}\nfunction getElementEvents(element) {\n const uid = makeEventUid(element);\n element.uidEvent = uid;\n eventRegistry[uid] = eventRegistry[uid] || {};\n return eventRegistry[uid];\n}\nfunction bootstrapHandler(element, fn) {\n return function handler(event) {\n hydrateObj(event, {\n delegateTarget: element\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, fn);\n }\n return fn.apply(element, [event]);\n };\n}\nfunction bootstrapDelegationHandler(element, selector, fn) {\n return function handler(event) {\n const domElements = element.querySelectorAll(selector);\n for (let {\n target\n } = event; target && target !== this; target = target.parentNode) {\n for (const domElement of domElements) {\n if (domElement !== target) {\n continue;\n }\n hydrateObj(event, {\n delegateTarget: target\n });\n if (handler.oneOff) {\n EventHandler.off(element, event.type, selector, fn);\n }\n return fn.apply(target, [event]);\n }\n }\n };\n}\nfunction findHandler(events, callable, delegationSelector = null) {\n return Object.values(events).find(event => event.callable === callable && event.delegationSelector === delegationSelector);\n}\nfunction normalizeParameters(originalTypeEvent, handler, delegationFunction) {\n const isDelegated = typeof handler === 'string';\n // TODO: tooltip passes `false` instead of selector, so we need to check\n const callable = isDelegated ? delegationFunction : handler || delegationFunction;\n let typeEvent = getTypeEvent(originalTypeEvent);\n if (!nativeEvents.has(typeEvent)) {\n typeEvent = originalTypeEvent;\n }\n return [isDelegated, callable, typeEvent];\n}\nfunction addHandler(element, originalTypeEvent, handler, delegationFunction, oneOff) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n let [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n\n // in case of mouseenter or mouseleave wrap the handler within a function that checks for its DOM position\n // this prevents the handler from being dispatched the same way as mouseover or mouseout does\n if (originalTypeEvent in customEvents) {\n const wrapFunction = fn => {\n return function (event) {\n if (!event.relatedTarget || event.relatedTarget !== event.delegateTarget && !event.delegateTarget.contains(event.relatedTarget)) {\n return fn.call(this, event);\n }\n };\n };\n callable = wrapFunction(callable);\n }\n const events = getElementEvents(element);\n const handlers = events[typeEvent] || (events[typeEvent] = {});\n const previousFunction = findHandler(handlers, callable, isDelegated ? handler : null);\n if (previousFunction) {\n previousFunction.oneOff = previousFunction.oneOff && oneOff;\n return;\n }\n const uid = makeEventUid(callable, originalTypeEvent.replace(namespaceRegex, ''));\n const fn = isDelegated ? bootstrapDelegationHandler(element, handler, callable) : bootstrapHandler(element, callable);\n fn.delegationSelector = isDelegated ? handler : null;\n fn.callable = callable;\n fn.oneOff = oneOff;\n fn.uidEvent = uid;\n handlers[uid] = fn;\n element.addEventListener(typeEvent, fn, isDelegated);\n}\nfunction removeHandler(element, events, typeEvent, handler, delegationSelector) {\n const fn = findHandler(events[typeEvent], handler, delegationSelector);\n if (!fn) {\n return;\n }\n element.removeEventListener(typeEvent, fn, Boolean(delegationSelector));\n delete events[typeEvent][fn.uidEvent];\n}\nfunction removeNamespacedHandlers(element, events, typeEvent, namespace) {\n const storeElementEvent = events[typeEvent] || {};\n for (const [handlerKey, event] of Object.entries(storeElementEvent)) {\n if (handlerKey.includes(namespace)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n}\nfunction getTypeEvent(event) {\n // allow to get the native events from namespaced events ('click.bs.button' --> 'click')\n event = event.replace(stripNameRegex, '');\n return customEvents[event] || event;\n}\nconst EventHandler = {\n on(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, false);\n },\n one(element, event, handler, delegationFunction) {\n addHandler(element, event, handler, delegationFunction, true);\n },\n off(element, originalTypeEvent, handler, delegationFunction) {\n if (typeof originalTypeEvent !== 'string' || !element) {\n return;\n }\n const [isDelegated, callable, typeEvent] = normalizeParameters(originalTypeEvent, handler, delegationFunction);\n const inNamespace = typeEvent !== originalTypeEvent;\n const events = getElementEvents(element);\n const storeElementEvent = events[typeEvent] || {};\n const isNamespace = originalTypeEvent.startsWith('.');\n if (typeof callable !== 'undefined') {\n // Simplest case: handler is passed, remove that listener ONLY.\n if (!Object.keys(storeElementEvent).length) {\n return;\n }\n removeHandler(element, events, typeEvent, callable, isDelegated ? handler : null);\n return;\n }\n if (isNamespace) {\n for (const elementEvent of Object.keys(events)) {\n removeNamespacedHandlers(element, events, elementEvent, originalTypeEvent.slice(1));\n }\n }\n for (const [keyHandlers, event] of Object.entries(storeElementEvent)) {\n const handlerKey = keyHandlers.replace(stripUidRegex, '');\n if (!inNamespace || originalTypeEvent.includes(handlerKey)) {\n removeHandler(element, events, typeEvent, event.callable, event.delegationSelector);\n }\n }\n },\n trigger(element, event, args) {\n if (typeof event !== 'string' || !element) {\n return null;\n }\n const $ = getjQuery();\n const typeEvent = getTypeEvent(event);\n const inNamespace = event !== typeEvent;\n let jQueryEvent = null;\n let bubbles = true;\n let nativeDispatch = true;\n let defaultPrevented = false;\n if (inNamespace && $) {\n jQueryEvent = $.Event(event, args);\n $(element).trigger(jQueryEvent);\n bubbles = !jQueryEvent.isPropagationStopped();\n nativeDispatch = !jQueryEvent.isImmediatePropagationStopped();\n defaultPrevented = jQueryEvent.isDefaultPrevented();\n }\n const evt = hydrateObj(new Event(event, {\n bubbles,\n cancelable: true\n }), args);\n if (defaultPrevented) {\n evt.preventDefault();\n }\n if (nativeDispatch) {\n element.dispatchEvent(evt);\n }\n if (evt.defaultPrevented && jQueryEvent) {\n jQueryEvent.preventDefault();\n }\n return evt;\n }\n};\nfunction hydrateObj(obj, meta = {}) {\n for (const [key, value] of Object.entries(meta)) {\n try {\n obj[key] = value;\n } catch (_unused) {\n Object.defineProperty(obj, key, {\n configurable: true,\n get() {\n return value;\n }\n });\n }\n }\n return obj;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/manipulator.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nfunction normalizeData(value) {\n if (value === 'true') {\n return true;\n }\n if (value === 'false') {\n return false;\n }\n if (value === Number(value).toString()) {\n return Number(value);\n }\n if (value === '' || value === 'null') {\n return null;\n }\n if (typeof value !== 'string') {\n return value;\n }\n try {\n return JSON.parse(decodeURIComponent(value));\n } catch (_unused) {\n return value;\n }\n}\nfunction normalizeDataKey(key) {\n return key.replace(/[A-Z]/g, chr => `-${chr.toLowerCase()}`);\n}\nconst Manipulator = {\n setDataAttribute(element, key, value) {\n element.setAttribute(`data-bs-${normalizeDataKey(key)}`, value);\n },\n removeDataAttribute(element, key) {\n element.removeAttribute(`data-bs-${normalizeDataKey(key)}`);\n },\n getDataAttributes(element) {\n if (!element) {\n return {};\n }\n const attributes = {};\n const bsKeys = Object.keys(element.dataset).filter(key => key.startsWith('bs') && !key.startsWith('bsConfig'));\n for (const key of bsKeys) {\n let pureKey = key.replace(/^bs/, '');\n pureKey = pureKey.charAt(0).toLowerCase() + pureKey.slice(1, pureKey.length);\n attributes[pureKey] = normalizeData(element.dataset[key]);\n }\n return attributes;\n },\n getDataAttribute(element, key) {\n return normalizeData(element.getAttribute(`data-bs-${normalizeDataKey(key)}`));\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/config.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Class definition\n */\n\nclass Config {\n // Getters\n static get Default() {\n return {};\n }\n static get DefaultType() {\n return {};\n }\n static get NAME() {\n throw new Error('You have to implement the static method \"NAME\", for each component!');\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n return config;\n }\n _mergeConfigObj(config, element) {\n const jsonConfig = isElement(element) ? Manipulator.getDataAttribute(element, 'config') : {}; // try to parse\n\n return {\n ...this.constructor.Default,\n ...(typeof jsonConfig === 'object' ? jsonConfig : {}),\n ...(isElement(element) ? Manipulator.getDataAttributes(element) : {}),\n ...(typeof config === 'object' ? config : {})\n };\n }\n _typeCheckConfig(config, configTypes = this.constructor.DefaultType) {\n for (const [property, expectedTypes] of Object.entries(configTypes)) {\n const value = config[property];\n const valueType = isElement(value) ? 'element' : toType(value);\n if (!new RegExp(expectedTypes).test(valueType)) {\n throw new TypeError(`${this.constructor.NAME.toUpperCase()}: Option \"${property}\" provided type \"${valueType}\" but expected type \"${expectedTypes}\".`);\n }\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap base-component.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst VERSION = '5.3.3';\n\n/**\n * Class definition\n */\n\nclass BaseComponent extends Config {\n constructor(element, config) {\n super();\n element = getElement(element);\n if (!element) {\n return;\n }\n this._element = element;\n this._config = this._getConfig(config);\n Data.set(this._element, this.constructor.DATA_KEY, this);\n }\n\n // Public\n dispose() {\n Data.remove(this._element, this.constructor.DATA_KEY);\n EventHandler.off(this._element, this.constructor.EVENT_KEY);\n for (const propertyName of Object.getOwnPropertyNames(this)) {\n this[propertyName] = null;\n }\n }\n _queueCallback(callback, element, isAnimated = true) {\n executeAfterTransition(callback, element, isAnimated);\n }\n _getConfig(config) {\n config = this._mergeConfigObj(config, this._element);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n\n // Static\n static getInstance(element) {\n return Data.get(getElement(element), this.DATA_KEY);\n }\n static getOrCreateInstance(element, config = {}) {\n return this.getInstance(element) || new this(element, typeof config === 'object' ? config : null);\n }\n static get VERSION() {\n return VERSION;\n }\n static get DATA_KEY() {\n return `bs.${this.NAME}`;\n }\n static get EVENT_KEY() {\n return `.${this.DATA_KEY}`;\n }\n static eventName(name) {\n return `${name}${this.EVENT_KEY}`;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dom/selector-engine.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst getSelector = element => {\n let selector = element.getAttribute('data-bs-target');\n if (!selector || selector === '#') {\n let hrefAttribute = element.getAttribute('href');\n\n // The only valid content that could double as a selector are IDs or classes,\n // so everything starting with `#` or `.`. If a \"real\" URL is used as the selector,\n // `document.querySelector` will rightfully complain it is invalid.\n // See https://github.com/twbs/bootstrap/issues/32273\n if (!hrefAttribute || !hrefAttribute.includes('#') && !hrefAttribute.startsWith('.')) {\n return null;\n }\n\n // Just in case some CMS puts out a full URL with the anchor appended\n if (hrefAttribute.includes('#') && !hrefAttribute.startsWith('#')) {\n hrefAttribute = `#${hrefAttribute.split('#')[1]}`;\n }\n selector = hrefAttribute && hrefAttribute !== '#' ? hrefAttribute.trim() : null;\n }\n return selector ? selector.split(',').map(sel => parseSelector(sel)).join(',') : null;\n};\nconst SelectorEngine = {\n find(selector, element = document.documentElement) {\n return [].concat(...Element.prototype.querySelectorAll.call(element, selector));\n },\n findOne(selector, element = document.documentElement) {\n return Element.prototype.querySelector.call(element, selector);\n },\n children(element, selector) {\n return [].concat(...element.children).filter(child => child.matches(selector));\n },\n parents(element, selector) {\n const parents = [];\n let ancestor = element.parentNode.closest(selector);\n while (ancestor) {\n parents.push(ancestor);\n ancestor = ancestor.parentNode.closest(selector);\n }\n return parents;\n },\n prev(element, selector) {\n let previous = element.previousElementSibling;\n while (previous) {\n if (previous.matches(selector)) {\n return [previous];\n }\n previous = previous.previousElementSibling;\n }\n return [];\n },\n // TODO: this is now unused; remove later along with prev()\n next(element, selector) {\n let next = element.nextElementSibling;\n while (next) {\n if (next.matches(selector)) {\n return [next];\n }\n next = next.nextElementSibling;\n }\n return [];\n },\n focusableChildren(element) {\n const focusables = ['a', 'button', 'input', 'textarea', 'select', 'details', '[tabindex]', '[contenteditable=\"true\"]'].map(selector => `${selector}:not([tabindex^=\"-\"])`).join(',');\n return this.find(focusables, element).filter(el => !isDisabled(el) && isVisible(el));\n },\n getSelectorFromElement(element) {\n const selector = getSelector(element);\n if (selector) {\n return SelectorEngine.findOne(selector) ? selector : null;\n }\n return null;\n },\n getElementFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.findOne(selector) : null;\n },\n getMultipleElementsFromSelector(element) {\n const selector = getSelector(element);\n return selector ? SelectorEngine.find(selector) : [];\n }\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/component-functions.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\nconst enableDismissTrigger = (component, method = 'hide') => {\n const clickEvent = `click.dismiss${component.EVENT_KEY}`;\n const name = component.NAME;\n EventHandler.on(document, clickEvent, `[data-bs-dismiss=\"${name}\"]`, function (event) {\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n const target = SelectorEngine.getElementFromSelector(this) || this.closest(`.${name}`);\n const instance = component.getOrCreateInstance(target);\n\n // Method argument is left, for Alert and only, as it doesn't implement the 'hide' method\n instance[method]();\n });\n};\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap alert.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$f = 'alert';\nconst DATA_KEY$a = 'bs.alert';\nconst EVENT_KEY$b = `.${DATA_KEY$a}`;\nconst EVENT_CLOSE = `close${EVENT_KEY$b}`;\nconst EVENT_CLOSED = `closed${EVENT_KEY$b}`;\nconst CLASS_NAME_FADE$5 = 'fade';\nconst CLASS_NAME_SHOW$8 = 'show';\n\n/**\n * Class definition\n */\n\nclass Alert extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$f;\n }\n\n // Public\n close() {\n const closeEvent = EventHandler.trigger(this._element, EVENT_CLOSE);\n if (closeEvent.defaultPrevented) {\n return;\n }\n this._element.classList.remove(CLASS_NAME_SHOW$8);\n const isAnimated = this._element.classList.contains(CLASS_NAME_FADE$5);\n this._queueCallback(() => this._destroyElement(), this._element, isAnimated);\n }\n\n // Private\n _destroyElement() {\n this._element.remove();\n EventHandler.trigger(this._element, EVENT_CLOSED);\n this.dispose();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Alert.getOrCreateInstance(this);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nenableDismissTrigger(Alert, 'close');\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Alert);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap button.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$e = 'button';\nconst DATA_KEY$9 = 'bs.button';\nconst EVENT_KEY$a = `.${DATA_KEY$9}`;\nconst DATA_API_KEY$6 = '.data-api';\nconst CLASS_NAME_ACTIVE$3 = 'active';\nconst SELECTOR_DATA_TOGGLE$5 = '[data-bs-toggle=\"button\"]';\nconst EVENT_CLICK_DATA_API$6 = `click${EVENT_KEY$a}${DATA_API_KEY$6}`;\n\n/**\n * Class definition\n */\n\nclass Button extends BaseComponent {\n // Getters\n static get NAME() {\n return NAME$e;\n }\n\n // Public\n toggle() {\n // Toggle class and sync the `aria-pressed` attribute with the return value of the `.toggle()` method\n this._element.setAttribute('aria-pressed', this._element.classList.toggle(CLASS_NAME_ACTIVE$3));\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Button.getOrCreateInstance(this);\n if (config === 'toggle') {\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$6, SELECTOR_DATA_TOGGLE$5, event => {\n event.preventDefault();\n const button = event.target.closest(SELECTOR_DATA_TOGGLE$5);\n const data = Button.getOrCreateInstance(button);\n data.toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Button);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/swipe.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$d = 'swipe';\nconst EVENT_KEY$9 = '.bs.swipe';\nconst EVENT_TOUCHSTART = `touchstart${EVENT_KEY$9}`;\nconst EVENT_TOUCHMOVE = `touchmove${EVENT_KEY$9}`;\nconst EVENT_TOUCHEND = `touchend${EVENT_KEY$9}`;\nconst EVENT_POINTERDOWN = `pointerdown${EVENT_KEY$9}`;\nconst EVENT_POINTERUP = `pointerup${EVENT_KEY$9}`;\nconst POINTER_TYPE_TOUCH = 'touch';\nconst POINTER_TYPE_PEN = 'pen';\nconst CLASS_NAME_POINTER_EVENT = 'pointer-event';\nconst SWIPE_THRESHOLD = 40;\nconst Default$c = {\n endCallback: null,\n leftCallback: null,\n rightCallback: null\n};\nconst DefaultType$c = {\n endCallback: '(function|null)',\n leftCallback: '(function|null)',\n rightCallback: '(function|null)'\n};\n\n/**\n * Class definition\n */\n\nclass Swipe extends Config {\n constructor(element, config) {\n super();\n this._element = element;\n if (!element || !Swipe.isSupported()) {\n return;\n }\n this._config = this._getConfig(config);\n this._deltaX = 0;\n this._supportPointerEvents = Boolean(window.PointerEvent);\n this._initEvents();\n }\n\n // Getters\n static get Default() {\n return Default$c;\n }\n static get DefaultType() {\n return DefaultType$c;\n }\n static get NAME() {\n return NAME$d;\n }\n\n // Public\n dispose() {\n EventHandler.off(this._element, EVENT_KEY$9);\n }\n\n // Private\n _start(event) {\n if (!this._supportPointerEvents) {\n this._deltaX = event.touches[0].clientX;\n return;\n }\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX;\n }\n }\n _end(event) {\n if (this._eventIsPointerPenTouch(event)) {\n this._deltaX = event.clientX - this._deltaX;\n }\n this._handleSwipe();\n execute(this._config.endCallback);\n }\n _move(event) {\n this._deltaX = event.touches && event.touches.length > 1 ? 0 : event.touches[0].clientX - this._deltaX;\n }\n _handleSwipe() {\n const absDeltaX = Math.abs(this._deltaX);\n if (absDeltaX <= SWIPE_THRESHOLD) {\n return;\n }\n const direction = absDeltaX / this._deltaX;\n this._deltaX = 0;\n if (!direction) {\n return;\n }\n execute(direction > 0 ? this._config.rightCallback : this._config.leftCallback);\n }\n _initEvents() {\n if (this._supportPointerEvents) {\n EventHandler.on(this._element, EVENT_POINTERDOWN, event => this._start(event));\n EventHandler.on(this._element, EVENT_POINTERUP, event => this._end(event));\n this._element.classList.add(CLASS_NAME_POINTER_EVENT);\n } else {\n EventHandler.on(this._element, EVENT_TOUCHSTART, event => this._start(event));\n EventHandler.on(this._element, EVENT_TOUCHMOVE, event => this._move(event));\n EventHandler.on(this._element, EVENT_TOUCHEND, event => this._end(event));\n }\n }\n _eventIsPointerPenTouch(event) {\n return this._supportPointerEvents && (event.pointerType === POINTER_TYPE_PEN || event.pointerType === POINTER_TYPE_TOUCH);\n }\n\n // Static\n static isSupported() {\n return 'ontouchstart' in document.documentElement || navigator.maxTouchPoints > 0;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap carousel.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$c = 'carousel';\nconst DATA_KEY$8 = 'bs.carousel';\nconst EVENT_KEY$8 = `.${DATA_KEY$8}`;\nconst DATA_API_KEY$5 = '.data-api';\nconst ARROW_LEFT_KEY$1 = 'ArrowLeft';\nconst ARROW_RIGHT_KEY$1 = 'ArrowRight';\nconst TOUCHEVENT_COMPAT_WAIT = 500; // Time for mouse compat events to fire after touch\n\nconst ORDER_NEXT = 'next';\nconst ORDER_PREV = 'prev';\nconst DIRECTION_LEFT = 'left';\nconst DIRECTION_RIGHT = 'right';\nconst EVENT_SLIDE = `slide${EVENT_KEY$8}`;\nconst EVENT_SLID = `slid${EVENT_KEY$8}`;\nconst EVENT_KEYDOWN$1 = `keydown${EVENT_KEY$8}`;\nconst EVENT_MOUSEENTER$1 = `mouseenter${EVENT_KEY$8}`;\nconst EVENT_MOUSELEAVE$1 = `mouseleave${EVENT_KEY$8}`;\nconst EVENT_DRAG_START = `dragstart${EVENT_KEY$8}`;\nconst EVENT_LOAD_DATA_API$3 = `load${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst EVENT_CLICK_DATA_API$5 = `click${EVENT_KEY$8}${DATA_API_KEY$5}`;\nconst CLASS_NAME_CAROUSEL = 'carousel';\nconst CLASS_NAME_ACTIVE$2 = 'active';\nconst CLASS_NAME_SLIDE = 'slide';\nconst CLASS_NAME_END = 'carousel-item-end';\nconst CLASS_NAME_START = 'carousel-item-start';\nconst CLASS_NAME_NEXT = 'carousel-item-next';\nconst CLASS_NAME_PREV = 'carousel-item-prev';\nconst SELECTOR_ACTIVE = '.active';\nconst SELECTOR_ITEM = '.carousel-item';\nconst SELECTOR_ACTIVE_ITEM = SELECTOR_ACTIVE + SELECTOR_ITEM;\nconst SELECTOR_ITEM_IMG = '.carousel-item img';\nconst SELECTOR_INDICATORS = '.carousel-indicators';\nconst SELECTOR_DATA_SLIDE = '[data-bs-slide], [data-bs-slide-to]';\nconst SELECTOR_DATA_RIDE = '[data-bs-ride=\"carousel\"]';\nconst KEY_TO_DIRECTION = {\n [ARROW_LEFT_KEY$1]: DIRECTION_RIGHT,\n [ARROW_RIGHT_KEY$1]: DIRECTION_LEFT\n};\nconst Default$b = {\n interval: 5000,\n keyboard: true,\n pause: 'hover',\n ride: false,\n touch: true,\n wrap: true\n};\nconst DefaultType$b = {\n interval: '(number|boolean)',\n // TODO:v6 remove boolean support\n keyboard: 'boolean',\n pause: '(string|boolean)',\n ride: '(boolean|string)',\n touch: 'boolean',\n wrap: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Carousel extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._interval = null;\n this._activeElement = null;\n this._isSliding = false;\n this.touchTimeout = null;\n this._swipeHelper = null;\n this._indicatorsElement = SelectorEngine.findOne(SELECTOR_INDICATORS, this._element);\n this._addEventListeners();\n if (this._config.ride === CLASS_NAME_CAROUSEL) {\n this.cycle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$b;\n }\n static get DefaultType() {\n return DefaultType$b;\n }\n static get NAME() {\n return NAME$c;\n }\n\n // Public\n next() {\n this._slide(ORDER_NEXT);\n }\n nextWhenVisible() {\n // FIXME TODO use `document.visibilityState`\n // Don't call next when the page isn't visible\n // or the carousel or its parent isn't visible\n if (!document.hidden && isVisible(this._element)) {\n this.next();\n }\n }\n prev() {\n this._slide(ORDER_PREV);\n }\n pause() {\n if (this._isSliding) {\n triggerTransitionEnd(this._element);\n }\n this._clearInterval();\n }\n cycle() {\n this._clearInterval();\n this._updateInterval();\n this._interval = setInterval(() => this.nextWhenVisible(), this._config.interval);\n }\n _maybeEnableCycle() {\n if (!this._config.ride) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.cycle());\n return;\n }\n this.cycle();\n }\n to(index) {\n const items = this._getItems();\n if (index > items.length - 1 || index < 0) {\n return;\n }\n if (this._isSliding) {\n EventHandler.one(this._element, EVENT_SLID, () => this.to(index));\n return;\n }\n const activeIndex = this._getItemIndex(this._getActive());\n if (activeIndex === index) {\n return;\n }\n const order = index > activeIndex ? ORDER_NEXT : ORDER_PREV;\n this._slide(order, items[index]);\n }\n dispose() {\n if (this._swipeHelper) {\n this._swipeHelper.dispose();\n }\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n config.defaultInterval = config.interval;\n return config;\n }\n _addEventListeners() {\n if (this._config.keyboard) {\n EventHandler.on(this._element, EVENT_KEYDOWN$1, event => this._keydown(event));\n }\n if (this._config.pause === 'hover') {\n EventHandler.on(this._element, EVENT_MOUSEENTER$1, () => this.pause());\n EventHandler.on(this._element, EVENT_MOUSELEAVE$1, () => this._maybeEnableCycle());\n }\n if (this._config.touch && Swipe.isSupported()) {\n this._addTouchEventListeners();\n }\n }\n _addTouchEventListeners() {\n for (const img of SelectorEngine.find(SELECTOR_ITEM_IMG, this._element)) {\n EventHandler.on(img, EVENT_DRAG_START, event => event.preventDefault());\n }\n const endCallBack = () => {\n if (this._config.pause !== 'hover') {\n return;\n }\n\n // If it's a touch-enabled device, mouseenter/leave are fired as\n // part of the mouse compatibility events on first tap - the carousel\n // would stop cycling until user tapped out of it;\n // here, we listen for touchend, explicitly pause the carousel\n // (as if it's the second time we tap on it, mouseenter compat event\n // is NOT fired) and after a timeout (to allow for mouse compatibility\n // events to fire) we explicitly restart cycling\n\n this.pause();\n if (this.touchTimeout) {\n clearTimeout(this.touchTimeout);\n }\n this.touchTimeout = setTimeout(() => this._maybeEnableCycle(), TOUCHEVENT_COMPAT_WAIT + this._config.interval);\n };\n const swipeConfig = {\n leftCallback: () => this._slide(this._directionToOrder(DIRECTION_LEFT)),\n rightCallback: () => this._slide(this._directionToOrder(DIRECTION_RIGHT)),\n endCallback: endCallBack\n };\n this._swipeHelper = new Swipe(this._element, swipeConfig);\n }\n _keydown(event) {\n if (/input|textarea/i.test(event.target.tagName)) {\n return;\n }\n const direction = KEY_TO_DIRECTION[event.key];\n if (direction) {\n event.preventDefault();\n this._slide(this._directionToOrder(direction));\n }\n }\n _getItemIndex(element) {\n return this._getItems().indexOf(element);\n }\n _setActiveIndicatorElement(index) {\n if (!this._indicatorsElement) {\n return;\n }\n const activeIndicator = SelectorEngine.findOne(SELECTOR_ACTIVE, this._indicatorsElement);\n activeIndicator.classList.remove(CLASS_NAME_ACTIVE$2);\n activeIndicator.removeAttribute('aria-current');\n const newActiveIndicator = SelectorEngine.findOne(`[data-bs-slide-to=\"${index}\"]`, this._indicatorsElement);\n if (newActiveIndicator) {\n newActiveIndicator.classList.add(CLASS_NAME_ACTIVE$2);\n newActiveIndicator.setAttribute('aria-current', 'true');\n }\n }\n _updateInterval() {\n const element = this._activeElement || this._getActive();\n if (!element) {\n return;\n }\n const elementInterval = Number.parseInt(element.getAttribute('data-bs-interval'), 10);\n this._config.interval = elementInterval || this._config.defaultInterval;\n }\n _slide(order, element = null) {\n if (this._isSliding) {\n return;\n }\n const activeElement = this._getActive();\n const isNext = order === ORDER_NEXT;\n const nextElement = element || getNextActiveElement(this._getItems(), activeElement, isNext, this._config.wrap);\n if (nextElement === activeElement) {\n return;\n }\n const nextElementIndex = this._getItemIndex(nextElement);\n const triggerEvent = eventName => {\n return EventHandler.trigger(this._element, eventName, {\n relatedTarget: nextElement,\n direction: this._orderToDirection(order),\n from: this._getItemIndex(activeElement),\n to: nextElementIndex\n });\n };\n const slideEvent = triggerEvent(EVENT_SLIDE);\n if (slideEvent.defaultPrevented) {\n return;\n }\n if (!activeElement || !nextElement) {\n // Some weirdness is happening, so we bail\n // TODO: change tests that use empty divs to avoid this check\n return;\n }\n const isCycling = Boolean(this._interval);\n this.pause();\n this._isSliding = true;\n this._setActiveIndicatorElement(nextElementIndex);\n this._activeElement = nextElement;\n const directionalClassName = isNext ? CLASS_NAME_START : CLASS_NAME_END;\n const orderClassName = isNext ? CLASS_NAME_NEXT : CLASS_NAME_PREV;\n nextElement.classList.add(orderClassName);\n reflow(nextElement);\n activeElement.classList.add(directionalClassName);\n nextElement.classList.add(directionalClassName);\n const completeCallBack = () => {\n nextElement.classList.remove(directionalClassName, orderClassName);\n nextElement.classList.add(CLASS_NAME_ACTIVE$2);\n activeElement.classList.remove(CLASS_NAME_ACTIVE$2, orderClassName, directionalClassName);\n this._isSliding = false;\n triggerEvent(EVENT_SLID);\n };\n this._queueCallback(completeCallBack, activeElement, this._isAnimated());\n if (isCycling) {\n this.cycle();\n }\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_SLIDE);\n }\n _getActive() {\n return SelectorEngine.findOne(SELECTOR_ACTIVE_ITEM, this._element);\n }\n _getItems() {\n return SelectorEngine.find(SELECTOR_ITEM, this._element);\n }\n _clearInterval() {\n if (this._interval) {\n clearInterval(this._interval);\n this._interval = null;\n }\n }\n _directionToOrder(direction) {\n if (isRTL()) {\n return direction === DIRECTION_LEFT ? ORDER_PREV : ORDER_NEXT;\n }\n return direction === DIRECTION_LEFT ? ORDER_NEXT : ORDER_PREV;\n }\n _orderToDirection(order) {\n if (isRTL()) {\n return order === ORDER_PREV ? DIRECTION_LEFT : DIRECTION_RIGHT;\n }\n return order === ORDER_PREV ? DIRECTION_RIGHT : DIRECTION_LEFT;\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Carousel.getOrCreateInstance(this, config);\n if (typeof config === 'number') {\n data.to(config);\n return;\n }\n if (typeof config === 'string') {\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$5, SELECTOR_DATA_SLIDE, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (!target || !target.classList.contains(CLASS_NAME_CAROUSEL)) {\n return;\n }\n event.preventDefault();\n const carousel = Carousel.getOrCreateInstance(target);\n const slideIndex = this.getAttribute('data-bs-slide-to');\n if (slideIndex) {\n carousel.to(slideIndex);\n carousel._maybeEnableCycle();\n return;\n }\n if (Manipulator.getDataAttribute(this, 'slide') === 'next') {\n carousel.next();\n carousel._maybeEnableCycle();\n return;\n }\n carousel.prev();\n carousel._maybeEnableCycle();\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$3, () => {\n const carousels = SelectorEngine.find(SELECTOR_DATA_RIDE);\n for (const carousel of carousels) {\n Carousel.getOrCreateInstance(carousel);\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Carousel);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap collapse.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$b = 'collapse';\nconst DATA_KEY$7 = 'bs.collapse';\nconst EVENT_KEY$7 = `.${DATA_KEY$7}`;\nconst DATA_API_KEY$4 = '.data-api';\nconst EVENT_SHOW$6 = `show${EVENT_KEY$7}`;\nconst EVENT_SHOWN$6 = `shown${EVENT_KEY$7}`;\nconst EVENT_HIDE$6 = `hide${EVENT_KEY$7}`;\nconst EVENT_HIDDEN$6 = `hidden${EVENT_KEY$7}`;\nconst EVENT_CLICK_DATA_API$4 = `click${EVENT_KEY$7}${DATA_API_KEY$4}`;\nconst CLASS_NAME_SHOW$7 = 'show';\nconst CLASS_NAME_COLLAPSE = 'collapse';\nconst CLASS_NAME_COLLAPSING = 'collapsing';\nconst CLASS_NAME_COLLAPSED = 'collapsed';\nconst CLASS_NAME_DEEPER_CHILDREN = `:scope .${CLASS_NAME_COLLAPSE} .${CLASS_NAME_COLLAPSE}`;\nconst CLASS_NAME_HORIZONTAL = 'collapse-horizontal';\nconst WIDTH = 'width';\nconst HEIGHT = 'height';\nconst SELECTOR_ACTIVES = '.collapse.show, .collapse.collapsing';\nconst SELECTOR_DATA_TOGGLE$4 = '[data-bs-toggle=\"collapse\"]';\nconst Default$a = {\n parent: null,\n toggle: true\n};\nconst DefaultType$a = {\n parent: '(null|element)',\n toggle: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Collapse extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isTransitioning = false;\n this._triggerArray = [];\n const toggleList = SelectorEngine.find(SELECTOR_DATA_TOGGLE$4);\n for (const elem of toggleList) {\n const selector = SelectorEngine.getSelectorFromElement(elem);\n const filterElement = SelectorEngine.find(selector).filter(foundElement => foundElement === this._element);\n if (selector !== null && filterElement.length) {\n this._triggerArray.push(elem);\n }\n }\n this._initializeChildren();\n if (!this._config.parent) {\n this._addAriaAndCollapsedClass(this._triggerArray, this._isShown());\n }\n if (this._config.toggle) {\n this.toggle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$a;\n }\n static get DefaultType() {\n return DefaultType$a;\n }\n static get NAME() {\n return NAME$b;\n }\n\n // Public\n toggle() {\n if (this._isShown()) {\n this.hide();\n } else {\n this.show();\n }\n }\n show() {\n if (this._isTransitioning || this._isShown()) {\n return;\n }\n let activeChildren = [];\n\n // find active children\n if (this._config.parent) {\n activeChildren = this._getFirstLevelChildren(SELECTOR_ACTIVES).filter(element => element !== this._element).map(element => Collapse.getOrCreateInstance(element, {\n toggle: false\n }));\n }\n if (activeChildren.length && activeChildren[0]._isTransitioning) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_SHOW$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n for (const activeInstance of activeChildren) {\n activeInstance.hide();\n }\n const dimension = this._getDimension();\n this._element.classList.remove(CLASS_NAME_COLLAPSE);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.style[dimension] = 0;\n this._addAriaAndCollapsedClass(this._triggerArray, true);\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n this._element.style[dimension] = '';\n EventHandler.trigger(this._element, EVENT_SHOWN$6);\n };\n const capitalizedDimension = dimension[0].toUpperCase() + dimension.slice(1);\n const scrollSize = `scroll${capitalizedDimension}`;\n this._queueCallback(complete, this._element, true);\n this._element.style[dimension] = `${this._element[scrollSize]}px`;\n }\n hide() {\n if (this._isTransitioning || !this._isShown()) {\n return;\n }\n const startEvent = EventHandler.trigger(this._element, EVENT_HIDE$6);\n if (startEvent.defaultPrevented) {\n return;\n }\n const dimension = this._getDimension();\n this._element.style[dimension] = `${this._element.getBoundingClientRect()[dimension]}px`;\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_COLLAPSING);\n this._element.classList.remove(CLASS_NAME_COLLAPSE, CLASS_NAME_SHOW$7);\n for (const trigger of this._triggerArray) {\n const element = SelectorEngine.getElementFromSelector(trigger);\n if (element && !this._isShown(element)) {\n this._addAriaAndCollapsedClass([trigger], false);\n }\n }\n this._isTransitioning = true;\n const complete = () => {\n this._isTransitioning = false;\n this._element.classList.remove(CLASS_NAME_COLLAPSING);\n this._element.classList.add(CLASS_NAME_COLLAPSE);\n EventHandler.trigger(this._element, EVENT_HIDDEN$6);\n };\n this._element.style[dimension] = '';\n this._queueCallback(complete, this._element, true);\n }\n _isShown(element = this._element) {\n return element.classList.contains(CLASS_NAME_SHOW$7);\n }\n\n // Private\n _configAfterMerge(config) {\n config.toggle = Boolean(config.toggle); // Coerce string values\n config.parent = getElement(config.parent);\n return config;\n }\n _getDimension() {\n return this._element.classList.contains(CLASS_NAME_HORIZONTAL) ? WIDTH : HEIGHT;\n }\n _initializeChildren() {\n if (!this._config.parent) {\n return;\n }\n const children = this._getFirstLevelChildren(SELECTOR_DATA_TOGGLE$4);\n for (const element of children) {\n const selected = SelectorEngine.getElementFromSelector(element);\n if (selected) {\n this._addAriaAndCollapsedClass([element], this._isShown(selected));\n }\n }\n }\n _getFirstLevelChildren(selector) {\n const children = SelectorEngine.find(CLASS_NAME_DEEPER_CHILDREN, this._config.parent);\n // remove children if greater depth\n return SelectorEngine.find(selector, this._config.parent).filter(element => !children.includes(element));\n }\n _addAriaAndCollapsedClass(triggerArray, isOpen) {\n if (!triggerArray.length) {\n return;\n }\n for (const element of triggerArray) {\n element.classList.toggle(CLASS_NAME_COLLAPSED, !isOpen);\n element.setAttribute('aria-expanded', isOpen);\n }\n }\n\n // Static\n static jQueryInterface(config) {\n const _config = {};\n if (typeof config === 'string' && /show|hide/.test(config)) {\n _config.toggle = false;\n }\n return this.each(function () {\n const data = Collapse.getOrCreateInstance(this, _config);\n if (typeof config === 'string') {\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n }\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$4, SELECTOR_DATA_TOGGLE$4, function (event) {\n // preventDefault only for elements (which change the URL) not inside the collapsible element\n if (event.target.tagName === 'A' || event.delegateTarget && event.delegateTarget.tagName === 'A') {\n event.preventDefault();\n }\n for (const element of SelectorEngine.getMultipleElementsFromSelector(this)) {\n Collapse.getOrCreateInstance(element, {\n toggle: false\n }).toggle();\n }\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Collapse);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap dropdown.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$a = 'dropdown';\nconst DATA_KEY$6 = 'bs.dropdown';\nconst EVENT_KEY$6 = `.${DATA_KEY$6}`;\nconst DATA_API_KEY$3 = '.data-api';\nconst ESCAPE_KEY$2 = 'Escape';\nconst TAB_KEY$1 = 'Tab';\nconst ARROW_UP_KEY$1 = 'ArrowUp';\nconst ARROW_DOWN_KEY$1 = 'ArrowDown';\nconst RIGHT_MOUSE_BUTTON = 2; // MouseEvent.button value for the secondary button, usually the right button\n\nconst EVENT_HIDE$5 = `hide${EVENT_KEY$6}`;\nconst EVENT_HIDDEN$5 = `hidden${EVENT_KEY$6}`;\nconst EVENT_SHOW$5 = `show${EVENT_KEY$6}`;\nconst EVENT_SHOWN$5 = `shown${EVENT_KEY$6}`;\nconst EVENT_CLICK_DATA_API$3 = `click${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYDOWN_DATA_API = `keydown${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst EVENT_KEYUP_DATA_API = `keyup${EVENT_KEY$6}${DATA_API_KEY$3}`;\nconst CLASS_NAME_SHOW$6 = 'show';\nconst CLASS_NAME_DROPUP = 'dropup';\nconst CLASS_NAME_DROPEND = 'dropend';\nconst CLASS_NAME_DROPSTART = 'dropstart';\nconst CLASS_NAME_DROPUP_CENTER = 'dropup-center';\nconst CLASS_NAME_DROPDOWN_CENTER = 'dropdown-center';\nconst SELECTOR_DATA_TOGGLE$3 = '[data-bs-toggle=\"dropdown\"]:not(.disabled):not(:disabled)';\nconst SELECTOR_DATA_TOGGLE_SHOWN = `${SELECTOR_DATA_TOGGLE$3}.${CLASS_NAME_SHOW$6}`;\nconst SELECTOR_MENU = '.dropdown-menu';\nconst SELECTOR_NAVBAR = '.navbar';\nconst SELECTOR_NAVBAR_NAV = '.navbar-nav';\nconst SELECTOR_VISIBLE_ITEMS = '.dropdown-menu .dropdown-item:not(.disabled):not(:disabled)';\nconst PLACEMENT_TOP = isRTL() ? 'top-end' : 'top-start';\nconst PLACEMENT_TOPEND = isRTL() ? 'top-start' : 'top-end';\nconst PLACEMENT_BOTTOM = isRTL() ? 'bottom-end' : 'bottom-start';\nconst PLACEMENT_BOTTOMEND = isRTL() ? 'bottom-start' : 'bottom-end';\nconst PLACEMENT_RIGHT = isRTL() ? 'left-start' : 'right-start';\nconst PLACEMENT_LEFT = isRTL() ? 'right-start' : 'left-start';\nconst PLACEMENT_TOPCENTER = 'top';\nconst PLACEMENT_BOTTOMCENTER = 'bottom';\nconst Default$9 = {\n autoClose: true,\n boundary: 'clippingParents',\n display: 'dynamic',\n offset: [0, 2],\n popperConfig: null,\n reference: 'toggle'\n};\nconst DefaultType$9 = {\n autoClose: '(boolean|string)',\n boundary: '(string|element)',\n display: 'string',\n offset: '(array|string|function)',\n popperConfig: '(null|object|function)',\n reference: '(string|element|object)'\n};\n\n/**\n * Class definition\n */\n\nclass Dropdown extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._popper = null;\n this._parent = this._element.parentNode; // dropdown wrapper\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n this._menu = SelectorEngine.next(this._element, SELECTOR_MENU)[0] || SelectorEngine.prev(this._element, SELECTOR_MENU)[0] || SelectorEngine.findOne(SELECTOR_MENU, this._parent);\n this._inNavbar = this._detectNavbar();\n }\n\n // Getters\n static get Default() {\n return Default$9;\n }\n static get DefaultType() {\n return DefaultType$9;\n }\n static get NAME() {\n return NAME$a;\n }\n\n // Public\n toggle() {\n return this._isShown() ? this.hide() : this.show();\n }\n show() {\n if (isDisabled(this._element) || this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$5, relatedTarget);\n if (showEvent.defaultPrevented) {\n return;\n }\n this._createPopper();\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement && !this._parent.closest(SELECTOR_NAVBAR_NAV)) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n this._element.focus();\n this._element.setAttribute('aria-expanded', true);\n this._menu.classList.add(CLASS_NAME_SHOW$6);\n this._element.classList.add(CLASS_NAME_SHOW$6);\n EventHandler.trigger(this._element, EVENT_SHOWN$5, relatedTarget);\n }\n hide() {\n if (isDisabled(this._element) || !this._isShown()) {\n return;\n }\n const relatedTarget = {\n relatedTarget: this._element\n };\n this._completeHide(relatedTarget);\n }\n dispose() {\n if (this._popper) {\n this._popper.destroy();\n }\n super.dispose();\n }\n update() {\n this._inNavbar = this._detectNavbar();\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Private\n _completeHide(relatedTarget) {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$5, relatedTarget);\n if (hideEvent.defaultPrevented) {\n return;\n }\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n if (this._popper) {\n this._popper.destroy();\n }\n this._menu.classList.remove(CLASS_NAME_SHOW$6);\n this._element.classList.remove(CLASS_NAME_SHOW$6);\n this._element.setAttribute('aria-expanded', 'false');\n Manipulator.removeDataAttribute(this._menu, 'popper');\n EventHandler.trigger(this._element, EVENT_HIDDEN$5, relatedTarget);\n }\n _getConfig(config) {\n config = super._getConfig(config);\n if (typeof config.reference === 'object' && !isElement(config.reference) && typeof config.reference.getBoundingClientRect !== 'function') {\n // Popper virtual elements require a getBoundingClientRect method\n throw new TypeError(`${NAME$a.toUpperCase()}: Option \"reference\" provided type \"object\" without a required \"getBoundingClientRect\" method.`);\n }\n return config;\n }\n _createPopper() {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s dropdowns require Popper (https://popper.js.org)');\n }\n let referenceElement = this._element;\n if (this._config.reference === 'parent') {\n referenceElement = this._parent;\n } else if (isElement(this._config.reference)) {\n referenceElement = getElement(this._config.reference);\n } else if (typeof this._config.reference === 'object') {\n referenceElement = this._config.reference;\n }\n const popperConfig = this._getPopperConfig();\n this._popper = Popper.createPopper(referenceElement, this._menu, popperConfig);\n }\n _isShown() {\n return this._menu.classList.contains(CLASS_NAME_SHOW$6);\n }\n _getPlacement() {\n const parentDropdown = this._parent;\n if (parentDropdown.classList.contains(CLASS_NAME_DROPEND)) {\n return PLACEMENT_RIGHT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPSTART)) {\n return PLACEMENT_LEFT;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP_CENTER)) {\n return PLACEMENT_TOPCENTER;\n }\n if (parentDropdown.classList.contains(CLASS_NAME_DROPDOWN_CENTER)) {\n return PLACEMENT_BOTTOMCENTER;\n }\n\n // We need to trim the value because custom properties can also include spaces\n const isEnd = getComputedStyle(this._menu).getPropertyValue('--bs-position').trim() === 'end';\n if (parentDropdown.classList.contains(CLASS_NAME_DROPUP)) {\n return isEnd ? PLACEMENT_TOPEND : PLACEMENT_TOP;\n }\n return isEnd ? PLACEMENT_BOTTOMEND : PLACEMENT_BOTTOM;\n }\n _detectNavbar() {\n return this._element.closest(SELECTOR_NAVBAR) !== null;\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _getPopperConfig() {\n const defaultBsPopperConfig = {\n placement: this._getPlacement(),\n modifiers: [{\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }]\n };\n\n // Disable Popper if we have a static display or Dropdown is in Navbar\n if (this._inNavbar || this._config.display === 'static') {\n Manipulator.setDataAttribute(this._menu, 'popper', 'static'); // TODO: v6 remove\n defaultBsPopperConfig.modifiers = [{\n name: 'applyStyles',\n enabled: false\n }];\n }\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _selectMenuItem({\n key,\n target\n }) {\n const items = SelectorEngine.find(SELECTOR_VISIBLE_ITEMS, this._menu).filter(element => isVisible(element));\n if (!items.length) {\n return;\n }\n\n // if target isn't included in items (e.g. when expanding the dropdown)\n // allow cycling to get the last item in case key equals ARROW_UP_KEY\n getNextActiveElement(items, target, key === ARROW_DOWN_KEY$1, !items.includes(target)).focus();\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Dropdown.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n static clearMenus(event) {\n if (event.button === RIGHT_MOUSE_BUTTON || event.type === 'keyup' && event.key !== TAB_KEY$1) {\n return;\n }\n const openToggles = SelectorEngine.find(SELECTOR_DATA_TOGGLE_SHOWN);\n for (const toggle of openToggles) {\n const context = Dropdown.getInstance(toggle);\n if (!context || context._config.autoClose === false) {\n continue;\n }\n const composedPath = event.composedPath();\n const isMenuTarget = composedPath.includes(context._menu);\n if (composedPath.includes(context._element) || context._config.autoClose === 'inside' && !isMenuTarget || context._config.autoClose === 'outside' && isMenuTarget) {\n continue;\n }\n\n // Tab navigation through the dropdown menu or events from contained inputs shouldn't close the menu\n if (context._menu.contains(event.target) && (event.type === 'keyup' && event.key === TAB_KEY$1 || /input|select|option|textarea|form/i.test(event.target.tagName))) {\n continue;\n }\n const relatedTarget = {\n relatedTarget: context._element\n };\n if (event.type === 'click') {\n relatedTarget.clickEvent = event;\n }\n context._completeHide(relatedTarget);\n }\n }\n static dataApiKeydownHandler(event) {\n // If not an UP | DOWN | ESCAPE key => not a dropdown command\n // If input/textarea && if key is other than ESCAPE => not a dropdown command\n\n const isInput = /input|textarea/i.test(event.target.tagName);\n const isEscapeEvent = event.key === ESCAPE_KEY$2;\n const isUpOrDownEvent = [ARROW_UP_KEY$1, ARROW_DOWN_KEY$1].includes(event.key);\n if (!isUpOrDownEvent && !isEscapeEvent) {\n return;\n }\n if (isInput && !isEscapeEvent) {\n return;\n }\n event.preventDefault();\n\n // TODO: v6 revert #37011 & change markup https://getbootstrap.com/docs/5.3/forms/input-group/\n const getToggleButton = this.matches(SELECTOR_DATA_TOGGLE$3) ? this : SelectorEngine.prev(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.next(this, SELECTOR_DATA_TOGGLE$3)[0] || SelectorEngine.findOne(SELECTOR_DATA_TOGGLE$3, event.delegateTarget.parentNode);\n const instance = Dropdown.getOrCreateInstance(getToggleButton);\n if (isUpOrDownEvent) {\n event.stopPropagation();\n instance.show();\n instance._selectMenuItem(event);\n return;\n }\n if (instance._isShown()) {\n // else is escape and we check if it is shown\n event.stopPropagation();\n instance.hide();\n getToggleButton.focus();\n }\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_DATA_TOGGLE$3, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_KEYDOWN_DATA_API, SELECTOR_MENU, Dropdown.dataApiKeydownHandler);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_KEYUP_DATA_API, Dropdown.clearMenus);\nEventHandler.on(document, EVENT_CLICK_DATA_API$3, SELECTOR_DATA_TOGGLE$3, function (event) {\n event.preventDefault();\n Dropdown.getOrCreateInstance(this).toggle();\n});\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Dropdown);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/backdrop.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$9 = 'backdrop';\nconst CLASS_NAME_FADE$4 = 'fade';\nconst CLASS_NAME_SHOW$5 = 'show';\nconst EVENT_MOUSEDOWN = `mousedown.bs.${NAME$9}`;\nconst Default$8 = {\n className: 'modal-backdrop',\n clickCallback: null,\n isAnimated: false,\n isVisible: true,\n // if false, we use the backdrop helper without adding any element to the dom\n rootElement: 'body' // give the choice to place backdrop under different elements\n};\nconst DefaultType$8 = {\n className: 'string',\n clickCallback: '(function|null)',\n isAnimated: 'boolean',\n isVisible: 'boolean',\n rootElement: '(element|string)'\n};\n\n/**\n * Class definition\n */\n\nclass Backdrop extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isAppended = false;\n this._element = null;\n }\n\n // Getters\n static get Default() {\n return Default$8;\n }\n static get DefaultType() {\n return DefaultType$8;\n }\n static get NAME() {\n return NAME$9;\n }\n\n // Public\n show(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._append();\n const element = this._getElement();\n if (this._config.isAnimated) {\n reflow(element);\n }\n element.classList.add(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n execute(callback);\n });\n }\n hide(callback) {\n if (!this._config.isVisible) {\n execute(callback);\n return;\n }\n this._getElement().classList.remove(CLASS_NAME_SHOW$5);\n this._emulateAnimation(() => {\n this.dispose();\n execute(callback);\n });\n }\n dispose() {\n if (!this._isAppended) {\n return;\n }\n EventHandler.off(this._element, EVENT_MOUSEDOWN);\n this._element.remove();\n this._isAppended = false;\n }\n\n // Private\n _getElement() {\n if (!this._element) {\n const backdrop = document.createElement('div');\n backdrop.className = this._config.className;\n if (this._config.isAnimated) {\n backdrop.classList.add(CLASS_NAME_FADE$4);\n }\n this._element = backdrop;\n }\n return this._element;\n }\n _configAfterMerge(config) {\n // use getElement() with the default \"body\" to get a fresh Element on each instantiation\n config.rootElement = getElement(config.rootElement);\n return config;\n }\n _append() {\n if (this._isAppended) {\n return;\n }\n const element = this._getElement();\n this._config.rootElement.append(element);\n EventHandler.on(element, EVENT_MOUSEDOWN, () => {\n execute(this._config.clickCallback);\n });\n this._isAppended = true;\n }\n _emulateAnimation(callback) {\n executeAfterTransition(callback, this._getElement(), this._config.isAnimated);\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/focustrap.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$8 = 'focustrap';\nconst DATA_KEY$5 = 'bs.focustrap';\nconst EVENT_KEY$5 = `.${DATA_KEY$5}`;\nconst EVENT_FOCUSIN$2 = `focusin${EVENT_KEY$5}`;\nconst EVENT_KEYDOWN_TAB = `keydown.tab${EVENT_KEY$5}`;\nconst TAB_KEY = 'Tab';\nconst TAB_NAV_FORWARD = 'forward';\nconst TAB_NAV_BACKWARD = 'backward';\nconst Default$7 = {\n autofocus: true,\n trapElement: null // The element to trap focus inside of\n};\nconst DefaultType$7 = {\n autofocus: 'boolean',\n trapElement: 'element'\n};\n\n/**\n * Class definition\n */\n\nclass FocusTrap extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n this._isActive = false;\n this._lastTabNavDirection = null;\n }\n\n // Getters\n static get Default() {\n return Default$7;\n }\n static get DefaultType() {\n return DefaultType$7;\n }\n static get NAME() {\n return NAME$8;\n }\n\n // Public\n activate() {\n if (this._isActive) {\n return;\n }\n if (this._config.autofocus) {\n this._config.trapElement.focus();\n }\n EventHandler.off(document, EVENT_KEY$5); // guard against infinite focus loop\n EventHandler.on(document, EVENT_FOCUSIN$2, event => this._handleFocusin(event));\n EventHandler.on(document, EVENT_KEYDOWN_TAB, event => this._handleKeydown(event));\n this._isActive = true;\n }\n deactivate() {\n if (!this._isActive) {\n return;\n }\n this._isActive = false;\n EventHandler.off(document, EVENT_KEY$5);\n }\n\n // Private\n _handleFocusin(event) {\n const {\n trapElement\n } = this._config;\n if (event.target === document || event.target === trapElement || trapElement.contains(event.target)) {\n return;\n }\n const elements = SelectorEngine.focusableChildren(trapElement);\n if (elements.length === 0) {\n trapElement.focus();\n } else if (this._lastTabNavDirection === TAB_NAV_BACKWARD) {\n elements[elements.length - 1].focus();\n } else {\n elements[0].focus();\n }\n }\n _handleKeydown(event) {\n if (event.key !== TAB_KEY) {\n return;\n }\n this._lastTabNavDirection = event.shiftKey ? TAB_NAV_BACKWARD : TAB_NAV_FORWARD;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/scrollBar.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst SELECTOR_FIXED_CONTENT = '.fixed-top, .fixed-bottom, .is-fixed, .sticky-top';\nconst SELECTOR_STICKY_CONTENT = '.sticky-top';\nconst PROPERTY_PADDING = 'padding-right';\nconst PROPERTY_MARGIN = 'margin-right';\n\n/**\n * Class definition\n */\n\nclass ScrollBarHelper {\n constructor() {\n this._element = document.body;\n }\n\n // Public\n getWidth() {\n // https://developer.mozilla.org/en-US/docs/Web/API/Window/innerWidth#usage_notes\n const documentWidth = document.documentElement.clientWidth;\n return Math.abs(window.innerWidth - documentWidth);\n }\n hide() {\n const width = this.getWidth();\n this._disableOverFlow();\n // give padding to element to balance the hidden scrollbar width\n this._setElementAttributes(this._element, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n // trick: We adjust positive paddingRight and negative marginRight to sticky-top elements to keep showing fullwidth\n this._setElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING, calculatedValue => calculatedValue + width);\n this._setElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN, calculatedValue => calculatedValue - width);\n }\n reset() {\n this._resetElementAttributes(this._element, 'overflow');\n this._resetElementAttributes(this._element, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_FIXED_CONTENT, PROPERTY_PADDING);\n this._resetElementAttributes(SELECTOR_STICKY_CONTENT, PROPERTY_MARGIN);\n }\n isOverflowing() {\n return this.getWidth() > 0;\n }\n\n // Private\n _disableOverFlow() {\n this._saveInitialAttribute(this._element, 'overflow');\n this._element.style.overflow = 'hidden';\n }\n _setElementAttributes(selector, styleProperty, callback) {\n const scrollbarWidth = this.getWidth();\n const manipulationCallBack = element => {\n if (element !== this._element && window.innerWidth > element.clientWidth + scrollbarWidth) {\n return;\n }\n this._saveInitialAttribute(element, styleProperty);\n const calculatedValue = window.getComputedStyle(element).getPropertyValue(styleProperty);\n element.style.setProperty(styleProperty, `${callback(Number.parseFloat(calculatedValue))}px`);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _saveInitialAttribute(element, styleProperty) {\n const actualValue = element.style.getPropertyValue(styleProperty);\n if (actualValue) {\n Manipulator.setDataAttribute(element, styleProperty, actualValue);\n }\n }\n _resetElementAttributes(selector, styleProperty) {\n const manipulationCallBack = element => {\n const value = Manipulator.getDataAttribute(element, styleProperty);\n // We only want to remove the property if the value is `null`; the value can also be zero\n if (value === null) {\n element.style.removeProperty(styleProperty);\n return;\n }\n Manipulator.removeDataAttribute(element, styleProperty);\n element.style.setProperty(styleProperty, value);\n };\n this._applyManipulationCallback(selector, manipulationCallBack);\n }\n _applyManipulationCallback(selector, callBack) {\n if (isElement(selector)) {\n callBack(selector);\n return;\n }\n for (const sel of SelectorEngine.find(selector, this._element)) {\n callBack(sel);\n }\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap modal.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$7 = 'modal';\nconst DATA_KEY$4 = 'bs.modal';\nconst EVENT_KEY$4 = `.${DATA_KEY$4}`;\nconst DATA_API_KEY$2 = '.data-api';\nconst ESCAPE_KEY$1 = 'Escape';\nconst EVENT_HIDE$4 = `hide${EVENT_KEY$4}`;\nconst EVENT_HIDE_PREVENTED$1 = `hidePrevented${EVENT_KEY$4}`;\nconst EVENT_HIDDEN$4 = `hidden${EVENT_KEY$4}`;\nconst EVENT_SHOW$4 = `show${EVENT_KEY$4}`;\nconst EVENT_SHOWN$4 = `shown${EVENT_KEY$4}`;\nconst EVENT_RESIZE$1 = `resize${EVENT_KEY$4}`;\nconst EVENT_CLICK_DISMISS = `click.dismiss${EVENT_KEY$4}`;\nconst EVENT_MOUSEDOWN_DISMISS = `mousedown.dismiss${EVENT_KEY$4}`;\nconst EVENT_KEYDOWN_DISMISS$1 = `keydown.dismiss${EVENT_KEY$4}`;\nconst EVENT_CLICK_DATA_API$2 = `click${EVENT_KEY$4}${DATA_API_KEY$2}`;\nconst CLASS_NAME_OPEN = 'modal-open';\nconst CLASS_NAME_FADE$3 = 'fade';\nconst CLASS_NAME_SHOW$4 = 'show';\nconst CLASS_NAME_STATIC = 'modal-static';\nconst OPEN_SELECTOR$1 = '.modal.show';\nconst SELECTOR_DIALOG = '.modal-dialog';\nconst SELECTOR_MODAL_BODY = '.modal-body';\nconst SELECTOR_DATA_TOGGLE$2 = '[data-bs-toggle=\"modal\"]';\nconst Default$6 = {\n backdrop: true,\n focus: true,\n keyboard: true\n};\nconst DefaultType$6 = {\n backdrop: '(boolean|string)',\n focus: 'boolean',\n keyboard: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Modal extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._dialog = SelectorEngine.findOne(SELECTOR_DIALOG, this._element);\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._isShown = false;\n this._isTransitioning = false;\n this._scrollBar = new ScrollBarHelper();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$6;\n }\n static get DefaultType() {\n return DefaultType$6;\n }\n static get NAME() {\n return NAME$7;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown || this._isTransitioning) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$4, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._isTransitioning = true;\n this._scrollBar.hide();\n document.body.classList.add(CLASS_NAME_OPEN);\n this._adjustDialog();\n this._backdrop.show(() => this._showElement(relatedTarget));\n }\n hide() {\n if (!this._isShown || this._isTransitioning) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$4);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._isShown = false;\n this._isTransitioning = true;\n this._focustrap.deactivate();\n this._element.classList.remove(CLASS_NAME_SHOW$4);\n this._queueCallback(() => this._hideModal(), this._element, this._isAnimated());\n }\n dispose() {\n EventHandler.off(window, EVENT_KEY$4);\n EventHandler.off(this._dialog, EVENT_KEY$4);\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n handleUpdate() {\n this._adjustDialog();\n }\n\n // Private\n _initializeBackDrop() {\n return new Backdrop({\n isVisible: Boolean(this._config.backdrop),\n // 'static' option will be translated to true, and booleans will keep their value,\n isAnimated: this._isAnimated()\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _showElement(relatedTarget) {\n // try to append dynamic modal\n if (!document.body.contains(this._element)) {\n document.body.append(this._element);\n }\n this._element.style.display = 'block';\n this._element.removeAttribute('aria-hidden');\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.scrollTop = 0;\n const modalBody = SelectorEngine.findOne(SELECTOR_MODAL_BODY, this._dialog);\n if (modalBody) {\n modalBody.scrollTop = 0;\n }\n reflow(this._element);\n this._element.classList.add(CLASS_NAME_SHOW$4);\n const transitionComplete = () => {\n if (this._config.focus) {\n this._focustrap.activate();\n }\n this._isTransitioning = false;\n EventHandler.trigger(this._element, EVENT_SHOWN$4, {\n relatedTarget\n });\n };\n this._queueCallback(transitionComplete, this._dialog, this._isAnimated());\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS$1, event => {\n if (event.key !== ESCAPE_KEY$1) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n this._triggerBackdropTransition();\n });\n EventHandler.on(window, EVENT_RESIZE$1, () => {\n if (this._isShown && !this._isTransitioning) {\n this._adjustDialog();\n }\n });\n EventHandler.on(this._element, EVENT_MOUSEDOWN_DISMISS, event => {\n // a bad trick to segregate clicks that may start inside dialog but end outside, and avoid listen to scrollbar clicks\n EventHandler.one(this._element, EVENT_CLICK_DISMISS, event2 => {\n if (this._element !== event.target || this._element !== event2.target) {\n return;\n }\n if (this._config.backdrop === 'static') {\n this._triggerBackdropTransition();\n return;\n }\n if (this._config.backdrop) {\n this.hide();\n }\n });\n });\n }\n _hideModal() {\n this._element.style.display = 'none';\n this._element.setAttribute('aria-hidden', true);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n this._isTransitioning = false;\n this._backdrop.hide(() => {\n document.body.classList.remove(CLASS_NAME_OPEN);\n this._resetAdjustments();\n this._scrollBar.reset();\n EventHandler.trigger(this._element, EVENT_HIDDEN$4);\n });\n }\n _isAnimated() {\n return this._element.classList.contains(CLASS_NAME_FADE$3);\n }\n _triggerBackdropTransition() {\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED$1);\n if (hideEvent.defaultPrevented) {\n return;\n }\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const initialOverflowY = this._element.style.overflowY;\n // return if the following background transition hasn't yet completed\n if (initialOverflowY === 'hidden' || this._element.classList.contains(CLASS_NAME_STATIC)) {\n return;\n }\n if (!isModalOverflowing) {\n this._element.style.overflowY = 'hidden';\n }\n this._element.classList.add(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.classList.remove(CLASS_NAME_STATIC);\n this._queueCallback(() => {\n this._element.style.overflowY = initialOverflowY;\n }, this._dialog);\n }, this._dialog);\n this._element.focus();\n }\n\n /**\n * The following methods are used to handle overflowing modals\n */\n\n _adjustDialog() {\n const isModalOverflowing = this._element.scrollHeight > document.documentElement.clientHeight;\n const scrollbarWidth = this._scrollBar.getWidth();\n const isBodyOverflowing = scrollbarWidth > 0;\n if (isBodyOverflowing && !isModalOverflowing) {\n const property = isRTL() ? 'paddingLeft' : 'paddingRight';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n if (!isBodyOverflowing && isModalOverflowing) {\n const property = isRTL() ? 'paddingRight' : 'paddingLeft';\n this._element.style[property] = `${scrollbarWidth}px`;\n }\n }\n _resetAdjustments() {\n this._element.style.paddingLeft = '';\n this._element.style.paddingRight = '';\n }\n\n // Static\n static jQueryInterface(config, relatedTarget) {\n return this.each(function () {\n const data = Modal.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](relatedTarget);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$2, SELECTOR_DATA_TOGGLE$2, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n EventHandler.one(target, EVENT_SHOW$4, showEvent => {\n if (showEvent.defaultPrevented) {\n // only register focus restorer if modal will actually get shown\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$4, () => {\n if (isVisible(this)) {\n this.focus();\n }\n });\n });\n\n // avoid conflict when clicking modal toggler while another one is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR$1);\n if (alreadyOpen) {\n Modal.getInstance(alreadyOpen).hide();\n }\n const data = Modal.getOrCreateInstance(target);\n data.toggle(this);\n});\nenableDismissTrigger(Modal);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Modal);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap offcanvas.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$6 = 'offcanvas';\nconst DATA_KEY$3 = 'bs.offcanvas';\nconst EVENT_KEY$3 = `.${DATA_KEY$3}`;\nconst DATA_API_KEY$1 = '.data-api';\nconst EVENT_LOAD_DATA_API$2 = `load${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst ESCAPE_KEY = 'Escape';\nconst CLASS_NAME_SHOW$3 = 'show';\nconst CLASS_NAME_SHOWING$1 = 'showing';\nconst CLASS_NAME_HIDING = 'hiding';\nconst CLASS_NAME_BACKDROP = 'offcanvas-backdrop';\nconst OPEN_SELECTOR = '.offcanvas.show';\nconst EVENT_SHOW$3 = `show${EVENT_KEY$3}`;\nconst EVENT_SHOWN$3 = `shown${EVENT_KEY$3}`;\nconst EVENT_HIDE$3 = `hide${EVENT_KEY$3}`;\nconst EVENT_HIDE_PREVENTED = `hidePrevented${EVENT_KEY$3}`;\nconst EVENT_HIDDEN$3 = `hidden${EVENT_KEY$3}`;\nconst EVENT_RESIZE = `resize${EVENT_KEY$3}`;\nconst EVENT_CLICK_DATA_API$1 = `click${EVENT_KEY$3}${DATA_API_KEY$1}`;\nconst EVENT_KEYDOWN_DISMISS = `keydown.dismiss${EVENT_KEY$3}`;\nconst SELECTOR_DATA_TOGGLE$1 = '[data-bs-toggle=\"offcanvas\"]';\nconst Default$5 = {\n backdrop: true,\n keyboard: true,\n scroll: false\n};\nconst DefaultType$5 = {\n backdrop: '(boolean|string)',\n keyboard: 'boolean',\n scroll: 'boolean'\n};\n\n/**\n * Class definition\n */\n\nclass Offcanvas extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n this._isShown = false;\n this._backdrop = this._initializeBackDrop();\n this._focustrap = this._initializeFocusTrap();\n this._addEventListeners();\n }\n\n // Getters\n static get Default() {\n return Default$5;\n }\n static get DefaultType() {\n return DefaultType$5;\n }\n static get NAME() {\n return NAME$6;\n }\n\n // Public\n toggle(relatedTarget) {\n return this._isShown ? this.hide() : this.show(relatedTarget);\n }\n show(relatedTarget) {\n if (this._isShown) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, EVENT_SHOW$3, {\n relatedTarget\n });\n if (showEvent.defaultPrevented) {\n return;\n }\n this._isShown = true;\n this._backdrop.show();\n if (!this._config.scroll) {\n new ScrollBarHelper().hide();\n }\n this._element.setAttribute('aria-modal', true);\n this._element.setAttribute('role', 'dialog');\n this._element.classList.add(CLASS_NAME_SHOWING$1);\n const completeCallBack = () => {\n if (!this._config.scroll || this._config.backdrop) {\n this._focustrap.activate();\n }\n this._element.classList.add(CLASS_NAME_SHOW$3);\n this._element.classList.remove(CLASS_NAME_SHOWING$1);\n EventHandler.trigger(this._element, EVENT_SHOWN$3, {\n relatedTarget\n });\n };\n this._queueCallback(completeCallBack, this._element, true);\n }\n hide() {\n if (!this._isShown) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, EVENT_HIDE$3);\n if (hideEvent.defaultPrevented) {\n return;\n }\n this._focustrap.deactivate();\n this._element.blur();\n this._isShown = false;\n this._element.classList.add(CLASS_NAME_HIDING);\n this._backdrop.hide();\n const completeCallback = () => {\n this._element.classList.remove(CLASS_NAME_SHOW$3, CLASS_NAME_HIDING);\n this._element.removeAttribute('aria-modal');\n this._element.removeAttribute('role');\n if (!this._config.scroll) {\n new ScrollBarHelper().reset();\n }\n EventHandler.trigger(this._element, EVENT_HIDDEN$3);\n };\n this._queueCallback(completeCallback, this._element, true);\n }\n dispose() {\n this._backdrop.dispose();\n this._focustrap.deactivate();\n super.dispose();\n }\n\n // Private\n _initializeBackDrop() {\n const clickCallback = () => {\n if (this._config.backdrop === 'static') {\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n return;\n }\n this.hide();\n };\n\n // 'static' option will be translated to true, and booleans will keep their value\n const isVisible = Boolean(this._config.backdrop);\n return new Backdrop({\n className: CLASS_NAME_BACKDROP,\n isVisible,\n isAnimated: true,\n rootElement: this._element.parentNode,\n clickCallback: isVisible ? clickCallback : null\n });\n }\n _initializeFocusTrap() {\n return new FocusTrap({\n trapElement: this._element\n });\n }\n _addEventListeners() {\n EventHandler.on(this._element, EVENT_KEYDOWN_DISMISS, event => {\n if (event.key !== ESCAPE_KEY) {\n return;\n }\n if (this._config.keyboard) {\n this.hide();\n return;\n }\n EventHandler.trigger(this._element, EVENT_HIDE_PREVENTED);\n });\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Offcanvas.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (data[config] === undefined || config.startsWith('_') || config === 'constructor') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config](this);\n });\n }\n}\n\n/**\n * Data API implementation\n */\n\nEventHandler.on(document, EVENT_CLICK_DATA_API$1, SELECTOR_DATA_TOGGLE$1, function (event) {\n const target = SelectorEngine.getElementFromSelector(this);\n if (['A', 'AREA'].includes(this.tagName)) {\n event.preventDefault();\n }\n if (isDisabled(this)) {\n return;\n }\n EventHandler.one(target, EVENT_HIDDEN$3, () => {\n // focus on trigger when it is closed\n if (isVisible(this)) {\n this.focus();\n }\n });\n\n // avoid conflict when clicking a toggler of an offcanvas, while another is open\n const alreadyOpen = SelectorEngine.findOne(OPEN_SELECTOR);\n if (alreadyOpen && alreadyOpen !== target) {\n Offcanvas.getInstance(alreadyOpen).hide();\n }\n const data = Offcanvas.getOrCreateInstance(target);\n data.toggle(this);\n});\nEventHandler.on(window, EVENT_LOAD_DATA_API$2, () => {\n for (const selector of SelectorEngine.find(OPEN_SELECTOR)) {\n Offcanvas.getOrCreateInstance(selector).show();\n }\n});\nEventHandler.on(window, EVENT_RESIZE, () => {\n for (const element of SelectorEngine.find('[aria-modal][class*=show][class*=offcanvas-]')) {\n if (getComputedStyle(element).position !== 'fixed') {\n Offcanvas.getOrCreateInstance(element).hide();\n }\n }\n});\nenableDismissTrigger(Offcanvas);\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Offcanvas);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/sanitizer.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n// js-docs-start allow-list\nconst ARIA_ATTRIBUTE_PATTERN = /^aria-[\\w-]*$/i;\nconst DefaultAllowlist = {\n // Global attributes allowed on any supplied element below.\n '*': ['class', 'dir', 'id', 'lang', 'role', ARIA_ATTRIBUTE_PATTERN],\n a: ['target', 'href', 'title', 'rel'],\n area: [],\n b: [],\n br: [],\n col: [],\n code: [],\n dd: [],\n div: [],\n dl: [],\n dt: [],\n em: [],\n hr: [],\n h1: [],\n h2: [],\n h3: [],\n h4: [],\n h5: [],\n h6: [],\n i: [],\n img: ['src', 'srcset', 'alt', 'title', 'width', 'height'],\n li: [],\n ol: [],\n p: [],\n pre: [],\n s: [],\n small: [],\n span: [],\n sub: [],\n sup: [],\n strong: [],\n u: [],\n ul: []\n};\n// js-docs-end allow-list\n\nconst uriAttributes = new Set(['background', 'cite', 'href', 'itemtype', 'longdesc', 'poster', 'src', 'xlink:href']);\n\n/**\n * A pattern that recognizes URLs that are safe wrt. XSS in URL navigation\n * contexts.\n *\n * Shout-out to Angular https://github.com/angular/angular/blob/15.2.8/packages/core/src/sanitization/url_sanitizer.ts#L38\n */\n// eslint-disable-next-line unicorn/better-regex\nconst SAFE_URL_PATTERN = /^(?!javascript:)(?:[a-z0-9+.-]+:|[^&:/?#]*(?:[/?#]|$))/i;\nconst allowedAttribute = (attribute, allowedAttributeList) => {\n const attributeName = attribute.nodeName.toLowerCase();\n if (allowedAttributeList.includes(attributeName)) {\n if (uriAttributes.has(attributeName)) {\n return Boolean(SAFE_URL_PATTERN.test(attribute.nodeValue));\n }\n return true;\n }\n\n // Check if a regular expression validates the attribute.\n return allowedAttributeList.filter(attributeRegex => attributeRegex instanceof RegExp).some(regex => regex.test(attributeName));\n};\nfunction sanitizeHtml(unsafeHtml, allowList, sanitizeFunction) {\n if (!unsafeHtml.length) {\n return unsafeHtml;\n }\n if (sanitizeFunction && typeof sanitizeFunction === 'function') {\n return sanitizeFunction(unsafeHtml);\n }\n const domParser = new window.DOMParser();\n const createdDocument = domParser.parseFromString(unsafeHtml, 'text/html');\n const elements = [].concat(...createdDocument.body.querySelectorAll('*'));\n for (const element of elements) {\n const elementName = element.nodeName.toLowerCase();\n if (!Object.keys(allowList).includes(elementName)) {\n element.remove();\n continue;\n }\n const attributeList = [].concat(...element.attributes);\n const allowedAttributes = [].concat(allowList['*'] || [], allowList[elementName] || []);\n for (const attribute of attributeList) {\n if (!allowedAttribute(attribute, allowedAttributes)) {\n element.removeAttribute(attribute.nodeName);\n }\n }\n }\n return createdDocument.body.innerHTML;\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap util/template-factory.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$5 = 'TemplateFactory';\nconst Default$4 = {\n allowList: DefaultAllowlist,\n content: {},\n // { selector : text , selector2 : text2 , }\n extraClass: '',\n html: false,\n sanitize: true,\n sanitizeFn: null,\n template: '
'\n};\nconst DefaultType$4 = {\n allowList: 'object',\n content: 'object',\n extraClass: '(string|function)',\n html: 'boolean',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n template: 'string'\n};\nconst DefaultContentType = {\n entry: '(string|element|function|null)',\n selector: '(string|element)'\n};\n\n/**\n * Class definition\n */\n\nclass TemplateFactory extends Config {\n constructor(config) {\n super();\n this._config = this._getConfig(config);\n }\n\n // Getters\n static get Default() {\n return Default$4;\n }\n static get DefaultType() {\n return DefaultType$4;\n }\n static get NAME() {\n return NAME$5;\n }\n\n // Public\n getContent() {\n return Object.values(this._config.content).map(config => this._resolvePossibleFunction(config)).filter(Boolean);\n }\n hasContent() {\n return this.getContent().length > 0;\n }\n changeContent(content) {\n this._checkContent(content);\n this._config.content = {\n ...this._config.content,\n ...content\n };\n return this;\n }\n toHtml() {\n const templateWrapper = document.createElement('div');\n templateWrapper.innerHTML = this._maybeSanitize(this._config.template);\n for (const [selector, text] of Object.entries(this._config.content)) {\n this._setContent(templateWrapper, text, selector);\n }\n const template = templateWrapper.children[0];\n const extraClass = this._resolvePossibleFunction(this._config.extraClass);\n if (extraClass) {\n template.classList.add(...extraClass.split(' '));\n }\n return template;\n }\n\n // Private\n _typeCheckConfig(config) {\n super._typeCheckConfig(config);\n this._checkContent(config.content);\n }\n _checkContent(arg) {\n for (const [selector, content] of Object.entries(arg)) {\n super._typeCheckConfig({\n selector,\n entry: content\n }, DefaultContentType);\n }\n }\n _setContent(template, content, selector) {\n const templateElement = SelectorEngine.findOne(selector, template);\n if (!templateElement) {\n return;\n }\n content = this._resolvePossibleFunction(content);\n if (!content) {\n templateElement.remove();\n return;\n }\n if (isElement(content)) {\n this._putElementInTemplate(getElement(content), templateElement);\n return;\n }\n if (this._config.html) {\n templateElement.innerHTML = this._maybeSanitize(content);\n return;\n }\n templateElement.textContent = content;\n }\n _maybeSanitize(arg) {\n return this._config.sanitize ? sanitizeHtml(arg, this._config.allowList, this._config.sanitizeFn) : arg;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this]);\n }\n _putElementInTemplate(element, templateElement) {\n if (this._config.html) {\n templateElement.innerHTML = '';\n templateElement.append(element);\n return;\n }\n templateElement.textContent = element.textContent;\n }\n}\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap tooltip.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$4 = 'tooltip';\nconst DISALLOWED_ATTRIBUTES = new Set(['sanitize', 'allowList', 'sanitizeFn']);\nconst CLASS_NAME_FADE$2 = 'fade';\nconst CLASS_NAME_MODAL = 'modal';\nconst CLASS_NAME_SHOW$2 = 'show';\nconst SELECTOR_TOOLTIP_INNER = '.tooltip-inner';\nconst SELECTOR_MODAL = `.${CLASS_NAME_MODAL}`;\nconst EVENT_MODAL_HIDE = 'hide.bs.modal';\nconst TRIGGER_HOVER = 'hover';\nconst TRIGGER_FOCUS = 'focus';\nconst TRIGGER_CLICK = 'click';\nconst TRIGGER_MANUAL = 'manual';\nconst EVENT_HIDE$2 = 'hide';\nconst EVENT_HIDDEN$2 = 'hidden';\nconst EVENT_SHOW$2 = 'show';\nconst EVENT_SHOWN$2 = 'shown';\nconst EVENT_INSERTED = 'inserted';\nconst EVENT_CLICK$1 = 'click';\nconst EVENT_FOCUSIN$1 = 'focusin';\nconst EVENT_FOCUSOUT$1 = 'focusout';\nconst EVENT_MOUSEENTER = 'mouseenter';\nconst EVENT_MOUSELEAVE = 'mouseleave';\nconst AttachmentMap = {\n AUTO: 'auto',\n TOP: 'top',\n RIGHT: isRTL() ? 'left' : 'right',\n BOTTOM: 'bottom',\n LEFT: isRTL() ? 'right' : 'left'\n};\nconst Default$3 = {\n allowList: DefaultAllowlist,\n animation: true,\n boundary: 'clippingParents',\n container: false,\n customClass: '',\n delay: 0,\n fallbackPlacements: ['top', 'right', 'bottom', 'left'],\n html: false,\n offset: [0, 6],\n placement: 'top',\n popperConfig: null,\n sanitize: true,\n sanitizeFn: null,\n selector: false,\n template: '
' + '
' + '
' + '
',\n title: '',\n trigger: 'hover focus'\n};\nconst DefaultType$3 = {\n allowList: 'object',\n animation: 'boolean',\n boundary: '(string|element)',\n container: '(string|element|boolean)',\n customClass: '(string|function)',\n delay: '(number|object)',\n fallbackPlacements: 'array',\n html: 'boolean',\n offset: '(array|string|function)',\n placement: '(string|function)',\n popperConfig: '(null|object|function)',\n sanitize: 'boolean',\n sanitizeFn: '(null|function)',\n selector: '(string|boolean)',\n template: 'string',\n title: '(string|element|function)',\n trigger: 'string'\n};\n\n/**\n * Class definition\n */\n\nclass Tooltip extends BaseComponent {\n constructor(element, config) {\n if (typeof Popper === 'undefined') {\n throw new TypeError('Bootstrap\\'s tooltips require Popper (https://popper.js.org)');\n }\n super(element, config);\n\n // Private\n this._isEnabled = true;\n this._timeout = 0;\n this._isHovered = null;\n this._activeTrigger = {};\n this._popper = null;\n this._templateFactory = null;\n this._newContent = null;\n\n // Protected\n this.tip = null;\n this._setListeners();\n if (!this._config.selector) {\n this._fixTitle();\n }\n }\n\n // Getters\n static get Default() {\n return Default$3;\n }\n static get DefaultType() {\n return DefaultType$3;\n }\n static get NAME() {\n return NAME$4;\n }\n\n // Public\n enable() {\n this._isEnabled = true;\n }\n disable() {\n this._isEnabled = false;\n }\n toggleEnabled() {\n this._isEnabled = !this._isEnabled;\n }\n toggle() {\n if (!this._isEnabled) {\n return;\n }\n this._activeTrigger.click = !this._activeTrigger.click;\n if (this._isShown()) {\n this._leave();\n return;\n }\n this._enter();\n }\n dispose() {\n clearTimeout(this._timeout);\n EventHandler.off(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n if (this._element.getAttribute('data-bs-original-title')) {\n this._element.setAttribute('title', this._element.getAttribute('data-bs-original-title'));\n }\n this._disposePopper();\n super.dispose();\n }\n show() {\n if (this._element.style.display === 'none') {\n throw new Error('Please use show on visible elements');\n }\n if (!(this._isWithContent() && this._isEnabled)) {\n return;\n }\n const showEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOW$2));\n const shadowRoot = findShadowRoot(this._element);\n const isInTheDom = (shadowRoot || this._element.ownerDocument.documentElement).contains(this._element);\n if (showEvent.defaultPrevented || !isInTheDom) {\n return;\n }\n\n // TODO: v6 remove this or make it optional\n this._disposePopper();\n const tip = this._getTipElement();\n this._element.setAttribute('aria-describedby', tip.getAttribute('id'));\n const {\n container\n } = this._config;\n if (!this._element.ownerDocument.documentElement.contains(this.tip)) {\n container.append(tip);\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_INSERTED));\n }\n this._popper = this._createPopper(tip);\n tip.classList.add(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we add extra\n // empty mouseover listeners to the body's immediate children;\n // only needed because of broken event delegation on iOS\n // https://www.quirksmode.org/blog/archives/2014/02/mouse_event_bub.html\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.on(element, 'mouseover', noop);\n }\n }\n const complete = () => {\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_SHOWN$2));\n if (this._isHovered === false) {\n this._leave();\n }\n this._isHovered = false;\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n hide() {\n if (!this._isShown()) {\n return;\n }\n const hideEvent = EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDE$2));\n if (hideEvent.defaultPrevented) {\n return;\n }\n const tip = this._getTipElement();\n tip.classList.remove(CLASS_NAME_SHOW$2);\n\n // If this is a touch-enabled device we remove the extra\n // empty mouseover listeners we added for iOS support\n if ('ontouchstart' in document.documentElement) {\n for (const element of [].concat(...document.body.children)) {\n EventHandler.off(element, 'mouseover', noop);\n }\n }\n this._activeTrigger[TRIGGER_CLICK] = false;\n this._activeTrigger[TRIGGER_FOCUS] = false;\n this._activeTrigger[TRIGGER_HOVER] = false;\n this._isHovered = null; // it is a trick to support manual triggering\n\n const complete = () => {\n if (this._isWithActiveTrigger()) {\n return;\n }\n if (!this._isHovered) {\n this._disposePopper();\n }\n this._element.removeAttribute('aria-describedby');\n EventHandler.trigger(this._element, this.constructor.eventName(EVENT_HIDDEN$2));\n };\n this._queueCallback(complete, this.tip, this._isAnimated());\n }\n update() {\n if (this._popper) {\n this._popper.update();\n }\n }\n\n // Protected\n _isWithContent() {\n return Boolean(this._getTitle());\n }\n _getTipElement() {\n if (!this.tip) {\n this.tip = this._createTipElement(this._newContent || this._getContentForTemplate());\n }\n return this.tip;\n }\n _createTipElement(content) {\n const tip = this._getTemplateFactory(content).toHtml();\n\n // TODO: remove this check in v6\n if (!tip) {\n return null;\n }\n tip.classList.remove(CLASS_NAME_FADE$2, CLASS_NAME_SHOW$2);\n // TODO: v6 the following can be achieved with CSS only\n tip.classList.add(`bs-${this.constructor.NAME}-auto`);\n const tipId = getUID(this.constructor.NAME).toString();\n tip.setAttribute('id', tipId);\n if (this._isAnimated()) {\n tip.classList.add(CLASS_NAME_FADE$2);\n }\n return tip;\n }\n setContent(content) {\n this._newContent = content;\n if (this._isShown()) {\n this._disposePopper();\n this.show();\n }\n }\n _getTemplateFactory(content) {\n if (this._templateFactory) {\n this._templateFactory.changeContent(content);\n } else {\n this._templateFactory = new TemplateFactory({\n ...this._config,\n // the `content` var has to be after `this._config`\n // to override config.content in case of popover\n content,\n extraClass: this._resolvePossibleFunction(this._config.customClass)\n });\n }\n return this._templateFactory;\n }\n _getContentForTemplate() {\n return {\n [SELECTOR_TOOLTIP_INNER]: this._getTitle()\n };\n }\n _getTitle() {\n return this._resolvePossibleFunction(this._config.title) || this._element.getAttribute('data-bs-original-title');\n }\n\n // Private\n _initializeOnDelegatedTarget(event) {\n return this.constructor.getOrCreateInstance(event.delegateTarget, this._getDelegateConfig());\n }\n _isAnimated() {\n return this._config.animation || this.tip && this.tip.classList.contains(CLASS_NAME_FADE$2);\n }\n _isShown() {\n return this.tip && this.tip.classList.contains(CLASS_NAME_SHOW$2);\n }\n _createPopper(tip) {\n const placement = execute(this._config.placement, [this, tip, this._element]);\n const attachment = AttachmentMap[placement.toUpperCase()];\n return Popper.createPopper(this._element, tip, this._getPopperConfig(attachment));\n }\n _getOffset() {\n const {\n offset\n } = this._config;\n if (typeof offset === 'string') {\n return offset.split(',').map(value => Number.parseInt(value, 10));\n }\n if (typeof offset === 'function') {\n return popperData => offset(popperData, this._element);\n }\n return offset;\n }\n _resolvePossibleFunction(arg) {\n return execute(arg, [this._element]);\n }\n _getPopperConfig(attachment) {\n const defaultBsPopperConfig = {\n placement: attachment,\n modifiers: [{\n name: 'flip',\n options: {\n fallbackPlacements: this._config.fallbackPlacements\n }\n }, {\n name: 'offset',\n options: {\n offset: this._getOffset()\n }\n }, {\n name: 'preventOverflow',\n options: {\n boundary: this._config.boundary\n }\n }, {\n name: 'arrow',\n options: {\n element: `.${this.constructor.NAME}-arrow`\n }\n }, {\n name: 'preSetPlacement',\n enabled: true,\n phase: 'beforeMain',\n fn: data => {\n // Pre-set Popper's placement attribute in order to read the arrow sizes properly.\n // Otherwise, Popper mixes up the width and height dimensions since the initial arrow style is for top placement\n this._getTipElement().setAttribute('data-popper-placement', data.state.placement);\n }\n }]\n };\n return {\n ...defaultBsPopperConfig,\n ...execute(this._config.popperConfig, [defaultBsPopperConfig])\n };\n }\n _setListeners() {\n const triggers = this._config.trigger.split(' ');\n for (const trigger of triggers) {\n if (trigger === 'click') {\n EventHandler.on(this._element, this.constructor.eventName(EVENT_CLICK$1), this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context.toggle();\n });\n } else if (trigger !== TRIGGER_MANUAL) {\n const eventIn = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSEENTER) : this.constructor.eventName(EVENT_FOCUSIN$1);\n const eventOut = trigger === TRIGGER_HOVER ? this.constructor.eventName(EVENT_MOUSELEAVE) : this.constructor.eventName(EVENT_FOCUSOUT$1);\n EventHandler.on(this._element, eventIn, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusin' ? TRIGGER_FOCUS : TRIGGER_HOVER] = true;\n context._enter();\n });\n EventHandler.on(this._element, eventOut, this._config.selector, event => {\n const context = this._initializeOnDelegatedTarget(event);\n context._activeTrigger[event.type === 'focusout' ? TRIGGER_FOCUS : TRIGGER_HOVER] = context._element.contains(event.relatedTarget);\n context._leave();\n });\n }\n }\n this._hideModalHandler = () => {\n if (this._element) {\n this.hide();\n }\n };\n EventHandler.on(this._element.closest(SELECTOR_MODAL), EVENT_MODAL_HIDE, this._hideModalHandler);\n }\n _fixTitle() {\n const title = this._element.getAttribute('title');\n if (!title) {\n return;\n }\n if (!this._element.getAttribute('aria-label') && !this._element.textContent.trim()) {\n this._element.setAttribute('aria-label', title);\n }\n this._element.setAttribute('data-bs-original-title', title); // DO NOT USE IT. Is only for backwards compatibility\n this._element.removeAttribute('title');\n }\n _enter() {\n if (this._isShown() || this._isHovered) {\n this._isHovered = true;\n return;\n }\n this._isHovered = true;\n this._setTimeout(() => {\n if (this._isHovered) {\n this.show();\n }\n }, this._config.delay.show);\n }\n _leave() {\n if (this._isWithActiveTrigger()) {\n return;\n }\n this._isHovered = false;\n this._setTimeout(() => {\n if (!this._isHovered) {\n this.hide();\n }\n }, this._config.delay.hide);\n }\n _setTimeout(handler, timeout) {\n clearTimeout(this._timeout);\n this._timeout = setTimeout(handler, timeout);\n }\n _isWithActiveTrigger() {\n return Object.values(this._activeTrigger).includes(true);\n }\n _getConfig(config) {\n const dataAttributes = Manipulator.getDataAttributes(this._element);\n for (const dataAttribute of Object.keys(dataAttributes)) {\n if (DISALLOWED_ATTRIBUTES.has(dataAttribute)) {\n delete dataAttributes[dataAttribute];\n }\n }\n config = {\n ...dataAttributes,\n ...(typeof config === 'object' && config ? config : {})\n };\n config = this._mergeConfigObj(config);\n config = this._configAfterMerge(config);\n this._typeCheckConfig(config);\n return config;\n }\n _configAfterMerge(config) {\n config.container = config.container === false ? document.body : getElement(config.container);\n if (typeof config.delay === 'number') {\n config.delay = {\n show: config.delay,\n hide: config.delay\n };\n }\n if (typeof config.title === 'number') {\n config.title = config.title.toString();\n }\n if (typeof config.content === 'number') {\n config.content = config.content.toString();\n }\n return config;\n }\n _getDelegateConfig() {\n const config = {};\n for (const [key, value] of Object.entries(this._config)) {\n if (this.constructor.Default[key] !== value) {\n config[key] = value;\n }\n }\n config.selector = false;\n config.trigger = 'manual';\n\n // In the future can be replaced with:\n // const keysWithDifferentValues = Object.entries(this._config).filter(entry => this.constructor.Default[entry[0]] !== this._config[entry[0]])\n // `Object.fromEntries(keysWithDifferentValues)`\n return config;\n }\n _disposePopper() {\n if (this._popper) {\n this._popper.destroy();\n this._popper = null;\n }\n if (this.tip) {\n this.tip.remove();\n this.tip = null;\n }\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Tooltip.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Tooltip);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap popover.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$3 = 'popover';\nconst SELECTOR_TITLE = '.popover-header';\nconst SELECTOR_CONTENT = '.popover-body';\nconst Default$2 = {\n ...Tooltip.Default,\n content: '',\n offset: [0, 8],\n placement: 'right',\n template: '
' + '
' + '

' + '
' + '
',\n trigger: 'click'\n};\nconst DefaultType$2 = {\n ...Tooltip.DefaultType,\n content: '(null|string|element|function)'\n};\n\n/**\n * Class definition\n */\n\nclass Popover extends Tooltip {\n // Getters\n static get Default() {\n return Default$2;\n }\n static get DefaultType() {\n return DefaultType$2;\n }\n static get NAME() {\n return NAME$3;\n }\n\n // Overrides\n _isWithContent() {\n return this._getTitle() || this._getContent();\n }\n\n // Private\n _getContentForTemplate() {\n return {\n [SELECTOR_TITLE]: this._getTitle(),\n [SELECTOR_CONTENT]: this._getContent()\n };\n }\n _getContent() {\n return this._resolvePossibleFunction(this._config.content);\n }\n\n // Static\n static jQueryInterface(config) {\n return this.each(function () {\n const data = Popover.getOrCreateInstance(this, config);\n if (typeof config !== 'string') {\n return;\n }\n if (typeof data[config] === 'undefined') {\n throw new TypeError(`No method named \"${config}\"`);\n }\n data[config]();\n });\n }\n}\n\n/**\n * jQuery\n */\n\ndefineJQueryPlugin(Popover);\n\n/**\n * --------------------------------------------------------------------------\n * Bootstrap scrollspy.js\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE)\n * --------------------------------------------------------------------------\n */\n\n\n/**\n * Constants\n */\n\nconst NAME$2 = 'scrollspy';\nconst DATA_KEY$2 = 'bs.scrollspy';\nconst EVENT_KEY$2 = `.${DATA_KEY$2}`;\nconst DATA_API_KEY = '.data-api';\nconst EVENT_ACTIVATE = `activate${EVENT_KEY$2}`;\nconst EVENT_CLICK = `click${EVENT_KEY$2}`;\nconst EVENT_LOAD_DATA_API$1 = `load${EVENT_KEY$2}${DATA_API_KEY}`;\nconst CLASS_NAME_DROPDOWN_ITEM = 'dropdown-item';\nconst CLASS_NAME_ACTIVE$1 = 'active';\nconst SELECTOR_DATA_SPY = '[data-bs-spy=\"scroll\"]';\nconst SELECTOR_TARGET_LINKS = '[href]';\nconst SELECTOR_NAV_LIST_GROUP = '.nav, .list-group';\nconst SELECTOR_NAV_LINKS = '.nav-link';\nconst SELECTOR_NAV_ITEMS = '.nav-item';\nconst SELECTOR_LIST_ITEMS = '.list-group-item';\nconst SELECTOR_LINK_ITEMS = `${SELECTOR_NAV_LINKS}, ${SELECTOR_NAV_ITEMS} > ${SELECTOR_NAV_LINKS}, ${SELECTOR_LIST_ITEMS}`;\nconst SELECTOR_DROPDOWN = '.dropdown';\nconst SELECTOR_DROPDOWN_TOGGLE$1 = '.dropdown-toggle';\nconst Default$1 = {\n offset: null,\n // TODO: v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: '0px 0px -25%',\n smoothScroll: false,\n target: null,\n threshold: [0.1, 0.5, 1]\n};\nconst DefaultType$1 = {\n offset: '(number|null)',\n // TODO v6 @deprecated, keep it for backwards compatibility reasons\n rootMargin: 'string',\n smoothScroll: 'boolean',\n target: 'element',\n threshold: 'array'\n};\n\n/**\n * Class definition\n */\n\nclass ScrollSpy extends BaseComponent {\n constructor(element, config) {\n super(element, config);\n\n // this._element is the observablesContainer and config.target the menu links wrapper\n this._targetLinks = new Map();\n this._observableSections = new Map();\n this._rootElement = getComputedStyle(this._element).overflowY === 'visible' ? null : this._element;\n this._activeTarget = null;\n this._observer = null;\n this._previousScrollData = {\n visibleEntryTop: 0,\n parentScrollTop: 0\n };\n this.refresh(); // initialize\n }\n\n // Getters\n static get Default() {\n return Default$1;\n }\n static get DefaultType() {\n return DefaultType$1;\n }\n static get NAME() {\n return NAME$2;\n }\n\n // Public\n refresh() {\n this._initializeTargetsAndObservables();\n this._maybeEnableSmoothScroll();\n if (this._observer) {\n this._observer.disconnect();\n } else {\n this._observer = this._getNewObserver();\n }\n for (const section of this._observableSections.values()) {\n this._observer.observe(section);\n }\n }\n dispose() {\n this._observer.disconnect();\n super.dispose();\n }\n\n // Private\n _configAfterMerge(config) {\n // TODO: on v6 target should be given explicitly & remove the {target: 'ss-target'} case\n config.target = getElement(config.target) || document.body;\n\n // TODO: v6 Only for backwards compatibility reasons. Use rootMargin only\n config.rootMargin = config.offset ? `${config.offset}px 0px -30%` : config.rootMargin;\n if (typeof config.threshold === 'string') {\n config.threshold = config.threshold.split(',').map(value => Number.parseFloat(value));\n }\n return config;\n }\n _maybeEnableSmoothScroll() {\n if (!this._config.smoothScroll) {\n return;\n }\n\n // unregister any previous listeners\n EventHandler.off(this._config.target, EVENT_CLICK);\n EventHandler.on(this._config.target, EVENT_CLICK, SELECTOR_TARGET_LINKS, event => {\n const observableSection = this._observableSections.get(event.target.hash);\n if (observableSection) {\n event.preventDefault();\n const root = this._rootElement || window;\n const height = observableSection.offsetTop - this._element.offsetTop;\n if (root.scrollTo) {\n root.scrollTo({\n top: height,\n behavior: 'smooth'\n });\n return;\n }\n\n // Chrome 60 doesn't support `scrollTo`\n root.scrollTop = height;\n }\n });\n }\n _getNewObserver() {\n const options = {\n root: this._rootElement,\n threshold: this._config.threshold,\n rootMargin: this._config.rootMargin\n };\n return new IntersectionObserver(entries => this._observerCallback(entries), options);\n }\n\n // The logic of selection\n _observerCallback(entries) {\n const targetElement = entry => this._targetLinks.get(`#${entry.target.id}`);\n const activate = entry => {\n this._previousScrollData.visibleEntryTop = entry.target.offsetTop;\n this._process(targetElement(entry));\n };\n const parentScrollTop = (this._rootElement || document.documentElement).scrollTop;\n const userScrollsDown = parentScrollTop >= this._previousScrollData.parentScrollTop;\n this._previousScrollData.parentScrollTop = parentScrollTop;\n for (const entry of entries) {\n if (!entry.isIntersecting) {\n this._activeTarget = null;\n this._clearActiveClass(targetElement(entry));\n continue;\n }\n const entryIsLowerThanPrevious = entry.target.offsetTop >= this._previousScrollData.visibleEntryTop;\n // if we are scrolling down, pick the bigger offsetTop\n if (userScrollsDown && entryIsLowerThanPrevious) {\n activate(entry);\n // if parent isn't scrolled, let's keep the first visible item, breaking the iteration\n if (!parentScrollTop) {\n return;\n }\n continue;\n }\n\n // if we are scrolling up, pick the smallest offsetTop\n if (!userScrollsDown && !entryIsLowerThanPrevious) {\n activate(entry);\n }\n }\n }\n _initializeTargetsAndObservables() {\n this._targetLinks = new Map();\n this._observableSections = new Map();\n const targetLinks = SelectorEngine.find(SELECTOR_TARGET_LINKS, this._config.target);\n for (const anchor of targetLinks) {\n // ensure that the anchor has an id and is not disabled\n if (!anchor.hash || isDisabled(anchor)) {\n continue;\n }\n const observableSection = SelectorEngine.findOne(decodeURI(anchor.hash), this._element);\n\n // ensure that the observableSection exists & is visible\n if (isVisible(observableSection)) {\n this._targetLinks.set(decodeURI(anchor.hash), anchor);\n this._observableSections.set(anchor.hash, observableSection);\n }\n }\n }\n _process(target) {\n if (this._activeTarget === target) {\n return;\n }\n this._clearActiveClass(this._config.target);\n this._activeTarget = target;\n target.classList.add(CLASS_NAME_ACTIVE$1);\n this._activateParents(target);\n EventHandler.trigger(this._element, EVENT_ACTIVATE, {\n relatedTarget: target\n });\n }\n _activateParents(target) {\n // Activate dropdown parents\n if (target.classList.contains(CLASS_NAME_DROPDOWN_ITEM)) {\n SelectorEngine.findOne(SELECTOR_DROPDOWN_TOGGLE$1, target.closest(SELECTOR_DROPDOWN)).classList.add(CLASS_NAME_ACTIVE$1);\n return;\n }\n for (const listGroup of SelectorEngine.parents(target, SELECTOR_NAV_LIST_GROUP)) {\n // Set triggered links parents as active\n // With both