8223 lines
1.3 MiB
8223 lines
1.3 MiB
<!DOCTYPE html>
|
||
|
||
<html lang="en">
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||
<head><meta charset="utf-8"/>
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<meta content="width=device-width, initial-scale=1.0" name="viewport"/>
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<title>tutorial</title><script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script>
|
||
<style type="text/css">
|
||
pre { line-height: 125%; }
|
||
td.linenos .normal { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
|
||
span.linenos { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
|
||
td.linenos .special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
|
||
span.linenos.special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
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||
.highlight .hll { background-color: var(--jp-cell-editor-active-background) }
|
||
.highlight { background: var(--jp-cell-editor-background); color: var(--jp-mirror-editor-variable-color) }
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||
.highlight .c { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment */
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||
.highlight .err { color: var(--jp-mirror-editor-error-color) } /* Error */
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||
.highlight .k { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword */
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||
.highlight .o { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator */
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||
.highlight .p { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation */
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||
.highlight .ch { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Hashbang */
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||
.highlight .cm { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Multiline */
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||
.highlight .cp { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Preproc */
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||
.highlight .cpf { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.PreprocFile */
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||
.highlight .c1 { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Single */
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||
.highlight .cs { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Special */
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||
.highlight .kc { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Constant */
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||
.highlight .kd { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Declaration */
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||
.highlight .kn { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Namespace */
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||
.highlight .kp { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Pseudo */
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||
.highlight .kr { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Reserved */
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||
.highlight .kt { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Type */
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||
.highlight .m { color: var(--jp-mirror-editor-number-color) } /* Literal.Number */
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||
.highlight .s { color: var(--jp-mirror-editor-string-color) } /* Literal.String */
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||
.highlight .ow { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator.Word */
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||
.highlight .pm { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation.Marker */
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||
.highlight .w { color: var(--jp-mirror-editor-variable-color) } /* Text.Whitespace */
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||
.highlight .mb { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Bin */
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||
.highlight .mf { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Float */
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||
.highlight .mh { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Hex */
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||
.highlight .mi { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer */
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||
.highlight .mo { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Oct */
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||
.highlight .sa { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Affix */
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||
.highlight .sb { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Backtick */
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||
.highlight .sc { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Char */
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||
.highlight .dl { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Delimiter */
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||
.highlight .sd { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Doc */
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||
.highlight .s2 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Double */
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||
.highlight .se { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Escape */
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||
.highlight .sh { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Heredoc */
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||
.highlight .si { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Interpol */
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||
.highlight .sx { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Other */
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||
.highlight .sr { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Regex */
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||
.highlight .s1 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Single */
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||
.highlight .ss { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Symbol */
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||
.highlight .il { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer.Long */
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||
</style>
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||
<style type="text/css">
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/*-----------------------------------------------------------------------------
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| Copyright (c) Jupyter Development Team.
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| Distributed under the terms of the Modified BSD License.
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|----------------------------------------------------------------------------*/
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/*
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||
* Mozilla scrollbar styling
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*/
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||
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/* use standard opaque scrollbars for most nodes */
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||
[data-jp-theme-scrollbars='true'] {
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||
scrollbar-color: rgb(var(--jp-scrollbar-thumb-color))
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var(--jp-scrollbar-background-color);
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||
}
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||
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||
/* for code nodes, use a transparent style of scrollbar. These selectors
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* will match lower in the tree, and so will override the above */
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||
[data-jp-theme-scrollbars='true'] .CodeMirror-hscrollbar,
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[data-jp-theme-scrollbars='true'] .CodeMirror-vscrollbar {
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||
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
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||
}
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||
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||
/* tiny scrollbar */
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||
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||
.jp-scrollbar-tiny {
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||
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
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||
scrollbar-width: thin;
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||
}
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||
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||
/* tiny scrollbar */
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar,
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||
.jp-scrollbar-tiny::-webkit-scrollbar-corner {
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||
background-color: transparent;
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||
height: 4px;
|
||
width: 4px;
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-thumb {
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||
background: rgba(var(--jp-scrollbar-thumb-color), 0.5);
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-track:horizontal {
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||
border-left: 0 solid transparent;
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||
border-right: 0 solid transparent;
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-track:vertical {
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||
border-top: 0 solid transparent;
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||
border-bottom: 0 solid transparent;
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||
}
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||
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||
/*
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||
* Lumino
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*/
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||
.lm-ScrollBar[data-orientation='horizontal'] {
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||
min-height: 16px;
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||
max-height: 16px;
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||
min-width: 45px;
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||
border-top: 1px solid #a0a0a0;
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||
}
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||
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||
.lm-ScrollBar[data-orientation='vertical'] {
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||
min-width: 16px;
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||
max-width: 16px;
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||
min-height: 45px;
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||
border-left: 1px solid #a0a0a0;
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||
}
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||
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||
.lm-ScrollBar-button {
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||
background-color: #f0f0f0;
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||
background-position: center center;
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||
min-height: 15px;
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||
max-height: 15px;
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||
min-width: 15px;
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||
max-width: 15px;
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||
}
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||
|
||
.lm-ScrollBar-button:hover {
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||
background-color: #dadada;
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||
}
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||
|
||
.lm-ScrollBar-button.lm-mod-active {
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||
background-color: #cdcdcd;
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||
}
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||
|
||
.lm-ScrollBar-track {
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||
background: #f0f0f0;
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||
}
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||
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||
.lm-ScrollBar-thumb {
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||
background: #cdcdcd;
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||
}
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||
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||
.lm-ScrollBar-thumb:hover {
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||
background: #bababa;
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||
}
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||
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||
.lm-ScrollBar-thumb.lm-mod-active {
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||
background: #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='horizontal'] .lm-ScrollBar-thumb {
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||
height: 100%;
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||
min-width: 15px;
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||
border-left: 1px solid #a0a0a0;
|
||
border-right: 1px solid #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='vertical'] .lm-ScrollBar-thumb {
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||
width: 100%;
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||
min-height: 15px;
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||
border-top: 1px solid #a0a0a0;
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||
border-bottom: 1px solid #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='horizontal']
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||
.lm-ScrollBar-button[data-action='decrement'] {
|
||
background-image: var(--jp-icon-caret-left);
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||
background-size: 17px;
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||
}
|
||
|
||
.lm-ScrollBar[data-orientation='horizontal']
|
||
.lm-ScrollBar-button[data-action='increment'] {
|
||
background-image: var(--jp-icon-caret-right);
|
||
background-size: 17px;
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||
}
|
||
|
||
.lm-ScrollBar[data-orientation='vertical']
|
||
.lm-ScrollBar-button[data-action='decrement'] {
|
||
background-image: var(--jp-icon-caret-up);
|
||
background-size: 17px;
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||
}
|
||
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||
.lm-ScrollBar[data-orientation='vertical']
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||
.lm-ScrollBar-button[data-action='increment'] {
|
||
background-image: var(--jp-icon-caret-down);
|
||
background-size: 17px;
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||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
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||
| Copyright (c) 2014-2017, PhosphorJS Contributors
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||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-Widget {
|
||
box-sizing: border-box;
|
||
position: relative;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-Widget.lm-mod-hidden {
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||
display: none !important;
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||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .lm-AccordionPanel-title {
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||
/* Title is rotated for horizontal accordion panel using CSS */
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||
display: block;
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||
transform-origin: top left;
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||
transform: rotate(-90deg) translate(-100%);
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette {
|
||
display: flex;
|
||
flex-direction: column;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-CommandPalette-search {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-content {
|
||
flex: 1 1 auto;
|
||
margin: 0;
|
||
padding: 0;
|
||
min-height: 0;
|
||
overflow: auto;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-CommandPalette-header {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.lm-CommandPalette-item {
|
||
display: flex;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-CommandPalette-itemIcon {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemContent {
|
||
flex: 1 1 auto;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-CommandPalette-itemShortcut {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemLabel {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.lm-close-icon {
|
||
border: 1px solid transparent;
|
||
background-color: transparent;
|
||
position: absolute;
|
||
z-index: 1;
|
||
right: 3%;
|
||
top: 0;
|
||
bottom: 0;
|
||
margin: auto;
|
||
padding: 7px 0;
|
||
display: none;
|
||
vertical-align: middle;
|
||
outline: 0;
|
||
cursor: pointer;
|
||
}
|
||
.lm-close-icon:after {
|
||
content: 'X';
|
||
display: block;
|
||
width: 15px;
|
||
height: 15px;
|
||
text-align: center;
|
||
color: #000;
|
||
font-weight: normal;
|
||
font-size: 12px;
|
||
cursor: pointer;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-DockPanel {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-DockPanel-widget {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-DockPanel-handle {
|
||
z-index: 2;
|
||
}
|
||
|
||
.lm-DockPanel-handle.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-DockPanel-handle:after {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
content: '';
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='horizontal'] {
|
||
cursor: ew-resize;
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='vertical'] {
|
||
cursor: ns-resize;
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='horizontal']:after {
|
||
left: 50%;
|
||
min-width: 8px;
|
||
transform: translateX(-50%);
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='vertical']:after {
|
||
top: 50%;
|
||
min-height: 8px;
|
||
transform: translateY(-50%);
|
||
}
|
||
|
||
.lm-DockPanel-overlay {
|
||
z-index: 3;
|
||
box-sizing: border-box;
|
||
pointer-events: none;
|
||
}
|
||
|
||
.lm-DockPanel-overlay.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-Menu {
|
||
z-index: 10000;
|
||
position: absolute;
|
||
white-space: nowrap;
|
||
overflow-x: hidden;
|
||
overflow-y: auto;
|
||
outline: none;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-Menu-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: table;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-Menu-item {
|
||
display: table-row;
|
||
}
|
||
|
||
.lm-Menu-item.lm-mod-hidden,
|
||
.lm-Menu-item.lm-mod-collapsed {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-Menu-itemIcon,
|
||
.lm-Menu-itemSubmenuIcon {
|
||
display: table-cell;
|
||
text-align: center;
|
||
}
|
||
|
||
.lm-Menu-itemLabel {
|
||
display: table-cell;
|
||
text-align: left;
|
||
}
|
||
|
||
.lm-Menu-itemShortcut {
|
||
display: table-cell;
|
||
text-align: right;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-MenuBar {
|
||
outline: none;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-MenuBar-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: flex;
|
||
flex-direction: row;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-MenuBar-item {
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.lm-MenuBar-itemIcon,
|
||
.lm-MenuBar-itemLabel {
|
||
display: inline-block;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-ScrollBar {
|
||
display: flex;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-ScrollBar[data-orientation='horizontal'] {
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-ScrollBar[data-orientation='vertical'] {
|
||
flex-direction: column;
|
||
}
|
||
|
||
.lm-ScrollBar-button {
|
||
box-sizing: border-box;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-ScrollBar-track {
|
||
box-sizing: border-box;
|
||
position: relative;
|
||
overflow: hidden;
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.lm-ScrollBar-thumb {
|
||
box-sizing: border-box;
|
||
position: absolute;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-SplitPanel-child {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-SplitPanel-handle {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-SplitPanel-handle.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-SplitPanel-handle:after {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
content: '';
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle {
|
||
cursor: ew-resize;
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle {
|
||
cursor: ns-resize;
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle:after {
|
||
left: 50%;
|
||
min-width: 8px;
|
||
transform: translateX(-50%);
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle:after {
|
||
top: 50%;
|
||
min-height: 8px;
|
||
transform: translateY(-50%);
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabBar {
|
||
display: flex;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='horizontal'] {
|
||
flex-direction: row;
|
||
align-items: flex-end;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='vertical'] {
|
||
flex-direction: column;
|
||
align-items: flex-end;
|
||
}
|
||
|
||
.lm-TabBar-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: flex;
|
||
flex: 1 1 auto;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='horizontal'] > .lm-TabBar-content {
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='vertical'] > .lm-TabBar-content {
|
||
flex-direction: column;
|
||
}
|
||
|
||
.lm-TabBar-tab {
|
||
display: flex;
|
||
flex-direction: row;
|
||
box-sizing: border-box;
|
||
overflow: hidden;
|
||
touch-action: none; /* Disable native Drag/Drop */
|
||
}
|
||
|
||
.lm-TabBar-tabIcon,
|
||
.lm-TabBar-tabCloseIcon {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-TabBar-tabLabel {
|
||
flex: 1 1 auto;
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.lm-TabBar-tabInput {
|
||
user-select: all;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.lm-TabBar-tab.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-TabBar-addButton.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab {
|
||
position: relative;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging[data-orientation='horizontal'] .lm-TabBar-tab {
|
||
left: 0;
|
||
transition: left 150ms ease;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging[data-orientation='vertical'] .lm-TabBar-tab {
|
||
top: 0;
|
||
transition: top 150ms ease;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab.lm-mod-dragging {
|
||
transition: none;
|
||
}
|
||
|
||
.lm-TabBar-tabLabel .lm-TabBar-tabInput {
|
||
user-select: all;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
background: inherit;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabPanel-tabBar {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-TabPanel-stackedPanel {
|
||
z-index: 0;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Collapse {
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
|
||
.jp-Collapse-header {
|
||
padding: 1px 12px;
|
||
background-color: var(--jp-layout-color1);
|
||
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
cursor: pointer;
|
||
display: flex;
|
||
align-items: center;
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
text-transform: uppercase;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-Collapser-icon {
|
||
height: 16px;
|
||
}
|
||
|
||
.jp-Collapse-header-collapsed .jp-Collapser-icon {
|
||
transform: rotate(-90deg);
|
||
margin: auto 0;
|
||
}
|
||
|
||
.jp-Collapser-title {
|
||
line-height: 25px;
|
||
}
|
||
|
||
.jp-Collapse-contents {
|
||
padding: 0 12px;
|
||
background-color: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
overflow: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* This file was auto-generated by ensureUiComponents() in @jupyterlab/buildutils */
|
||
|
||
/**
|
||
* (DEPRECATED) Support for consuming icons as CSS background images
|
||
*/
|
||
|
||
/* Icons urls */
|
||
|
||
:root {
|
||
--jp-icon-add-above: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-add-below: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-add: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDEzaC02djZoLTJ2LTZINXYtMmg2VjVoMnY2aDZ2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-bell: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-bug-dot: url(data:image/svg+xml;base64,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);
|
||
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|
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--jp-icon-python: url(data:image/svg+xml;base64,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);
|
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--jp-icon-r-kernel: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-react: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-redo: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjQiIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjE2Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgICA8cGF0aCBkPSJNMCAwaDI0djI0SDB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE4LjQgMTAuNkMxNi41NSA4Ljk5IDE0LjE1IDggMTEuNSA4Yy00LjY1IDAtOC41OCAzLjAzLTkuOTYgNy4yMkwzLjkgMTZjMS4wNS0zLjE5IDQuMDUtNS41IDcuNi01LjUgMS45NSAwIDMuNzMuNzIgNS4xMiAxLjg4TDEzIDE2aDlWN2wtMy42IDMuNnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-refresh: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTkgMTMuNWMtMi40OSAwLTQuNS0yLjAxLTQuNS00LjVTNi41MSA0LjUgOSA0LjVjMS4yNCAwIDIuMzYuNTIgMy4xNyAxLjMzTDEwIDhoNVYzbC0xLjc2IDEuNzZDMTIuMTUgMy42OCAxMC42NiAzIDkgMyA1LjY5IDMgMy4wMSA1LjY5IDMuMDEgOVM1LjY5IDE1IDkgMTVjMi45NyAwIDUuNDMtMi4xNiA1LjktNWgtMS41MmMtLjQ2IDItMi4yNCAzLjUtNC4zOCAzLjV6Ii8+CiAgICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-regex: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-run: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTggNXYxNGwxMS03eiIvPgogICAgPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-running: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDUxMiA1MTIiPgogIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICA8cGF0aCBkPSJNMjU2IDhDMTE5IDggOCAxMTkgOCAyNTZzMTExIDI0OCAyNDggMjQ4IDI0OC0xMTEgMjQ4LTI0OFMzOTMgOCAyNTYgOHptOTYgMzI4YzAgOC44LTcuMiAxNi0xNiAxNkgxNzZjLTguOCAwLTE2LTcuMi0xNi0xNlYxNzZjMC04LjggNy4yLTE2IDE2LTE2aDE2MGM4LjggMCAxNiA3LjIgMTYgMTZ2MTYweiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-save: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTE3IDNINWMtMS4xMSAwLTIgLjktMiAydjE0YzAgMS4xLjg5IDIgMiAyaDE0YzEuMSAwIDItLjkgMi0yVjdsLTQtNHptLTUgMTZjLTEuNjYgMC0zLTEuMzQtMy0zczEuMzQtMyAzLTMgMyAxLjM0IDMgMy0xLjM0IDMtMyAzem0zLTEwSDVWNWgxMHY0eiIvPgogICAgPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-search: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-settings: url(data:image/svg+xml;base64,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);
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|
||
--jp-icon-users: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-word: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-yaml: url(data:image/svg+xml;base64,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);
|
||
}
|
||
|
||
/* Icon CSS class declarations */
|
||
|
||
.jp-AddAboveIcon {
|
||
background-image: var(--jp-icon-add-above);
|
||
}
|
||
|
||
.jp-AddBelowIcon {
|
||
background-image: var(--jp-icon-add-below);
|
||
}
|
||
|
||
.jp-AddIcon {
|
||
background-image: var(--jp-icon-add);
|
||
}
|
||
|
||
.jp-BellIcon {
|
||
background-image: var(--jp-icon-bell);
|
||
}
|
||
|
||
.jp-BugDotIcon {
|
||
background-image: var(--jp-icon-bug-dot);
|
||
}
|
||
|
||
.jp-BugIcon {
|
||
background-image: var(--jp-icon-bug);
|
||
}
|
||
|
||
.jp-BuildIcon {
|
||
background-image: var(--jp-icon-build);
|
||
}
|
||
|
||
.jp-CaretDownEmptyIcon {
|
||
background-image: var(--jp-icon-caret-down-empty);
|
||
}
|
||
|
||
.jp-CaretDownEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-down-empty-thin);
|
||
}
|
||
|
||
.jp-CaretDownIcon {
|
||
background-image: var(--jp-icon-caret-down);
|
||
}
|
||
|
||
.jp-CaretLeftIcon {
|
||
background-image: var(--jp-icon-caret-left);
|
||
}
|
||
|
||
.jp-CaretRightIcon {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
.jp-CaretUpEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-up-empty-thin);
|
||
}
|
||
|
||
.jp-CaretUpIcon {
|
||
background-image: var(--jp-icon-caret-up);
|
||
}
|
||
|
||
.jp-CaseSensitiveIcon {
|
||
background-image: var(--jp-icon-case-sensitive);
|
||
}
|
||
|
||
.jp-CheckIcon {
|
||
background-image: var(--jp-icon-check);
|
||
}
|
||
|
||
.jp-CircleEmptyIcon {
|
||
background-image: var(--jp-icon-circle-empty);
|
||
}
|
||
|
||
.jp-CircleIcon {
|
||
background-image: var(--jp-icon-circle);
|
||
}
|
||
|
||
.jp-ClearIcon {
|
||
background-image: var(--jp-icon-clear);
|
||
}
|
||
|
||
.jp-CloseIcon {
|
||
background-image: var(--jp-icon-close);
|
||
}
|
||
|
||
.jp-CodeCheckIcon {
|
||
background-image: var(--jp-icon-code-check);
|
||
}
|
||
|
||
.jp-CodeIcon {
|
||
background-image: var(--jp-icon-code);
|
||
}
|
||
|
||
.jp-CollapseAllIcon {
|
||
background-image: var(--jp-icon-collapse-all);
|
||
}
|
||
|
||
.jp-ConsoleIcon {
|
||
background-image: var(--jp-icon-console);
|
||
}
|
||
|
||
.jp-CopyIcon {
|
||
background-image: var(--jp-icon-copy);
|
||
}
|
||
|
||
.jp-CopyrightIcon {
|
||
background-image: var(--jp-icon-copyright);
|
||
}
|
||
|
||
.jp-CutIcon {
|
||
background-image: var(--jp-icon-cut);
|
||
}
|
||
|
||
.jp-DeleteIcon {
|
||
background-image: var(--jp-icon-delete);
|
||
}
|
||
|
||
.jp-DownloadIcon {
|
||
background-image: var(--jp-icon-download);
|
||
}
|
||
|
||
.jp-DuplicateIcon {
|
||
background-image: var(--jp-icon-duplicate);
|
||
}
|
||
|
||
.jp-EditIcon {
|
||
background-image: var(--jp-icon-edit);
|
||
}
|
||
|
||
.jp-EllipsesIcon {
|
||
background-image: var(--jp-icon-ellipses);
|
||
}
|
||
|
||
.jp-ErrorIcon {
|
||
background-image: var(--jp-icon-error);
|
||
}
|
||
|
||
.jp-ExpandAllIcon {
|
||
background-image: var(--jp-icon-expand-all);
|
||
}
|
||
|
||
.jp-ExtensionIcon {
|
||
background-image: var(--jp-icon-extension);
|
||
}
|
||
|
||
.jp-FastForwardIcon {
|
||
background-image: var(--jp-icon-fast-forward);
|
||
}
|
||
|
||
.jp-FileIcon {
|
||
background-image: var(--jp-icon-file);
|
||
}
|
||
|
||
.jp-FileUploadIcon {
|
||
background-image: var(--jp-icon-file-upload);
|
||
}
|
||
|
||
.jp-FilterDotIcon {
|
||
background-image: var(--jp-icon-filter-dot);
|
||
}
|
||
|
||
.jp-FilterIcon {
|
||
background-image: var(--jp-icon-filter);
|
||
}
|
||
|
||
.jp-FilterListIcon {
|
||
background-image: var(--jp-icon-filter-list);
|
||
}
|
||
|
||
.jp-FolderFavoriteIcon {
|
||
background-image: var(--jp-icon-folder-favorite);
|
||
}
|
||
|
||
.jp-FolderIcon {
|
||
background-image: var(--jp-icon-folder);
|
||
}
|
||
|
||
.jp-HomeIcon {
|
||
background-image: var(--jp-icon-home);
|
||
}
|
||
|
||
.jp-Html5Icon {
|
||
background-image: var(--jp-icon-html5);
|
||
}
|
||
|
||
.jp-ImageIcon {
|
||
background-image: var(--jp-icon-image);
|
||
}
|
||
|
||
.jp-InfoIcon {
|
||
background-image: var(--jp-icon-info);
|
||
}
|
||
|
||
.jp-InspectorIcon {
|
||
background-image: var(--jp-icon-inspector);
|
||
}
|
||
|
||
.jp-JsonIcon {
|
||
background-image: var(--jp-icon-json);
|
||
}
|
||
|
||
.jp-JuliaIcon {
|
||
background-image: var(--jp-icon-julia);
|
||
}
|
||
|
||
.jp-JupyterFaviconIcon {
|
||
background-image: var(--jp-icon-jupyter-favicon);
|
||
}
|
||
|
||
.jp-JupyterIcon {
|
||
background-image: var(--jp-icon-jupyter);
|
||
}
|
||
|
||
.jp-JupyterlabWordmarkIcon {
|
||
background-image: var(--jp-icon-jupyterlab-wordmark);
|
||
}
|
||
|
||
.jp-KernelIcon {
|
||
background-image: var(--jp-icon-kernel);
|
||
}
|
||
|
||
.jp-KeyboardIcon {
|
||
background-image: var(--jp-icon-keyboard);
|
||
}
|
||
|
||
.jp-LaunchIcon {
|
||
background-image: var(--jp-icon-launch);
|
||
}
|
||
|
||
.jp-LauncherIcon {
|
||
background-image: var(--jp-icon-launcher);
|
||
}
|
||
|
||
.jp-LineFormIcon {
|
||
background-image: var(--jp-icon-line-form);
|
||
}
|
||
|
||
.jp-LinkIcon {
|
||
background-image: var(--jp-icon-link);
|
||
}
|
||
|
||
.jp-ListIcon {
|
||
background-image: var(--jp-icon-list);
|
||
}
|
||
|
||
.jp-MarkdownIcon {
|
||
background-image: var(--jp-icon-markdown);
|
||
}
|
||
|
||
.jp-MoveDownIcon {
|
||
background-image: var(--jp-icon-move-down);
|
||
}
|
||
|
||
.jp-MoveUpIcon {
|
||
background-image: var(--jp-icon-move-up);
|
||
}
|
||
|
||
.jp-NewFolderIcon {
|
||
background-image: var(--jp-icon-new-folder);
|
||
}
|
||
|
||
.jp-NotTrustedIcon {
|
||
background-image: var(--jp-icon-not-trusted);
|
||
}
|
||
|
||
.jp-NotebookIcon {
|
||
background-image: var(--jp-icon-notebook);
|
||
}
|
||
|
||
.jp-NumberingIcon {
|
||
background-image: var(--jp-icon-numbering);
|
||
}
|
||
|
||
.jp-OfflineBoltIcon {
|
||
background-image: var(--jp-icon-offline-bolt);
|
||
}
|
||
|
||
.jp-PaletteIcon {
|
||
background-image: var(--jp-icon-palette);
|
||
}
|
||
|
||
.jp-PasteIcon {
|
||
background-image: var(--jp-icon-paste);
|
||
}
|
||
|
||
.jp-PdfIcon {
|
||
background-image: var(--jp-icon-pdf);
|
||
}
|
||
|
||
.jp-PythonIcon {
|
||
background-image: var(--jp-icon-python);
|
||
}
|
||
|
||
.jp-RKernelIcon {
|
||
background-image: var(--jp-icon-r-kernel);
|
||
}
|
||
|
||
.jp-ReactIcon {
|
||
background-image: var(--jp-icon-react);
|
||
}
|
||
|
||
.jp-RedoIcon {
|
||
background-image: var(--jp-icon-redo);
|
||
}
|
||
|
||
.jp-RefreshIcon {
|
||
background-image: var(--jp-icon-refresh);
|
||
}
|
||
|
||
.jp-RegexIcon {
|
||
background-image: var(--jp-icon-regex);
|
||
}
|
||
|
||
.jp-RunIcon {
|
||
background-image: var(--jp-icon-run);
|
||
}
|
||
|
||
.jp-RunningIcon {
|
||
background-image: var(--jp-icon-running);
|
||
}
|
||
|
||
.jp-SaveIcon {
|
||
background-image: var(--jp-icon-save);
|
||
}
|
||
|
||
.jp-SearchIcon {
|
||
background-image: var(--jp-icon-search);
|
||
}
|
||
|
||
.jp-SettingsIcon {
|
||
background-image: var(--jp-icon-settings);
|
||
}
|
||
|
||
.jp-ShareIcon {
|
||
background-image: var(--jp-icon-share);
|
||
}
|
||
|
||
.jp-SpreadsheetIcon {
|
||
background-image: var(--jp-icon-spreadsheet);
|
||
}
|
||
|
||
.jp-StopIcon {
|
||
background-image: var(--jp-icon-stop);
|
||
}
|
||
|
||
.jp-TabIcon {
|
||
background-image: var(--jp-icon-tab);
|
||
}
|
||
|
||
.jp-TableRowsIcon {
|
||
background-image: var(--jp-icon-table-rows);
|
||
}
|
||
|
||
.jp-TagIcon {
|
||
background-image: var(--jp-icon-tag);
|
||
}
|
||
|
||
.jp-TerminalIcon {
|
||
background-image: var(--jp-icon-terminal);
|
||
}
|
||
|
||
.jp-TextEditorIcon {
|
||
background-image: var(--jp-icon-text-editor);
|
||
}
|
||
|
||
.jp-TocIcon {
|
||
background-image: var(--jp-icon-toc);
|
||
}
|
||
|
||
.jp-TreeViewIcon {
|
||
background-image: var(--jp-icon-tree-view);
|
||
}
|
||
|
||
.jp-TrustedIcon {
|
||
background-image: var(--jp-icon-trusted);
|
||
}
|
||
|
||
.jp-UndoIcon {
|
||
background-image: var(--jp-icon-undo);
|
||
}
|
||
|
||
.jp-UserIcon {
|
||
background-image: var(--jp-icon-user);
|
||
}
|
||
|
||
.jp-UsersIcon {
|
||
background-image: var(--jp-icon-users);
|
||
}
|
||
|
||
.jp-VegaIcon {
|
||
background-image: var(--jp-icon-vega);
|
||
}
|
||
|
||
.jp-WordIcon {
|
||
background-image: var(--jp-icon-word);
|
||
}
|
||
|
||
.jp-YamlIcon {
|
||
background-image: var(--jp-icon-yaml);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* (DEPRECATED) Support for consuming icons as CSS background images
|
||
*/
|
||
|
||
.jp-Icon,
|
||
.jp-MaterialIcon {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-cover {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: cover;
|
||
}
|
||
|
||
/**
|
||
* (DEPRECATED) Support for specific CSS icon sizes
|
||
*/
|
||
|
||
.jp-Icon-16 {
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-18 {
|
||
background-size: 18px;
|
||
min-width: 18px;
|
||
min-height: 18px;
|
||
}
|
||
|
||
.jp-Icon-20 {
|
||
background-size: 20px;
|
||
min-width: 20px;
|
||
min-height: 20px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabBar .lm-TabBar-addButton {
|
||
align-items: center;
|
||
display: flex;
|
||
padding: 4px;
|
||
padding-bottom: 5px;
|
||
margin-right: 1px;
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-TabBar .lm-TabBar-addButton:hover {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-tab {
|
||
width: var(--jp-private-horizontal-tab-width);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-content {
|
||
flex: unset;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar[data-orientation='horizontal'] {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-accent0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-none[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-none[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/* brand icon colors. Same for light and dark */
|
||
.jp-icon-brand0[fill] {
|
||
fill: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[fill] {
|
||
fill: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[fill] {
|
||
fill: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[fill] {
|
||
fill: var(--jp-brand-color4);
|
||
}
|
||
|
||
.jp-icon-brand0[stroke] {
|
||
stroke: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[stroke] {
|
||
stroke: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[stroke] {
|
||
stroke: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[stroke] {
|
||
stroke: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[stroke] {
|
||
stroke: var(--jp-brand-color4);
|
||
}
|
||
|
||
/* warn icon colors. Same for light and dark */
|
||
.jp-icon-warn0[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[fill] {
|
||
fill: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[fill] {
|
||
fill: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[fill] {
|
||
fill: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-icon-warn0[stroke] {
|
||
stroke: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[stroke] {
|
||
stroke: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[stroke] {
|
||
stroke: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[stroke] {
|
||
stroke: var(--jp-warn-color3);
|
||
}
|
||
|
||
/* icon colors that contrast well with each other and most backgrounds */
|
||
.jp-icon-contrast0[fill] {
|
||
fill: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[fill] {
|
||
fill: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[fill] {
|
||
fill: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[fill] {
|
||
fill: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-contrast0[stroke] {
|
||
stroke: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[stroke] {
|
||
stroke: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[stroke] {
|
||
stroke: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[stroke] {
|
||
stroke: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-dot[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-jupyter-icon-color[fill] {
|
||
fill: var(--jp-jupyter-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-notebook-icon-color[fill] {
|
||
fill: var(--jp-notebook-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-json-icon-color[fill] {
|
||
fill: var(--jp-json-icon-color, var(--jp-warn-color1));
|
||
}
|
||
|
||
.jp-console-icon-color[fill] {
|
||
fill: var(--jp-console-icon-color, white);
|
||
}
|
||
|
||
.jp-console-icon-background-color[fill] {
|
||
fill: var(--jp-console-icon-background-color, var(--jp-brand-color1));
|
||
}
|
||
|
||
.jp-terminal-icon-color[fill] {
|
||
fill: var(--jp-terminal-icon-color, var(--jp-layout-color2));
|
||
}
|
||
|
||
.jp-terminal-icon-background-color[fill] {
|
||
fill: var(
|
||
--jp-terminal-icon-background-color,
|
||
var(--jp-inverse-layout-color2)
|
||
);
|
||
}
|
||
|
||
.jp-text-editor-icon-color[fill] {
|
||
fill: var(--jp-text-editor-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
.jp-inspector-icon-color[fill] {
|
||
fill: var(--jp-inspector-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
/* CSS for icons in selected filebrowser listing items */
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* stylelint-disable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/**
|
||
* TODO: come up with non css-hack solution for showing the busy icon on top
|
||
* of the close icon
|
||
* CSS for complex behavior of close icon of tabs in the main area tabbar
|
||
*/
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon3[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon-busy[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/* CSS for icons in status bar */
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* special handling for splash icon CSS. While the theme CSS reloads during
|
||
splash, the splash icon can loose theming. To prevent that, we set a
|
||
default for its color variable */
|
||
:root {
|
||
--jp-warn-color0: var(--md-orange-700);
|
||
}
|
||
|
||
/* not sure what to do with this one, used in filebrowser listing */
|
||
.jp-DragIcon {
|
||
margin-right: 4px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for alt colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* alt recolor the primary elements of an icon */
|
||
.jp-icon-alt .jp-icon0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* alt recolor the accent elements of an icon */
|
||
.jp-icon-alt .jp-icon-accent0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-icon-hoverShow:not(:hover) .jp-icon-hoverShow-content {
|
||
display: none !important;
|
||
}
|
||
|
||
/**
|
||
* Support for hover colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/**
|
||
* regular colors
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-hover :hover .jp-icon-none-hover[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-none-hover[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/**
|
||
* inverse colors
|
||
*/
|
||
|
||
/* inverse recolor the primary elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* inverse recolor the accent elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-IFrame {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-IFrame > iframe {
|
||
border: none;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-IFrame {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-IFrame::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-HoverBox {
|
||
position: fixed;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FormGroup-content fieldset {
|
||
border: none;
|
||
padding: 0;
|
||
min-width: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* stylelint-disable selector-max-type */
|
||
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper input,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper select,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper textarea {
|
||
font-size: var(--jp-content-font-size2);
|
||
border-color: var(--jp-input-border-color);
|
||
border-style: solid;
|
||
border-radius: var(--jp-border-radius);
|
||
border-width: 1px;
|
||
padding: 6px 8px;
|
||
background: none;
|
||
color: var(--jp-ui-font-color0);
|
||
height: inherit;
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input[type='checkbox'] {
|
||
position: relative;
|
||
top: 2px;
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content button.jp-mod-styled {
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-FormGroup-content .checkbox label {
|
||
cursor: pointer;
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > legend {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > p {
|
||
display: none;
|
||
}
|
||
|
||
/** copy of `input.jp-mod-styled:focus` style */
|
||
.jp-FormGroup-content fieldset input:focus,
|
||
.jp-FormGroup-content fieldset select:focus {
|
||
-moz-outline-radius: unset;
|
||
outline: var(--jp-border-width) solid var(--md-blue-500);
|
||
outline-offset: -1px;
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input:hover:not(:focus),
|
||
.jp-FormGroup-content fieldset select:hover:not(:focus) {
|
||
background-color: var(--jp-border-color2);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type */
|
||
|
||
.jp-FormGroup-content .checkbox .field-description {
|
||
/* Disable default description field for checkbox:
|
||
because other widgets do not have description fields,
|
||
we add descriptions to each widget on the field level.
|
||
*/
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content #root__description {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator {
|
||
width: 5px;
|
||
background-color: var(--jp-brand-color2);
|
||
margin-top: 0;
|
||
margin-left: calc(var(--jp-private-settingeditor-modifier-indent) * -1);
|
||
flex-shrink: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator.jp-errorIndicator {
|
||
background-color: var(--jp-error-color0);
|
||
margin-right: 0.5em;
|
||
}
|
||
|
||
/* RJSF ARRAY style */
|
||
|
||
.jp-arrayFieldWrapper legend {
|
||
font-size: var(--jp-content-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
flex-basis: 100%;
|
||
padding: 4px 0;
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
border-bottom: 1px solid var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .field-description {
|
||
padding: 4px 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .array-item {
|
||
width: 100%;
|
||
border: 1px solid var(--jp-border-color2);
|
||
border-radius: 4px;
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-ArrayOperations {
|
||
display: flex;
|
||
margin-left: 8px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton {
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton .jp-icon3[fill] {
|
||
fill: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
button.jp-ArrayOperationsButton.jp-mod-styled:disabled {
|
||
cursor: not-allowed;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
/* RJSF form validation error */
|
||
|
||
.jp-FormGroup-content .validationErrors {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
/* Hide panel level error as duplicated the field level error */
|
||
.jp-FormGroup-content .panel.errors {
|
||
display: none;
|
||
}
|
||
|
||
/* RJSF normal content (settings-editor) */
|
||
|
||
.jp-FormGroup-contentNormal {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-contentItem {
|
||
margin-left: 7px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-description {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-default {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-fieldLabel {
|
||
font-size: var(--jp-content-font-size1);
|
||
font-weight: normal;
|
||
min-width: 120px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal fieldset:not(:first-child) {
|
||
margin-left: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .field-array-of-string .array-item {
|
||
/* Display `jp-ArrayOperations` buttons side-by-side with content except
|
||
for small screens where flex-wrap will place them one below the other.
|
||
*/
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-objectFieldWrapper .form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
/* RJSF compact content (metadata-form) */
|
||
|
||
.jp-FormGroup-content.jp-FormGroup-contentCompact {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .form-group {
|
||
display: flex;
|
||
padding: 0.5em 0.2em 0.5em 0;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-FormGroup-compactTitle
|
||
.jp-FormGroup-description {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-FormGroup-fieldLabel {
|
||
padding-bottom: 0.3em;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-inputFieldWrapper .form-control {
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-arrayFieldWrapper .jp-FormGroup-compactTitle {
|
||
padding-bottom: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-objectFieldWrapper
|
||
.jp-objectFieldWrapper
|
||
.form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact ul.error-detail {
|
||
margin-block-start: 0.5em;
|
||
margin-block-end: 0.5em;
|
||
padding-inline-start: 1em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-SidePanel {
|
||
display: flex;
|
||
flex-direction: column;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
overflow-y: auto;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-SidePanel-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color2);
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin: 0;
|
||
padding: 2px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-SidePanel-content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar,
|
||
.jp-AccordionPanel-toolbar {
|
||
height: var(--jp-private-toolbar-height);
|
||
}
|
||
|
||
.jp-SidePanel-toolbar.jp-Toolbar-micro {
|
||
display: none;
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-title {
|
||
box-sizing: border-box;
|
||
line-height: 25px;
|
||
margin: 0;
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
font-size: var(--jp-ui-font-size0);
|
||
}
|
||
|
||
.jp-AccordionPanel-title {
|
||
cursor: pointer;
|
||
user-select: none;
|
||
-moz-user-select: none;
|
||
-webkit-user-select: none;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .jp-AccordionPanel-title {
|
||
/* Title is rotated for horizontal accordion panel using CSS */
|
||
display: block;
|
||
transform-origin: top left;
|
||
transform: rotate(-90deg) translate(-100%);
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleLabel {
|
||
user-select: none;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(-90deg);
|
||
margin: auto 0;
|
||
height: 16px;
|
||
}
|
||
|
||
.jp-AccordionPanel-title.lm-mod-expanded .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-toolbar {
|
||
background: none;
|
||
box-shadow: none;
|
||
border: none;
|
||
margin-left: auto;
|
||
}
|
||
|
||
.lm-AccordionPanel .lm-SplitPanel-handle:hover {
|
||
background: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-text-truncated {
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Spinner {
|
||
position: absolute;
|
||
display: flex;
|
||
justify-content: center;
|
||
align-items: center;
|
||
z-index: 10;
|
||
left: 0;
|
||
top: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-layout-color0);
|
||
outline: none;
|
||
}
|
||
|
||
.jp-SpinnerContent {
|
||
font-size: 10px;
|
||
margin: 50px auto;
|
||
text-indent: -9999em;
|
||
width: 3em;
|
||
height: 3em;
|
||
border-radius: 50%;
|
||
background: var(--jp-brand-color3);
|
||
background: linear-gradient(
|
||
to right,
|
||
#f37626 10%,
|
||
rgba(255, 255, 255, 0) 42%
|
||
);
|
||
position: relative;
|
||
animation: load3 1s infinite linear, fadeIn 1s;
|
||
}
|
||
|
||
.jp-SpinnerContent::before {
|
||
width: 50%;
|
||
height: 50%;
|
||
background: #f37626;
|
||
border-radius: 100% 0 0;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
content: '';
|
||
}
|
||
|
||
.jp-SpinnerContent::after {
|
||
background: var(--jp-layout-color0);
|
||
width: 75%;
|
||
height: 75%;
|
||
border-radius: 50%;
|
||
content: '';
|
||
margin: auto;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
bottom: 0;
|
||
right: 0;
|
||
}
|
||
|
||
@keyframes fadeIn {
|
||
0% {
|
||
opacity: 0;
|
||
}
|
||
|
||
100% {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
@keyframes load3 {
|
||
0% {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
100% {
|
||
transform: rotate(360deg);
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
button.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
text-align: center;
|
||
line-height: 32px;
|
||
height: 32px;
|
||
padding: 0 12px;
|
||
letter-spacing: 0.8px;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input.jp-mod-styled {
|
||
background: var(--jp-input-background);
|
||
height: 28px;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
font-size: var(--jp-ui-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input[type='checkbox'].jp-mod-styled {
|
||
appearance: checkbox;
|
||
-webkit-appearance: checkbox;
|
||
-moz-appearance: checkbox;
|
||
height: auto;
|
||
}
|
||
|
||
input.jp-mod-styled:focus {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-select-wrapper {
|
||
display: flex;
|
||
position: relative;
|
||
flex-direction: column;
|
||
padding: 1px;
|
||
background-color: var(--jp-layout-color1);
|
||
box-sizing: border-box;
|
||
margin-bottom: 12px;
|
||
}
|
||
|
||
.jp-select-wrapper:not(.multiple) {
|
||
height: 28px;
|
||
}
|
||
|
||
.jp-select-wrapper.jp-mod-focused select.jp-mod-styled {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-input-active-background);
|
||
}
|
||
|
||
select.jp-mod-styled:hover {
|
||
cursor: pointer;
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: var(--jp-input-hover-background);
|
||
box-shadow: inset 0 0 1px rgba(0, 0, 0, 0.5);
|
||
}
|
||
|
||
select.jp-mod-styled {
|
||
flex: 1 1 auto;
|
||
width: 100%;
|
||
font-size: var(--jp-ui-font-size2);
|
||
background: var(--jp-input-background);
|
||
color: var(--jp-ui-font-color0);
|
||
padding: 0 25px 0 8px;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
select.jp-mod-styled:not([multiple]) {
|
||
height: 32px;
|
||
}
|
||
|
||
select.jp-mod-styled[multiple] {
|
||
max-height: 200px;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-switch {
|
||
display: flex;
|
||
align-items: center;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color1);
|
||
border: none;
|
||
height: 20px;
|
||
}
|
||
|
||
.jp-switch:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-switch-label {
|
||
margin-right: 5px;
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
.jp-switch-track {
|
||
cursor: pointer;
|
||
background-color: var(--jp-switch-color, var(--jp-border-color1));
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 34px;
|
||
height: 16px;
|
||
width: 35px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-switch-track::before {
|
||
content: '';
|
||
position: absolute;
|
||
height: 10px;
|
||
width: 10px;
|
||
margin: 3px;
|
||
left: 0;
|
||
background-color: var(--jp-ui-inverse-font-color1);
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 50%;
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track {
|
||
background-color: var(--jp-switch-true-position-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track::before {
|
||
/* track width (35) - margins (3 + 3) - thumb width (10) */
|
||
left: 19px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toolbar-height: calc(
|
||
28px + var(--jp-border-width)
|
||
); /* leave 28px for content */
|
||
}
|
||
|
||
.jp-Toolbar {
|
||
color: var(--jp-ui-font-color1);
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: 2px;
|
||
z-index: 8;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
/* Toolbar items */
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item.jp-Toolbar-spacer {
|
||
flex-grow: 1;
|
||
flex-shrink: 1;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Toolbar-kernelStatus {
|
||
display: inline-block;
|
||
width: 32px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
background-size: 16px;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
padding-left: 1px;
|
||
padding-right: 1px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: var(--jp-private-toolbar-height);
|
||
height: 100%;
|
||
}
|
||
|
||
/* Toolbar buttons */
|
||
|
||
/* This is the div we use to wrap the react component into a Widget */
|
||
div.jp-ToolbarButton {
|
||
color: transparent;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent {
|
||
background: var(--jp-layout-color1);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0 6px;
|
||
margin: 0;
|
||
height: 24px;
|
||
border-radius: var(--jp-border-radius);
|
||
display: flex;
|
||
align-items: center;
|
||
text-align: center;
|
||
font-size: 14px;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent:disabled {
|
||
opacity: 0.4;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent > span {
|
||
padding: 0;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent .jp-ToolbarButtonComponent-label {
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 100%;
|
||
padding-left: 2px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar.jp-Toolbar-micro {
|
||
padding: 0;
|
||
min-height: 0;
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-WindowedPanel-outer {
|
||
position: relative;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-WindowedPanel-inner {
|
||
position: relative;
|
||
}
|
||
|
||
.jp-WindowedPanel-window {
|
||
position: absolute;
|
||
left: 0;
|
||
right: 0;
|
||
overflow: visible;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Sibling imports */
|
||
|
||
body {
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/* Disable native link decoration styles everywhere outside of dialog boxes */
|
||
a {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
a:hover {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
/* Accessibility for links inside dialog box text */
|
||
.jp-Dialog-content a {
|
||
text-decoration: revert;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-Dialog-content a:hover {
|
||
text-decoration: revert;
|
||
}
|
||
|
||
/* Styles for ui-components */
|
||
.jp-Button {
|
||
color: var(--jp-ui-font-color2);
|
||
border-radius: var(--jp-border-radius);
|
||
padding: 0 12px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
/* Copy from blueprint 3 */
|
||
display: inline-flex;
|
||
flex-direction: row;
|
||
border: none;
|
||
cursor: pointer;
|
||
align-items: center;
|
||
justify-content: center;
|
||
text-align: left;
|
||
vertical-align: middle;
|
||
min-height: 30px;
|
||
min-width: 30px;
|
||
}
|
||
|
||
.jp-Button:disabled {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
.jp-Button:empty {
|
||
padding: 0 !important;
|
||
}
|
||
|
||
.jp-Button.jp-mod-small {
|
||
min-height: 24px;
|
||
min-width: 24px;
|
||
font-size: 12px;
|
||
padding: 0 7px;
|
||
}
|
||
|
||
/* Use our own theme for hover styles */
|
||
.jp-Button.jp-mod-minimal:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-Button.jp-mod-minimal {
|
||
background: none;
|
||
}
|
||
|
||
.jp-InputGroup {
|
||
display: block;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-InputGroup input {
|
||
box-sizing: border-box;
|
||
border: none;
|
||
border-radius: 0;
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color0);
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
padding-bottom: 0;
|
||
padding-top: 0;
|
||
padding-left: 10px;
|
||
padding-right: 28px;
|
||
position: relative;
|
||
width: 100%;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
appearance: none;
|
||
font-size: 14px;
|
||
font-weight: 400;
|
||
height: 30px;
|
||
line-height: 30px;
|
||
outline: none;
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.jp-InputGroup input:focus {
|
||
box-shadow: inset 0 0 0 var(--jp-border-width)
|
||
var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled {
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled ~ span {
|
||
cursor: not-allowed;
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input::placeholder,
|
||
input::placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroupAction {
|
||
position: absolute;
|
||
bottom: 1px;
|
||
right: 0;
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select {
|
||
background-color: initial;
|
||
border: none;
|
||
border-radius: 0;
|
||
box-shadow: none;
|
||
color: var(--jp-ui-font-color0);
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
height: 24px;
|
||
line-height: 14px;
|
||
padding: 0 25px 0 10px;
|
||
text-align: left;
|
||
-moz-appearance: none;
|
||
-webkit-appearance: none;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled ~ span {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
/* Use our own theme for hover and option styles */
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-HTMLSelect.jp-DefaultStyle select:hover,
|
||
.jp-HTMLSelect.jp-DefaultStyle select > option {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
select {
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-StatusBar-Widget {
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color2);
|
||
min-height: var(--jp-statusbar-height);
|
||
justify-content: space-between;
|
||
padding: 0 10px;
|
||
}
|
||
|
||
.jp-StatusBar-Left {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-StatusBar-Middle {
|
||
display: flex;
|
||
align-items: center;
|
||
}
|
||
|
||
.jp-StatusBar-Right {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row-reverse;
|
||
}
|
||
|
||
.jp-StatusBar-Item {
|
||
max-height: var(--jp-statusbar-height);
|
||
margin: 0 2px;
|
||
height: var(--jp-statusbar-height);
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
color: var(--jp-ui-font-color1);
|
||
padding: 0 6px;
|
||
}
|
||
|
||
.jp-mod-highlighted:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-mod-clicked {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-mod-clicked:hover {
|
||
background-color: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-mod-clicked .jp-StatusBar-TextItem {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-HoverItem {
|
||
box-shadow: '0px 4px 4px rgba(0, 0, 0, 0.25)';
|
||
}
|
||
|
||
.jp-StatusBar-TextItem {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
line-height: 24px;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-GroupItem {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle svg {
|
||
display: block;
|
||
margin: 0 auto;
|
||
width: 16px;
|
||
height: 24px;
|
||
align-self: normal;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle path {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar {
|
||
height: 10px;
|
||
width: 100px;
|
||
border: solid 0.25px var(--jp-brand-color2);
|
||
border-radius: 3px;
|
||
overflow: hidden;
|
||
align-self: center;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar > div {
|
||
background-color: var(--jp-brand-color2);
|
||
background-image: linear-gradient(
|
||
-45deg,
|
||
rgba(255, 255, 255, 0.2) 25%,
|
||
transparent 25%,
|
||
transparent 50%,
|
||
rgba(255, 255, 255, 0.2) 50%,
|
||
rgba(255, 255, 255, 0.2) 75%,
|
||
transparent 75%,
|
||
transparent
|
||
);
|
||
background-size: 40px 40px;
|
||
float: left;
|
||
width: 0%;
|
||
height: 100%;
|
||
font-size: 12px;
|
||
line-height: 14px;
|
||
color: #fff;
|
||
text-align: center;
|
||
animation: jp-Statusbar-ExecutionTime-progress-bar 2s linear infinite;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar p {
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
@keyframes jp-Statusbar-ExecutionTime-progress-bar {
|
||
0% {
|
||
background-position: 0 0;
|
||
}
|
||
|
||
100% {
|
||
background-position: 40px 40px;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-commandpalette-search-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Overall styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette {
|
||
padding-bottom: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Modal variant
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-ModalCommandPalette {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
top: 38px;
|
||
left: 30%;
|
||
margin: 0;
|
||
padding: 4px;
|
||
width: 40%;
|
||
box-shadow: var(--jp-elevation-z4);
|
||
border-radius: 4px;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette {
|
||
max-height: 40vh;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-close-icon::after {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-header {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-item {
|
||
margin-left: 4px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-ModalCommandPalette
|
||
.lm-CommandPalette
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Search
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-search {
|
||
padding: 4px;
|
||
background-color: var(--jp-layout-color1);
|
||
z-index: 2;
|
||
}
|
||
|
||
.lm-CommandPalette-wrapper {
|
||
overflow: overlay;
|
||
padding: 0 9px;
|
||
background-color: var(--jp-input-active-background);
|
||
height: 30px;
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
}
|
||
|
||
.lm-CommandPalette.lm-mod-focused .lm-CommandPalette-wrapper {
|
||
box-shadow: inset 0 0 0 1px var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-SearchIconGroup {
|
||
color: white;
|
||
background-color: var(--jp-brand-color1);
|
||
position: absolute;
|
||
top: 4px;
|
||
right: 4px;
|
||
padding: 5px 5px 1px;
|
||
}
|
||
|
||
.jp-SearchIconGroup svg {
|
||
height: 20px;
|
||
width: 20px;
|
||
}
|
||
|
||
.jp-SearchIconGroup .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-input {
|
||
background: transparent;
|
||
width: calc(100% - 18px);
|
||
float: left;
|
||
border: none;
|
||
outline: none;
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: var(--jp-private-commandpalette-search-height);
|
||
}
|
||
|
||
.lm-CommandPalette-input::-webkit-input-placeholder,
|
||
.lm-CommandPalette-input::-moz-placeholder,
|
||
.lm-CommandPalette-input:-ms-input-placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Results
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-header:first-child {
|
||
margin-top: 0;
|
||
}
|
||
|
||
.lm-CommandPalette-header {
|
||
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
cursor: pointer;
|
||
display: flex;
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin-top: 8px;
|
||
padding: 8px 0 8px 12px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-CommandPalette-header.lm-mod-active {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-header > mark {
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item {
|
||
padding: 4px 12px 4px 4px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-weight: 400;
|
||
display: flex;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .jp-icon-selectable[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item:hover:not(.lm-mod-active):not(.lm-mod-disabled) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-itemContent {
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled mark {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemIcon {
|
||
margin: 0 4px 0 0;
|
||
position: relative;
|
||
width: 16px;
|
||
top: 2px;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled .lm-CommandPalette-itemIcon {
|
||
opacity: 0.6;
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemShortcut {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemCaption {
|
||
display: none;
|
||
}
|
||
|
||
.lm-CommandPalette-content {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-content:empty::after {
|
||
content: 'No results';
|
||
margin: auto;
|
||
margin-top: 20px;
|
||
width: 100px;
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size2);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: lighter;
|
||
}
|
||
|
||
.lm-CommandPalette-emptyMessage {
|
||
text-align: center;
|
||
margin-top: 24px;
|
||
line-height: 1.32;
|
||
padding: 0 8px;
|
||
color: var(--jp-content-font-color3);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Dialog {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: center;
|
||
justify-content: center;
|
||
top: 0;
|
||
left: 0;
|
||
margin: 0;
|
||
padding: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-dialog-background);
|
||
}
|
||
|
||
.jp-Dialog-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
background: var(--jp-layout-color1);
|
||
padding: 24px 24px 12px;
|
||
min-width: 300px;
|
||
min-height: 150px;
|
||
max-width: 1000px;
|
||
max-height: 500px;
|
||
box-sizing: border-box;
|
||
box-shadow: var(--jp-elevation-z20);
|
||
word-wrap: break-word;
|
||
border-radius: var(--jp-border-radius);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color1);
|
||
resize: both;
|
||
}
|
||
|
||
.jp-Dialog-content.jp-Dialog-content-small {
|
||
max-width: 500px;
|
||
}
|
||
|
||
.jp-Dialog-button {
|
||
overflow: visible;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus {
|
||
outline: 1px solid var(--jp-brand-color1);
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus::-moz-focus-inner {
|
||
border: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus {
|
||
outline: 1px solid var(--jp-accept-color-normal, var(--jp-brand-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus {
|
||
outline: 1px solid var(--jp-warn-color-normal, var(--jp-error-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline: 1px solid var(--jp-reject-color-normal, var(--md-grey-600));
|
||
}
|
||
|
||
button.jp-Dialog-close-button {
|
||
padding: 0;
|
||
height: 100%;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
.jp-Dialog-header {
|
||
display: flex;
|
||
justify-content: space-between;
|
||
flex: 0 0 auto;
|
||
padding-bottom: 12px;
|
||
font-size: var(--jp-ui-font-size3);
|
||
font-weight: 400;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-Dialog-body {
|
||
display: flex;
|
||
flex-direction: column;
|
||
flex: 1 1 auto;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-Dialog-footer {
|
||
display: flex;
|
||
flex-direction: row;
|
||
justify-content: flex-end;
|
||
align-items: center;
|
||
flex: 0 0 auto;
|
||
margin-left: -12px;
|
||
margin-right: -12px;
|
||
padding: 12px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox {
|
||
padding-right: 5px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox > input:focus-visible {
|
||
outline: 1px solid var(--jp-input-active-border-color);
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-Dialog-spacer {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-Dialog-title {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.jp-Dialog-body > .jp-select-wrapper {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Dialog-body > button {
|
||
padding: 0 16px;
|
||
}
|
||
|
||
.jp-Dialog-body > label {
|
||
line-height: 1.4;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-Dialog-button.jp-mod-styled:not(:last-child) {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Input-Boolean-Dialog {
|
||
flex-direction: row-reverse;
|
||
align-items: end;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Input-Boolean-Dialog > label {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MainAreaWidget > :focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error {
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error > pre {
|
||
width: auto;
|
||
padding: 10px;
|
||
background: var(--jp-error-color3);
|
||
border: var(--jp-border-width) solid var(--jp-error-color1);
|
||
border-radius: var(--jp-border-radius);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: pre-wrap;
|
||
word-wrap: break-word;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/**
|
||
* google-material-color v1.2.6
|
||
* https://github.com/danlevan/google-material-color
|
||
*/
|
||
:root {
|
||
--md-red-50: #ffebee;
|
||
--md-red-100: #ffcdd2;
|
||
--md-red-200: #ef9a9a;
|
||
--md-red-300: #e57373;
|
||
--md-red-400: #ef5350;
|
||
--md-red-500: #f44336;
|
||
--md-red-600: #e53935;
|
||
--md-red-700: #d32f2f;
|
||
--md-red-800: #c62828;
|
||
--md-red-900: #b71c1c;
|
||
--md-red-A100: #ff8a80;
|
||
--md-red-A200: #ff5252;
|
||
--md-red-A400: #ff1744;
|
||
--md-red-A700: #d50000;
|
||
--md-pink-50: #fce4ec;
|
||
--md-pink-100: #f8bbd0;
|
||
--md-pink-200: #f48fb1;
|
||
--md-pink-300: #f06292;
|
||
--md-pink-400: #ec407a;
|
||
--md-pink-500: #e91e63;
|
||
--md-pink-600: #d81b60;
|
||
--md-pink-700: #c2185b;
|
||
--md-pink-800: #ad1457;
|
||
--md-pink-900: #880e4f;
|
||
--md-pink-A100: #ff80ab;
|
||
--md-pink-A200: #ff4081;
|
||
--md-pink-A400: #f50057;
|
||
--md-pink-A700: #c51162;
|
||
--md-purple-50: #f3e5f5;
|
||
--md-purple-100: #e1bee7;
|
||
--md-purple-200: #ce93d8;
|
||
--md-purple-300: #ba68c8;
|
||
--md-purple-400: #ab47bc;
|
||
--md-purple-500: #9c27b0;
|
||
--md-purple-600: #8e24aa;
|
||
--md-purple-700: #7b1fa2;
|
||
--md-purple-800: #6a1b9a;
|
||
--md-purple-900: #4a148c;
|
||
--md-purple-A100: #ea80fc;
|
||
--md-purple-A200: #e040fb;
|
||
--md-purple-A400: #d500f9;
|
||
--md-purple-A700: #a0f;
|
||
--md-deep-purple-50: #ede7f6;
|
||
--md-deep-purple-100: #d1c4e9;
|
||
--md-deep-purple-200: #b39ddb;
|
||
--md-deep-purple-300: #9575cd;
|
||
--md-deep-purple-400: #7e57c2;
|
||
--md-deep-purple-500: #673ab7;
|
||
--md-deep-purple-600: #5e35b1;
|
||
--md-deep-purple-700: #512da8;
|
||
--md-deep-purple-800: #4527a0;
|
||
--md-deep-purple-900: #311b92;
|
||
--md-deep-purple-A100: #b388ff;
|
||
--md-deep-purple-A200: #7c4dff;
|
||
--md-deep-purple-A400: #651fff;
|
||
--md-deep-purple-A700: #6200ea;
|
||
--md-indigo-50: #e8eaf6;
|
||
--md-indigo-100: #c5cae9;
|
||
--md-indigo-200: #9fa8da;
|
||
--md-indigo-300: #7986cb;
|
||
--md-indigo-400: #5c6bc0;
|
||
--md-indigo-500: #3f51b5;
|
||
--md-indigo-600: #3949ab;
|
||
--md-indigo-700: #303f9f;
|
||
--md-indigo-800: #283593;
|
||
--md-indigo-900: #1a237e;
|
||
--md-indigo-A100: #8c9eff;
|
||
--md-indigo-A200: #536dfe;
|
||
--md-indigo-A400: #3d5afe;
|
||
--md-indigo-A700: #304ffe;
|
||
--md-blue-50: #e3f2fd;
|
||
--md-blue-100: #bbdefb;
|
||
--md-blue-200: #90caf9;
|
||
--md-blue-300: #64b5f6;
|
||
--md-blue-400: #42a5f5;
|
||
--md-blue-500: #2196f3;
|
||
--md-blue-600: #1e88e5;
|
||
--md-blue-700: #1976d2;
|
||
--md-blue-800: #1565c0;
|
||
--md-blue-900: #0d47a1;
|
||
--md-blue-A100: #82b1ff;
|
||
--md-blue-A200: #448aff;
|
||
--md-blue-A400: #2979ff;
|
||
--md-blue-A700: #2962ff;
|
||
--md-light-blue-50: #e1f5fe;
|
||
--md-light-blue-100: #b3e5fc;
|
||
--md-light-blue-200: #81d4fa;
|
||
--md-light-blue-300: #4fc3f7;
|
||
--md-light-blue-400: #29b6f6;
|
||
--md-light-blue-500: #03a9f4;
|
||
--md-light-blue-600: #039be5;
|
||
--md-light-blue-700: #0288d1;
|
||
--md-light-blue-800: #0277bd;
|
||
--md-light-blue-900: #01579b;
|
||
--md-light-blue-A100: #80d8ff;
|
||
--md-light-blue-A200: #40c4ff;
|
||
--md-light-blue-A400: #00b0ff;
|
||
--md-light-blue-A700: #0091ea;
|
||
--md-cyan-50: #e0f7fa;
|
||
--md-cyan-100: #b2ebf2;
|
||
--md-cyan-200: #80deea;
|
||
--md-cyan-300: #4dd0e1;
|
||
--md-cyan-400: #26c6da;
|
||
--md-cyan-500: #00bcd4;
|
||
--md-cyan-600: #00acc1;
|
||
--md-cyan-700: #0097a7;
|
||
--md-cyan-800: #00838f;
|
||
--md-cyan-900: #006064;
|
||
--md-cyan-A100: #84ffff;
|
||
--md-cyan-A200: #18ffff;
|
||
--md-cyan-A400: #00e5ff;
|
||
--md-cyan-A700: #00b8d4;
|
||
--md-teal-50: #e0f2f1;
|
||
--md-teal-100: #b2dfdb;
|
||
--md-teal-200: #80cbc4;
|
||
--md-teal-300: #4db6ac;
|
||
--md-teal-400: #26a69a;
|
||
--md-teal-500: #009688;
|
||
--md-teal-600: #00897b;
|
||
--md-teal-700: #00796b;
|
||
--md-teal-800: #00695c;
|
||
--md-teal-900: #004d40;
|
||
--md-teal-A100: #a7ffeb;
|
||
--md-teal-A200: #64ffda;
|
||
--md-teal-A400: #1de9b6;
|
||
--md-teal-A700: #00bfa5;
|
||
--md-green-50: #e8f5e9;
|
||
--md-green-100: #c8e6c9;
|
||
--md-green-200: #a5d6a7;
|
||
--md-green-300: #81c784;
|
||
--md-green-400: #66bb6a;
|
||
--md-green-500: #4caf50;
|
||
--md-green-600: #43a047;
|
||
--md-green-700: #388e3c;
|
||
--md-green-800: #2e7d32;
|
||
--md-green-900: #1b5e20;
|
||
--md-green-A100: #b9f6ca;
|
||
--md-green-A200: #69f0ae;
|
||
--md-green-A400: #00e676;
|
||
--md-green-A700: #00c853;
|
||
--md-light-green-50: #f1f8e9;
|
||
--md-light-green-100: #dcedc8;
|
||
--md-light-green-200: #c5e1a5;
|
||
--md-light-green-300: #aed581;
|
||
--md-light-green-400: #9ccc65;
|
||
--md-light-green-500: #8bc34a;
|
||
--md-light-green-600: #7cb342;
|
||
--md-light-green-700: #689f38;
|
||
--md-light-green-800: #558b2f;
|
||
--md-light-green-900: #33691e;
|
||
--md-light-green-A100: #ccff90;
|
||
--md-light-green-A200: #b2ff59;
|
||
--md-light-green-A400: #76ff03;
|
||
--md-light-green-A700: #64dd17;
|
||
--md-lime-50: #f9fbe7;
|
||
--md-lime-100: #f0f4c3;
|
||
--md-lime-200: #e6ee9c;
|
||
--md-lime-300: #dce775;
|
||
--md-lime-400: #d4e157;
|
||
--md-lime-500: #cddc39;
|
||
--md-lime-600: #c0ca33;
|
||
--md-lime-700: #afb42b;
|
||
--md-lime-800: #9e9d24;
|
||
--md-lime-900: #827717;
|
||
--md-lime-A100: #f4ff81;
|
||
--md-lime-A200: #eeff41;
|
||
--md-lime-A400: #c6ff00;
|
||
--md-lime-A700: #aeea00;
|
||
--md-yellow-50: #fffde7;
|
||
--md-yellow-100: #fff9c4;
|
||
--md-yellow-200: #fff59d;
|
||
--md-yellow-300: #fff176;
|
||
--md-yellow-400: #ffee58;
|
||
--md-yellow-500: #ffeb3b;
|
||
--md-yellow-600: #fdd835;
|
||
--md-yellow-700: #fbc02d;
|
||
--md-yellow-800: #f9a825;
|
||
--md-yellow-900: #f57f17;
|
||
--md-yellow-A100: #ffff8d;
|
||
--md-yellow-A200: #ff0;
|
||
--md-yellow-A400: #ffea00;
|
||
--md-yellow-A700: #ffd600;
|
||
--md-amber-50: #fff8e1;
|
||
--md-amber-100: #ffecb3;
|
||
--md-amber-200: #ffe082;
|
||
--md-amber-300: #ffd54f;
|
||
--md-amber-400: #ffca28;
|
||
--md-amber-500: #ffc107;
|
||
--md-amber-600: #ffb300;
|
||
--md-amber-700: #ffa000;
|
||
--md-amber-800: #ff8f00;
|
||
--md-amber-900: #ff6f00;
|
||
--md-amber-A100: #ffe57f;
|
||
--md-amber-A200: #ffd740;
|
||
--md-amber-A400: #ffc400;
|
||
--md-amber-A700: #ffab00;
|
||
--md-orange-50: #fff3e0;
|
||
--md-orange-100: #ffe0b2;
|
||
--md-orange-200: #ffcc80;
|
||
--md-orange-300: #ffb74d;
|
||
--md-orange-400: #ffa726;
|
||
--md-orange-500: #ff9800;
|
||
--md-orange-600: #fb8c00;
|
||
--md-orange-700: #f57c00;
|
||
--md-orange-800: #ef6c00;
|
||
--md-orange-900: #e65100;
|
||
--md-orange-A100: #ffd180;
|
||
--md-orange-A200: #ffab40;
|
||
--md-orange-A400: #ff9100;
|
||
--md-orange-A700: #ff6d00;
|
||
--md-deep-orange-50: #fbe9e7;
|
||
--md-deep-orange-100: #ffccbc;
|
||
--md-deep-orange-200: #ffab91;
|
||
--md-deep-orange-300: #ff8a65;
|
||
--md-deep-orange-400: #ff7043;
|
||
--md-deep-orange-500: #ff5722;
|
||
--md-deep-orange-600: #f4511e;
|
||
--md-deep-orange-700: #e64a19;
|
||
--md-deep-orange-800: #d84315;
|
||
--md-deep-orange-900: #bf360c;
|
||
--md-deep-orange-A100: #ff9e80;
|
||
--md-deep-orange-A200: #ff6e40;
|
||
--md-deep-orange-A400: #ff3d00;
|
||
--md-deep-orange-A700: #dd2c00;
|
||
--md-brown-50: #efebe9;
|
||
--md-brown-100: #d7ccc8;
|
||
--md-brown-200: #bcaaa4;
|
||
--md-brown-300: #a1887f;
|
||
--md-brown-400: #8d6e63;
|
||
--md-brown-500: #795548;
|
||
--md-brown-600: #6d4c41;
|
||
--md-brown-700: #5d4037;
|
||
--md-brown-800: #4e342e;
|
||
--md-brown-900: #3e2723;
|
||
--md-grey-50: #fafafa;
|
||
--md-grey-100: #f5f5f5;
|
||
--md-grey-200: #eee;
|
||
--md-grey-300: #e0e0e0;
|
||
--md-grey-400: #bdbdbd;
|
||
--md-grey-500: #9e9e9e;
|
||
--md-grey-600: #757575;
|
||
--md-grey-700: #616161;
|
||
--md-grey-800: #424242;
|
||
--md-grey-900: #212121;
|
||
--md-blue-grey-50: #eceff1;
|
||
--md-blue-grey-100: #cfd8dc;
|
||
--md-blue-grey-200: #b0bec5;
|
||
--md-blue-grey-300: #90a4ae;
|
||
--md-blue-grey-400: #78909c;
|
||
--md-blue-grey-500: #607d8b;
|
||
--md-blue-grey-600: #546e7a;
|
||
--md-blue-grey-700: #455a64;
|
||
--md-blue-grey-800: #37474f;
|
||
--md-blue-grey-900: #263238;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedText
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
/* This is the padding value to fill the gaps between lines containing spans with background color. */
|
||
--jp-private-code-span-padding: calc(
|
||
(var(--jp-code-line-height) - 1) * var(--jp-code-font-size) / 2
|
||
);
|
||
}
|
||
|
||
.jp-RenderedText {
|
||
text-align: left;
|
||
padding-left: var(--jp-code-padding);
|
||
line-height: var(--jp-code-line-height);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-RenderedText pre,
|
||
.jp-RenderedJavaScript pre,
|
||
.jp-RenderedHTMLCommon pre {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-code-font-size);
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
}
|
||
|
||
.jp-RenderedText pre a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* console foregrounds and backgrounds */
|
||
.jp-RenderedText pre .ansi-black-fg {
|
||
color: #3e424d;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-fg {
|
||
color: #e75c58;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-fg {
|
||
color: #00a250;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-fg {
|
||
color: #ddb62b;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-fg {
|
||
color: #208ffb;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-fg {
|
||
color: #d160c4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-fg {
|
||
color: #60c6c8;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-fg {
|
||
color: #c5c1b4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-bg {
|
||
background-color: #3e424d;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-bg {
|
||
background-color: #e75c58;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-bg {
|
||
background-color: #00a250;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-bg {
|
||
background-color: #ddb62b;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-bg {
|
||
background-color: #208ffb;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-bg {
|
||
background-color: #d160c4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-bg {
|
||
background-color: #60c6c8;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-bg {
|
||
background-color: #c5c1b4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-fg {
|
||
color: #282c36;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-fg {
|
||
color: #b22b31;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-fg {
|
||
color: #007427;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-fg {
|
||
color: #b27d12;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-fg {
|
||
color: #0065ca;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-fg {
|
||
color: #a03196;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-fg {
|
||
color: #258f8f;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-fg {
|
||
color: #a1a6b2;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-bg {
|
||
background-color: #282c36;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-bg {
|
||
background-color: #b22b31;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-bg {
|
||
background-color: #007427;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-bg {
|
||
background-color: #b27d12;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-bg {
|
||
background-color: #0065ca;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-bg {
|
||
background-color: #a03196;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-bg {
|
||
background-color: #258f8f;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-bg {
|
||
background-color: #a1a6b2;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-fg {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-bg {
|
||
background-color: var(--jp-inverse-layout-color0);
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-bold {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-underline {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedText[data-mime-type='application/vnd.jupyter.stderr'] {
|
||
background: var(--jp-rendermime-error-background);
|
||
padding-top: var(--jp-code-padding);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedLatex
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedLatex {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
}
|
||
|
||
/* Left-justify outputs.*/
|
||
.jp-OutputArea-output.jp-RenderedLatex {
|
||
padding: var(--jp-code-padding);
|
||
text-align: left;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedHTML
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedHTMLCommon {
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-content-font-family);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
|
||
/* Give a bit more R padding on Markdown text to keep line lengths reasonable */
|
||
padding-right: 20px;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon em {
|
||
font-style: italic;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon strong {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon u {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* Headings */
|
||
|
||
.jp-RenderedHTMLCommon h1,
|
||
.jp-RenderedHTMLCommon h2,
|
||
.jp-RenderedHTMLCommon h3,
|
||
.jp-RenderedHTMLCommon h4,
|
||
.jp-RenderedHTMLCommon h5,
|
||
.jp-RenderedHTMLCommon h6 {
|
||
line-height: var(--jp-content-heading-line-height);
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
font-style: normal;
|
||
margin: var(--jp-content-heading-margin-top) 0
|
||
var(--jp-content-heading-margin-bottom) 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:first-child,
|
||
.jp-RenderedHTMLCommon h2:first-child,
|
||
.jp-RenderedHTMLCommon h3:first-child,
|
||
.jp-RenderedHTMLCommon h4:first-child,
|
||
.jp-RenderedHTMLCommon h5:first-child,
|
||
.jp-RenderedHTMLCommon h6:first-child {
|
||
margin-top: calc(0.5 * var(--jp-content-heading-margin-top));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:last-child,
|
||
.jp-RenderedHTMLCommon h2:last-child,
|
||
.jp-RenderedHTMLCommon h3:last-child,
|
||
.jp-RenderedHTMLCommon h4:last-child,
|
||
.jp-RenderedHTMLCommon h5:last-child,
|
||
.jp-RenderedHTMLCommon h6:last-child {
|
||
margin-bottom: calc(0.5 * var(--jp-content-heading-margin-bottom));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1 {
|
||
font-size: var(--jp-content-font-size5);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h2 {
|
||
font-size: var(--jp-content-font-size4);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h3 {
|
||
font-size: var(--jp-content-font-size3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h4 {
|
||
font-size: var(--jp-content-font-size2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h5 {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h6 {
|
||
font-size: var(--jp-content-font-size0);
|
||
}
|
||
|
||
/* Lists */
|
||
|
||
/* stylelint-disable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon ul:not(.list-inline),
|
||
.jp-RenderedHTMLCommon ol:not(.list-inline) {
|
||
padding-left: 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul {
|
||
list-style: disc;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul {
|
||
list-style: square;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul ul {
|
||
list-style: circle;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
list-style: upper-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol {
|
||
list-style: lower-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol {
|
||
list-style: lower-roman;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol,
|
||
.jp-RenderedHTMLCommon ul {
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul,
|
||
.jp-RenderedHTMLCommon ul ol,
|
||
.jp-RenderedHTMLCommon ol ul,
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon hr {
|
||
color: var(--jp-border-color2);
|
||
background-color: var(--jp-border-color1);
|
||
margin-top: 1em;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon > pre {
|
||
margin: 1.5em 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon pre,
|
||
.jp-RenderedHTMLCommon code {
|
||
border: 0;
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
line-height: var(--jp-code-line-height);
|
||
padding: 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon :not(pre) > code {
|
||
background-color: var(--jp-layout-color2);
|
||
padding: 1px 5px;
|
||
}
|
||
|
||
/* Tables */
|
||
|
||
.jp-RenderedHTMLCommon table {
|
||
border-collapse: collapse;
|
||
border-spacing: 0;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
table-layout: fixed;
|
||
margin-left: auto;
|
||
margin-bottom: 1em;
|
||
margin-right: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon thead {
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
vertical-align: bottom;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedHTMLCommon th,
|
||
.jp-RenderedHTMLCommon tr {
|
||
vertical-align: middle;
|
||
padding: 0.5em;
|
||
line-height: normal;
|
||
white-space: normal;
|
||
max-width: none;
|
||
border: none;
|
||
}
|
||
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon th {
|
||
max-width: none;
|
||
}
|
||
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon td,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon th,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon tr {
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon th {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(odd) {
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(even) {
|
||
background: var(--jp-rendermime-table-row-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:hover {
|
||
background: var(--jp-rendermime-table-row-hover-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon p {
|
||
text-align: left;
|
||
margin: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img {
|
||
-moz-force-broken-image-icon: 1;
|
||
}
|
||
|
||
/* Restrict to direct children as other images could be nested in other content. */
|
||
.jp-RenderedHTMLCommon > img {
|
||
display: block;
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
/* Change color behind transparent images if they need it... */
|
||
[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-light-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-dark-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img,
|
||
.jp-RenderedImage img,
|
||
.jp-RenderedHTMLCommon svg,
|
||
.jp-RenderedSVG svg {
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img.jp-mod-unconfined,
|
||
.jp-RenderedImage img.jp-mod-unconfined,
|
||
.jp-RenderedHTMLCommon svg.jp-mod-unconfined,
|
||
.jp-RenderedSVG svg.jp-mod-unconfined {
|
||
max-width: none;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert {
|
||
padding: var(--jp-notebook-padding);
|
||
border: var(--jp-border-width) solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info {
|
||
color: var(--jp-info-color0);
|
||
background-color: var(--jp-info-color3);
|
||
border-color: var(--jp-info-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info hr {
|
||
border-color: var(--jp-info-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-info > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning {
|
||
color: var(--jp-warn-color0);
|
||
background-color: var(--jp-warn-color3);
|
||
border-color: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning hr {
|
||
border-color: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-warning > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success {
|
||
color: var(--jp-success-color0);
|
||
background-color: var(--jp-success-color3);
|
||
border-color: var(--jp-success-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success hr {
|
||
border-color: var(--jp-success-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-success > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger {
|
||
color: var(--jp-error-color0);
|
||
background-color: var(--jp-error-color3);
|
||
border-color: var(--jp-error-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger hr {
|
||
border-color: var(--jp-error-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-danger > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon blockquote {
|
||
margin: 1em 2em;
|
||
padding: 0 1em;
|
||
border-left: 5px solid var(--jp-border-color2);
|
||
}
|
||
|
||
a.jp-InternalAnchorLink {
|
||
visibility: hidden;
|
||
margin-left: 8px;
|
||
color: var(--md-blue-800);
|
||
}
|
||
|
||
h1:hover .jp-InternalAnchorLink,
|
||
h2:hover .jp-InternalAnchorLink,
|
||
h3:hover .jp-InternalAnchorLink,
|
||
h4:hover .jp-InternalAnchorLink,
|
||
h5:hover .jp-InternalAnchorLink,
|
||
h6:hover .jp-InternalAnchorLink {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon kbd {
|
||
background-color: var(--jp-rendermime-table-row-background);
|
||
border: 1px solid var(--jp-border-color0);
|
||
border-bottom-color: var(--jp-border-color2);
|
||
border-radius: 3px;
|
||
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);
|
||
display: inline-block;
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: 1em;
|
||
padding: 0.2em 0.5em;
|
||
}
|
||
|
||
/* Most direct children of .jp-RenderedHTMLCommon have a margin-bottom of 1.0.
|
||
* At the bottom of cells this is a bit too much as there is also spacing
|
||
* between cells. Going all the way to 0 gets too tight between markdown and
|
||
* code cells.
|
||
*/
|
||
.jp-RenderedHTMLCommon > *:last-child {
|
||
margin-bottom: 0.5em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-cursor-backdrop {
|
||
position: fixed;
|
||
width: 200px;
|
||
height: 200px;
|
||
margin-top: -100px;
|
||
margin-left: -100px;
|
||
will-change: transform;
|
||
z-index: 100;
|
||
}
|
||
|
||
.lm-mod-drag-image {
|
||
will-change: transform;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-lineFormSearch {
|
||
padding: 4px 12px;
|
||
background-color: var(--jp-layout-color2);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-lineFormCaption {
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: var(--jp-ui-font-size1);
|
||
margin-top: 4px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-baseLineForm {
|
||
border: none;
|
||
border-radius: 0;
|
||
position: absolute;
|
||
background-size: 16px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
outline: none;
|
||
}
|
||
|
||
.jp-lineFormButtonContainer {
|
||
top: 4px;
|
||
right: 8px;
|
||
height: 24px;
|
||
padding: 0 12px;
|
||
width: 12px;
|
||
}
|
||
|
||
.jp-lineFormButtonIcon {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: var(--jp-brand-color1);
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
padding: 4px 6px;
|
||
}
|
||
|
||
.jp-lineFormButton {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: transparent;
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-lineFormWrapper {
|
||
overflow: hidden;
|
||
padding: 0 8px;
|
||
border: 1px solid var(--jp-border-color0);
|
||
background-color: var(--jp-input-active-background);
|
||
height: 22px;
|
||
}
|
||
|
||
.jp-lineFormWrapperFocusWithin {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-lineFormInput {
|
||
background: transparent;
|
||
width: 200px;
|
||
height: 100%;
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-JSONEditor {
|
||
display: flex;
|
||
flex-direction: column;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-JSONEditor-host {
|
||
flex: 1 1 auto;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-layout-color0);
|
||
min-height: 50px;
|
||
padding: 1px;
|
||
}
|
||
|
||
.jp-JSONEditor.jp-mod-error .jp-JSONEditor-host {
|
||
border-color: red;
|
||
outline-color: red;
|
||
}
|
||
|
||
.jp-JSONEditor-header {
|
||
display: flex;
|
||
flex: 1 0 auto;
|
||
padding: 0 0 0 12px;
|
||
}
|
||
|
||
.jp-JSONEditor-header label {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-JSONEditor-commitButton {
|
||
height: 16px;
|
||
width: 16px;
|
||
background-size: 18px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
}
|
||
|
||
.jp-JSONEditor-host.jp-mod-focused {
|
||
background-color: var(--jp-input-active-background);
|
||
border: 1px solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
.jp-Editor.jp-mod-dropTarget {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-DocumentSearch-input {
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: var(--jp-layout-color0);
|
||
font-family: var(--jp-ui-font-family);
|
||
padding: 2px 1px;
|
||
resize: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay {
|
||
position: absolute;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
border-left: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
top: 0;
|
||
right: 0;
|
||
z-index: 7;
|
||
min-width: 405px;
|
||
padding: 2px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
--jp-private-document-search-button-height: 20px;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button {
|
||
background-color: var(--jp-toolbar-background);
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay-row {
|
||
display: flex;
|
||
align-items: center;
|
||
margin-bottom: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content {
|
||
display: inline-block;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content svg {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper {
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
display: flex;
|
||
background-color: var(--jp-layout-color0);
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper:focus-within {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper {
|
||
all: initial;
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper {
|
||
width: 14px;
|
||
height: 14px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-wrapper {
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper:focus,
|
||
.jp-DocumentSearch-button-wrapper:focus {
|
||
outline: var(--jp-border-width) solid
|
||
var(--jp-cell-editor-active-border-color);
|
||
outline-offset: -1px;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper,
|
||
.jp-DocumentSearch-button-content:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-placeholder {
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button::before {
|
||
display: block;
|
||
padding-top: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off {
|
||
opacity: var(--jp-search-toggle-off-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off:hover {
|
||
opacity: var(--jp-search-toggle-hover-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-on {
|
||
opacity: var(--jp-search-toggle-on-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-index-counter {
|
||
padding-left: 10px;
|
||
padding-right: 10px;
|
||
user-select: none;
|
||
min-width: 35px;
|
||
display: inline-block;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper {
|
||
display: inline-block;
|
||
padding-right: 2px;
|
||
margin-left: auto;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-DocumentSearch-spacer {
|
||
margin-left: auto;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper button {
|
||
outline: 0;
|
||
border: none;
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
vertical-align: middle;
|
||
margin: 1px 5px 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button {
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-options {
|
||
padding: 0 8px;
|
||
margin-left: 3px;
|
||
width: 100%;
|
||
display: grid;
|
||
justify-content: start;
|
||
grid-template-columns: 1fr 1fr;
|
||
align-items: center;
|
||
justify-items: stretch;
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter {
|
||
display: flex;
|
||
align-items: center;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-regex-error {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper {
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
margin: auto 2px;
|
||
padding: 1px 4px;
|
||
height: calc(var(--jp-private-document-search-button-height) + 2px);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper:focus {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button {
|
||
display: inline-block;
|
||
text-align: center;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
color: var(--jp-ui-font-color1);
|
||
|
||
/* height - 2 * (padding of wrapper) */
|
||
line-height: calc(var(--jp-private-document-search-button-height) - 2px);
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-wrapper-class {
|
||
margin-left: 14px;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle {
|
||
border: none;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.cm-editor {
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
border: 0;
|
||
border-radius: 0;
|
||
height: auto;
|
||
|
||
/* Changed to auto to autogrow */
|
||
}
|
||
|
||
.cm-editor pre {
|
||
padding: 0 var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-dialog {
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor {
|
||
cursor: text;
|
||
}
|
||
|
||
/* When zoomed out 67% and 33% on a screen of 1440 width x 900 height */
|
||
@media screen and (min-width: 2138px) and (max-width: 4319px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width1) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
/* When zoomed out less than 33% */
|
||
@media screen and (min-width: 4320px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width2) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
.cm-editor.jp-mod-readOnly .cm-cursor {
|
||
display: none;
|
||
}
|
||
|
||
.jp-CollaboratorCursor {
|
||
border-left: 5px solid transparent;
|
||
border-right: 5px solid transparent;
|
||
border-top: none;
|
||
border-bottom: 3px solid;
|
||
background-clip: content-box;
|
||
margin-left: -5px;
|
||
margin-right: -5px;
|
||
}
|
||
|
||
.cm-searching,
|
||
.cm-searching span {
|
||
/* `.cm-searching span`: we need to override syntax highlighting */
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.cm-searching::selection,
|
||
.cm-searching span::selection {
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching,
|
||
.jp-current-match > .cm-searching span,
|
||
.cm-searching > .jp-current-match,
|
||
.cm-searching > .jp-current-match span {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching::selection,
|
||
.cm-searching > .jp-current-match::selection,
|
||
.jp-current-match > .cm-searching span::selection {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.cm-trailingspace {
|
||
background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAgAAAAFCAYAAAB4ka1VAAAAsElEQVQIHQGlAFr/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7+r3zKmT0/+pk9P/7+r3zAAAAAAAAAAABAAAAAAAAAAA6OPzM+/q9wAAAAAA6OPzMwAAAAAAAAAAAgAAAAAAAAAAGR8NiRQaCgAZIA0AGR8NiQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQyoYJ/SY80UAAAAASUVORK5CYII=);
|
||
background-position: center left;
|
||
background-repeat: repeat-x;
|
||
}
|
||
|
||
.jp-CollaboratorCursor-hover {
|
||
position: absolute;
|
||
z-index: 1;
|
||
transform: translateX(-50%);
|
||
color: white;
|
||
border-radius: 3px;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
text-align: center;
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-CodeMirror-ruler {
|
||
border-left: 1px dashed var(--jp-border-color2);
|
||
}
|
||
|
||
/* Styles for shared cursors (remote cursor locations and selected ranges) */
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret {
|
||
position: relative;
|
||
border-left: 1px solid black;
|
||
margin-left: -1px;
|
||
margin-right: -1px;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret > .cm-ySelectionInfo {
|
||
white-space: nowrap;
|
||
position: absolute;
|
||
top: -1.15em;
|
||
padding-bottom: 0.05em;
|
||
left: -1px;
|
||
font-size: 0.95em;
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: bold;
|
||
line-height: normal;
|
||
user-select: none;
|
||
color: white;
|
||
padding-left: 2px;
|
||
padding-right: 2px;
|
||
z-index: 101;
|
||
transition: opacity 0.3s ease-in-out;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionInfo {
|
||
transition-delay: 0.7s;
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret:hover > .cm-ySelectionInfo {
|
||
opacity: 1;
|
||
transition-delay: 0s;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MimeDocument {
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-filebrowser-button-height: 28px;
|
||
--jp-private-filebrowser-button-width: 48px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser .jp-SidePanel-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar.jp-Toolbar {
|
||
flex-wrap: wrap;
|
||
row-gap: 12px;
|
||
border-bottom: none;
|
||
height: auto;
|
||
margin: 8px 12px 0;
|
||
box-shadow: none;
|
||
padding: 0;
|
||
justify-content: flex-start;
|
||
}
|
||
|
||
.jp-FileBrowser-Panel {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-BreadCrumbs {
|
||
flex: 0 0 auto;
|
||
margin: 8px 12px;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item {
|
||
margin: 0 2px;
|
||
padding: 0 2px;
|
||
border-radius: var(--jp-border-radius);
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:first-child {
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item.jp-mod-dropTarget {
|
||
background-color: var(--jp-brand-color2);
|
||
opacity: 0.7;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Buttons
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
padding-left: 0;
|
||
padding-right: 2px;
|
||
align-items: center;
|
||
height: unset;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item .jp-ToolbarButtonComponent {
|
||
width: 40px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Other styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileDialog.jp-mod-conflict input {
|
||
color: var(--jp-error-color1);
|
||
}
|
||
|
||
.jp-FileDialog .jp-new-name-title {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-LastModified-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileSize-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileBrowser .lm-AccordionPanel > h3:first-child {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| DirListing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-DirListing {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DirListing-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
overflow: hidden;
|
||
border-top: var(--jp-border-width) solid var(--jp-border-color2);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
}
|
||
|
||
.jp-DirListing-headerItem {
|
||
padding: 4px 12px 2px;
|
||
font-weight: 500;
|
||
}
|
||
|
||
.jp-DirListing-headerItem:hover {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-name {
|
||
flex: 1 0 84px;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-modified {
|
||
flex: 0 0 112px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-filesize {
|
||
flex: 0 0 75px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-id-narrow {
|
||
display: none;
|
||
flex: 0 0 5px;
|
||
padding: 4px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
color: var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-narrow {
|
||
display: block;
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-modified,
|
||
.jp-DirListing-narrow .jp-DirListing-itemModified {
|
||
display: none;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-mod-selected {
|
||
font-weight: 600;
|
||
}
|
||
|
||
/* increase specificity to override bundled default */
|
||
.jp-DirListing-content {
|
||
flex: 1 1 auto;
|
||
margin: 0;
|
||
padding: 0;
|
||
list-style-type: none;
|
||
overflow: auto;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-content mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-item.jp-mod-selected mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
/* Style the directory listing content when a user drops a file to upload */
|
||
.jp-DirListing.jp-mod-native-drop .jp-DirListing-content {
|
||
outline: 5px dashed rgba(128, 128, 128, 0.5);
|
||
outline-offset: -10px;
|
||
cursor: copy;
|
||
}
|
||
|
||
.jp-DirListing-item {
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
padding: 4px 12px;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper {
|
||
/* Increases hit area of checkbox. */
|
||
padding: 4px;
|
||
}
|
||
|
||
.jp-DirListing-header
|
||
.jp-DirListing-checkboxWrapper
|
||
+ .jp-DirListing-headerItem {
|
||
padding-left: 4px;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-checkboxWrapper {
|
||
position: relative;
|
||
left: -4px;
|
||
margin: -4px 0 -4px -8px;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper.jp-mod-visible {
|
||
visibility: visible;
|
||
}
|
||
|
||
/* For devices that support hovering, hide checkboxes until hovered, selected...
|
||
*/
|
||
@media (hover: hover) {
|
||
.jp-DirListing-checkboxWrapper {
|
||
visibility: hidden;
|
||
}
|
||
|
||
.jp-DirListing-item:hover .jp-DirListing-checkboxWrapper,
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-checkboxWrapper {
|
||
visibility: visible;
|
||
}
|
||
}
|
||
|
||
.jp-DirListing-item[data-is-dot] {
|
||
opacity: 75%;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-dropTarget {
|
||
background: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-DirListing-item:hover:not(.jp-mod-selected) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-itemIcon {
|
||
flex: 0 0 20px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-DirListing-itemText {
|
||
flex: 1 0 64px;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-itemText:focus {
|
||
outline-width: 2px;
|
||
outline-color: var(--jp-inverse-layout-color1);
|
||
outline-style: solid;
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-itemText:focus {
|
||
outline-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-itemModified {
|
||
flex: 0 0 125px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-itemFileSize {
|
||
flex: 0 0 90px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-editor {
|
||
flex: 1 0 64px;
|
||
outline: none;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon::before {
|
||
color: var(--jp-success-color1);
|
||
content: '\25CF';
|
||
font-size: 8px;
|
||
position: absolute;
|
||
left: -8px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running.jp-mod-selected
|
||
.jp-DirListing-itemIcon::before {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.lm-mod-drag-image,
|
||
.jp-DirListing-item.jp-mod-selected.lm-mod-drag-image {
|
||
font-size: var(--jp-ui-font-size1);
|
||
padding-left: 4px;
|
||
margin-left: 4px;
|
||
width: 160px;
|
||
background-color: var(--jp-ui-inverse-font-color2);
|
||
box-shadow: var(--jp-elevation-z2);
|
||
border-radius: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
transform: translateX(-40%) translateY(-58%);
|
||
}
|
||
|
||
.jp-Document {
|
||
min-width: 120px;
|
||
min-height: 120px;
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Main OutputArea
|
||
| OutputArea has a list of Outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-OutputArea-child {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-OutputPrompt {
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-outprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-OutputArea-prompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
}
|
||
|
||
.jp-OutputArea-output {
|
||
display: table-cell;
|
||
width: 100%;
|
||
height: auto;
|
||
overflow: auto;
|
||
user-select: text;
|
||
-moz-user-select: text;
|
||
-webkit-user-select: text;
|
||
-ms-user-select: text;
|
||
}
|
||
|
||
.jp-OutputArea .jp-RenderedText {
|
||
padding-left: 1ch;
|
||
}
|
||
|
||
/**
|
||
* Prompt overlay.
|
||
*/
|
||
|
||
.jp-OutputArea-promptOverlay {
|
||
position: absolute;
|
||
top: 0;
|
||
width: var(--jp-cell-prompt-width);
|
||
height: 100%;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-OutputArea-promptOverlay:hover {
|
||
background: var(--jp-layout-color2);
|
||
box-shadow: inset 0 0 1px var(--jp-inverse-layout-color0);
|
||
cursor: zoom-out;
|
||
}
|
||
|
||
.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay:hover {
|
||
cursor: zoom-in;
|
||
}
|
||
|
||
/**
|
||
* Isolated output.
|
||
*/
|
||
.jp-OutputArea-output.jp-mod-isolated {
|
||
width: 100%;
|
||
display: block;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/* pre */
|
||
|
||
.jp-OutputArea-output pre {
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
overflow-x: auto;
|
||
overflow-y: auto;
|
||
word-break: break-all;
|
||
word-wrap: break-word;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
/* tables */
|
||
|
||
.jp-OutputArea-output.jp-RenderedHTMLCommon table {
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
}
|
||
|
||
/* description lists */
|
||
|
||
.jp-OutputArea-output dl,
|
||
.jp-OutputArea-output dt,
|
||
.jp-OutputArea-output dd {
|
||
display: block;
|
||
}
|
||
|
||
.jp-OutputArea-output dl {
|
||
width: 100%;
|
||
overflow: hidden;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dt {
|
||
font-weight: bold;
|
||
float: left;
|
||
width: 20%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dd {
|
||
float: left;
|
||
width: 80%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-TrimmedOutputs pre {
|
||
background: var(--jp-layout-color3);
|
||
font-size: calc(var(--jp-code-font-size) * 1.4);
|
||
text-align: center;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
/* Hide the gutter in case of
|
||
* - nested output areas (e.g. in the case of output widgets)
|
||
* - mirrored output areas
|
||
*/
|
||
.jp-OutputArea .jp-OutputArea .jp-OutputArea-prompt {
|
||
display: none;
|
||
}
|
||
|
||
/* Hide empty lines in the output area, for instance due to cleared widgets */
|
||
.jp-OutputArea-prompt:empty {
|
||
padding: 0;
|
||
border: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| executeResult is added to any Output-result for the display of the object
|
||
| returned by a cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea-output.jp-OutputArea-executeResult {
|
||
margin-left: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* Text output with the Out[] prompt needs a top padding to match the
|
||
* alignment of the Out[] prompt itself.
|
||
*/
|
||
.jp-OutputArea-executeResult .jp-RenderedText.jp-OutputArea-output {
|
||
padding-top: var(--jp-code-padding);
|
||
border-top: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| The Stdin output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Stdin-prompt {
|
||
color: var(--jp-content-font-color0);
|
||
padding-right: var(--jp-code-padding);
|
||
vertical-align: baseline;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-Stdin-input {
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
color: inherit;
|
||
background-color: inherit;
|
||
width: 42%;
|
||
min-width: 200px;
|
||
|
||
/* make sure input baseline aligns with prompt */
|
||
vertical-align: baseline;
|
||
|
||
/* padding + margin = 0.5em between prompt and cursor */
|
||
padding: 0 0.25em;
|
||
margin: 0 0.25em;
|
||
flex: 0 0 70%;
|
||
}
|
||
|
||
.jp-Stdin-input::placeholder {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Stdin-input:focus {
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Stdin-input:focus::placeholder {
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output Area View
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea {
|
||
height: 100%;
|
||
display: block;
|
||
}
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea-output:only-child {
|
||
height: 100%;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
@media print {
|
||
.jp-OutputArea-child {
|
||
break-inside: avoid-page;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-OutputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
|
||
.jp-OutputArea-child .jp-OutputArea-output {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
}
|
||
|
||
/* Trimmed outputs warning */
|
||
.jp-TrimmedOutputs > a {
|
||
margin: 10px;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-TrimmedOutputs > a:hover {
|
||
text-decoration: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Table of Contents
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toc-active-width: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents {
|
||
display: flex;
|
||
flex-direction: column;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholder {
|
||
text-align: center;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent {
|
||
color: var(--jp-content-font-color2);
|
||
padding: 8px;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent > h3 {
|
||
margin-bottom: var(--jp-content-heading-margin-bottom);
|
||
}
|
||
|
||
.jp-TableOfContents .jp-SidePanel-content {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-TableOfContents-tree {
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents ol {
|
||
list-style-type: none;
|
||
}
|
||
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-TableOfContents li > ol {
|
||
/* Align left border with triangle icon center */
|
||
padding-left: 11px;
|
||
}
|
||
|
||
.jp-TableOfContents-content {
|
||
/* left margin for the active heading indicator */
|
||
margin: 0 0 0 var(--jp-private-toc-active-width);
|
||
padding: 0;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-tocItem {
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-tocItem-heading {
|
||
display: flex;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-heading:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-tocItem-content {
|
||
display: block;
|
||
padding: 4px 0;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
.jp-tocItem-collapser {
|
||
height: 20px;
|
||
margin: 2px 2px 0;
|
||
padding: 0;
|
||
background: none;
|
||
border: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-collapser:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
/* Active heading indicator */
|
||
|
||
.jp-tocItem-heading::before {
|
||
content: ' ';
|
||
background: transparent;
|
||
width: var(--jp-private-toc-active-width);
|
||
height: 24px;
|
||
position: absolute;
|
||
left: 0;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-tocItem-heading.jp-tocItem-active::before {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-tocItem-heading:hover.jp-tocItem-active::before {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Collapser {
|
||
flex: 0 0 var(--jp-cell-collapser-width);
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
opacity: 1;
|
||
}
|
||
|
||
.jp-Collapser-child {
|
||
display: block;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
|
||
/* height: 100% doesn't work because the height of its parent is computed from content */
|
||
position: absolute;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Hiding collapsers in print mode.
|
||
|
||
Note: input and output wrappers have "display: block" propery in print mode.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Collapser {
|
||
display: none;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Header/Footer
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Hidden by zero height by default */
|
||
.jp-CellHeader,
|
||
.jp-CellFooter {
|
||
height: 0;
|
||
width: 100%;
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Input
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* All input areas */
|
||
.jp-InputArea {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-InputArea-editor {
|
||
display: table-cell;
|
||
overflow: hidden;
|
||
vertical-align: top;
|
||
|
||
/* This is the non-active, default styling */
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-InputArea-editor {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Placeholder {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Placeholder-prompt {
|
||
display: table-cell;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-Placeholder-content {
|
||
display: table-cell;
|
||
padding: 4px 6px;
|
||
border: 1px solid transparent;
|
||
border-radius: 0;
|
||
background: none;
|
||
box-sizing: border-box;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Placeholder-contentContainer {
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Placeholder-content:hover,
|
||
.jp-InputPlaceholder > .jp-Placeholder-content:hover {
|
||
border-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon {
|
||
width: 32px;
|
||
height: 16px;
|
||
border: 1px solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon:hover {
|
||
border: 1px solid var(--jp-border-color1);
|
||
box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.25);
|
||
background-color: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-PlaceholderText {
|
||
white-space: nowrap;
|
||
overflow-x: hidden;
|
||
color: var(--jp-inverse-layout-color3);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-InputPlaceholder > .jp-Placeholder-content {
|
||
border-color: var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Private CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-cell-scrolling-output-offset: 5px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell {
|
||
padding: var(--jp-cell-padding);
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Common input/output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: flex;
|
||
flex-direction: row;
|
||
padding: 0;
|
||
margin: 0;
|
||
|
||
/* Added to reveal the box-shadow on the input and output collapsers. */
|
||
overflow: visible;
|
||
}
|
||
|
||
/* Only input/output areas inside cells */
|
||
.jp-Cell-inputArea,
|
||
.jp-Cell-outputArea {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Collapser
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Make the output collapser disappear when there is not output, but do so
|
||
* in a manner that leaves it in the layout and preserves its width.
|
||
*/
|
||
.jp-Cell.jp-mod-noOutputs .jp-Cell-outputCollapser {
|
||
border: none !important;
|
||
background: transparent !important;
|
||
}
|
||
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputCollapser {
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Put a space between input and output when there IS output */
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputWrapper {
|
||
margin-top: 5px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {
|
||
overflow-y: auto;
|
||
max-height: 24em;
|
||
margin-left: var(--jp-private-cell-scrolling-output-offset);
|
||
resize: vertical;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea[style*='height'] {
|
||
max-height: unset;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea::after {
|
||
content: ' ';
|
||
box-shadow: inset 0 0 6px 2px rgb(0 0 0 / 30%);
|
||
width: 100%;
|
||
height: 100%;
|
||
position: sticky;
|
||
bottom: 0;
|
||
top: 0;
|
||
margin-top: -50%;
|
||
float: left;
|
||
display: block;
|
||
pointer-events: none;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-child {
|
||
padding-top: 6px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {
|
||
width: calc(
|
||
var(--jp-cell-prompt-width) - var(--jp-private-cell-scrolling-output-offset)
|
||
);
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay {
|
||
left: calc(-1 * var(--jp-private-cell-scrolling-output-offset));
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CodeCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| MarkdownCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MarkdownOutput {
|
||
display: table-cell;
|
||
width: 100%;
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
padding-left: var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-MarkdownOutput.jp-RenderedHTMLCommon {
|
||
overflow: auto;
|
||
}
|
||
|
||
/* collapseHeadingButton (show always if hiddenCellsButton is _not_ shown) */
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
font-size: var(--jp-code-font-size);
|
||
position: absolute;
|
||
background-color: transparent;
|
||
background-size: 25px;
|
||
background-repeat: no-repeat;
|
||
background-position-x: center;
|
||
background-position-y: top;
|
||
background-image: var(--jp-icon-caret-down);
|
||
right: 0;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
.jp-collapseHeadingButton.jp-mod-collapsed {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
/*
|
||
set the container font size to match that of content
|
||
so that the nested collapse buttons have the right size
|
||
*/
|
||
.jp-MarkdownCell .jp-InputPrompt {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
/*
|
||
Align collapseHeadingButton with cell top header
|
||
The font sizes are identical to the ones in packages/rendermime/style/base.css
|
||
*/
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='1'] {
|
||
font-size: var(--jp-content-font-size5);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size5));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='2'] {
|
||
font-size: var(--jp-content-font-size4);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size4));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='3'] {
|
||
font-size: var(--jp-content-font-size3);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size3));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='4'] {
|
||
font-size: var(--jp-content-font-size2);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size2));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='5'] {
|
||
font-size: var(--jp-content-font-size1);
|
||
background-position-y: top;
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='6'] {
|
||
font-size: var(--jp-content-font-size0);
|
||
background-position-y: top;
|
||
}
|
||
|
||
/* collapseHeadingButton (show only on (hover,active) if hiddenCellsButton is shown) */
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-collapseHeadingButton {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton
|
||
:is(.jp-MarkdownCell:hover, .jp-mod-active)
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
}
|
||
|
||
/* showHiddenCellsButton (only show if jp-mod-showHiddenCellsButton is set, which
|
||
is a consequence of the showHiddenCellsButton option in Notebook Settings)*/
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton {
|
||
margin-left: calc(var(--jp-cell-prompt-width) + 2 * var(--jp-code-padding));
|
||
margin-top: var(--jp-code-padding);
|
||
border: 1px solid var(--jp-border-color2);
|
||
background-color: var(--jp-border-color3) !important;
|
||
color: var(--jp-content-font-color0) !important;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton:hover {
|
||
background-color: var(--jp-border-color2) !important;
|
||
}
|
||
|
||
.jp-showHiddenCellsButton {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Using block instead of flex to allow the use of the break-inside CSS property for
|
||
cell outputs.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: block;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-notebook-toolbar-padding: 2px 5px 2px 2px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookPanel-toolbar {
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
|
||
/* disable paint containment from lumino 2.0 default strict CSS containment */
|
||
contain: style size !important;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Notebook-toolbarCellType .jp-select-wrapper.jp-mod-focused {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown select {
|
||
height: 24px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 14px;
|
||
border-radius: 0;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown span {
|
||
top: 5px !important;
|
||
}
|
||
|
||
.jp-Toolbar-responsive-popup {
|
||
position: absolute;
|
||
height: fit-content;
|
||
display: flex;
|
||
flex-direction: row;
|
||
flex-wrap: wrap;
|
||
justify-content: flex-end;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
z-index: 1;
|
||
right: 0;
|
||
top: 0;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-responsive-opener {
|
||
margin-left: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-ExecutionIndicator {
|
||
position: relative;
|
||
display: inline-block;
|
||
height: 100%;
|
||
z-index: 9997;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: hidden;
|
||
height: auto;
|
||
width: max-content;
|
||
width: -moz-max-content;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
text-align: justify;
|
||
border-radius: 6px;
|
||
padding: 0 5px;
|
||
position: fixed;
|
||
display: table;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.up {
|
||
transform: translateX(-50%) translateY(-100%) translateY(-32px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.down {
|
||
transform: translateX(calc(-100% + 16px)) translateY(5px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator:hover .jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator span {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
color: var(--jp-ui-font-color1);
|
||
line-height: 24px;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-progress-bar {
|
||
display: flex;
|
||
justify-content: center;
|
||
height: 100%;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*
|
||
* Execution indicator
|
||
*/
|
||
.jp-tocItem-content::after {
|
||
content: '';
|
||
|
||
/* Must be identical to form a circle */
|
||
width: 12px;
|
||
height: 12px;
|
||
background: none;
|
||
border: none;
|
||
position: absolute;
|
||
right: 0;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background: none;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='1']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background-color: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0'],
|
||
.jp-tocItem-content[data-running='1'] {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Notebook-footer {
|
||
height: 27px;
|
||
margin-left: calc(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding)
|
||
);
|
||
width: calc(
|
||
100% -
|
||
(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding) + var(--jp-cell-padding)
|
||
)
|
||
);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
color: var(--jp-ui-font-color3);
|
||
margin-top: 6px;
|
||
background: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
/* For devices that support hovering, hide footer until hover */
|
||
@media (hover: hover) {
|
||
.jp-Notebook-footer {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus,
|
||
.jp-Notebook-footer:hover {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Imports
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-side-by-side-output-size: 1fr;
|
||
--jp-side-by-side-resized-cell: var(--jp-side-by-side-output-size);
|
||
--jp-private-notebook-dragImage-width: 304px;
|
||
--jp-private-notebook-dragImage-height: 36px;
|
||
--jp-private-notebook-selected-color: var(--md-blue-400);
|
||
--jp-private-notebook-active-color: var(--md-green-400);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* stylelint-disable selector-max-class */
|
||
|
||
.jp-NotebookPanel {
|
||
display: block;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-NotebookPanel.jp-Document {
|
||
min-width: 240px;
|
||
min-height: 120px;
|
||
}
|
||
|
||
.jp-Notebook {
|
||
padding: var(--jp-notebook-padding);
|
||
outline: none;
|
||
overflow: auto;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-scrollPastEnd::after {
|
||
display: block;
|
||
content: '';
|
||
min-height: var(--jp-notebook-scroll-padding);
|
||
}
|
||
|
||
.jp-MainAreaWidget-ContainStrict .jp-Notebook * {
|
||
contain: strict;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell {
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell .jp-InputPrompt {
|
||
cursor: move;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook state related styling
|
||
|
|
||
| The notebook and cells each have states, here are the possibilities:
|
||
|
|
||
| - Notebook
|
||
| - Command
|
||
| - Edit
|
||
| - Cell
|
||
| - None
|
||
| - Active (only one can be active)
|
||
| - Selected (the cells actions are applied to)
|
||
| - Multiselected (when multiple selected, the cursor)
|
||
| - No outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Command or edit modes */
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-InputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-OutputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
/* cell is active */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser {
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* cell is dirty */
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt {
|
||
color: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt::before {
|
||
color: var(--jp-warn-color1);
|
||
content: '•';
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-active.jp-mod-dirty .jp-Collapser {
|
||
background: var(--jp-warn-color1);
|
||
}
|
||
|
||
/* collapser is hovered */
|
||
.jp-Notebook .jp-Cell .jp-Collapser:hover {
|
||
box-shadow: var(--jp-elevation-z2);
|
||
background: var(--jp-brand-color1);
|
||
opacity: var(--jp-cell-collapser-not-active-hover-opacity);
|
||
}
|
||
|
||
/* cell is active and collapser is hovered */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser:hover {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/* Command mode */
|
||
|
||
.jp-Notebook.jp-mod-commandMode .jp-Cell.jp-mod-selected {
|
||
background: var(--jp-notebook-multiselected-color);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Cell.jp-mod-active.jp-mod-selected:not(.jp-mod-multiSelected) {
|
||
background: transparent;
|
||
}
|
||
|
||
/* Edit mode */
|
||
|
||
.jp-Notebook.jp-mod-editMode .jp-Cell.jp-mod-active .jp-InputArea-editor {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-cell-editor-active-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook drag and drop
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-cell.jp-mod-dropSource {
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-Notebook-cell.jp-mod-dropTarget,
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Notebook-cell.jp-mod-active.jp-mod-selected.jp-mod-dropTarget {
|
||
border-top-color: var(--jp-private-notebook-selected-color);
|
||
border-top-style: solid;
|
||
border-top-width: 2px;
|
||
}
|
||
|
||
.jp-dragImage {
|
||
display: block;
|
||
flex-direction: row;
|
||
width: var(--jp-private-notebook-dragImage-width);
|
||
height: var(--jp-private-notebook-dragImage-height);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-dragImage-singlePrompt {
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-content {
|
||
flex: 1 1 auto;
|
||
z-index: 2;
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
line-height: var(--jp-code-line-height);
|
||
padding: var(--jp-code-padding);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background-color);
|
||
color: var(--jp-content-font-color3);
|
||
text-align: left;
|
||
margin: 4px 4px 4px 0;
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-prompt {
|
||
flex: 0 0 auto;
|
||
min-width: 36px;
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
padding: var(--jp-code-padding);
|
||
padding-left: 12px;
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: 1.9;
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
.jp-dragImage-multipleBack {
|
||
z-index: -1;
|
||
position: absolute;
|
||
height: 32px;
|
||
width: 300px;
|
||
top: 8px;
|
||
left: 8px;
|
||
background: var(--jp-layout-color2);
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell toolbar
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookTools {
|
||
display: block;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool {
|
||
padding: 12px 0;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-ActiveCellTool-Content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-ActiveCellTool-CellContent {
|
||
background: var(--jp-cell-editor-background);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
min-height: 29px;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-InputPrompt {
|
||
min-width: calc(var(--jp-cell-prompt-width) * 0.75);
|
||
}
|
||
|
||
.jp-ActiveCellTool-CellContent > pre {
|
||
padding: 5px 4px;
|
||
margin: 0;
|
||
white-space: normal;
|
||
}
|
||
|
||
.jp-MetadataEditorTool {
|
||
flex-direction: column;
|
||
padding: 12px 0;
|
||
}
|
||
|
||
.jp-RankedPanel > :not(:first-child) {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-KeySelector select.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
}
|
||
|
||
.jp-KeySelector label,
|
||
.jp-MetadataEditorTool label,
|
||
.jp-NumberSetter label {
|
||
line-height: 1.4;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-select-wrapper {
|
||
margin-top: 4px;
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-NumberSetter input {
|
||
width: 100%;
|
||
margin-top: 4px;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-Collapse {
|
||
margin-top: 16px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Presentation Mode (.jp-mod-presentationMode)
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-mod-presentationMode .jp-Notebook {
|
||
--jp-content-font-size1: var(--jp-content-presentation-font-size1);
|
||
--jp-code-font-size: var(--jp-code-presentation-font-size);
|
||
}
|
||
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-InputPrompt,
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-OutputPrompt {
|
||
flex: 0 0 110px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Side-by-side Mode (.jp-mod-sideBySide)
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-mod-sideBySide.jp-Notebook .jp-Notebook-cell {
|
||
margin-top: 3em;
|
||
margin-bottom: 3em;
|
||
margin-left: 5%;
|
||
margin-right: 5%;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell {
|
||
display: grid;
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-output-size)
|
||
);
|
||
grid-template-rows: auto minmax(0, 1fr) auto;
|
||
grid-template-areas:
|
||
'header header header'
|
||
'input handle output'
|
||
'footer footer footer';
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell.jp-mod-resizedCell {
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-resized-cell)
|
||
);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellHeader {
|
||
grid-area: header;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-inputWrapper {
|
||
grid-area: input;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-outputWrapper {
|
||
/* overwrite the default margin (no vertical separation needed in side by side move */
|
||
margin-top: 0;
|
||
grid-area: output;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellFooter {
|
||
grid-area: footer;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle {
|
||
grid-area: handle;
|
||
user-select: none;
|
||
display: block;
|
||
height: 100%;
|
||
cursor: ew-resize;
|
||
padding: 0 var(--jp-cell-padding);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle::after {
|
||
content: '';
|
||
display: block;
|
||
background: var(--jp-border-color2);
|
||
height: 100%;
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook
|
||
.jp-CodeCell.jp-mod-resizedCell
|
||
.jp-CellResizeHandle::after {
|
||
background: var(--jp-border-color0);
|
||
}
|
||
|
||
.jp-CellResizeHandle {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-Placeholder {
|
||
padding-left: 55px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper {
|
||
background: #fff;
|
||
border: 1px solid;
|
||
border-color: #e5e6e9 #dfe0e4 #d0d1d5;
|
||
border-radius: 4px;
|
||
-webkit-border-radius: 4px;
|
||
margin: 10px 15px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-inner {
|
||
padding: 15px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body {
|
||
background-repeat: repeat;
|
||
background-size: 50% auto;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body div {
|
||
background: #f6f7f8;
|
||
background-image: -webkit-linear-gradient(
|
||
left,
|
||
#f6f7f8 0%,
|
||
#edeef1 20%,
|
||
#f6f7f8 40%,
|
||
#f6f7f8 100%
|
||
);
|
||
background-repeat: no-repeat;
|
||
background-size: 800px 104px;
|
||
height: 104px;
|
||
position: absolute;
|
||
right: 15px;
|
||
left: 15px;
|
||
top: 15px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h1 {
|
||
top: 20px;
|
||
height: 20px;
|
||
left: 15px;
|
||
width: 150px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h2 {
|
||
left: 15px;
|
||
top: 50px;
|
||
height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1,
|
||
div.jp-Cell-Placeholder-content-2,
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
left: 15px;
|
||
right: 15px;
|
||
height: 10px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1 {
|
||
top: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-2 {
|
||
top: 120px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
top: 140px;
|
||
}
|
||
|
||
</style>
|
||
<style type="text/css">
|
||
/*-----------------------------------------------------------------------------
|
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| Copyright (c) Jupyter Development Team.
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| Distributed under the terms of the Modified BSD License.
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|----------------------------------------------------------------------------*/
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/*
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The following CSS variables define the main, public API for styling JupyterLab.
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These variables should be used by all plugins wherever possible. In other
|
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words, plugins should not define custom colors, sizes, etc unless absolutely
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necessary. This enables users to change the visual theme of JupyterLab
|
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by changing these variables.
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Many variables appear in an ordered sequence (0,1,2,3). These sequences
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are designed to work well together, so for example, `--jp-border-color1` should
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be used with `--jp-layout-color1`. The numbers have the following meanings:
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* 0: super-primary, reserved for special emphasis
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* 1: primary, most important under normal situations
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* 2: secondary, next most important under normal situations
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* 3: tertiary, next most important under normal situations
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Throughout JupyterLab, we are mostly following principles from Google's
|
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Material Design when selecting colors. We are not, however, following
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all of MD as it is not optimized for dense, information rich UIs.
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*/
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:root {
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||
/* Elevation
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*
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* We style box-shadows using Material Design's idea of elevation. These particular numbers are taken from here:
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*
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* https://github.com/material-components/material-components-web
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* https://material-components-web.appspot.com/elevation.html
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*/
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--jp-shadow-base-lightness: 0;
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--jp-shadow-umbra-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.2
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);
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--jp-shadow-penumbra-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.14
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);
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--jp-shadow-ambient-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.12
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);
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||
--jp-elevation-z0: none;
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--jp-elevation-z1: 0 2px 1px -1px var(--jp-shadow-umbra-color),
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0 1px 1px 0 var(--jp-shadow-penumbra-color),
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0 1px 3px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z2: 0 3px 1px -2px var(--jp-shadow-umbra-color),
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0 2px 2px 0 var(--jp-shadow-penumbra-color),
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0 1px 5px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z4: 0 2px 4px -1px var(--jp-shadow-umbra-color),
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0 4px 5px 0 var(--jp-shadow-penumbra-color),
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0 1px 10px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z6: 0 3px 5px -1px var(--jp-shadow-umbra-color),
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0 6px 10px 0 var(--jp-shadow-penumbra-color),
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0 1px 18px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z8: 0 5px 5px -3px var(--jp-shadow-umbra-color),
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0 8px 10px 1px var(--jp-shadow-penumbra-color),
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0 3px 14px 2px var(--jp-shadow-ambient-color);
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--jp-elevation-z12: 0 7px 8px -4px var(--jp-shadow-umbra-color),
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0 12px 17px 2px var(--jp-shadow-penumbra-color),
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0 5px 22px 4px var(--jp-shadow-ambient-color);
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--jp-elevation-z16: 0 8px 10px -5px var(--jp-shadow-umbra-color),
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0 16px 24px 2px var(--jp-shadow-penumbra-color),
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0 6px 30px 5px var(--jp-shadow-ambient-color);
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--jp-elevation-z20: 0 10px 13px -6px var(--jp-shadow-umbra-color),
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0 20px 31px 3px var(--jp-shadow-penumbra-color),
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0 8px 38px 7px var(--jp-shadow-ambient-color);
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--jp-elevation-z24: 0 11px 15px -7px var(--jp-shadow-umbra-color),
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0 24px 38px 3px var(--jp-shadow-penumbra-color),
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0 9px 46px 8px var(--jp-shadow-ambient-color);
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|
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/* Borders
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||
*
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* The following variables, specify the visual styling of borders in JupyterLab.
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||
*/
|
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--jp-border-width: 1px;
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--jp-border-color0: var(--md-grey-400);
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--jp-border-color1: var(--md-grey-400);
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--jp-border-color2: var(--md-grey-300);
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--jp-border-color3: var(--md-grey-200);
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--jp-inverse-border-color: var(--md-grey-600);
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--jp-border-radius: 2px;
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|
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/* UI Fonts
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||
*
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* The UI font CSS variables are used for the typography all of the JupyterLab
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* user interface elements that are not directly user generated content.
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||
*
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||
* The font sizing here is done assuming that the body font size of --jp-ui-font-size1
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||
* is applied to a parent element. When children elements, such as headings, are sized
|
||
* in em all things will be computed relative to that body size.
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||
*/
|
||
|
||
--jp-ui-font-scale-factor: 1.2;
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||
--jp-ui-font-size0: 0.83333em;
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||
--jp-ui-font-size1: 13px; /* Base font size */
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||
--jp-ui-font-size2: 1.2em;
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||
--jp-ui-font-size3: 1.44em;
|
||
--jp-ui-font-family: system-ui, -apple-system, blinkmacsystemfont, 'Segoe UI',
|
||
helvetica, arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji',
|
||
'Segoe UI Symbol';
|
||
|
||
/*
|
||
* Use these font colors against the corresponding main layout colors.
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||
* In a light theme, these go from dark to light.
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||
*/
|
||
|
||
/* Defaults use Material Design specification */
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||
--jp-ui-font-color0: rgba(0, 0, 0, 1);
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||
--jp-ui-font-color1: rgba(0, 0, 0, 0.87);
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||
--jp-ui-font-color2: rgba(0, 0, 0, 0.54);
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||
--jp-ui-font-color3: rgba(0, 0, 0, 0.38);
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/*
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||
* Use these against the brand/accent/warn/error colors.
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||
* These will typically go from light to darker, in both a dark and light theme.
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||
*/
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--jp-ui-inverse-font-color0: rgba(255, 255, 255, 1);
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--jp-ui-inverse-font-color1: rgba(255, 255, 255, 1);
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--jp-ui-inverse-font-color2: rgba(255, 255, 255, 0.7);
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||
--jp-ui-inverse-font-color3: rgba(255, 255, 255, 0.5);
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||
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/* Content Fonts
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||
*
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||
* Content font variables are used for typography of user generated content.
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||
*
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||
* The font sizing here is done assuming that the body font size of --jp-content-font-size1
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||
* is applied to a parent element. When children elements, such as headings, are sized
|
||
* in em all things will be computed relative to that body size.
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||
*/
|
||
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||
--jp-content-line-height: 1.6;
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||
--jp-content-font-scale-factor: 1.2;
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||
--jp-content-font-size0: 0.83333em;
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||
--jp-content-font-size1: 14px; /* Base font size */
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||
--jp-content-font-size2: 1.2em;
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||
--jp-content-font-size3: 1.44em;
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||
--jp-content-font-size4: 1.728em;
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||
--jp-content-font-size5: 2.0736em;
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||
|
||
/* This gives a magnification of about 125% in presentation mode over normal. */
|
||
--jp-content-presentation-font-size1: 17px;
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||
--jp-content-heading-line-height: 1;
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||
--jp-content-heading-margin-top: 1.2em;
|
||
--jp-content-heading-margin-bottom: 0.8em;
|
||
--jp-content-heading-font-weight: 500;
|
||
|
||
/* Defaults use Material Design specification */
|
||
--jp-content-font-color0: rgba(0, 0, 0, 1);
|
||
--jp-content-font-color1: rgba(0, 0, 0, 0.87);
|
||
--jp-content-font-color2: rgba(0, 0, 0, 0.54);
|
||
--jp-content-font-color3: rgba(0, 0, 0, 0.38);
|
||
--jp-content-link-color: var(--md-blue-900);
|
||
--jp-content-font-family: system-ui, -apple-system, blinkmacsystemfont,
|
||
'Segoe UI', helvetica, arial, sans-serif, 'Apple Color Emoji',
|
||
'Segoe UI Emoji', 'Segoe UI Symbol';
|
||
|
||
/*
|
||
* Code Fonts
|
||
*
|
||
* Code font variables are used for typography of code and other monospaces content.
|
||
*/
|
||
|
||
--jp-code-font-size: 13px;
|
||
--jp-code-line-height: 1.3077; /* 17px for 13px base */
|
||
--jp-code-padding: 5px; /* 5px for 13px base, codemirror highlighting needs integer px value */
|
||
--jp-code-font-family-default: menlo, consolas, 'DejaVu Sans Mono', monospace;
|
||
--jp-code-font-family: var(--jp-code-font-family-default);
|
||
|
||
/* This gives a magnification of about 125% in presentation mode over normal. */
|
||
--jp-code-presentation-font-size: 16px;
|
||
|
||
/* may need to tweak cursor width if you change font size */
|
||
--jp-code-cursor-width0: 1.4px;
|
||
--jp-code-cursor-width1: 2px;
|
||
--jp-code-cursor-width2: 4px;
|
||
|
||
/* Layout
|
||
*
|
||
* The following are the main layout colors use in JupyterLab. In a light
|
||
* theme these would go from light to dark.
|
||
*/
|
||
|
||
--jp-layout-color0: white;
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||
--jp-layout-color1: white;
|
||
--jp-layout-color2: var(--md-grey-200);
|
||
--jp-layout-color3: var(--md-grey-400);
|
||
--jp-layout-color4: var(--md-grey-600);
|
||
|
||
/* Inverse Layout
|
||
*
|
||
* The following are the inverse layout colors use in JupyterLab. In a light
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||
* theme these would go from dark to light.
|
||
*/
|
||
|
||
--jp-inverse-layout-color0: #111;
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||
--jp-inverse-layout-color1: var(--md-grey-900);
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||
--jp-inverse-layout-color2: var(--md-grey-800);
|
||
--jp-inverse-layout-color3: var(--md-grey-700);
|
||
--jp-inverse-layout-color4: var(--md-grey-600);
|
||
|
||
/* Brand/accent */
|
||
|
||
--jp-brand-color0: var(--md-blue-900);
|
||
--jp-brand-color1: var(--md-blue-700);
|
||
--jp-brand-color2: var(--md-blue-300);
|
||
--jp-brand-color3: var(--md-blue-100);
|
||
--jp-brand-color4: var(--md-blue-50);
|
||
--jp-accent-color0: var(--md-green-900);
|
||
--jp-accent-color1: var(--md-green-700);
|
||
--jp-accent-color2: var(--md-green-300);
|
||
--jp-accent-color3: var(--md-green-100);
|
||
|
||
/* State colors (warn, error, success, info) */
|
||
|
||
--jp-warn-color0: var(--md-orange-900);
|
||
--jp-warn-color1: var(--md-orange-700);
|
||
--jp-warn-color2: var(--md-orange-300);
|
||
--jp-warn-color3: var(--md-orange-100);
|
||
--jp-error-color0: var(--md-red-900);
|
||
--jp-error-color1: var(--md-red-700);
|
||
--jp-error-color2: var(--md-red-300);
|
||
--jp-error-color3: var(--md-red-100);
|
||
--jp-success-color0: var(--md-green-900);
|
||
--jp-success-color1: var(--md-green-700);
|
||
--jp-success-color2: var(--md-green-300);
|
||
--jp-success-color3: var(--md-green-100);
|
||
--jp-info-color0: var(--md-cyan-900);
|
||
--jp-info-color1: var(--md-cyan-700);
|
||
--jp-info-color2: var(--md-cyan-300);
|
||
--jp-info-color3: var(--md-cyan-100);
|
||
|
||
/* Cell specific styles */
|
||
|
||
--jp-cell-padding: 5px;
|
||
--jp-cell-collapser-width: 8px;
|
||
--jp-cell-collapser-min-height: 20px;
|
||
--jp-cell-collapser-not-active-hover-opacity: 0.6;
|
||
--jp-cell-editor-background: var(--md-grey-100);
|
||
--jp-cell-editor-border-color: var(--md-grey-300);
|
||
--jp-cell-editor-box-shadow: inset 0 0 2px var(--md-blue-300);
|
||
--jp-cell-editor-active-background: var(--jp-layout-color0);
|
||
--jp-cell-editor-active-border-color: var(--jp-brand-color1);
|
||
--jp-cell-prompt-width: 64px;
|
||
--jp-cell-prompt-font-family: var(--jp-code-font-family-default);
|
||
--jp-cell-prompt-letter-spacing: 0;
|
||
--jp-cell-prompt-opacity: 1;
|
||
--jp-cell-prompt-not-active-opacity: 0.5;
|
||
--jp-cell-prompt-not-active-font-color: var(--md-grey-700);
|
||
|
||
/* A custom blend of MD grey and blue 600
|
||
* See https://meyerweb.com/eric/tools/color-blend/#546E7A:1E88E5:5:hex */
|
||
--jp-cell-inprompt-font-color: #307fc1;
|
||
|
||
/* A custom blend of MD grey and orange 600
|
||
* https://meyerweb.com/eric/tools/color-blend/#546E7A:F4511E:5:hex */
|
||
--jp-cell-outprompt-font-color: #bf5b3d;
|
||
|
||
/* Notebook specific styles */
|
||
|
||
--jp-notebook-padding: 10px;
|
||
--jp-notebook-select-background: var(--jp-layout-color1);
|
||
--jp-notebook-multiselected-color: var(--md-blue-50);
|
||
|
||
/* The scroll padding is calculated to fill enough space at the bottom of the
|
||
notebook to show one single-line cell (with appropriate padding) at the top
|
||
when the notebook is scrolled all the way to the bottom. We also subtract one
|
||
pixel so that no scrollbar appears if we have just one single-line cell in the
|
||
notebook. This padding is to enable a 'scroll past end' feature in a notebook.
|
||
*/
|
||
--jp-notebook-scroll-padding: calc(
|
||
100% - var(--jp-code-font-size) * var(--jp-code-line-height) -
|
||
var(--jp-code-padding) - var(--jp-cell-padding) - 1px
|
||
);
|
||
|
||
/* Rendermime styles */
|
||
|
||
--jp-rendermime-error-background: #fdd;
|
||
--jp-rendermime-table-row-background: var(--md-grey-100);
|
||
--jp-rendermime-table-row-hover-background: var(--md-light-blue-50);
|
||
|
||
/* Dialog specific styles */
|
||
|
||
--jp-dialog-background: rgba(0, 0, 0, 0.25);
|
||
|
||
/* Console specific styles */
|
||
|
||
--jp-console-padding: 10px;
|
||
|
||
/* Toolbar specific styles */
|
||
|
||
--jp-toolbar-border-color: var(--jp-border-color1);
|
||
--jp-toolbar-micro-height: 8px;
|
||
--jp-toolbar-background: var(--jp-layout-color1);
|
||
--jp-toolbar-box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.24);
|
||
--jp-toolbar-header-margin: 4px 4px 0 4px;
|
||
--jp-toolbar-active-background: var(--md-grey-300);
|
||
|
||
/* Statusbar specific styles */
|
||
|
||
--jp-statusbar-height: 24px;
|
||
|
||
/* Input field styles */
|
||
|
||
--jp-input-box-shadow: inset 0 0 2px var(--md-blue-300);
|
||
--jp-input-active-background: var(--jp-layout-color1);
|
||
--jp-input-hover-background: var(--jp-layout-color1);
|
||
--jp-input-background: var(--md-grey-100);
|
||
--jp-input-border-color: var(--jp-inverse-border-color);
|
||
--jp-input-active-border-color: var(--jp-brand-color1);
|
||
--jp-input-active-box-shadow-color: rgba(19, 124, 189, 0.3);
|
||
|
||
/* General editor styles */
|
||
|
||
--jp-editor-selected-background: #d9d9d9;
|
||
--jp-editor-selected-focused-background: #d7d4f0;
|
||
--jp-editor-cursor-color: var(--jp-ui-font-color0);
|
||
|
||
/* Code mirror specific styles */
|
||
|
||
--jp-mirror-editor-keyword-color: #008000;
|
||
--jp-mirror-editor-atom-color: #88f;
|
||
--jp-mirror-editor-number-color: #080;
|
||
--jp-mirror-editor-def-color: #00f;
|
||
--jp-mirror-editor-variable-color: var(--md-grey-900);
|
||
--jp-mirror-editor-variable-2-color: rgb(0, 54, 109);
|
||
--jp-mirror-editor-variable-3-color: #085;
|
||
--jp-mirror-editor-punctuation-color: #05a;
|
||
--jp-mirror-editor-property-color: #05a;
|
||
--jp-mirror-editor-operator-color: #a2f;
|
||
--jp-mirror-editor-comment-color: #408080;
|
||
--jp-mirror-editor-string-color: #ba2121;
|
||
--jp-mirror-editor-string-2-color: #708;
|
||
--jp-mirror-editor-meta-color: #a2f;
|
||
--jp-mirror-editor-qualifier-color: #555;
|
||
--jp-mirror-editor-builtin-color: #008000;
|
||
--jp-mirror-editor-bracket-color: #997;
|
||
--jp-mirror-editor-tag-color: #170;
|
||
--jp-mirror-editor-attribute-color: #00c;
|
||
--jp-mirror-editor-header-color: blue;
|
||
--jp-mirror-editor-quote-color: #090;
|
||
--jp-mirror-editor-link-color: #00c;
|
||
--jp-mirror-editor-error-color: #f00;
|
||
--jp-mirror-editor-hr-color: #999;
|
||
|
||
/*
|
||
RTC user specific colors.
|
||
These colors are used for the cursor, username in the editor,
|
||
and the icon of the user.
|
||
*/
|
||
|
||
--jp-collaborator-color1: #ffad8e;
|
||
--jp-collaborator-color2: #dac83d;
|
||
--jp-collaborator-color3: #72dd76;
|
||
--jp-collaborator-color4: #00e4d0;
|
||
--jp-collaborator-color5: #45d4ff;
|
||
--jp-collaborator-color6: #e2b1ff;
|
||
--jp-collaborator-color7: #ff9de6;
|
||
|
||
/* Vega extension styles */
|
||
|
||
--jp-vega-background: white;
|
||
|
||
/* Sidebar-related styles */
|
||
|
||
--jp-sidebar-min-width: 250px;
|
||
|
||
/* Search-related styles */
|
||
|
||
--jp-search-toggle-off-opacity: 0.5;
|
||
--jp-search-toggle-hover-opacity: 0.8;
|
||
--jp-search-toggle-on-opacity: 1;
|
||
--jp-search-selected-match-background-color: rgb(245, 200, 0);
|
||
--jp-search-selected-match-color: black;
|
||
--jp-search-unselected-match-background-color: var(
|
||
--jp-inverse-layout-color0
|
||
);
|
||
--jp-search-unselected-match-color: var(--jp-ui-inverse-font-color0);
|
||
|
||
/* Icon colors that work well with light or dark backgrounds */
|
||
--jp-icon-contrast-color0: var(--md-purple-600);
|
||
--jp-icon-contrast-color1: var(--md-green-600);
|
||
--jp-icon-contrast-color2: var(--md-pink-600);
|
||
--jp-icon-contrast-color3: var(--md-blue-600);
|
||
|
||
/* Button colors */
|
||
--jp-accept-color-normal: var(--md-blue-700);
|
||
--jp-accept-color-hover: var(--md-blue-800);
|
||
--jp-accept-color-active: var(--md-blue-900);
|
||
--jp-warn-color-normal: var(--md-red-700);
|
||
--jp-warn-color-hover: var(--md-red-800);
|
||
--jp-warn-color-active: var(--md-red-900);
|
||
--jp-reject-color-normal: var(--md-grey-600);
|
||
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<body class="jp-Notebook" data-jp-theme-light="true" data-jp-theme-name="JupyterLab Light">
|
||
<main>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h1 id="Tutorial:-Building-custom-geometries-with-PINA-DomainInterface-class">Tutorial: Building custom geometries with PINA <code>DomainInterface</code> class<a class="anchor-link" href="#Tutorial:-Building-custom-geometries-with-PINA-DomainInterface-class">¶</a></h1><p><a href="https://colab.research.google.com/github/mathLab/PINA/blob/master/tutorials/tutorial6/tutorial.ipynb"><img alt="Open In Colab" src="https://colab.research.google.com/assets/colab-badge.svg"/></a></p>
|
||
<p>In this tutorial we will show how to use geometries in PINA. Specifically, the tutorial will include how to create geometries and how to visualize them. The topics covered are:</p>
|
||
<ul>
|
||
<li>Creating CartesianDomains and EllipsoidDomains</li>
|
||
<li>Getting the Union and Difference of Geometries</li>
|
||
<li>Sampling points in the domain (and visualize them)</li>
|
||
</ul>
|
||
<p>We import the relevant modules first.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [1]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="c1">## routine needed to run the notebook on Google Colab</span>
|
||
<span class="k">try</span><span class="p">:</span>
|
||
<span class="kn">import</span><span class="w"> </span><span class="nn">google.colab</span>
|
||
|
||
<span class="n">IN_COLAB</span> <span class="o">=</span> <span class="kc">True</span>
|
||
<span class="k">except</span><span class="p">:</span>
|
||
<span class="n">IN_COLAB</span> <span class="o">=</span> <span class="kc">False</span>
|
||
<span class="k">if</span> <span class="n">IN_COLAB</span><span class="p">:</span>
|
||
<span class="o">!</span>pip<span class="w"> </span>install<span class="w"> </span><span class="s2">"pina-mathlab"</span>
|
||
|
||
<span class="kn">import</span><span class="w"> </span><span class="nn">matplotlib.pyplot</span><span class="w"> </span><span class="k">as</span><span class="w"> </span><span class="nn">plt</span>
|
||
|
||
<span class="kn">from</span><span class="w"> </span><span class="nn">pina.domain</span><span class="w"> </span><span class="kn">import</span> <span class="p">(</span>
|
||
<span class="n">EllipsoidDomain</span><span class="p">,</span>
|
||
<span class="n">Difference</span><span class="p">,</span>
|
||
<span class="n">CartesianDomain</span><span class="p">,</span>
|
||
<span class="n">Union</span><span class="p">,</span>
|
||
<span class="n">SimplexDomain</span><span class="p">,</span>
|
||
<span class="n">DomainInterface</span><span class="p">,</span>
|
||
<span class="p">)</span>
|
||
<span class="kn">from</span><span class="w"> </span><span class="nn">pina.label_tensor</span><span class="w"> </span><span class="kn">import</span> <span class="n">LabelTensor</span>
|
||
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">):</span>
|
||
<span class="n">ax</span><span class="o">.</span><span class="n">title</span><span class="o">.</span><span class="n">set_text</span><span class="p">(</span><span class="n">title</span><span class="p">)</span>
|
||
<span class="n">ax</span><span class="o">.</span><span class="n">scatter</span><span class="p">(</span><span class="n">pts</span><span class="o">.</span><span class="n">extract</span><span class="p">(</span><span class="s2">"x"</span><span class="p">),</span> <span class="n">pts</span><span class="o">.</span><span class="n">extract</span><span class="p">(</span><span class="s2">"y"</span><span class="p">),</span> <span class="n">color</span><span class="o">=</span><span class="s2">"blue"</span><span class="p">,</span> <span class="n">alpha</span><span class="o">=</span><span class="mf">0.5</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Built-in-Geometries">Built-in Geometries<a class="anchor-link" href="#Built-in-Geometries">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We will create one cartesian and two ellipsoids. For the sake of simplicity, we show here the 2-dimensional case, but the extension to 3D (and higher) cases is trivial. The geometries allow also the generation of samples belonging to the boundary. So, we will create one ellipsoid with the border and one without.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [2]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cartesian</span> <span class="o">=</span> <span class="n">CartesianDomain</span><span class="p">({</span><span class="s2">"x"</span><span class="p">:</span> <span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">2</span><span class="p">],</span> <span class="s2">"y"</span><span class="p">:</span> <span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">2</span><span class="p">]})</span>
|
||
<span class="n">ellipsoid_no_border</span> <span class="o">=</span> <span class="n">EllipsoidDomain</span><span class="p">({</span><span class="s2">"x"</span><span class="p">:</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">3</span><span class="p">],</span> <span class="s2">"y"</span><span class="p">:</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">3</span><span class="p">]})</span>
|
||
<span class="n">ellipsoid_border</span> <span class="o">=</span> <span class="n">EllipsoidDomain</span><span class="p">(</span>
|
||
<span class="p">{</span><span class="s2">"x"</span><span class="p">:</span> <span class="p">[</span><span class="mi">2</span><span class="p">,</span> <span class="mi">4</span><span class="p">],</span> <span class="s2">"y"</span><span class="p">:</span> <span class="p">[</span><span class="mi">2</span><span class="p">,</span> <span class="mi">4</span><span class="p">]},</span> <span class="n">sample_surface</span><span class="o">=</span><span class="kc">True</span>
|
||
<span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>The <code>{'x': [0, 2], 'y': [0, 2]}</code> are the bounds of the <code>CartesianDomain</code> being created.</p>
|
||
<p>To visualize these shapes, we need to sample points on them. We will use the <code>sample</code> method of the <code>CartesianDomain</code> and <code>EllipsoidDomain</code> classes. This method takes a <code>n</code> argument which is the number of points to sample. It also takes different modes to sample, such as <code>'random'</code>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [3]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cartesian_samples</span> <span class="o">=</span> <span class="n">cartesian</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">ellipsoid_no_border_samples</span> <span class="o">=</span> <span class="n">ellipsoid_no_border</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">ellipsoid_border_samples</span> <span class="o">=</span> <span class="n">ellipsoid_border</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can see the samples of each geometry to see what we are working with.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [4]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Cartesian Samples: </span><span class="si">{</span><span class="n">cartesian_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Ellipsoid No Border Samples: </span><span class="si">{</span><span class="n">ellipsoid_no_border_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Ellipsoid Border Samples: </span><span class="si">{</span><span class="n">ellipsoid_border_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain" tabindex="0">
|
||
<pre>Cartesian Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[0.8480, 0.4547],
|
||
[0.4090, 1.4118],
|
||
[1.7669, 1.3761],
|
||
...,
|
||
[1.8206, 0.0311],
|
||
[0.1684, 1.3259],
|
||
[1.3505, 1.6404]])
|
||
Ellipsoid No Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[2.0822, 1.6856],
|
||
[2.0017, 2.0139],
|
||
[1.4798, 2.7907],
|
||
...,
|
||
[2.3354, 2.1278],
|
||
[1.8428, 2.0760],
|
||
[1.3078, 1.4157]])
|
||
Ellipsoid Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[2.1158, 2.5328],
|
||
[3.8226, 2.4314],
|
||
[3.8672, 3.4980],
|
||
...,
|
||
[2.0651, 3.3549],
|
||
[2.1935, 3.5912],
|
||
[3.3056, 2.0478]])
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>Notice how these are all <code>LabelTensor</code> objects. You can read more about these in the <a href="https://mathlab.github.io/PINA/_rst/label_tensor.html">documentation</a>. At a very high level, they are tensors where each element in a tensor has a label that we can access by doing <code><tensor_name>.labels</code>. We can also access the values of the tensor by doing <code><tensor_name>.extract(['x'])</code>.</p>
|
||
<p>We are now ready to visualize the samples using matplotlib.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [5]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">fig</span><span class="p">,</span> <span class="n">axs</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">3</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">16</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
|
||
<span class="n">pts_list</span> <span class="o">=</span> <span class="p">[</span>
|
||
<span class="n">cartesian_samples</span><span class="p">,</span>
|
||
<span class="n">ellipsoid_no_border_samples</span><span class="p">,</span>
|
||
<span class="n">ellipsoid_border_samples</span><span class="p">,</span>
|
||
<span class="p">]</span>
|
||
<span class="n">title_list</span> <span class="o">=</span> <span class="p">[</span><span class="s2">"Cartesian Domain"</span><span class="p">,</span> <span class="s2">"Ellipsoid Domain"</span><span class="p">,</span> <span class="s2">"Ellipsoid Border Domain"</span><span class="p">]</span>
|
||
<span class="k">for</span> <span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">(</span><span class="n">axs</span><span class="p">,</span> <span class="n">pts_list</span><span class="p">,</span> <span class="n">title_list</span><span class="p">):</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" 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<p>We have now created, sampled, and visualized our first geometries! We can see that the <code>EllipsoidDomain</code> with the border has a border around it. We can also see that the <code>EllipsoidDomain</code> without the border is just the ellipse. We can also see that the <code>CartesianDomain</code> is just a square.</p>
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<h3 id="Simplex-Domain">Simplex Domain<a class="anchor-link" href="#Simplex-Domain">¶</a></h3><p>Among the built-in shapes, we quickly show here the usage of <code>SimplexDomain</code>, which can be used for polygonal domains!</p>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [6]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="kn">import</span><span class="w"> </span><span class="nn">torch</span>
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<span class="n">spatial_domain</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
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<span class="p">[</span>
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<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
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<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
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<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">2</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
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<span class="p">]</span>
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||
<span class="p">)</span>
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<span class="n">spatial_domain2</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
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||
<span class="p">[</span>
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||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mf">0.0</span><span class="p">,</span> <span class="o">-</span><span class="mf">2.0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
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||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="o">-</span><span class="mf">0.5</span><span class="p">,</span> <span class="o">-</span><span class="mf">0.5</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
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<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="o">-</span><span class="mf">2.0</span><span class="p">,</span> <span class="mf">0.0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="p">]</span>
|
||
<span class="p">)</span>
|
||
|
||
<span class="n">pts</span> <span class="o">=</span> <span class="n">spatial_domain2</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">100</span><span class="p">)</span>
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||
<span class="n">fig</span><span class="p">,</span> <span class="n">axs</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">2</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">16</span><span class="p">,</span> <span class="mi">6</span><span class="p">))</span>
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||
<span class="k">for</span> <span class="n">domain</span><span class="p">,</span> <span class="n">ax</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">([</span><span class="n">spatial_domain</span><span class="p">,</span> <span class="n">spatial_domain2</span><span class="p">],</span> <span class="n">axs</span><span class="p">):</span>
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<span class="n">pts</span> <span class="o">=</span> <span class="n">domain</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">1000</span><span class="p">)</span>
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<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="s2">"Simplex Domain"</span><span class="p">)</span>
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</pre></div>
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"/>
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||
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|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Boolean-Operations">Boolean Operations<a class="anchor-link" href="#Boolean-Operations">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
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||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
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<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
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</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
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||
<p>To create complex shapes we can use the boolean operations, for example to merge two default geometries. We need to simply use the <code>Union</code> class: it takes a list of geometries and returns the union of them.</p>
|
||
<p>Let's create three unions. Firstly, it will be a union of <code>cartesian</code> and <code>ellipsoid_no_border</code>. Next, it will be a union of <code>ellipse_no_border</code> and <code>ellipse_border</code>. Lastly, it will be a union of all three geometries.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
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||
<div class="jp-Cell-inputWrapper" tabindex="0">
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||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
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||
</div>
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||
<div class="jp-InputArea jp-Cell-inputArea">
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||
<div class="jp-InputPrompt jp-InputArea-prompt">In [7]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cart_ellipse_nb_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">])</span>
|
||
<span class="n">cart_ellipse_b_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_border</span><span class="p">])</span>
|
||
<span class="n">three_domain_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">,</span> <span class="n">ellipsoid_border</span><span class="p">])</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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||
<div class="jp-Cell-inputWrapper" tabindex="0">
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||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
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|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can of course sample points over the new geometries, by using the <code>sample</code> method as before. We highlight that the available sample strategy here is only <em>random</em>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [8]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">c_e_nb_u_points</span> <span class="o">=</span> <span class="n">cart_ellipse_nb_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">c_e_b_u_points</span> <span class="o">=</span> <span class="n">cart_ellipse_b_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">three_domain_union_points</span> <span class="o">=</span> <span class="n">three_domain_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">3000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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||
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<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
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|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can plot the samples of each of the unions to see what we are working with.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
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||
<div class="jp-Cell-inputWrapper" tabindex="0">
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||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [9]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">fig</span><span class="p">,</span> <span class="n">axs</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">3</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">16</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
|
||
<span class="n">pts_list</span> <span class="o">=</span> <span class="p">[</span><span class="n">c_e_nb_u_points</span><span class="p">,</span> <span class="n">c_e_b_u_points</span><span class="p">,</span> <span class="n">three_domain_union_points</span><span class="p">]</span>
|
||
<span class="n">title_list</span> <span class="o">=</span> <span class="p">[</span>
|
||
<span class="s2">"Cartesian with Ellipsoid No Border Union"</span><span class="p">,</span>
|
||
<span class="s2">"Cartesian with Ellipsoid Border Union"</span><span class="p">,</span>
|
||
<span class="s2">"Three Domain Union"</span><span class="p">,</span>
|
||
<span class="p">]</span>
|
||
<span class="k">for</span> <span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">(</span><span class="n">axs</span><span class="p">,</span> <span class="n">pts_list</span><span class="p">,</span> <span class="n">title_list</span><span class="p">):</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
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||
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||
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||
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|
||
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||
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|
||
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|
||
<img alt="No description has been provided for this image" class="" 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zdu1ABo1113XcD7f/3rXzUA2nfffddgP1588UUNgPbBBx/Uved0OrUBAwbUG+tQqHNds2aNtmvXLs1sNmu33nprQHv+38Pm9DUUDz30UMhrEh8fX+//SJ3bu+++W/deTU2NNn78eC06Orpu3Pfs2aMB0GJjY7XCwsKAOqZPn67ZbDZt7969de9t3bpVM5lMmv/tLzs7WzOZTNoTTzwRcPzmzZs1s9kc8L7633nttdcaPVfFzJkzNbvd3uDnwfcKdU1OPfVUzefz1b1/xx13aCaTSSsrKwvoS6jvQ7hj1qVLF62kpKSu7CeffKIB0D777LOwzk3oWMh8KPOhzIcN09A4Wa1W7a233goou2TJEg2A9vjjjwe8f9FFF2kGg0HbuXNn3XsANKPRqG3ZsiWg7O23364B0FavXl33XmFhoRYXFxcw5hUVFVp8fLx2/fXXBxyfn5+vxcXFBbw/c+ZMDYB2zz33NHquCjUnFxUVhfw8IyMj5LUO57s4c+bMgO9zc8fMYrEEvLdp0yYNgPbyyy+HdW6CIGjaTTfdFLDe9ac5/88NrX3feecdzWg0aj/99FPA+6+99poGQPv55581TWveOjsU/vuVhoiLiwuYZ0eNGqWlpKRoBw8erHtv06ZNmtFo1GbMmFH3nroP3nDDDXXveTweLS0tTTMYDNpTTz1V935paakWGRkZsKbxeDwB46fKde3aVfvjH/8Y8H7wHKvaDi53/vnna126dGnwXBXB+zR/ioqKWtVe7969A85TzVn+17qiokLr27ev1qdPH83r9Wqa1vo1i3BkcdS7IZeXlwMAYmJiwj7G/6muesJ8wgknYPfu3QGuMgAtss4444yw6tU0DR9++CHOPfdcaJqG4uLiup8zzjgDDocD69evB0C3l/379zfbJdC/7xUVFSguLsbkyZPhcrmwbdu2gLLR0dEBT8otFguOO+447N69u9E2Ro8ejejoaPz4448AaDGRlpaGGTNmYP369XC5XNA0DStWrMDkyZOb1f9grrnmmoC4RKq+pvqoePXVV7Fs2bKAn7bMajhjxoyA79ZFF12Ebt264csvvwSAOkuJpUuXNmhOrsreeeedAe//5S9/AYBG44d9+eWX6NatGy666KK696KiouoseJpDv379cNVVV2H+/PnIy8tr87768+GHH2LZsmX45ptv8Oabb2LQoEG48MILsXLlyoC2UlNTcfnll9e9FxERgVtvvRWVlZX44YcfAuq88MILkZycXPfa6/Vi6dKlmD59Onr16lX3fnp6er3/2Y8++gg+nw+XXHJJwP9lamoqBg4cWM+VwGq14pprrgnrXFvKDTfcAIPBUPd68uTJ8Hq92Lt3b4PHNHfMLr30UiQkJAS0AYT//yV0LGQ+lPlQ5sOm8R+nd999FyeddBKuu+46fPTRRwFtmUwm3HrrrfX6qWlavXE94YQTMHTo0Hr9HTduHI477ri695KTk+u5DS9btgxlZWW4/PLLA/5PTCYTjj/++JCubv/3f//XrHNuLi35LjZ3zE499dQ6K2QAGDFiBGJjY2V+EoQ2Jtz/51Br30WLFiE9PR1DhgwJuD+dfPLJAFB3f2ruOrslREdH12VFzsvLw8aNG3H11VcjMTGxrsyIESNw2mmn1c01/lx33XV1f5tMJhx77LHQNA3XXntt3fvx8fEYPHhwwNiYTKa68fP5fCgpKYHH48Gxxx5bt45pij/96U8BrydPnoyDBw/Wrdvampa09+WXX+K4447DpEmT6t6Ljo7GDTfcgOzs7LrwT4rWrlmEI4Oj3g05NjYWAJqVUv3nn3/GQw89hF9++aXegtbhcNQteAGEzCzYEEVFRSgrK8P8+fMbzDRZWFgIALj77rvx7bff4rjjjsOAAQNw+umn4w9/+EODLkyKLVu24P7778d3331X7x8+eGOXlpYWIEYAQEJCAn777bdG2zCZTBg/fjx++uknANwcTZ48GZMmTYLX68WqVavQtWtXlJSUtHpz5C/yqP4BdBkLh+OOO65NAro3xMCBAwNeGwwGDBgwoC5uVt++fXHnnXfi73//O9577z1MnjwZ06ZNq4uJAQB79+6F0Wisl5EyNTUV8fHxjYpDe/fuxYABA+pdx8GDB7fofO6//3688847eOqppzBnzpyQ7bW0r/5MmTIlIMHJRRddhIEDB+KWW27BunXr6toaOHBgvUxc6enpdZ/7E/y/WFRUhKqqqnrXCOD4+C8UduzYAU3TQpYF6gdq79GjR5sG1w++fkDLvvvNHbPW/n8JHQuZDwP77o/Mh63naJkPg8fp8ssvx+jRo3HzzTfjnHPOgcViwd69e9G9e/d6wnu485Mqc/zxx9d7P7i/O3bsAIC6zXcw6v9aYTabkZaW1tDpNZu2nJ+aM2bBbah2ZH4ShLYl3P/nUGvfHTt2IDMzM+BhvT9qHm/uOrslVFZWIiUlBYB+Pwl1/09PT8fSpUvrJX8KHoe4uDjYbLaA/Yp6/+DBgwHvLViwAM8//zy2bduG2trauvfDXRc1dg2C7/HNpbn38Ibaa2jO8r+HDxs2LKw2hI5DpxALu3fvjt9//z2s8rt27cIpp5yCIUOG4O9//zt69uwJi8WCL7/8Ei+88EK9wNPNybikjr3yyisxc+bMkGVUyvf09HRkZWXh888/x9dff40PP/wQ//jHP/Dggw/ikUceCXlsWVkZTjjhBMTGxuLRRx9F//79YbPZsH79etx99931+t5Q5kgtKNB0KCZNmoQnnngC1dXV+Omnn3DfffchPj4ew4YNw08//VQXw621m6PW9PFI4fnnn8fVV1+NTz75BN988w1uvfVWzJ49G6tWrQpY0Ie6mR9q+vXrhyuvvBLz58/HPffc02C5tu5rdHQ0jj/+eHzyySctztzYmuxnPp+vLvlAqO9ccOyw5rRls9ngdruhaVq9cdP+lzE2VHa0Q/HdPxr+v4TwkflQ5sPDTUeaDxVGoxEnnXQS5syZgx07diAjI6PZdbR2fgIYt1AlA/MnOPGK1Wqt98CoIdTcU1VVFfJzl8sl85MgHOWE+78W6j7m8/kwfPhw/P3vfw9ZR8+ePevKNWed3Vz2798Ph8NR70FTcwjVr3DG5t1338XVV1+N6dOn46677kJKSgpMJhNmz56NXbt2tbjt4HZCYbPZGr1/qzJt1V5zkHv40cFRLxYCwDnnnIP58+fjl19+wfjx4xst+9lnn8HtduPTTz8NUMSbax4daqGbnJyMmJgYeL1enHrqqU3WYbfbcemll+LSSy9FTU0NLrjgAjzxxBOYNWtWyH/85cuX4+DBg/joo4/qgq4CwJ49e5rV93CYPHkyampq8P777yM3N7duEzRlypS6zdGgQYOaTPxwJG0IWoJ64q/QNA07d+6s2+Qqhg8fjuHDh+P+++/HypUrMXHiRLz22mt4/PHH0bt3b/h8PuzYsaPu6QzAQLJlZWXo3bt3g+337t0bv//+ez0hKisrq8XndP/99+Pdd98NGeS2NX1tCo/HA4BPBu12O3r37o3ffvsNPp8vYOOj3Aebais5ORmRkZH1rhFQf3z69+8PTdPQt29fDBo0qMXnEIrevXvD4/Fg165d9RYxO3fuhNfrbdW4BbfVmjETjn5kPpT5sL04GudDhf/8pNr69ttvUVFREWAp15x7be/evcOenwAgJSUlrP+V5qD6mZWVVbepV7hcLuzbtw+nn356m7XV2jETBOHIon///ti0aRNOOeWURuew9lxnA3yYAqAuFIr/vS2Ybdu2ISkpqUWGCaFYvHgx+vXrh48++ihgDB566KE2qb8xevfuje+++w5VVVX1xFx17m25x2hoPNuyHeHI4qiPWQgAf/vb32C323HdddehoKCg3ue7du2qc7lUKri/6u1wOPDmm282q0273Y6ysrKA90wmEy688EJ8+OGHIS07ioqK6v4ONm+2WCwYOnQoNE0LMG8Orj+47zU1NfjHP/7RrL6Hw/HHH4+IiAg8/fTTSExMrHvSPnnyZKxatQo//PBDWFYUdru9njtYR+Ltt98OcOlbvHgx8vLy6rJnlpeX120yFMOHD4fRaITb7QYAnH322QCAF198MaCceko3derUBts/++yzceDAASxevLjuPZfL1aBbXzj0798fV155JebNm4f8/Px67bW0r41RUlKClStXIjU1tc6F4Oyzz0Z+fn5A9l+Px4OXX34Z0dHROOGEExqt02Qy4YwzzsCSJUuQk5NT935mZiaWLl0aUPaCCy6AyWTCI488Uu+Jl6Zp9f4fm4P6Lrzyyiv1Pnv11VcDyrSW1o6ZcPQj86HMh+3F0TgfAkBtbS2++eYbWCyWOgHz7LPPhtfrrXdff+GFF2AwGMK6p5999tlYtWoVfv3117r3ioqK8N577wWUO+OMMxAbG4snn3wy5Pfd/3+luZxyyimwWCyYO3duPWvb+fPnw+PxtOn81NoxEwThyOKSSy5Bbm4uXn/99XqfVVVVwel0AmjfdfZ3332Hxx57DH379q2L+dqtWzeMGjUKCxYsCFh//P777/jmm2/q5pq2INR6Y/Xq1fjll1/arI2GOPvss1FbW4t58+YFvO/z+TB37lxYLBaccsopbdbWr7/+GnBeTqcT8+fPR58+ferF5RWODjqFZWH//v2xcOHCupToM2bMwLBhw1BTU4OVK1di0aJFuPrqqwEAp59+OiwWC84991zceOONqKysxOuvv46UlJQGkz6EYsyYMfj222/x97//Hd27d0ffvn1x/PHH46mnnsL333+P448/Htdffz2GDh2KkpISrF+/Ht9++y1KSkrq+pGamoqJEyeia9euyMzMxCuvvIKpU6c2GJx+woQJSEhIwMyZM3HrrbfCYDDgnXfeaRdz36ioKIwZMwarVq3CueeeW/ckZcqUKXA6nXA6nWFtjsaMGYP//Oc/uPPOOzF27FhER0fj3HPPbbN+fvXVV/UC2QMcq379+rW6/sTEREyaNAnXXHMNCgoK8OKLL2LAgAG4/vrrAXACu/nmm3HxxRdj0KBB8Hg8eOedd+o2ygAwcuRIzJw5E/Pnz69znfv111+xYMECTJ8+HSeddFKD7V9//fV45ZVXMGPGDKxbtw7dunXDO++8g6ioqFad13333Yd33nkHWVlZAS5XremrP4sXL0Z0dDQ0TcOBAwfwxhtvoLS0FK+99lrdd+mGG27AvHnzcPXVV2PdunXo06cPFi9ejJ9//hkvvvhiWEkaHnnkEXz99deYPHky/vznP9cJZxkZGQGxyPr374/HH38cs2bNQnZ2NqZPn46YmBjs2bMHH3/8MW644Qb89a9/beYoklGjRuG6666rc2E77bTTADBo/ZdffonrrrsOI0eObFHdwbTFmAlHNzIfynwYjMyHgfiPU2FhIRYuXIgdO3bgnnvuqYvldO655+Kkk07Cfffdh+zsbIwcORLffPMNPvnkE9x+++0BiTka4m9/+xveeecdnHnmmbjttttgt9sxf/78OgtxRWxsLObOnYurrroKxxxzDC677DIkJycjJycHX3zxBSZOnBjyYVQ4pKSk4MEHH8T999+PKVOmYNq0aYiKisLKlSvx/vvv4/TTT2+z72BbjJkgCEcWV111FT744AP86U9/wvfff4+JEyfC6/Vi27Zt+OCDD7B06VIce+yxbbbOVvdnj8eDgoICfPfdd1i2bBl69+6NTz/9NMDT4Nlnn8VZZ52F8ePH49prr0VVVRVefvllxMXF4eGHH26zMTjnnHPw0Ucf4fzzz8fUqVOxZ88evPbaaxg6dGidNXp7ce655+L000/HHXfcgV9//RUTJkyAy+XCp59+ip9//hmPP/54g/Ekm8s999yD999/H2eddRZuvfVWJCYmYsGCBdizZw8+/PDDsMNfCB2M9kixfKSyfft27frrr9f69OmjWSwWLSYmRps4caL28ssva9XV1XXlPv30U23EiBGazWbT+vTpoz399NPav/71Lw2AtmfPnrpyvXv31qZOnRqyrW3btmlTpkzRIiMjNQABqccLCgq0m266SevZs6cWERGhpaamaqeccoo2f/78ujLz5s3TpkyZonXp0kWzWq1a//79tbvuuktzOBx1ZVQaef8+/fzzz9q4ceO0yMhIrXv37trf/vY3benSpRoA7fvvv68r11Cq9ZkzZ2q9e/cOazzvuusuDYD29NNPB7w/YMAADYC2a9eugPdVKnX/flRWVmp/+MMftPj4eA1AXduq7KJFiwLq2LNnjwZAe/PNNxvtmxqbhn78j0dQWvlQ43rCCSdoJ5xwQr1zef/997VZs2ZpKSkpWmRkpDZ16lRt7969deV2796t/fGPf9T69++v2Ww2LTExUTvppJO0b7/9NqC/tbW12iOPPKL17dtXi4iI0Hr27KnNmjUr4HsZqh+apml79+7Vpk2bpkVFRWlJSUnabbfdpn399df1xrqxcVqzZk29z2bOnKkBqPc9CbevoXjooYfqXQu73a6NHz9e++CDD+qVLygo0K655hotKSlJs1gs2vDhw+tde/WdePbZZ0O2+cMPP2hjxozRLBaL1q9fP+21116r60cwH374oTZp0iTNbrdrdrtdGzJkiHbTTTdpWVlZdWUa+t9pDK/Xq82ZM0cbOXKkZrPZNJvNpo0cOVJ76aWXNK/XG1C2oWsS6v8n1PehtWMW/P8gHJ3IfPh9XTmZD/XjZT4MHBubzaaNGjVKmzt3rubz+QLKV1RUaHfccYfWvXt3LSIiQhs4cKD27LPP1isHQLvppptCtvnbb79pJ5xwgmaz2bQePXpojz32mPbGG2/UG3M1zmeccYYWFxen2Ww2rX///trVV1+trV27tq7MzJkzNbvd3uh5huLdd9/Vxo0bp9ntds1qtWpDhgzRHnnkkXpj3pzvYqj/n9aOWe/evQPuH4IgNM5NN90Ucr2rac37f25s7VtTU6M9/fTTWkZGhma1WrWEhARtzJgx2iOPPBIwT2taeOvsUATfny0Wi5aamqqddtpp2pw5c7Ty8vKQx3377bfaxIkTtcjISC02NlY799xzta1btwaUUXuCoqKigPcbup8Gj4XP59OefPJJrXfv3prVatVGjx6tff755yHvgcFzbENth5p7G6K6ulp7+OGHtSFDhmhWq1Wz2+3auHHjtHfffbde2ea0F+p+u2vXLu2iiy7S4uPjNZvNph133HHa559/HlCmtWsW4cjCoGkSZVIQmsvy5ctx0kknYdGiRbjooosOd3cEQRAE4bAg86EgCIIgCMLRh9iLCoIgCIIgCIIgCIIgCIIAQMRCQRAEQRAEQRAEQRAEQRD+h4iFgiAIgiAIgiAIgiAIgiAAACRmoSAIgiAIgiAIgiAIgiAIAMSyUBAEQRAEQRAEQRAEQRCE/yFioSAIgiAIgiAIgiAIgiAIAADz4e5AOPh8Phw4cAAxMTEwGAyHuzuCIAhCA2iahoqKCnTv3h1GozyPCoXMaYIgCB0HmdeaRuY1QRCEjkO481qHEAsPHDiAnj17Hu5uCIIgCGGyb98+pKWlHe5uHJHInCYIgtDxkHmtYWReEwRB6Hg0Na91CLEwJiYGAE8mNjb2MPdGEARBaIjy8nL07Nmz7r4t1EfmNEEQhI6DzGtNI/OaIAhCxyHcea1DiIXKnD02NlYmIEEQhA6AuCE1jMxpgiAIHQ+Z1xpG5jVBEISOR1PzmgTeEARBEARBEARBEARBEAQBgIiFgiAIgiAIgiAIgiAIgiD8DxELBUEQBEEQBEEQBEEQBEEAIGKhIAiCIAiCIAiCIAiCIAj/Q8RCQRAEQRAEQRAEQRAEQRAAiFgoCIIgCIIgCIIgCIIgCML/MDen8Ny5czF37lxkZ2cDADIyMvDggw/irLPOavCYRYsW4YEHHkB2djYGDhyIp59+GmeffXarOi0IwqHF5wNycoCKCiAmBujVCzDKowZBEARBaBE+H7B7N7B8OfDLL0BNDdCtG+fYHTuAzEzAagWioviepgEeD2A2AyNGAH/7Gz8TBEEQhCMBnw/Yvh146y1gyxbOYYmJQJcuQEoKEBkJ/PorUF3NPaXHA7jdwKBBwIknAhdcAFgsh/ssBH+aJRampaXhqaeewsCBA6FpGhYsWIDzzjsPGzZsQEZGRr3yK1euxOWXX47Zs2fjnHPOwcKFCzF9+nSsX78ew4YNa7OTEAShbQglCmZlAR9/DGzbxpu7zQYMGQKcfz4weLCIiMLRw1NPPYVZs2bhtttuw4svvthgOXkIJghCUwSLgdXVnCe7dgUqK4GVK4ENG7hRai4ffwzMng0ccwyFw927gehoYNgwYOBAoLgY6NkTOO882Xh1dmReEwShLfB4gBUrgJ9+AoqKOO/s2MH3R40CzjwTeO89lvF6m1f3998D8+ZRVDzvPKB7d4qOiYmc06qrAZcLGD6c+0+Z1w4dBk3TtNZUkJiYiGeffRbXXnttvc8uvfRSOJ1OfP7553XvjRs3DqNGjcJrr70Wdhvl5eWIi4uDw+FAbGxsa7orCEIDZGbWFwUTE4H8fN70e/YE7HbA6QT27QNMJiA1FSgpqS8ipqcf7rMRDhcd9X69Zs0aXHLJJYiNjcVJJ53U4KZq5cqVmDJlSsBDsKeffrpZD8E66hgJglAfnw/Izga2buXPgQPA3r3Apk1Abi4tBg81BgMtECMjgZNPBp58kpu7oiKKlePG8XMhPDrqPVvmNUEQWoLHA/z4I/Dpp5zXCgs5r1VUNF8IbGssFuDYY4GxYykuTp4MTJokc1pzCfee3eJh9Xq9WLRoEZxOJ8aPHx+yzC+//II777wz4L0zzjgDS5YsabRut9sNt9+j1vLy8pZ2UxCEMMjMBF56SbdGsNtp+bBsGZ/knHkmoO4jsbFAcjLw9dcsd+qptGhwOmklsW8fcOutIhgKHYfKykpcccUVeP311/H44483WnbOnDk488wzcddddwEAHnvsMSxbtgyvvPJKsx6CCYLQsampAV59FfjoI2DzZm6ifL7D3SuiaUBtLX+WLOGPzcYfr5ebrdGjgUsvpetXv37iFXC0IfOaIAjhUFMDfPIJsGcP93y5uZzXSkoOd89CU1NDy/yVK/naYqGL8+DBtN7v0wc491xgyhQRENuCZg/h5s2bMX78eFRXVyM6Ohoff/wxhg4dGrJsfn4+unbtGvBe165dkZ+f32gbs2fPxiOPPNLcrgmC0AJ8PloUFhcDQ4fSIgHgZsNopAVhVhaQlASUlwNVVcCaNXzqVFvL441G/u7ShU+ePvoImDWrbTcfEjdRaC9uuukmTJ06FaeeemqTm6qWPASTB2CC0PFRc1BpKUXCjz8+cjdToaiu5o/i22/5ExHBWIlTpgAnncTfIh52fGReEwShITweim0vvwx88QX3dh2Vmhpg/37+KF58kXvSO+9kfF8RDVtOs4du8ODB2LhxIxwOBxYvXoyZM2fihx9+aFAwbAmzZs0KmLTKy8vRs2fPNqtfEASdnBy6HvfsqQuFAOMoeb1AQgJvwN9+Cxw8SFGxooIiotnMOBNRUZxoPB5uqPLygOOPp9VhWxDKRVpcnoW24N///jfWr1+PNWvWhFW+JQ/B5AGYIHQslDDocFAcXLGCD8lycoCdO2l5f7RQW8vzevdd/litdPG68EK6eYnLcsdD5jVBEILx+Th/Pfkk3YtLSw93j9qXgweB++4DHn+cD8AmTgRuv50WiPIwLHyaPf1bLBYMGDAAADBmzBisWbMGc+bMwbx58+qVTU1NRUFBQcB7BQUFSE1NbbQNq9UKq9Xa3K4JQqehLa3sKioowNntge9brdwgVFczVoXLxac3/paEbjcD3EZEAL178ymO282YTfPnAz16tF7MC+Ui3VqXZ7FSFABg3759uO2227Bs2TLYbLZ2a0cegAlCx8Dn44Oxd94BVq9mzF6n88hxLz4UuN3Azz/zx24H0tKAq68G/vpXEQ07AjKvCYKgULEH334b+O9/A63vOgtVVczMvGUL96YJCXwYduqpkiwlHFo97ft8vgAzdH/Gjx+P//73v7j99tvr3lu2bFmDMQ4FQWiatrayi4lhHU6nHpcQAOLiKP5t2sTJBuCGKSpKFw09Hlof2my0wIiLo3ViQgItL5Ysad0TnIZcpGNj+Xrr1ua3IVaKgmLdunUoLCzEMcccU/ee1+vFjz/+iFdeeQVutxsmkyngmJY8BJMHYIJwZOPzAd98Azz6KLBu3eFJSnIk4nQyDMmsWcCcOZwnL7sMmDBBhMMjFZnXBEGoqQHuvZfiWEXF4e7NkUVpKfDPf/InJobxe//v/4ALLhDhMBTN2sLPmjULP/74I7Kzs7F582bMmjULy5cvxxVXXAEAmDFjBmbNmlVX/rbbbsPXX3+N559/Htu2bcPDDz+MtWvX4uabb27bsxCEToKystuwgTEEBw/m7w0b+H5mZvPr7NWLYtm+fYxTqDAYaBlYU0OX46qqwJuoz8f3VdZFl4viW3k5E6AMGsT+5OS0/HwbcpFW/UtLa14bocavSxe6mD30EC1KOpMFSWfnlFNOwebNm7Fx48a6n2OPPRZXXHEFNm7cWG9DBegPwfyRh2CC0PGorqYAdvbZtIw/91zgl19EKGyI/Hxg7lxaYwweDMybJ/PlkYjMa4LQOfH5gO3bgfPOo2HH88+LUNgUFRW0vLz8cu5dH35Y5rVgmvVcsLCwEDNmzEBeXh7i4uIwYsQILF26FKeddhoAICcnB0Y/854JEyZg4cKFuP/++3Hvvfdi4MCBWLJkCYYNG9a2ZyEInYD2sLIDWPb88ykWbt1KAU65+hYUAPHx/FGCnMlEy0GXi9aDqh8eD1BUBCQmUnyMjqY7cmsmqoZcpBV2O7N2hdNGqPErKqIYWVTEJ007dtA0/cILxcqwMxATE1NvPrLb7ejSpUvd+zNmzECPHj0we/ZsAHwIdsIJJ+D555/H1KlT8e9//xtr167F/PnzD3n/BUFoPh4P8Mc/Av/+N+P1Cc2jtpbhR/70J26srr0WuP9+WukLhx+Z1wShc+HxcD578UVaxgsto7wceOQRYMECPhg7/XQJUQU0Uyx84403Gv18+fLl9d67+OKLcfHFFzerU4IgBOLzMWvVL78wPXwwwVZ2ffo0r/70dMb+U+65ublc+I8aBURG0vrO42FswqgoxjMsLWWgXK+Xgp7BAKSm0pw7OZluyTYbTbxbinKRrqyk1aPbzbaVu7PTGX4bwVaKRUWMSeVysb7ISIqOK1fy/FsSC1E4+pCHYIJwdODzAa+9xth7R0rmR4OBD+BsNlryT5gA9O3LB1eZmZzvoqI4x2ka5+GqKmDvXv4cbivI/HzgiSeAZ56hZcYbb4h7ckdA5jVB6Pj4fHSlffZZYNeuQO+ww0WPHnR/zslhjECrlUYkXbpw/xoZCfz6K/eNFRWc00pKeC5OJw1XDncCsexsehwcdxxDk5x6aucWDQ2adiR8tRqnvLwccXFxcDgciPUPqiYInQAVY++XX4CNG2nll5JC673kZL1cbS0//+MfgTFjGk/a0VCCj+D309K4CVi/njfz/Hy2aTBwUsrM5I0+Ph7o1g045RTWo2m0UjzmGODuu/V+NDexiM/HtPfffstyXi83IsqFuKiofhsNsWkTJ7C0NG7MNm8OPB+fj5mzJk/m73DrFQKR+3XTyBgJwqElMxO49FLe9w81RiPnyOHDOW937Uqr+MRECoVdu/L9Pn3Cn29UVstPPuHv3btpzd+1Kx+C/f67Hmv4UBIZCVx1Fd27jyZLQ7lnN42MkSAcOjZt4gOaloSfai1mM7MLd+1KDzSPh8YlN94InHxyyx4Yqf1haSkNO7ZupUt1YiKTbH711eF5yGexAJMmcT94tImG4d6z5fmfIBzBbNnCFPdFRbo7cEQEkJdHy73jj6fYVVREoTAvD/jXv7iBaChpR1MJPoKtEpWLckUFJ4DCQh5TVaW7IxsMwIABvNlXVDDbVlISMH26fmNtSWKRrCwKei6X7v5sMHBCyc4Gxo4NbKMhMjOBd9/l7x07WFdpKS0hlRt1TQ3Pz2ZrnZWmIAiCcPjx+SiiLVoEvPoqLcbbm8hIzskDB/JhWJ8+wJQp3Gy0pcWd0ci4wHfdVf8zfyFx717GY4yOBmbP5tzcniYCVVUMqP/PfwLTpgH/+Y8EjBcEQWgrPB7guuuAhQsPTRgNk4kPt/r0oefYpEnAiSdSLGxL4cxoZBuqnWBqaoDFiykaVlZyj1ldzQeA27e3n5BYUwN89x3jGo4YATz2GHDmmUeXaNgUIhYKwhHKli3AHXdQMLPbddEMoJl3cTGFN02jJUFBgX6TdbmYxGPfvkB3WpXgo7iY7rgqNmGosgp/F+XVq7n5cjh4bL9+/NE0Wh5u306x7ZhjKOK1pl0VY9Dr5Y05K4vHezzckPl8tGYcPLjxcVRtFxWxfEkJBVeXi2OmXKvLy/l5XBzbDDcWoiAIgnDk4PEA77xDq/i9e9tvExEZyfkuKYkPrqZN49w8btzhdcVtSEi8/npueD77jJufrCyG9mgPfD7GUI6OBu67D3jggc61uRIEQWhLqquB224D3n+//fcmJhONUS67DBg5kuExDnd4CYsF+MMf+OOPeii4fDnjNv76qx66qi3xeOhld+65HJvXXwcyMtq2jSMVEQsF4QgkM5NWAFlZjPMQHc0nSE4nRa3aWgpc+/YBZWUUvVJTeVM3m0MnPQFaniAlPZ3v5+RQKKyo0AW/mBg9ZqB67e9e7PHQ2nHXLtYTE8O2m2rXP8ZgbKweB1HFLQToLtyY9V9wUpOoKI5XeTlFQrebImx0NM9nyJDmxUJsrlu1IAiC0H4sWQL83//xvt4e2GwU4s48kwJhaurhFwfDxWymi9jJJ/N1TQ3w4YcM5L5mDefDtt5g1dYyCcprrzGeYWezyBAEQWgtDzwAPPccBcP2Ii6Oe6BLL+Uc2lHCSBiN9GwbMIAWlx4PsGIFrds//bTthVWfj2HBTjqJnn9//OPRP6d1gOWNIHQulMBVWEgBKzqaNyIVJLa0lNZxSjgzmymopafTwkERnPQECEzw4U84CVKUiTjQuEux/7GZmRQKP/yQ/SwoYB9VvMXG2g3OhGww0A1b4fE0nW1ZCY5RUcDPP1M0dLtZr9tNC0JN45ioxCyaRletY46h+NcQLXGrFgRBENoenw+45RaKUj5f29at5p4zzuAm6kiwsmgLLBbGvLr8cgqHH39Mi8MtW/igsrSUc2RbkJ8PTJ1KN66FCzuPRYYgCEJLqaykFdvWrW1fd5cujDN4yinAhRdSbDsaRC+zmW7SJ57IfeL33wP33MM4vm2ZEKyoiNb6jz5KMfeaa46OdUEojtLTEoSOi79FXUEBn8xbrbR2UzGXVEZgJX7l5dH0+sCBwMQndnugO60S3zQt0EovLq5+2YYI16VYldu1izfQlBRuPILjLTbUrsqE7HTSsjCYcKz/KioouhYW8tzj4vhTU6P3QwXqTUjg61DxFls6BoIgCEL7smULcO21DJPRVlgsnJ8mTOBG6vzzj+7YexYLLUouvZRia3Y257kffqCI2FaZNn/7DTj2WODFF7nROho2p4IgCG3NhRcCH33U9vWmp9NKsTNYeZvNwGmn8Uc9ENuwgQLi2rVt82Bx3z7ghhuYjPPtt7lWONo4yr8mgtDxUBZ13bpRtHI4eEMrLqZwGB2tv46I0C0PXS4KYKtX84kHECioKfEtJ4cm2t9/z/hF33/P1/v2NS2+Bbv1xsYytoVyKS4uphuYx6OXS09nbCevl8JkcjL7quItNiT69epF4VNlxyoooAuxpunWf+npjVv/2e08rqKC7VqtHCubjVaMcXEcQ6eT8RZVFuTGxL5wx6CtrVsEQRCEQD79FDjnnLYTCmNjaT24bBkFsw8+oIB2NAuFwRiNfIA2dSrjPmZl0WKzZ8+2qb+6GvjTn4Bhw5jRUxAEQSA1NTSuaEuh0GhkTN2sLFrYnX320S8UBqMeiD31FNcLGzcyu3Fbze2VlcAFF3BuO9oQy0JBOMJQop7LRbHM4dDdba1WWgNWVfHvvn0pcDkcnGBiYlhu2zaamAe70yYmMri5siY0m3mD272bVgQnnUSRy+cLPZH4Wz025Mq8dSvFtF9+4YQXF0fRMy9Pt3i0WilOqnh/Y8bUF/2MRrosffIJ4ylZrfyJjaVA2q9feJmQVd9CYbFwTO64g5aF4cQdDGcMJJOyIAhC+7JkCRfmhYWtr8tmA+6/H7j77qPXlailGI20nPjjH+lC/OCDTBzTWjIz6QZ3993cwAmCIHRmXngB+Mtf2i52rN0OXHwxMG9e53rgFQ7DhwNLl3L/+/DDDJfVFjEh582jcczrr7e+riOFTqYrC8KRT1oa0LUrn/6YzcBxx1H4q62lUOhy0RquTx+KZklJFNGqqvgTE0Nxce3a0O60yjLP5aJgt2cPyxcWAl9/Ddx+OxfumZn1++YfR1DT9OQqyuKvqopPa155hb/XrGGswJQUxg3cv5835txctvn11+zD8OH1BbrMTOCLLxgrKi1NF0r372d7U6c27errdHIsY2JobVldTSG0upqvY2P5eUIC+9CnT9PiY3AsxWDsdn4umZQFQRDaHpeLWRovuYTzT2s2VlYrcNVVvF/fd58IhY1hNgMzZnAO/+ILYODAtqn36afpmizW+IIgdEZ8PmDKFLqytlYojIigK+wHHzC+/ZtvilDYECo5yrvvMpTXaafpCTRbwz//CVx5Jb3sjgZkWSQIRxAqacb27cDOnYzFlJxMK7biYt54EhP51CIujsfY7RTjVHzD2lpupgYOpNWFEtRycjhxTJ5MU/QdOyhqeb10o42K4rHbt/P9rVv5RGrkSN3azt+Vef9+vU9mM12NS0t57NChbMts1mMDpqTw78pK1mU2Az16UAz84gugf3+9r/6uvscfz+MPHuRniYkUGjdvbtqUPiaG7Xbtqve3ooJtd+tGEVLTms56HFxna2MpCoIgCM3nT3/iE/vWCEsxMcD48XRfvv76jpP18UjBaOTce+aZwDffADNntt66c906egt88YUkPxEEofOQmUkX4Z07W1ePycT90muv0fhBaB7Dh9OA5dtvgVdfZYiu1hh9vPceE4a9+mrHj2MoYqEgHEZ8Pt0Vt6AAWLyYolh8PK0C9+yheLdrFzc08fG0NNy8WU98omn8OyODMYBKSihY3XYbF98KZRE3aBCt+RISdGvE6Gi60LpcPHbnTrrabtpEN6H0dN7sBg+u78ocEUEX6N27eXxGBssVF1McTEqiuFdQwHPo0YPnmJrKLFwGA4XJJUt4nNEYOouxEiWTklhHOK6+Ku7hhg3AxIlAebme1CU2lnU0lfXY/xrFxFBgVHUOHRroihxuJmVBEASheZx+OmMJtoa+fZmc6pxz2qZPnRmjkYJhXh7duJ56imuRlrJ3L2NIzZvHzbMgCMLRzJYtwHnncY/XUsxm3i9nzz56MhofLoxGrjNOPZUxi59/nqKfw9Gy+vLygIsuYgK2+fPbtKuHFBELBeEQEiwOrl5NK7+qKgp0tbV8urFlC4W3/v1p+VdYSFEqIoJ/R0dTFIyNZV1RURSw4uMpzI0dW19EUxZxeXkU61R8w6go3iA9HvavqoqiWloa27RY9Cy/N9/MupQrszKXd7v5YzLxGIOB/SkooOin3KcjI9lmSgpFSDWpBcf5C5XFOCKC45OXRwvGlJSmn/oYjRQ59+1j/WlpdOl2Ovk6nKzHH3/Mc6iu5vgNGcJYivv2UeRMS9OzIYeTSVkQBEEIH4+HD8k2bGh5HUYjE1c9+6y4Grc1RiPw6KOM+XjWWbSmaCn5+cAf/sCskhdc0HZ9FARBOJLYuJFCYU5Oy+sYMoTuxmJJ2LaoJF+vvso4kvffD7z8cstiGvp89IYoK+O16ojIdlYQDhGZmXzy/uCDwF13AX/+M/D++xTWUlMpqFVXM0NxaSndj202ClHdulEYTEpi+S5d9Ph9Fgst8iIiKF41JFYpK7t9+yi6GY28iZlMFP3cbr7WNNZptVKotFj0LL8LFlBonDwZ6N6dwuLBgxTKrFa2UVUV+imMpjWcaCQ4zl9DWYxVNmUltjYUN9Cf9HRuEkePZl/DzXqcmUkLlA0bOKaDB/P3hg10lZo6tfl1CoIgCOHz6ae0gm+NUNi7N7B+PRf9IhS2HxYL8N//ct5sTYwsp5MxKV96qe36JgiCcKRw//3AhAmtEwr/9CcalohQ2L5YLMAzzwD/+Q8NdVrKokXAFVd0zDiGsmwShEOAEp6Ki2mJtm8f3/d6ebMfMIBCWkICE28EC30WCwWy3r35+owzaG23fj2FxRUr6B584onMWhhKrFJWdlu30ppRWQDW1PDmZTTyx2LRRUOzmQKdf5Zfn4+iWJ8+FAWrqymUbdpE4bGmhu/t2MGy6ek873376D6cnMxz3LZNFz8bivPXkLjYXNLTKfb5uxM3lvXYP2aiv6txbCxfb91KV/C//Y2CbTh1NtROuH0SBEHoTMydy0z1bnfLjrfbOefde688wDmU3HILcOONzHL82msts8aorWWw/6Ii4LHH2r6PgiAIh4PrrgPeeKPlx5tMwJw5wE03tV2fhKaZNg1YtYpuygcOtKyOhQuBlSt5/TpSqA0RCwWhnQkWnhwOuhB36UJhrqiIgpES2kwm3a1XBV6vqaFwFxdHd+VPP6WYd/rpFPrKyijYuVzMNOzxBIpPSpTyeJjNsKCAgiHAYxIS+MREJUmJjmb73boFJlLx+VifSu5RW0tRsKiIfcjPp6txYSHPVx2raRQJldtybCw/dzhYJjjOn8piXFSkZy22WDgO5eV8nZzMcuFiNDYe39AfFTOxZ8/6MQkdDl6XNWtYzj8uZCgaEgQbcnE+/3zZ2AqC0LlZt67lQmFkJBOX3HIL78/yAObQY7HQkvPZZ+lO/Nlnza/D62Wm5NGjxSVZEISOz4UXAh991PLjhw3j3CjZjQ8PGRk0fHnoIcaI9HqbX0d2Nr8HL77YcQRfEQsFoY0JFod8vkDhye2maBcRwdexscwQHB1Nkc1s5ufKVFnTKJB160YhsaCAm5+xY3Uhq0sXtvXjj0z/PmAAN0wqvt5vvwWKUkOH0mKwpIQ/qh23m5OQyo48ZIjehtNJ68XUVN7skpPZlstFwa9nTwbpra6m1Z3Px7aKiljXyJG6sBgTQ+Hv4EGKm8Gu0+2Rxbg5qGQw/m7OyhqyuJh9d7n4dMg/43QwjcU8/OIL1tWzJ9uprKSF6MaNtA49+WTZ5AqC0Pl4+WXg9ttblvE4MhJ4910Rl44UzGY+3HzpJV5T9cAwXGprgT/+kaLvqFHt0UNBEIT25/zzmcixJVgsnNcuvrhNuyS0AKOR1u4PPABccgnwySfNr8PjYciq7t07RqZkEQsFoQ0JJQ7Fx1MEVC7EVisX0CqbsXIx7tWLYl1pKW8kBgPrKC+n2DZ4MMU2gH/7W7wVFVG4U3EHU1MpRv7wAzM5paXxiUhUFBOEZGay7bFjKfzt3k0xUCU76dOHolZyMuv3z/I7bRo3cz/+yPZSU3kuVVV0M46J4ZMXp5Pn1r27XldiIsfmwAE98/LYsRQK/QW3tshi3BpUMhhlQVlUxGQ0Shi1Wlluxw5ugkLFKfR3PVeCoNNJ1/ElS2jNOW4cr6MSIouKKN7u2MEMWhdcIFaGgiB0Hu67j0/smysqAZy7nn5ahMIjkVtvBU46idmTm+vC5XAA48fze3H77e3SPUEQhHZjwgTgl19aduyxx/JYibd7ZGGxcC/38ssMdVJZ2bzjfT7g0ksZC/FIFwzlqycIbURD4tC2bRTjunYF+val2JSURNEuOVl3MU5NpZhWXk7BMC+PolVqKusrKqL1YdeugUFWNY1tuFwsW1JCsTExkSKew8H3q6sZV7C4mO87nXzvqqsoEmoaN1sffsj2y8spZJnNgdZ/6ekUslav5s2upES3+BsyhFaOmZnA2rU81wkTaKkI6ILhTz9RWLzxRn4ePAm2Notxa/EXK9PT9fFVrtRFRezPgAHc+CxZQgFXuXxnZzNW0969nOj9LSaVmKriQhYXBwqRNhvF459/pkArCVMEQegMzJnDJGAtEQrN5o7l1tMZGT6cc9999/E6N4fqarql//wzA8ULgiB0BCZObLlQeP31wPz5bdsfoW255RbmC7j4Yj28V7jU1tIl+eWXj+y1i4iFgtAGNJYQ49hj6Za8bh2tC41GClEOB0Wn2lqKYQBfn3IKre1++40LayW0HXMM33/7bd3iDWA9Kj5gba2elMThoJtvSgpFp6IiiohxcbQ61DTG3du5k0JXSgqFPLOZsQe3btVjH06cCNx8sy5ade1KoSw1lWWsVtZbXMzFfGEhLQ3z8jguygowJ4eWdTU1FMX++U+63oaK06eyGCtLzdxcHnPMMfUtEdsaf7Fy7VoKgrGxjMt44ADH2e0Gli2jhWBtLc+tqor9XbuW1zsqiuWGDGG927axzooKjvuyZbwOSog0GPhdcjo5XsXFgUKkIAjC0cjLLzOhRUtcj7t1A5YulayQHQGjkRaC3bsDf/0r1wLNYfFiWid+/XX79E8QBKGtePppJrRoLv37MwOvWMl3DIYP5575nHOAr75q3rGaRov5nj2P3KQnIhYKQhvgnxADoKik3Gbj4oAxY/hkae1aCj8JCXQLXreOApGKH+gvhIVKjAHQ3XjDBl2UVDEQzWaKgyopSWEh34+OplgYHU1BqraW4lRZGYOzer36gv3TT1nnsGHsU0EBRceffmIfbryRfYuJYWyoiAha2AGBrro2G8XHgQP5pGXVKlpXFhay3vHjeT5OJ89l375ACzr/hCyXXcb3nM5DmzFYiZVz5zJjtYqxqOJNVlXxR2V6/vxzlisu5ljb7exvXh7HUZ2X3U4RsbaW18XlolisBGZlaWqz6Rmoc3LCT84iCILQkfj4Y+Avf2mZUDh6NOdVeZjSsbjlFs7lV13FNU5zWLqUyVPuuKN9+iYIgtBaZs1qvgU1wHviv/4lbscdDaMR+PLLll13j4fX/eDBI/O6H4FdEoQjC+VWun07Xw8aROHGf3OiEmJUVemuvkrAS0qiaNavH3+rpB42G3D55cDxx9NSL1gIayh7r7J427qVYpLJxD4WFND6TSUlUbERy8rYN5OJ5+HzsZ9eL0WrLl3Y3+pqHlNTw81XbCwtB81m1v3f//K4iy+m6Ni1K7BnD0VPQHfVTUpifd26UXTMyKAFo8PBp2Vjx+rnGBtL0XPrVt2CLiur4SzBzRXMGspEHC7p6Xzio9yhNY39sdk4nl4vRczSUuDNN+lmnpHBc42IYFvJyTxW1QdwfNxuiroOB3/i4/mZSmYTF8f6c3Obv5kSBEHoCHz6KXD11Xx40lz++EfgjTfavEvCIeK88/gg8uST9URr4fK3v/G4kSPbp2+CIAgt5ZJLWhYu4dpr6XEldFxmz6axzJ13Nu+48nLGsV+7tn361RpELBSERsjMBObNY6IQtZhNTAROOEG3sgMoRLnddMH1d/WtraVlWVERhaTbbqOA1FLxCqjvnltVRfHK4wGOO05PShIXRyFw0yb2o7qaAVlVXD1lUWg0MjBrdTXPLTeXr5UVoqbRErKsDPj+ez3bsttNIe7AAYqWBQXsR3FxYCZlg4HiV1YW+x58vgaDbkH33XeMmRgc9zGU9WE4164h0bE5Lsx9+lDo/f57CoR2u24FaDLxR9MonI4cyc/841KqjNjKClQltYmO5rUzm/l9UElc/MfO6WS/2yvrsyAIwuFiyxbgyiub/zDEYACef14sy44GRo4EFiwA/vxnzvHh4vFwHfbLLxLTVxCEI4frr2+ZUHjBBSIUHi3ccQfXN819mLluHXDqqcC337ZPv1qKiIWC0ACZmcAjj9AqzmSilR1A0fCTT4Bdu4DrruNit3t3Cj8lJRSWlCBmtVI02r2bglmvXuGbGDdmFZeeTis89XlBASen7Gy+jotjO2YzRUFltaGyJatMzGYzXYMjIykcVlby+JoaLtyNRv6YzfwsLo5jYbFQJCwspBC3cyfPPzGRiUtGjdJFS0DP/qziLwZjt9Ml99NPQ8d9DLY+bEpgbSjZTLDoGI7loYoxqdyPvV7dqtDt5ljEx3M8qqp4jMEQGJdSHeNyURRMSKCVaUEB+1VezvFViVVUIhWVgbq9sj4LgiAcDnw+4PTTmy8UGo3A3//OB2/C0cE55zCe84wZwMaN4R/ncABTpnAeFTd0QRAONx991DLBb/p0GkoIRw///CeNbJp7Xf/7X66NvvmmXbrVIkQsFIQQ+Hz8B//9d4pqKvkEQGEoO5vuM9nZFMZUoo/ERApUsbEUkWpqKAQlJrKeVasouDVlVRiOVZy/m7LRSDFu925aEprNbLNvXz3Jhs/HcsraT9MofpWUUEyrrmbfXS5+rmLreb10nfZ6KbxVV3NBr2k8h8JCHlNby+PVOI0aRVNsIFBoC4XTyc/27+c5qf45HLo1Xo8e4cXvayzZjL/o6PNR9A3H8rBnTx6vxtnt5t/R0RSDa2rYTnW1fkxyMl3MN2zQx6+2lsKyEgQHDeL3ad06nt/w4azT4aCoabOxzzk5hy5WoyAIQnvz4IN8wNIcTCbGqrvllvbpk3D4GD4cePddCobr14d/XHEx4xp/8EH79U0QBKEpPJ6WZbQdP557FuHoY/FiWpo2V0Betgy4917gySfbp1/NRcRCQQiBytrr81HcU4KT00k3Xa+X79XWUhTctAnYu5eZj4uL+VNRQdGuWzcKSlu3MjNWZGTjwlSwVVxUFN1Zly9nHbNm6XECASbWePRR9stkYt3R0fzJyqKQ1aePbuFmtdICzuWiUKhpgW6ymsa/XS6emxLuTCY+JfF4+F737izjdPK32UyxrKCAMfz27uVT/0GDKJgOHEgRrEcP3eXWaqUIt38/z/XAAYqURUUU8fxjPyrBtSlLFP9kM+q6KZTL86pVFIJrasJzdx40iDEaKyvZf69XzzoNcFxiY3n+avwACoKnnKJnvR49mu+p+IQAx/WCC/gdycriGLjdrKu2FnjvPQrX6vvib1F6KBO+CIIgtAWbNwPPPtu8Y8xm4D//keyQRzMZGRQML76YLlzhsmgRfy6+uP36JgiC0BhvvQXk5zfvmAkTGL5KOHp5/XV6kzV3zfPMM3yoarO1T7+ag4iFghCCigqKRwAt4gCKQMXFFHCio3VrOouFwlJWFgW7k08OFMNqaoAVK/heSgpFNqeTYuSWLQyEO3Kk7mrqbxVXXKwnTKmtZRtFRXTDysjg8ffeSwtHlVDD5WL/y8r07L1ery4oKZdkn48/JhPFK5dLd6P1+ShWHTzIczAYdIs3m03PgFxczPOrqdFj8Xm97EtFBeP8HTzIxCZXX82NwEcfBVoYmkxMhHLuucDbb1MI27KF/fGP/bh/P/tRUEArhMauXXU1BcBQREXpbuHjx4fn7tynD+MjffYZ61eWo243r6tyqYuM1BPPKAFy61a+X1sL/PgjBb7UVF5vlRDmhht0EXDTJlpJRESwjL+Q+dtvPLakpHVxGAWduXPnYu7cucjOzgYAZGRk4MEHH8RZZ50Vsvxbb72Fa665JuA9q9WKan+zUkEQQuLzMfB3TU34x5jNnPNEKDz6SU/nPDdqFEXlcJkxg/PsOee0W9c6DDKnCcKh5dVXgb/+tXnH3H13y7IlCx2PZ57hvrM5LsleL+fBbdvarVthI2KhIIQgJkYXm1R8P7eb4o7Vyg0PQMHIaqWolZZGqzSHg08RAAqMP/1EcWfwYJZRFnwlJYx7qBbG6elMUKKs4oqLgdWrA0Uzm42fP/kkRcLnn+cNKCKCC2X/DL1lZeynxcK+2Gy6+6yKZeh06haB1dX8TNP4o87dZGL9Ho9uYajERCWYqjHz+SieaZqeuKO6Grj55tCJTVQ7AMW7QYOAf/+b9fi7flssrM9kYoKVk08OrM8/9qDDwWvidFLUCyY/n5/5Wx76uzzHxlLg83d3NhqZ0CY/nxaJDofef7OZGZ7vuYdllft4bi7rKyvjuY0ezTrz8xnjMTcXmDqVQqES+nr1AhYu5EY6IyNQyExOBpYu5XU+7TSKty1N/iLopKWl4amnnsLAgQOhaRoWLFiA8847Dxs2bECGvwmvH7GxscjKyqp7bQg2YRUEISS33NK84N0mE/Diiy1z7xI6JkYjH6ampNBLIRyqqzlH790bflzooxWZ0wTh0DF3LhNaqL1QOIwYceS4mAqHhsWLuXdrzvonKwu46CIeezjp5FOqIBCfj9Z527fz9YABFHe2b6cwlJxMsUzF/XO5+Lt7d91NefhwCkGZmRR67Ha6D+/aRUu8IUNY9+7djFHnduuxAt1uLo43bqTY1qsXLcxcrkDRLDqaZYuKgDffBFau5PsxMbp4prLzqh+TiYtnZf3ncrEO9X6vXhSdfD49O7Jy/VXWHx6P7n7sdPIcrFb2vaaGApYSIKOjOS4GAxf6sbH8/N//5ucXXFDfDTkzk8lNjjuO1oWapicPUXEf7XZa/m3bFijkBcd3tFh4Lbdu5ZgnJdFyUol7+/axrm7deHywy7Max02bAmMjpqcDDz3EJ0Pr13Mc7HZgzBiekxLqlIWgw0FLyogIXfjr04fvV1ezTHIyyysacqHWNE4aKuGMuq4tSf4iBHLuuecGvH7iiScwd+5crFq1qsGNlcFgQKrKeCQIQljcfz/wj38075iffqIFuNC5MJuBefPoeREuBw4wUcDnn7dbtzoEMqcJwqGhpoaW8s0RCi0W7g1krd75WLaM2Y7/+9/wj/nwQ/5ceGH79aspRCwUOj2ZmVyU/vADrf0AxscbPpxCmoojZ7dTpCkvp5CTmkoxSok6kZF0px00iK6yubl0642NZVwKgBufrVsD4+6phCNpaRSrKirYXnFxYLxEgBOT2cyyGzZQjLPZdBET0BNpWCwUpbxeCmMVFRQKPR7WExXF+u12CljKUq2mhkKU3c5zionRhbTISP4oV+eqKj0ZCkCBLzqa56z+1jSKrkoEMxoDY/YBPJ/MTAq0/frplpf+cR+HDKHF5vbt+vgFx3esqmI8wp07ee5btrD/ffvy+KoqWiuoc3C761tvVlbSdfqDD3gt/a310tNp0dlYzECVeCY7m9+DXr30a2gw6OceGVlf+GzIhdrh4DkmJrJ/bnfg90eNX1PJX4TG8Xq9WLRoEZxOJ8Y3olBUVlaid+/e8Pl8OOaYY/Dkk082uAkDALfbDbffRSsvL2/TfgvCkc4nn9AVpzmcdZYIhZ2Ziy+mJcayZeEf88UXwAMPAI891n796ki015wGyLwmCFOnBiY2DIfnnms8lJJwdPPtt8DEibqxTzj8+c/AeecdPqt5EQuFTk1mJvDII3RtNZkoAAIU4X7+mZZaEycydo6K/wdQRDr2WFqGARTE9u8Hxo0D7rqLfyuX2HnzdHfRsjIKU/6WfwDbzs/njaC2Ftixg79VvETVRnk5hbNu3SiIGQwUnaqrWYfBQOFQ0/TMxypeXkwMf/uXiYykCOXzse2oKJZRgmJ8vP66Rw9a6ZWW6vEclUuyEigjIlgGYF8TEihwAboIFpzlWAmWubksl5JCS0xlXajKGAx6zETl8hwc3/Gnn1hPRIQuwrrdFA0LCxnb77rruHFdv56CpL/1pqaxnwMG8DhlrQc0P6lIU7ET1Tn7C8cxMTy/YBdqt1t3A/dPrNJYXUL4bN68GePHj0d1dTWio6Px8ccfY+jQoSHLDh48GP/6178wYsQIOBwOPPfcc5gwYQK2bNmCtLS0kMfMnj0bjzzySHuegiAcsXg8FG+aY33Ru7dYiAnAN99wfs/MDP+YZ58F7rvvyAgMf7ho7zkNkHlN6Ny4XM1zKTUamaDyllvar09Cx+Cnn+iBV1AQXvnCQuCdd4Cg0LKHDBELhU6Lz8dkG7//TvElJUW3ALPZ6J66bx8tGx58kOJcTg4tEJWLrMdDYWf/fopk06dTzFHWXT4fLdT+8x89JqDLxXYsFj1zbnU1LeNUxuKYGLalMhsrV9yoKFrIuVwU1Lp0YfsREXo8RSV6qT5OmMB6lQBpMrEelaSjtJTvm82sRz25UO7MSiAbP55Wfw4Hhc2cHLpZHzjAviUlcQxNJrYXFcW+Dx1KcdVm4zH79wdmOU5KohBps1Gk69qVLsDp6awPCHTdnTiRlnQrVwK//MIymsbNRGGhbhWpBMxu3di/iAgKl+npvA5bt+ou4mq8/MfYYmGd331HMVm5OYebVKQh4U/hdOrCp6JXL9a9YQPHTX0frVaeV2kpy8TFNV2XED6DBw/Gxo0b4XA4sHjxYsycORM//PBDyM3V+PHjAyw0JkyYgPT0dMybNw+PNWDOMmvWLNx55511r8vLy9GzZ8+2PxFBOAJZtYoPZ8IlPZ1uN+KmJQCcq8eNoxdAOLjdXIt9/XW7duuIpr3nNEDmNaFzc9xx4Ze12fgQ4+ab268/QsfBaGQM+tGjA2P3N8a993IePByx6UUsFDotOTmMHej16jHtFAYDBR6Hg8LNVVcBZ57JzyZPDkxiYbMBxxzDxWnwP3FWFuP7qUQi/vEEldWcyqxcU8O6HA7gsssY0yIri+X8XXGTkrh4PvZYCkeff64nN1EWaD4fz2HgQCZP+fZbCmixsRS8kpIopLlcfL+8nD8A+5SeToGvqoqZnIcMoVCo3Gjj42lxd/AgLTBdLtZbUcHjExJYb1ISRS+A7332GT+Pj9ezHB84AOzZw3H997/pZrxrF889MVHPrFxRQSEvKYlZx3btYozH+HiKZPn5PG+bjf1U42E2U1BU1zInh+d38cUUJT0enof/GKsYlZmZwPz5vF49ewZmJm4qqUhDwh+gW6Iec4yeBRvgBHL++azbP6syoFtwDh4cXl1C+FgsFgwYMAAAMGbMGKxZswZz5szBvHnzmjw2IiICo0ePxs6dOxssY7VaYQ02BxWETsK114a/II6J4cM1SdYk+LN8Ob8byrujKZYt4/w+cmS7duuIpb3nNEDmNaHzsngxPZbC5eWX6dUkCIqRI4ErruBePxzy85no7dtvD/2DVBELhU5LRQXjvxkMge6+CotFT+jh796Znq4nsWjMLVW5ydbU0FrO69XrUW7CJhPFs6oqLoKrqigOjRzJxBlPPkkrvbQ0ClkuF0WkpCQm1QB4A9m4UY9baDRSFDSZKER+9RWtIgE9NmHfvhTi1q2jlZ9KZBIRwXZGjqQwl5Wln19wcjw1bsOHA1deycX5tm3shxLqKiuB997jOe7aRXHQZtM3jsqysraWoprTCfTvT/NsFXtQ0yj2DRxIi7oVK3jMqFEUCn0+imulpbogC3C8VebnUNdy5EjWYbEEZrVW51lZSRNxo5HZjpXFps/HscvMZBa022+nJWnw9W9I+Au2RA0+Lj2dImSwIH3aabTkLCpiX8OpS2gZPp8vIBZTY3i9XmzevBlnn312O/dKEDoeL7ygJw4Lh7vvlnhOQn1sNmY7fvXV8Mr7fHT3W75c5kVA5jRBaCs8HuCGG8Ivn5AAXH11u3VH6MC8+Sa9KKqqwiv//fe0SDzrrPbtVzAiFgqdlpgYPQFHbW39OHA1NfzMbq/v3qmSWDSGf2bbggJa/yUkUMSqqeFi1uOhqKbi+EVGUsiLi2P999+vi0Y7dtS3YszMpLiXlUVxy+djG6efTkHzzTcpNnk8FP+sVgpjO3ZQfPN42FZUFDP2OhwUn779lslaJk2ihWFuri7sKfwt2k49lT85OXyav2gRLQ179eL4HTjAOiIjdYvNmhr2pVs39qukhO7IsbEc74QEiqw+H8tMmkTXY+VqnZtLsezgQV6P6mq+b7VynFSCFatVH2P/a9mrF8ewIcs/tcFVlnwqa/L+/RQm3W6KtJmZwEknhXZLbkj4a8gS1f+4UIJ0Vlbjdfl8zY+t2NmZNWsWzjrrLPTq1QsVFRVYuHAhli9fjqVLlwIAZsyYgR49emD27NkAgEcffRTjxo3DgAEDUFZWhmeffRZ79+7FdfLYWBACqKlhsolwSU6mWCgIoXjpJYaB+f338Mr/8gvXMqef3r79OtKQOU0Q2o933uEeIFxee+3wJaYQjmzMZloWNifT8ZVXcj96KPd28vUVOi1paXSt/e03/uP16KELRiqZiNlMC7+WuHeqBBfKfTU/n5uh+HiKZT6f7rprt1Mcs9kYB0O115gV45YtuuXh6NEUIUtL9azHWVksm5FBV2HlhgzwmF9/pVjXpQv7MWgQhcOyMgpggwcDf/sbhcWXXgrPOq5XL2DhQgppGRn6eFosPK66mnEFLRZ9nKqqKHRarbqFo8NBETA5mdeispLiWHExx8/lYr/sdo6Zx6Nnfy4poUgYGRmYbCX4WjZl+RcdTbEyOprjtXo1x1eJspGRLLt3LzcwDbklq2uYna0LkIMGNS02hxKkG/s+ZGbqQmJzYit2dgoLCzFjxgzk5eUhLi4OI0aMwNKlS3HaaacBAHJycmD0m5VLS0tx/fXXIz8/HwkJCRgzZgxWrlzZYPB4QeisvPyyngwrHP7yF9lUCQ1jNDJUydix4VlieDyMN33qqZ3roZnMaYLQPvh8wD33hF8+PR245JL264/Q8bngAuBPf6KoHA4lJcDDDwOPPtqu3QrAoGnhRpJh5quPPvoI27ZtQ2RkJCZMmICnn34ag1W60BC89dZbuCYofYvVakV1M3KNl5eXIy4uDg6HA7GhMgUIQggas7JSwsrq1Qy8XlpKsap7d1rZlZTw+LFjgYceapnYkp0N3HYbBa7iYopkSmRSyTfcbr6OjuZnUVHA2WfT3aaxNrdsAe64g4Kg2axvyKKjWYfbzXM980wKhCtW0IVVZf11ONi/Pn1YVlnuAbpQ53QCzz1HQTWUEJWeXt86Ljubi/OkpMCkHmVldIc+eJDn3a+fnp25oIDjnZwMTJ1KMbCgAPjxRwqZAI/LyOB5d+nC61pSQtHNYOD4Ohy81j4fhcMBA5q+lj4fE5h8+ikFQpOJ1yM9neXffpvt/fYbrSOrqykWRkXp1zA2loJwYiLFyLvvrr8xaW8hLzOTgm5xcWBsxX37eC0ai63Y1sj9umlkjISjHZ+P986ysvDKd+nCB2oiFgpNMW8eN1fhYDZz3TBoUOvalHt208gYCUc7t97Kh2DhYDDQsKEzZ2UXwuekkxg2IxzUPtnf8KYlhHvPbtay7IcffsBNN92EsWPHwuPx4N5778Xpp5+OrVu3wq6i8IcgNjYWWVlZda8NwcHPBKGNaUycAXRhxT8+3p49/ImNpUXZiScyLkVjIktjgqTTqWcLTkujkFdYSCs3TaPYpOL+2e1AaiqPz81l/xoSeDIzgdmzKRTa7Xo2Y01jm3Y7n7qXlrK9uDieu8NBCzl1P6it5UYuMZFjkJXFc6ms5ATncvHJxV13Uajzt2hT/+4VFRQiY2LYjspaHHw7iI3VXa5tNopyRiMF2qQkbhLdbo5nQQH/Npn08zKbOX5msx5r0mrla5uN4l15Oc/ZYuF5lpTwvcTE0NfS/zuirBS6dwfOPRc4+WS+/vVXnl9REdspKdHd1ZWbc5cuFDP79mWdOTmBFoENCXnhJEkJBxUbs7g40J06Npavt24Flizh9etM1hWCIBw+br45fKEQAB55RIRCITyuv54hVsLJjuzxcL305pvt3y9BEI5eqqv5oCJczjtPhEIhfB54IHyx0OEAPvmEiToPBc1amn399dcBr9966y2kpKRg3bp1mDJlSoPHGQwGpKamtqyHgtBMGhNncnJ48/YXVmJjgWnTKDRt2ECLtPvuo/VbY+JKKEFy8GDg+ONpJffuu1T/vV6KVrGxFJEqKigiGo0UK4cN0wWomhoek5sbWuBRwlBhIQUyl4uL4ehofu5ysa2UFJ7j1q08n+Rk9mvbNt0KD6AVXUQERbGiIopzRiPHxetl0pKtW2kteM457H9mJvD++7ypZWdTNIuN5XilprKemBgKpEq4Um7AytXY6+W51NTolnqlpWxPJX5xOvljsVDES0ujy++ePTwuMTEwzqTbzfE8/njGEjz3XAp4yuXXfxwbs8T78EO6pKenU1zeuJF9U9fSbOY4R0RQ6LRYeE1NJv5WVptKVP3oo/YV8vxjY4ZKQpOWFlrEFARBaA+qq5snzqSmAv/3f+3XH+HowmgE3ngDOPZYftea4v33gddfFzFaEISWc9tteqikprBYgP/8p337IxxdTJnCvXthYdNlNY379iNSLAzG8T/FITExsdFylZWV6N27N3w+H4455hg8+eSTyMjIaE3TghCSpqys1qyhUHfiiYHCisFA8enYY2klZjY3LRQGi005OVyULljA+IO5ubRQHDSI//zFxRSQzGY96cngwRSZfv+dn3s8uhXdqlX1BZ6cHLadkMCYfeXlFPzUuVitFLLi4tinwkJadyQkUDBMSuLrrVtpEVdSwptOVZVu7agmw6QkCk25ucBjj1F4MxppAaKyKKv+VlTQOjAigqJdVhatGdPT2a6yFIyN1YVINc6xsfy8oIB979pVd5UuLeXnPXrw2vbowfPWNJ63pvHY8nIKjkOG6Gb/ffvydXCSj+ZY4qWn0yJxxw6eY20ty8bEcHxUHEazmefkdlMkLijg+x4Pxc0RI9pPyFOxMRsy7rbbeQ39M3oLgiC0F2+8EZ6Io1iwQKyeheaRkQGccQatK5rC7WY8zDlz2r9fgiAcfXg8DEsULvfe23oXUaFzYTYD//gHcNFF4ZVftoz72UOxdmqxWOjz+XD77bdj4sSJGDZsWIPlBg8ejH/9618YMWIEHA4HnnvuOUyYMAFbtmxBWlpayGPcbjfcbnfd6/Ly8pZ2U+hkNGVl1aUL49d4PKGPD0dYCSU2FRWx3vJy3d23tpav8/P5xGD4cC5arVZasX39NT/ftEkX+CIidMvDffto6egvIm3aREs3lT25vJzt2Gys12hk/yoqKJYdPEgxKiNDt547cIAWeN260cW2pobte72s12jUMx/bbBTo8vOBt95i2V9/Zf1GI0VIt5uinsrEHBvLjeL27RyjCRPYR6eT1nkTJ3ISdbv5e/Nm1tW9OwU4p1PP0myx8EmLyk5sszEY7K+/6glPIiJ4LkOGsNy33/K9N96goBgcG7C5lngnn8xMVT//TEG5tJTtqXEqL6dlzL59vCYREXoW6L17+V3YvJkCcHJy879vTRETw3FxOgPjRCqcTn4enNFbEAShPVi3LvyykyczAYUgNJdbbw1PLARo6frss7KBFwSh+fz3v+E/AOvViy6lgtBcLrwQGDeOxkJN8fvvnNeuvbb9+9VisfCmm27C77//jhUrVjRabvz48Rg/fnzd6wkTJiA9PR3z5s3DY489FvKY2bNn45FHHmlp14ROTFNWVnFx/O1w6Mkz/AlHWAkWmzSNm6Pdu2mh5/WynIqnV1HBZB3nnUerOdXPiAj9mORkCnb5+fytkp+88AItEzMyKGB98AHFqS5d+FNezj67XFwEm0ysPzVVj1M4aBAt3XJz2Z9jjtGTd0yezHMpLGR7ZjPrsVr1Plit/Fm3jvUoQdFqpajncOhCY2mpft7du7PNn38GRo1ifwA9yYqmUWDbv5/19O3LJCvl5Xq7AAXPG2/ktVNxIVXcxsJCXofUVNazYgXrnTRJz+y8YgWv2W23UTBUCVwiIylwxsUFiobBAp7RyBt4bq6ewVrFMKyq4niZzaw3Pj4wC3RiIn8qKjjOSUmBbTX1fWssJqaiVy+O7YYNgZaSAMdi/35e85Zk9BYEQWgOPh8t+MMhIoLB4sWqUGgJU6bosZKboqICePVVJoYTBEFoDjfdFH7ZV1+VOU1oOc8+SyMV5cnWEF4vLVhnzmz/EBstqv7mm2/G559/jh9//LFB68CGiIiIwOjRo7Fz584Gy8yaNQt33nln3evy8nL07NmzJV0VOhlNWVmZzRRviospTrVEWAkWJPfsoZuqSpJhs9ECz+djPL7YWP7etEm3oHA4aMGWnU1RzeWiKFRTQ/HJaORx2dkUxWbN4hN0FZdv7149bl5tLduqraXoFhlJi7j8fIp0jz9Oa0J/wWnLFp7D4MEUuIqKKKCpJCKAHg8RoHBXUUG35S5d2H+fj+NcW0uRUtP099xu4LjjaJVYWMiYkEOG0MR661a6DOfk8Pzy8lh/fDyvS0qKPtYeD/seF0fLTEVGBuNKqpiR27cDO3fy3IcPp7C3aROPN5nYVmQkcN11dBPOzOQ1i4ykgDdkiG71F0rAS0+nFYPKoL17N8fAbuf3aPBgul737x/4nYqLY705ORxjJSiG831rTgbl446jxemaNRSHo6N5Hvv38/ymT5fFiyAI7c8TT/AeHw5/+QswcmT79kc4ejGbmezkuefCK//Pf/KhocyFgiCES3U1sGtXeGWjooCzz27f/ghHN+PGMfb+L7/oxkcNUVgI/PWvwIsvtm+fmiUWapqGW265BR9//DGWL1+Ovn37NrtBr9eLzZs34+xG/pusVius/pkLBCFMmrKyys1lvMKqKm5o0tJ099yGhJVg6y67XRckY2IoErndemIOgL/tdj1zr8VCq7x9+yjixcQAp5xC677CQgp1VVWsQ1mrde3KPhcWMqZTXh7PLyWFbar2lSWiz0fxC2Dykfh49vO55ygw+Ytt/qJqfDwt8w4e5GcGA0U2dT7l5XQvtlrZxsGDutuyz8c+quMAPW7h6tUUPMvKeJ7jxwNTp9JN+MsvKZypJyeaRgGusBA44QQKXkDjlnfp6XqG5m3bgPnzKZJt3Rro1l1bSxHy448pENpsdCMuKeF45eWxL8cfz+vfkIDn357DoX8flGXDE0/Ut2g1GPh9LC0NFGSbEvLCzaDsLyiWl/M7lpfH705KCs9j+vTWZVsWBEEIh5oa4OmnOS80xYQJfBAmCK3hiSf4ENLlarpsZiYfKqr1hSAIQlM0J/nW+efLwwihdZjNwF13AZdfHt689sYbwDPPtG+IjWaJhTfddBMWLlyITz75BDExMcjPzwcAxMXFIfJ/KsWMGTPQo0cPzP7fKvDRRx/FuHHjMGDAAJSVleHZZ5/F3r17cd1117XxqQgCb9Lnn09BpSEx8IYbWFaJLP7uucHCSkMZjxMT2Ub37nqmX5XEw+PhP61KPFJRwc2Tw8EnBTYbX2/apLvuulw81mTSk6sUF1PI69mT/fD5aDHo81FwMhp1S0SA7VdX83NVz8GDwA8/BApMQH1RddQoWisqAcztZv8rKvikLDqaVoK//caxNJn0zMleb6C4qATAsjIeFx9P4Uplo7ZaKU6azey/3U6BVFkv/vADj0lO1oU7ZYUZ7I5rNOoZpk0mnqfLpbs6A6y3a1fGDdy2DfjDH/h69Wpeu5gY/t64kSJicnKggBeOK3B2dsMWrcnJFGrV2KnYiw0JeeEmYPH5gFde0QXF3r0pTGdlcdxnzKApuyxcBEE4FPznP7zHNUVqKvDee+3fH+Hox2IBnnqK65um0DR6WjQnUYEgCJ0Xj6d5c9Vrr7VfX4TOw7Rp3L99/nnTZSsrgY8+Ai67rP360yyxcO7cuQCAE088MeD9N998E1dffTUAICcnB0a/3WlpaSmuv/565OfnIyEhAWPGjMHKlSsxdOjQ1vVcEBrA32W0MTFQWYkFi0BKHNq0CVi0iAKcSljhdFJUUsJeZiYnE7tdfwJgNvO1waBnJ05OZrmuXYHRoynmVFQwnl91NYU5u12vF6CIGB3NY/Lz2Tfl4ms2UyRTrseVlRSsjEaei9dLcam0lOUBPcOvEtmCRdVJkyjUlZbSIi8xkRaF0dF0tbVa+bq4WDeNVlaFKpOyynRsMrGO6mr2U0UrUNmolQVkjx4cn9xcCodRURyXX3/lcUpoe+aZxt1xlRVndjaFxupq9sNs1hPKKMrLWe/xx7NOdT55eUy+cs01er2ZmbwJr1vHMY6OBsaMYZIVf5GvKYtWl4sZri6/XLcIDSU6AuElYNm6lZaRwYJiXBzjUW7dyrE++eQG/00EQRDalHBdYaKjJYaq0HbccgtFwMLCpst+8gnXTO0d40kQhI7Pjz82HTtOERvLuU0Q2oK//CU8sRDg3v2IEQs1pQw0wvLlywNev/DCC3jhhRea1SlBaC3+LqMNWYQpqzR/lCVhZiZFwfJyxqHr2pUTQWws6167lrH7+vShW4vZzB+vl0KY2cwFqculvx8Tw4DcBgOtDIuLWbaykuKW1UqBzeulwGezUWjKzOTTcxWrsHt3vX5VZs8e9j8hQReOIiP1eIRWKwUkleFXjZG/qKppjH1XVkaxLyqKguHQoXpClAkTeO75+Szj8+nJSgD+XVvLc6ip4fFDhuh96tKFImx0ND8zGCj09ejB8XA6WWd+PoWuKVOAL75o3B0XAD78UI9/WFDAa2uxcDwjI9kf9VqJp8nJ7M/+/bwepaUU8/yFwkceYcYpJYSqrMybNwMPPaSXDcei9YILgH79mv7uNpWkx25nH8rKgIEDw8voLAiC0J54PJxHwiE+XiyehbZl2DDgu++aLldeDqxcybWFIAhCY/zpT+GXnTGj/fohdD4mTeJeubKy6bL79rVvX+TZmnDUEkoMDIW/JeEHH1BMUhlyu3ShcFVeTks0gBuiAweYJGT0aApdXi8wYgSFtMpK3SUZ0GPnDR5MkScnh2VUHDuAx5eVUVyKjKQICNCNeOVKCoS9erHO3FzeQEpKKF6WlOjCoclEl97oaAqEBgPLlJeznMrwqwgWVe12jofKPzRoEMfQPyGKigv4+++6+7TbzeOsVv7tL875ExdHwa26OvAzu53iZHk5xyYtjcLdV1817o47fz7P9+BBiol79gQmXDEaed7K2hPQsywXFemWhVVVHMOFCzmOAwcyI9XPP7N8UhLPp7aW1+nXX9n288/rm95wLVqboqkkPU6nbgHbmKDon9FZEAShPVmxIrz4OgBw5pnt2xeh8zF2bHhiIcB1hYiFgiA0RmUl45yHi8TgFdoSs5mC4ddfN1023AQ8Le5L+1YvCEc2DVkSKmvA+HiKN0VFdEVV1oKxsboQV1VF6zGDgbGY9u3jeyoeX9++FG42b9ZdXqOidIHNaGR7FgtfK6s8lbQkOZlC5IEDFMHS0vhZfj5/EhIowjmd/FHilhLXLBYKZspFuSF27+aGLz9ft2xU7r7+AlZyMhfaPXtSHPW35IuN5WurlSKjy0XhTPXHbGZ/y8p4jkoUVbjdjG+Ylsa2GnPH7dGDiVy6dQOOPZZ9t9t1y0GPh6KkynKshM3YWF7P1av1a1lTw3b37KE1YWQk3ZXUNfR6eQ52O8sdOMC2s7MDrQXDsWhtimCXZoCWj243xzg3l+3k5TUuKDaUGEYQBKGteeON8MoZDMCsWe3bF6Hzcc01TK4TDm+8wcQoYt0qCEJD3Hdf+GVHjBAXZKHtmTEjPLFw2zbuZ6Oi2qcfIhYKnRKfj0+h58/n06PUVL6vLAmLiyk21dZS+IqNpTAUE0NxqqJCj3tz/PGsIyeHG6GEBApLkZEUp/bv5+cGAxenkZG0KlQx9ZSLq93OtgoK9IQfKSkU5lJSaCm3dSv/vvVWio8rVtAKsLSUdSsRzd/izO3mT3o6hSj/hB0FBRTNfv2VloIeD4W6ESPYT+Xue/PN9WPyKZFs6VKOk8HAY1JS+L7dzvMrLqbYFRdHoeu002ixt38/+2q1UpQrL+eNzm7n9di0ieJdbCzPPVgw9Hgogg4bxmMPHuT5FRToYiegC6kREby+a9awP5WV/Ky8nG2OHMl2li7lNamtZdtGo24tqsY2IYHtbN9e37U4XIvWhvB3aV61im2Xl+vXMTWVE8jvvzccI7GhjM6CIAhtjccDfPNNeGXHjGm/Ba3QeRk4kOFiCgqaLltUxLl7yJD275cgCB2TtWvDL7toUfv1Q+i8XHgh10vheG1MmdK872xzELFQ6HRkZjLG3YcfUshKSKDQVFXFv5UlocdDC7iUFApsVVUUl/bto0hltfIfMzub/8gGA3DKKRSplMCoLPXMZgo+0dG6CKmsCJV1obKqKyvj5926sT4lvqlYdNu2sfx55wHnnsv2X3yRlpGVlXq2YouFdebmUuSaOZOZcpWbbGEhrQkjIljWYqEVXmkpBbXjj6cQtWULsGABMH48/96yRY8fqGk8PiUFyMigkFVTQ/GxqIhjWVPD8c3NpYh6443AqacCjz2mJ24xmzm2Fgvf27eP41VWxuvVsyct9lJTdRdxh4PjEh/P8/R4KAZGROjxD6urWYdy2/V4KJTm5fH6WK0c5yFD2LcVK/QMz2rM1Vi6XOxbv371hcumCM6onJZGQa8h68P0dGDqVODRR3VLTauV1yc6mm5UU6c2HiPRP6OzIAhCe7FiBefEcHj22fbti9A5MRqBa68FnnwyvPL/+hcTpwmCIIQi3DA+iYnAgAHt2xehc2KxMBzYxo1Nl12/vv2sC0UsFDoVmZnASy8xUYjbzViARiPFpdJS3WpMZRI2myl6KaGpuJhCnsVCQcZkogik4gfabHy6DVCkOniQQpraSKlsxkog9PlYl/pMZfOz2xkPUQmFiuBYdEYjxav/+z+e1+7duiXawYO8cSQmAjfcwPIvvcRzSEvTA6K63RTB0tLYf4uFYtratbxJHTjAm9CWLRyPqiq2Y7VyTJSbdN++ej9VpuEDB9gHp5MxhVTsvvR0nvuzz9J6sLpajxsIcCzT0nTrQYeDsUN69OD7gwfz/BIT2SeTib9rawPjH5aWsp/KpfyYY3hdli2jFeSIEbr4V1rK/tpsFDitVj2wrMejC8aaxvYSEzk+4XznlEBbXc3xrqpi+1Zr6OzOPh/w228UEceP1/sTF8fPt26lZenNN9NdujUxEgVBEFrDTz/p9+7G6NqVMXgEoT144AHGDQsjFyN+/LH9+yMIQsfE4+GaOhyuuEIezAvtx/jx4YmFmsYHYA8/3PZ9ELFQ6DT4fBRtiospwuzdSwHGaKRo6HBQJIuPp2BmNtNarrCQYozKUmw285+yqIjHmkx6wg4l/Gka26mspPgYEcHfyv1YlVFxBC0WiluJiRSGIiJ012h/GopF559cQ2XBLSzkuXTvzvh6//kPRbFx43iuJSW0xKutZdnycvajuJhiZF4eXXVUcpAePWjVlpPDPlx8MTB8OJOCbNoU6CqsMg2vXUv3oNtu45jv30+Rq6AA+PJLbh4HDeIYrl1Ll2oVV9Dp5Pj5fLoVZl4exzo7m3EKBw1inenpFG/z8vQYhSrJjMHA8+rWjeNrMlGEdbkYFFZZ5GVlcXFgMLA9s1m3GFXJWmpqeA1NJuDEE5t2N1bitMrm7HIxYU1JCfsycWKgu/ett/JccnL4nevVK3RMQpXt+PLLgXvu4Xhs387PVFIaQRCEQ0FpaXjlxo3jfVUQ2gObjXPfnj1Nl83N1R/aCoIg+PPjj+Fby59+evv2Rejc3HwzMHdueGV/+619+iDLNqHToASYnj11MUjFJDQYKCbt30/rsuhoLiKjoijqjB3LBCcOB49TmYe9XgpAtbUUkgA9y+6BAxSJSkr05B9eL8Wpmho95qHFwtfx8br4qAQzf5qKRaeSa6hYjHa7nr34wAGKYXFx7JOylIyIYL0Wi56NWb2uqtLLVVRQpOvenQLqli2MO9inDzeA+/eHdoft3Rv4059Y16xZuuh64ADrVfEYy8pYRiV5ycujeOnx6JaBKrmMwcBjuncH/vhHBjVftYrjp6wDAR6naawvOlqPT6SsDoqL+ZObS1HS4+F18Pn0DM9eL8dIiZWaxmuvvheN4S9Oq0QlmzaxnX79+P727bS0UdmdlyzhNVPjHU62Y3/X8urqQEvF1iZbEQRBaIpwrAoBzl2C0J6cdhrXP01RUVE/QZkgCAIAfP55eOViY/X1vSC0B0OGcP8Wjlu8MkZqa0QsFDoN/gKM0RhoiWYw6IkwVPIKlSW3Xz8KU5s2hRZaVFy72lrWt3s3Ra24OP4uKmI9FRUUoJTgpQSoykrdHfXgQSbaiI+n5VhLYtH9+itFrbFjAzMi2+3s47ZtTAriL5ZGR7PvUVE8byWUxcRwI2g0Upzq25ciV16e7prcpQuFsx499NiE/u6wu3YFxt4zGlkuKop9Pf54joUSW1UCGOXurQRUQHfFTUlhvW+/rVtBKqtEJeZGRfGzPn10l9wVKziOykIR0K+dintoMuk3ZiU2RkTws8hIWkoOGsRzyMlp2IrPX5w2GCiIFhez/0Yjx1klf4mP160Fs7P5XlUVhc+0tPoxEpWFaUGBHntTxZF0Ommp+NtvtE4tKakvIoqLsiAIbYHPF35wd/UgRxDai2HDwitXWcn5WcRCQRCCycsLr1zXruLJI7QvRiNw1lnABx80Xdbtbp8+iFgoHFUEJ5Lwt6SKiaFg4nRSqBkyhKJMURFfK1GoSxeKQePG0VU5L48JP4qLKRZZLLq4pEQfZbG3di3Fpvh43eJQWbKppCYmE38rAcjppBBVVcX2u3cHLriAYk9zY9EFC1QKq5V1m0zsJxAolkZG8j1NY1+qq3m8EhOTk3ncnj20gKuspCinxMx9+zhuM2Zw8lRjv2ULcP/9bKdbN45VWZnuIlxaqouXFgvb9HopHGqaLiAqjEa2U1hI0a+6mscOH8429u1jX2fO5BjPn0/rxpoaZn12ufijErpUVPBHjZUaI9W+pulWjSYTX5eWsh2rtfEnPcHWgUqMjIjga9W+urnb7RQLX3yRbWRn8zvQvz+vuXKvVhamo0fTolJZLqpziI1l2a+/Zp2nnkoxWImI/u7OgiAIrWH7dsa8DYf2euotCIqRI3Wvj8bwejmPCoIgBJOdHV65qCjx1hHaHxU/vylWrtS9FtsSEQuFo4bgRBLBllS9evH1hg0UV5KT9UQcRUW0wEpOBiZPpgD1wQcUpXr2pGDz2296zMLUVIo+yo24qIgilqZRDCsq0oUmJQ4pwclgoHjjv5iNiaGw07Ur3W+/+IJxCv7wh+a5kDbkvhoXR3EwN1cXw/zFUpdLTwyiBLCICL5OTaUwtn8/8MsvFBBTUliuspJC45AhdNP+9FPgoot4rj/+CLzwAjeTNhvFPIeDYlZkpO66XVTE9rp1o7WeilNoMOgCmM/H314vx0C5dqen6+7aPXtSvNy6lX256y5aP65fz/IuF8fx4EH2x+3mNSsr47WKi9PjTxqNvA7+gdKNRva5uJhlrFZa9mVkhBaog8VpqzXQmrOmhq+tVtafk0OrVKOR4zlpEl29t29nmxMmcNyUhelxx9GyMlgY1jS6JqvvmkrIotwl/N2dZZEjCEJr+Ne/wi87YkT79UMQAM6TiYn6uqIxNmxo//4IgtDxqKo63D0QBJ3gPAUNUVFBD7oTT2zb9kUsFDocoawHs7ICE0n4u2P6W1Kdfz5fq/h6CQm0Stu+nQLNDTdQsPvLX1in3U5ByG7Xk244nRSfUlMpQB08SBEnJoaCWGwsxUCA4pyy1IuNpVCkRByfj69jYjgxpaQAo0ZRpMvMBBYsAJ58koJOTg6t9JoSDYMFKoXBQHEoN5d9P3iQ7rQZGRTWTCY9cUrv3nq25LIynuP27fytkrIcOEAhccMG3fLO7eZTjQ8+0OML1tSw7YgI/lRWslxEhG6dWVXFcunptFDZsYN9VtmiFSrpzIEDPKZvX1pwAuyXw8H6YmJ4fffv5/XesoUuy4mJ7JfHwz5bLBSHXS7Wp8ZUtamENtUXFd/R5WKZ7t0Z12T1an5XQsUL9BenlWCbl8ff5eUUSOPiWN/69RQOjz1Wt1idPJnfhV27KByOGqVbmKrvVbAw7HDw/yAxUR9v/++BcnduzIVaEAQhHNauDa+cwQBcf3379kUQzGbOveGIhQcPtn9/BEHoeIRz/wB0ryxBaE8mTmSS0nBYvlzEQqGTE8p6cNAgPVlFsDtmsCWVf9ZgfxffyZMpwADA449T/OnShaJfbS1FM2UJFhFBi8OyMoo6kZEUkSIi2HZyMuusrORrm00XxCIjKTIePKgnE/H5KBKlpbHd4mKW37mTf8fGNh13TgmoDgfFzj17KASqsVBJV5S13Jo1HMt+/ZhRd+xYCl87d+piVVIS8M03rFdZSCphEGB/VCxGpzMwy7NKjuL1sg9VVTxOCaZWK8W6ykqOscnE+pOSKAa63boLt8HA8nY76ysp0UU1g0E/t+JiHuP1su1vvgGuuw645BJahSpxTSU8SU2l4KmsGR0O3fVZuSArjEZdTHS7+dOtGzM6DxjAaxJKoA4WpwcOZH9376aYN3Agr0lWFtsdN46v3W5dHB00iN9FlwuYNo2vIyN14XPvXoreAOsoL+c42GyBlosK/+QogiAIrSE4VERDdO/Oe5IgtDcZGbSuaIqmkpQJgtD5qK6mkUg4nHpq+/ZFEAA+aL399kADmob4/fe2b1/EQqHDkJkZ2npw5UqKXOPH108EEcqSSmUNDrZOBICnnqKYY7frGZGVUJWfT8HG46GQFB1NYdDrpbhTXMz3Cgspenk8+j+20cgycXG0hlNWdkYjRSsVP8fjYZmYGL7+5hu2P2kS+xzKWjJYQHW7ab1WWEgrQZ8P2LxZd7MeP55i0r597O/06Vxc9+zJ8VWJVeLiOD7K9dds1uM0KuFw/36OjXJtBvTkKOrcNY3tKSEvLo5/JySwv5GRnJgjIxmHLzKS4tiaNXqW4qoqinlKfIyN5XtFRXosQouFv8vLWe9TT1GkO+ccWuQp8W3NGl3oBXTLvKqq+m7P6tqpWIpK/NU0jm9VFb87yoozWKC+++5Acbq6mhaR3bqxnpIS/lai4b59TKTjdOoxKqKj2W5FBc8vOVm3yNy3j3WofkdH89qUlrJs//4cb39UcpRwzdoFQRAaItz7yPDh7dsPQVCkpLRtOUEQOg/z5oUfX/eUU9q3L4IAcM/Wq1d4sTQdjrZvX8RCoUPg81FwCWU92KsXLceUGBgsGIaypDIa67tgZmfryUEKCnQLOKeTxyvMZopFbjfFqoEDKXytXMmyNTW0jjMa9biFSnyKjdWzJ2sa+6aSiphMembmqirdxVTFC+zTp74Y5fMBr7wSKKDm5PDz0lKKqC4X2x4yBBgzhm0osXPrVgqEf/oTz+Hmm4FPPuE4bNtGIUol/VCWfko0A3iuUVHsv8GgW7v5W+X543bzOphMLNenD0W9Hj246fT5gIcfpth6+ul0kVZuyZGRepZjsxn46SfdjVhd4+pq9i8xkeP/7bccyy5dKILW1vIalZbSojA2Vs9GXV2tu1n7o2nsm8rkrGkU9kpLOYbB1jL+AnV2Nvs9dSowZQrriYvj5/v386ZeUUFX6U8/5XlFRenfI4OBZZSbd34+Nzh79vDaKAHXP6BtQoKeyCVYQFfJUY45RhfIBUEQWooKBdFW5QShtSxf3rblBEHoPHzzTXjloqNpyCEIh4KBA8MTC4M1kLZAwtsLHYKGsvwCupVUfn5oRT1cSyqVHKRbN4pVDgcFlwMHdBdgn4+iTGIi3UETEnQBRrmwms0UlVRsPJWow2hkGw4HfyIjWd5k4jFxcXqcvJIS9ik5mYJWcXHgucXEMIbdnDkULIcO1d2Vt2yhwBcfT5fkhAROauXlbL+wkC46X39NK8X33gMuuwy47TYKheedx6zG6jxiYnR3aXUuysVYnbMSC32+hoVCRVWVbjGYmMhYfWYzhcM+fShqquzKUVEsM2QILSsTE2mZd8opPD4ri+d64ACtBVWMvqoq/q6pYV0qg/H27ayzb1/+Li7mMSYTxz8lhcKjEgyVOKji/ikXa6uVwmNqan3LPYB1FBYys/GDDwJPPMHMzF98wePNZv7+4gs+xXz5ZfaxrIx98nj0pDdK+FPZkNeu5ef9+vF9lSHaauXr0lJanMbF0Ry9rIzlHQ6Kw0lJtCaV5CZk7ty5GDFiBGJjYxEbG4vx48fjq6++avSYRYsWYciQIbDZbBg+fDi+/PLLQ9RbQTiyCPc+Ivcb4VCRk9O25ToaMqcJQssJ976QmMi1vM9HEWfzZv4Ox1VUEJrL4MFtW645iGWh0CFoKMsvQFEkNZVWdNXVgZ9pGkWifv0olmRnN5wgRCUHcbkoGm3bRhGwulp3A1WimMria7Mx/pxyLy4ooPCUlEQxzeWiiOPx8Bi3m+JNdDQFPqeT5YuL+VsJiWYzz9Vi0c9fWTJu20YhqrgY2LiRrsZdu7LNbdsCXVXz83VLvv37eZzForsNq1iLtbW0Vquu5kRps7Gcir1YW6uPp//YAvxMCYtud2BiEKD+a/VeSgqFzPXrQyehWbOGfYmM1McyKorCYXIyXYt//JEWgioYsc2mu48rUXLwYFqeJiXp8SI9HtaRksI2zGZ+R7xeunAroVFN+i6XblmpxLmoKH6XlHjtn2SloIBJSQwGxupSMQbXraNgN24csGoVxzsujnV260bRU2WMBtiH2trA2JjFxeyr6p/JxPMC9PaHDuV5b96sn5/NpidH8Y932dlJS0vDU089hYEDB0LTNCxYsADnnXceNmzYgIyMjHrlV65cicsvvxyzZ8/GOeecg4ULF2L69OlYv349hg0bdhjOQBAOH6Hm5NaUE4TWYg5zZxNuuY6GzGmC0HLCtcyKiwsdRz9UXHlBaC29e7dtueZwlE6VwtFGQ1l+Ad7Ye/WiG6oSl1Q8w61bKc7V1tK6q7Ebea9e/OyHHyjI2GwUj6qrA+MPKquyoiLdLVe97/PpwqCKkVdRQWFq8GAKczNn0ioxLo59fPNNWvfl5+vJTlRMPmWBaDZT+MrM1AXI6Gi2VVLCuH3p6ey3slD0eGhl5vVy/KKjORYq869yeVXCWUUFz2vvXvZlyhRa7pWX6wk+VIZiJf6phC9xcbo1pLomqkywUGg0UuA6cIDHDBzItv2T0EydyuuVm6uX79KFMfh8Pp5XfDzHRsVQjIvTk8yo61FRQdGutJRWi8OH6wlErFb27dNPKSCqzNa1taxLlVPJTlTsRpOJTxRHj9YzRBcXByZZOXCA5Q4e5N/KPbu2luP/7bf8fgwYwDH0enkNjEZd9FaWmsplvahIF00LCgKDs1dW8n2nk8f+/DNdu7t2ZYZv5ebdWCbtzsq5554b8PqJJ57A3LlzsWrVqpAbqzlz5uDMM8/EXXfdBQB47LHHsGzZMrzyyit47bXXDkmfBeFIwels23KC0FqGDuW8H065oxGZ0wSh5UREhFfO66V3V04O9yddu3I9HxxXHtCTUPrHyZe1uNAcwnFBbk655iBiodAhUELehg2BMQsBCikuFwWmpCQKXLm5uhVffDxFplDZav0FQ6ORLrhLllCM6dGDgmFxse6Cq2kUZiwWTigqmUdJiS6KKRdYJar5J8OIjeWxI0eybGYmhbnSUt0lWVn71dRQuOvShUJXbi7PMymJfUpJ4cQTFUVha/t2ilEREaxDZfOKj2d/VFKS6Gg9U7PbrQuxBgPFrb59KXBt3Fhf8DOZdNHUYNCzRStXXn8rO1UmWCw0mXS33+pqWmamptLSLjubr195heNiNuuiWV4e+xcfz7FRwpmK9+j16paY6jthMHAMPR5aKu7ZQ8GwXz+9b127cqyUGBcVxTpcLrajXJGjoynyDh6sx0GsqmK/8/L0DMTK4s/jYbzF3r35/v79uguyx8Pj8/PZrhISY2L02I2pqbrFp8+nC7xVVXrfVFxDJVybzbpYvn8/PzObJblAuHi9XixatAhOpxPjx48PWeaXX37BnXfeGfDeGWecgSVLljRYr9vthlv5sgMoLy9vk/4KwuFGLAuFI41ws253huzc7TWnATKvCR2PcES7bt3Cq8vpZEgno5H7DLOZ+7PBg7kmVwYQWVlifSi0nk2b2rZccxCxUOgQGI26e+rWrUwQocS//ft5g77hBj3LscMBvPsuBbKhQymmFRfTmkxlEFY3cv+Jwm7nRBERwfL5+brraWSknkyitla33gMCsx6r5B1KYLRYKBJWV7O+f/6TohPAZB7Llun1q1iApaV6e6WlFBd37GD/i4spaI0cyUnowAG+X1gY6F5cXs5ycXGcuJRlh8ruqyatpCS9nwcOUJQsKdEFKEDPBqz+VuWVIGezsQ/KbVaJhqqsGiOV3MVq5RgbjTzG5eI1ef554LvveJ2VcKqEV5+Pf7tcevxIJQ6qmHxKHFMJQkwm/fiCAv5s305rxkmTaM03aBDHUSUsUVaAyjo0IoLjGB/PhCEJCWzr4EHgyiuB557ja7ud7XTpomcoNhr5mYr5GB+vu5Sr70Vhod7/pCT2oaREF0jVeKrrp4Rkp1P/3lVX09LQ4+HxMTFsw2Si1enJJ8tTzMbYvHkzxo8fj+rqakRHR+Pjjz/G0AbMTvLz89G1a9eA97p27Yr8/PwG6589ezYeeeSRNu2zIBwJqKztbVVOEFpLZ49ZCLT/nAbIvCYc+fiLgwUFfLi/fXvbiHZ5eRQbk5L0cE55eVzLDx3KPc133wEffhiYhLIxoxVBaAgVDqytyjUHEQuFDkN6Om+s6glNbm7oOGx9+tBCraCAN+aff9aTRqgnPypbrcqgrKiooJB14onA99/rAo1KVgLoootyUVXvWSwso7If+wtl6jOLhZZiH37IMhs38n2VKEXFB/R6aUGWmEixz+HQrSS7ddPj9pWWciwqKniMzcb3zGY92UphIT9TN5CaGv42mVifpnHiLC3lmCkBVLnHKqEuIkLP3qwSbzidnCwvuojtrFsX6P6jEqAoUUslc4mKCswK7fVSSP3xR/ZBuXArF3JVVl0Hp1O3OlT9qaiggKcsWIxG9tHr1WMqms2sLyuLv8eMYX8TEzn2Dgd/q2tstbKv3bvzeqixU9mXfT5aJvbsqYt4Bw/yu6UsFMvK9GPUOCjhU1l8KmGvuJgiscHA74kSLP2FaTWu6vuoaTyXwkLdSnT/frY3ejTPNfh7LgQyePBgbNy4EQ6HA4sXL8bMmTPxww8/NLi5ai6zZs0KsNwoLy9Hz54926RuQTicqPtQW5UTBKH1tPecBsi8JhzZbNkCvPUW90jl5RTyLBau+wcPbli0C/fBlsdDDyCTia+tVu7LiopYZ1ISwxwVFwd6xMXG8vXWraGNVgQhFOp71lblmoOIhUKHIj2dN9bsbD4dAmgZFiyEqKy/RUUUeVQ8O/Xkp7RUd+P1R4kt+fmcSJKTdZFNuX4CuitpVJRuwRbsgqssEgFOPjYb66upAX76ie/X1uqCmRK2gMDJp18/4NJLgcWL2ee0NN31dMcO3cquqop/K4FNxfIzmSgGWq38WyUvUeJaaSnbcjj0uHyqTvXa52Od1dW0XHM42J6yeFMxEydMYH0lJboFpsogDbCuqCg9JogSI/PzWb6ggJO6slJUcRKB+hnGNE1PNuPx6NdXuYarY4KtPZUIumsXJ3RlGRkdrbszK88am43u6ErktFr5vsqwDbCs3c5robIrV1dzfFR9gD5eqh979ugxF2tr2X5sLL+fERF6vEKLRXeF9nc9Vt8bhdfLa+rzsW8RETw/FbtRaBiLxYIBAwYAAMaMGYM1a9Zgzpw5mDdvXr2yqampKFA+/v+joKAAqSrLTAisVius6ssjCEcReXltW04QWkvv3lyThFPuaKW95zRA5jXh0BNu7L/PPwcefVQ3Pigv59o7Pp4iYnQ092OhRLvmJEhSYZCUF5THwzV3Xh5/e73cn4ZKhBgby7bVw3yJayg0RmFh25ZrDiIWCh2OcOI/2O2cJJxOWuL5J71ITqa7rbJI80fFRly+nAKOynpbWam7dlosFHkcDl2Qi43VxT7/eIpqEomM1LPiFhfryTOUFaGyPjOb+aMsz1TijcmTacm2YQPLaZqe+bhHDwqH3btTWNyyhZZlPh8/j4xk/5KSKOJVVnIyUhZpViuFLCWKqvOrquJrf5GutpZ9V6KpEi3Lynhd4uJ4fI8eQEYGr8+6dXp76lytVt06sbpaT+yirBhdLn08FP7CmBJn1eQM8Lcq42+FZ7HoQqkS25SIaDRyXLp3p3hXW6tbCWZn68LbwYP8HsXFsY39+2nROmgQ+7ByJduMi9OtSpUo6G8RqRYi6nOXi+NgNnNcKyqY9ES5WK9bp3+nlDCqYlLGxgZmbfZPxJKWxnNWcQsLCiRuYXPw+XwBsZj8GT9+PP773//i9ttvr3tv2bJlDcaDEoSjmXDDlEk4M+FQkZLStuWOBmROEzo64WYe3rIFeOwx7vPS0rg+LivTjTIA1qFCMAV7moUbX1cZTthsfDCvkkdaLNxLDBjA9b+qr6iI7eTl6Z5fERGMMVdVJXENhcYRy0JBCJPMTOCll8KP/xCcXKMpVGzELVsoflmtFAxdLopsERG8wSthBtCt91RsO5WAQiUAUZNRZCQngepqTiROJ8UhJZbZbPpTJH+3W5+PIqZ/zMaYGD49sFopIqo6Nm7UYxqqZBcqOYdqQ8VhNJspNlVX622q86qs5G+V+dnr1YWo4PiMymW6qoqi2tChrDclhWWys3Wx0N8K0uXSLeeUIOZ2B2Zc9nhCJ0kxGgP74i/Q+guFgG6JFxHB8XC59BiRAF2QIyNpZbBzJ8enXz8Knvv20WIwJYVxDsvL9RiZ06fzulRVUYRVSVMqK3WRU4mE/lam6sljTAzrUxm+Y2NZrnt33SpWjUV0tC6MKqFTibkqAYwag9pa9rF3b/bDZAJ+/ZVxCwF5chnMrFmzcNZZZ6FXr16oqKjAwoULsXz5cixduhQAMGPGDPTo0QOzZ88GANx222044YQT8Pzzz2Pq1Kn497//jbVr12L+/PmH8zQE4bAQrmGRGCAJh4rOnqFb5jThaCPcvZ/PR9fj/Hzuu2w23a04OloPJ1RURKEvPl4PK6Q8c8JNEFFTQxFS7akUar+h9jhOJ9fvy5frseBVHHOfD5g9m/0wGmmA4PWybytWcL1+220iGArch2ZlhVeurRGxUOgw+Hx88tJQ/IctW4A33wSuuIJPblJSdMs3lYW4poYCTUwMPw+1WExPB+69F7jjDv5j2u28kSvB7eBBPZmGigWoMh2npemuz8r6Tbk2a5puhdetm565WYl16qGvijeoaYxlGB9P8cc/ZuMvv7AeJUDabBS9amooXCl33H79OAnu3avHU1TJMNLS2F55OcUpZVmo+qHEQH9LODXJKbdY/2Qm6ticHAqsERHA2rUci549ed383WjVZKks/rxe/YmI/8QbLBT6J0xRr/2zNYeK76cEWiW+KatCJYgCvM69etEKz+Hge5GRfNKYnMxxDY6RmZ3NMomJegIdp5PvKdFQiX0q+YuyNFVuzZoGHH88M3YDvFb797Nsr158OlpVVX+BoQTfqCi9XiUyu92sp1cv/m9s28ZAy7/+Kk8ugyksLMSMGTOQl5eHuLg4jBgxAkuXLsVpp50GAMjJyYHRT1GdMGECFi5ciPvvvx/33nsvBg4ciCVLlmDYsGGH6xQE4bCRnNy25QShtQQ/MGxtuY6GzGnC0URTez9/N+KcHAqLKnkiwDWxWvtbrVwfV1Xpe53KSt4LcnO59lehmZqisjJ0fENlWFFSwn2QWtMfOKCv+1XyQ48HWL+e+9Pu3bknVB5mJhPPJzKSyR87+4P9zk7//noIs6bKtTUiFgodhpwcCh09ewYKVAAnkbw83nS3bNGzA/fuzadFxcX8bTZTqOvRg8fFxIRuKyMDeOEFPvEpLNSfUG3frsd/i4nR4xgqQUolx1CZjFUsurIyThzKouuEE3Qhs6KCk4JyPVZiWkICy2ma3ubgwcBll7H/LhfrNZu5EVOimRKoqqo4aSYlUfAyGulqq8RJZf2mhM1glCilBEFlzafidPjjL9iVl/P8f/1VfwpiNPIYm00X9FSiktrawBiLNluge3Ew/mKgcs9tTFz0Px9/i1CDQY8ZqIiLY1+OOUa3ErztNn3MVHxMdYxKiDNxIr8b+/YFZpl2u3mNVKzG2lpeNxXPMS6O45mWRlHY49FjLio3+R49uMgoKQntil1drVt4KitDJYYOHUrBcO1aYP58Hi8Z2QJ54403Gv18+fLl9d67+OKLcfHFF7dTjwSh4xCuy1a45QShtXR2y0KZ04Sjicb2fsFuxJs2cS1+8KAu1kVH64kEIyN1jyW1T/zxR37+xhu6YUFzUGKk//4CoDFBWhrbU3uhyEiu0SsqAg0YamvZ59palklLo4BYXAx88QUwdSpw6qmtGkahg7N7d3jlJGah0KlRLrvBm46iIgazVpZcaWkUZrZvB377DTjjDMZrc7s5OcTGcmI55hgKKQ2RkQHcdx8wbx7NxwsLdXfaPn0oHKkkEsXFtEgrKKC406cP28vL4+cqkYnBoMfJSE5mQpCyMl1AUlZoffoA48ezvwcPUmD0j9dRVUXT99xcnoOaQJXY5HQGxiSMjtYFOxV0t6iIxykX4sZQIqSyTgz+zH8CVwF81d+AnuW5qornn5TEv/fu1bNKK3dmlZxDCWb+KGHQP1iwfxkllDV0DkqU1TSOf3Q0r2tyMttVMQG7dOE4A1xAuN2hLfGU1WhkJDBpEq/1ihX8jsbGchxqapgxLS6O55edzdfx8ayjqiowcYrJxAzLFRW8RsqVXWV0VsIloC+AvF7+bbGwfPfurMtu59gXFPDYsWMlI5sgCG1HdnZ45X75pV27IQh1SBxNQTh6aGjvp1BuxJs2Af/8J9e7KnxSTY2+xjabWZfXS2+gkhLg55+5H5g8Wffksdma3hP542+woOIQer3c1xUXA6efDvzwAz9TcQ39Qzupn8pK9svjYd969eJeITsb+OwzhhIKZ40uiVKOPnw+4Pffwyur9pZtiYiFQodBCTMqxhsQmOgjLo4TSmQk/54yBVi6lGa7p55KAcjp1K3tpk8P7waal8f6fT7Wr2kUIvfvp3h0zDH6E6CiIlqiDR3KG/VTT/GmnZzMyWrdOtaxejVdT/v2BUaMYBmrlZPFpEkMjAtQyDnmGPb7lVcC43XU1HASyclhWZ+PfVVx/5SoVlnJMhYLhaiYGE5YlZW6W3JDFoMKi4VtKmEPCJwgg0U9JUqqJxxKqFOm98qa0D/uoDoHNZkqlLil2jOZKAYrQdT/eDX5NoR/bL+ICN3is7hYt/Lr3p3fkdxcCs/JyfUt8W6+me85HBT29uyhuNyzJ3/y8vTsxUlJ+hg6HHytgiAXF9OCtLqarg+5uRQi8/JYJiuLWZvLythvi0VPpuPz6Vao6icqiv1XMTQtFj1r+ODBTT+VDc4qLgiC0BiN3W/92beP9yuLpX37IwiCIBxZtEbAstu5p9i7l2JaXJy+H3A4dIu8JUvoWabmGH8hzulku16vvo7evJn7xSlT9DhvaWnck/3wQ/jnFhHB3yp0k39CQo+HbqFxcRRxIiK491IPKvxdpFW8+KgorvGVm3R0NOfPcNbo4SaBEToWWVncq4aDCjHWlohYKHQYVKbiDRv0uBUOBwWX2FjefFXGWoA3/0mTaF2Yk0MhKDjmXGP4fLQqXLuWN32HQ3f1VE+BMjM5GRx/PG/iNTUUi3r1olBYU8OnQQaDHmMwMpJ93baN/UtP52uHg5NEQkJgIo1p04BPPqkfr6NvX1oxFhRQUKqt1WNyREZyclTuw2rSSE7mZ4WFbE9NUEDDmz6rlZOrv0Ub0LC7r0rqkZOjPz3zF7R8Pp5fbS0nTmVR6V+v6ovFws9U8g/Vh+pqfRzURBuK4M9UX3w+Ji6JjGQfamsp9FosvI5KRBs3rr4l3qpVwJ138vvldusWpBUV/HzgQNa1ezcXNsOH83uiXo8YwddZWay7tpbxBN1uPkWcMYNPkH74QXdJqKnhgslg0BdbAIVVlXktKop/u91caKSkUHyMidEtVkPhH9xZEAShOXTtGn7ZDz8ELr+8/foiCADn33BoaE4UBKHtaI2AlZkJfPQRH8gXFXENnZzM9a1KBFhSwn1fSQn3K71767G+VaJIFa9exX7v0YOheXr31veMANfYGRm0hFcxD5tCGWgA+oN6tYcZNIhhihITuWfs3p37BZVw0h+V7NHt1vdGLhf3BSZT02v05iYAFToOL7wQftmJE9u+fRELhQ6DylSsMgKnpfFGqrJb2e2cgPytp3r2ZJlrr+Xk0JwnWtnZFGw8Hlp9qQQcqn71tKqwkJPg8OG8+cfEhI6xERdH8S8vj2WKiynYJScDxx2nx80oKKBApETNyMjQ8Tri4vQEJ2piUkFxlUgXG8vJ0OvlecTEULRUQldFRf1YG8ExAFViDkCvuymUC7S6bsoFOvjYxqwZAT2mR1ISz0VZb9bU6Ald1PUPRSgRUb2nLP/Uk734eE7K3brxuqSm1j9WxcZ0OPj969OH34Hqao7r7t1crPTty3pUYpvg10lJ+nfKYOD7KSn8Dn/1FXDWWRSICwpYVmW7drv13/6ZuVXCngMH9CzKEREUsadOBd5+O9Ai1x+nU//eCoIgNIfzzgO+/DK8sitWiFgotC81NbQuCgez7IAEoV1pjoDl8fBhfEEBH0LFxQH/+AePHTGCloAVFcDOnXQ5ttspsKWkcD+wZ48etqdHDx6n4pKqfc6f/sT94ObN/P8P9cAgOZlth/vQAdATP6q9ls/HNfXddzPR5AknAJ9+ygfzKkuysnpUMeM9HvZJiY8OB/vRsyc/b2yN3pwkMOKS3PEIN0O32Qy0R14qmSqFDoV/RuBt22h+7vFwshg5sn7GRZWZdsiQ5rtYbt/OJ1VKLLNadddZZW7u8VCsKixkeRX3YssWCjxRURSRVLzEwYM5AZSX6zEtVKKTSZOAiy7iJOkvam7erMfrUGb3bjefUqknVCqmoLKSU+62Xq8uKB48yAnVYNAn7n37eA6NJSxRQqLJpGf1bSqeh39sQWXJFwqXSy+vjgm2WDSbKaxFROgZrvfv5xiVlITOihyqL2pjoM5VTZhWK4XBkhJeh+XLOYYJCRTqRo1iu8rlvaaG46DcumNjaYG4ZQsXBVdcwQk+LY39VJaA6rXDAbz7LutPS2N9Vqv+dHPrVm6qu3bVY6wA+qInIoLlfT72a/9+XXjs0oUuDykp+nezW7f6FrkKTePxTcXvFARBCIWKo9TQPd6fYOt0QWhrPvoo/CzHkqFbENqP5ghYX35JUXHnTq6/leFD164MI2UwcN2dmcm1tsvFMv37c1/ocOjGB8XFXM8mJelGCmqfs3o1cOKJocNa+dOQ51RD56kSS/rvx2bM4NyYkwNcfz3jzK9dq9+fampYTrlVO516X41G7tGGDOG+pKk1enOSwEi4oY6Hv/VrY6Smts/1FbFQ6HCkp3NyycnRhZc9e/TYcIq2EEKUGbiyjouIqB8nz+3WJ0MVBzEmhu9//z1FPfXEKCmJbqo5ORT6cnMp8DTmGq0mtZwcnk9xse42W1HBCVQluVCTjMrIXFtLN2wVO6OkhBOH3a4Lnsp6D9AnOiXeKUwmvh8RwbLKfbahrGH+QmO4lojBCUj823Y4OJFarbwetbUcO03j2Hi9+gJDxQrxz36srp2KAaKEQ03jmKj4ID4f2zObWV9BAeOkTJnCRUtxMQVgr1dPSgKwzZ49uRiIi9Nv1sE37T59aLFaUECLz1CLFDWp+3zASSfx+3PgAL9LLhfbjYjQM3HHxbHvKilOfLwukG7dSgvFY48FNm4E1qyhW0R0NMdTubqHG79TEATBn379aFUfzpNvdf8VhPbip5/CLzt5cvv1QxA6O+EKWG++Cfz971znp6RwjV1ayn1dSQnXygMHct3brRvrTUhgHcOH82+zmcdVV3NtXFqq75VUWKaoKK69X3qJcccbe4ge3N+mUHsvk4lr9Ph47lEee4x7lMGDKXrW1tKLTO1TLBaeU0QEz6uykv2dOJEeSbm54a3RKypoHKD2LcoAQZ2HhBvq2HTvHl65iy9un72ciIVCh8Ro1IUYi4U3f+WarMzcWyuEDBpEMae0VDdhN5n0GHG1tbr1Xlwcnxwpsc/ppBh44AD7pI5RLqyJibQiVFZojblG9+rF8p99pk8AXq9uVehy6UkzVHBcQJ84lKm7skhTWYcLC3Xhy+MJFP6UWKeER/W3qisykm03JBY2F2URGSrTsorLp+JEqjLqmihXXv84IXFxugConvKpBYASO5WrtqaxrPpbXWeAolpFBSf3SZPYx5oa3riDn/Q0NBkHB3Z2OJrO7KayOithdP9+/VxUspOICC6SKit1t3J/kddg4HVatIhPM10uLiLy8ih8pqSEH79TEAQhFEYjcMop4YmFS5fqD84EoT3IzQ2vnMUCXHhh+/ZFEDoz4WQx3rcPeOMNrov79dP3G5GR3J+43XwAkJdH4bCykiKgShaiQhDFx3NPqBJeFhbqiRaVRXv//sDYsRQoP/2UITT8w1r57x379w/fDVnth0wm7hs1jX2MjqbQmZMDvPUW+6/W9QBFVJWYs6qK52A0cl1vsbB8U2t0tb/45Reex++/sw5lnDJkCC2oJdxQx8XjAX79NbyyQ4e2Tx9kySZ0eIJdk3Nzm5fIpCGUpZZy1fX5eANXYoyKd2G1AueeS3csgOU++YQ3fK+XLsexsTw2Job9M5mAmTMZSDdc/MUslUXYXxhKTWXd6mmVypirMn917cp2Cws54VZXM+uyzcYneGqyU6Kgqtc/HmJFBceiIZffltKY6KhpuhBmsegWjqpvSgj0j4tYVcW/lUVkZCT/rqoKjCkSCoOBdXq9HMvISI7X1q38nZCgx8b0dwtXrub+k3GowM4pKRSggzO7KZxOvp+aSqvQ4mIKhBERLFtTo4vC/fvTJcNuZ53+ljtFRVw4FBXx6WtGBo/LyuL3dsYM3YVQEAShpfTvH165gwf54EXNlYLQlvh8nHPDYdgwycwtCO1JU66+Tif3FPv3c13svxZVbshmMx9yaxq9sKKjueYuLeW6uaBAz2Q8aBC9e1SsQuVNZDRyPT1mDP9WFo2XX97w3vHee1k+nH2O2806S0q4ro+N5frcbOact24d++V28z2zmXuR3btpVThpEvt18CAFxIsvrh+OKhifj4kRP/uMe4Ddu9m+ycS9q8WiG6ccd1x4rszCkcmqVbyWTaE8BdsDEQuFowJ/12RlwRVuIpOGMBqBv/yFVlm7d+sx4PzdfM1m3tyvvlpvS5neZ2Rwcti2jZNXRQXL9+7NJz4NPW0LJieHk8DkyZxUi4ooQCoh0GjUE3X06MFJScVaNJv5tKpbN05eOTk8j9hY9q28nBNsdrYuQqqYjCoOlZosQ1keHkpUmyYTRTOV4UwJicoNwGCg2OZ06tcsOJGLv1DoHyvRYNCtCi0WLhyUi3dpKZ98Rkby+hUV6de2tpbtDRmixxYMFdg5Jwf4+mteo99+44IgOVl/+qdpFKf79WNykmXLeHxSEs9BxaNUyW3272d/nU5ea+UareIrVlRwLBIT9XEbO5bC55o1smkXBKH1DBvWdLIqgPelzz+X+47QPmRn88FnOIwe3a5dEYROT69e9V19lXdMcbHuTuz16h5RCquV7zkcXPdWVOihgtTa3mQCfv6ZIp/BoCe8VHHao6K4F+zeXV9jA4FeQMOHN7x3TEykgNcUKlah2cxzq65mPWvWsK8qtr4yXoiJYR/LyrgX+PVXxj2fPDk8A5fMTGDePMZ5VB5UAPcThYXcr/bqRXE1P5+WmRMnSrihjkp+fnju41Zr8wyQmoOIhcJRg79rcluRkQE8+STw6KNciKpYeMqlt2dP4IEHAv9B/U3vY2Mp9CjrM6uV7+/YEX7sCFXf4ME8tqpKd81Vk6eK0VFZSaFQuaz6C2Nutx7zzmTi67IyPvVSIply6VWTXzDBmZMPBf5WjCrDmKZxTFSMwtrawD4VFOjxFdUYNGRJ6H+cxaJveg0GCq3KorJXL+CWW4BvvtGf9NTW6hmOlVvyK68wHsonnwQGdi4q4hNAn4/XsbaW1zEnh9du2DB+x0pL+X35/XcerywiAf5OTOR3ymTi9Y6OZh2DBul9cDjYnsGgZ3bzH08JdiwIQlsxYQLvMeFsrHbtav/+CJ2TN98M37Ji5Mj27YsgdHaMRuD883VX36gorjv37KGIZjRS0FL7luRk7ktUqAoVnkjtT9SaV/2Pm83cB2Rm6uv1tDSu1VeuZPn0dK6t/UWyYJfchvaO4YqFANfcNTW651PPntxPFRbqexWLheemvJ3MZh7n8zGM1aRJrCs7u2Gjl8xMYM4cJkEEaAiyZ48ekz45mXuIggI9jrvZzLBXEm6oYzJvXnix/3v04FqsPRCxUBCa4JxzGGj2rbd4o3Y6KfYMHRralTjY9F5NYgqHo3mxI/wTnKgsYElJ3Jzt28dJxeullZmarGw2XUQ7eJATcEKCLm5VV+uJV4ITijQkBCpX2UNtVagmShVj0GjkGAIcG5OJk6NCBRj2n7gbC6zvL0aqWJSaxrHJy2N7PXrwZ/RoinJ33ME+qPiC6sllUhIXRQsW8FgV2FlZ+rlcnMxVLEy1UMrN5bVUTye9XtZtNvN6RUTQJWL/fv0JpVooRUfzuxARQUtRu53XvLSU7hnKZVqhaXoQ5G3bWm+BKwhC58Zs5jy5YEHTZXfs0GOyCkJb4fFQLAyHiAhuzgVBaF9UmKh585j5uLhYt9pLSOAD8JoaWsM5HPqexGDgZz4f1/NKWPNPyFhby7V9RIT+oH/QIK5tDQYKdT//TKOI9HTde2f/fq7lfT5g8+bQopzPRwFxx47wzrOiguty9YA+Oppre38PLf+46YAuiFZVcW+QlVU/bNGQIRRc09P17NI5ObrQWl7O41V8dxX70GKh23FcHMVEh4MipKz3OxYuF5NbhsOf/9x+8aCbVe3s2bPx0UcfYdu2bYiMjMSECRPw9NNPY/DgwY0et2jRIjzwwAPIzs7GwIED8fTTT+Pss89uVcePRoITIbTmn7ot6zpU+Hy8mW3fzteDBvFmfST0OyMDePrp8MY0lOm9oiUZmnv1olXh++9TREpJYZ1WKz/bu1efRFUWrtRUTsr5+Xy/rExP4lFdrVskArr1XVMcKovCYFFSBetVIp6y7jSb+ZnTGSj42WycqMvKAs+zIVT8w+CyZjNfezy6K3CvXvwOdO1KIdBiqZ91zD+bsXpa6XCwDlVOLWxGjOB1+eUXLnASE1mvarOigseoxCqTJ3NBUVysx2WcNIk/P/7I75yKs9ilC5+oKtcLQHedPnCA7c6fD6xfry9GBEEQWsK99wLvvtv0E/Bdu4CdOzm/C0JbsWpV+MlNVKxmQRDan8GDuR61Wrl/SU7WDRo0jevc4mKugePj9ezFLpcej91m4zpaJZkEdA8qq5UWdl4vPXK8Xh7j8+mxAcvKuB6uqtJjtz/8cGhRTrn5rl/fvPPUND2uukqsqEIjqTBJyrML0EM+GQzcVyxZwt9dunCPYTZzTb9vHwXXyEiu35OSuO+rqeGa3uPhPkZ5h7lcHL+SEgqFeXnAv/5Fbyf/8xSOfJ56KjyrQpXMtb1ollj4ww8/4KabbsLYsWPh8Xhw77334vTTT8fWrVthbyAA28qVK3H55Zdj9uzZOOecc7Bw4UJMnz4d69evx7Bhw9rkJI4GVCKEzEw9Y9KQIYyF11wf9FBJFY70G4S6Of/wA88foHAyZQqThzQV7PVQEK6bc7DpfVMZmpWw63DoQqR/hmSjkfHrlNWG280JqaaGdaakcGJyOjlBdu/OY6qr67vwArpLq6IpMe1QozL6qqdx/klWVMIYNdmq2IxGo+6mUFPDhYHKkhYqPqE/tbW8PirxiULT6DbhHwcwO5uTd0kJn0yGeorjn81YWZcq14qICJZR8SStVj65VOcZG8v+eDx86lpWxom+Tx8upoYPpzBYVsbvloptuGQJFzZFRWw7IYGLrvx8Hquesq5YwaedPh+P7d07cDFypN4fBEE4shkwABg4kOuOxqip4f3qb387JN0SOgk33xx+2fPOa79+CEJnIhzDlJwcrjNNJu7rrFbdcEGJaErsqqnR1+42G99zuXRPIf/1uIrbrhKGuFw0FFAePWYz27ZYuP7dvBk44QSui3Nz9VjiTqe+Dp46lXF1//vfxj2SQmGxcO9WXq7v9aKjOTbKWjIqSt+HqCzNyck0GFizhmOxd6+ezXjwYK7rlywBzj6bx/gnq/T5KCKqPQXAsXQ6uSdQcfJHj+b4yHq/Y7F4cXjlEhLaN3lNs8TCr7/+OuD1W2+9hZSUFKxbtw5TpkwJecycOXNw5pln4q677gIAPPbYY1i2bBleeeUVvPbaay3s9pFBQzfJ5lr1qUQIu3dzI69i1P32G62FHniALj7h9GXTJmDRIh7fqxdvTHl5wPLlFBdmzWq/AJgtJTMTeOQRBnn1+SiYGI0UZN5+W38aolwqmyN6Hi5rzXAzNCthd/VqXn/l4qxEIHWuXbvyPbeb46KSpcTG8hink58VF1P0SkqioATo2Y1ragKtHI9UgsVLtXAIRlkbGgy8HioLslpAhCKUZaS/taIaH+X2EB1N9+PoaArZOTkc58xMju+oUYGWe0BgNuPsbFqXqvpqazmRFxfrLgRFRboVY0kJn64qsVHFKzx4UF80GQz8TpWXU2j88kv2xWJhXyMjWc++/2fvveMkrar08VPVXbmrOucwASb0BBjCBIIIGEBQzHxlDahrWH/ggllQ17TK6q5rXhRR0VV0V0mKibQwwDB5mBm6e4aJnUN1qq7Y1dVVvz+effbcqqlOE2DCez6f/nR31Rvue9+bznOf85xOXVhVVwMopI4hQx+SSZSvpQUhXO98ZzZQbZllllk2G7PbwRacCSwUEbnvPgsstOz42dgY1r6ztRtvPHFlscyyM8VmS0wJhzXxH4GswUGsZycmdF1bWqrRWAUFWMNSDoiAG0NuzYSEpvZffb2u4wsLsQ6/8ELcJxJRmR8z6isQ0HXw97+PzxlW7PWifLMxhkFT3z4UUjCT4dOUh6Kv4veLnHUWwqUzGfhu1GpkNuNly1DXr3gF6pi+SXs7frtceCZqOTLp49gYrr1qlfqLy5YBC3jwQQCR1jr/5LVkEu99NnbWWSf2XR5TdHPof4XDysrKpjzmueeek49//ONZn1111VXy4IMPHsutX3abapA85xyAfLNl9VGD4OBBAAKxGJz1khI0lK4uka9+FZp5+UA+pk//wx8wsDJxxllnYZDq79dsrXv3Aiz493+fHWD4UoQyp9NwHLZtw31sNs10RQDHbsfgV14+t12R48mwPJprMUNzvtBqXpMgcW8vnrmkBJPIoUO4D5/V7wdYWl6uO1IDA1ggDw1pltx4HH+PjGjmZur38d2RPXeyMQpnY2TpkQVYWal1x4mfrMS5GrUOCwvBzkwksMgIBBDiFAyC2bdsGcC59nYcs26dAoZmmPl11yHZSWsrFjBlZXjXsZiWj3oqZviA16v/c+fR4cA77O7WjGvFxVj8JBIaSj04iHvV1aF9pFLoV3v34n+3G89TUoKFxKZNYAP19mIXsqUFbexkZyJbZpllJ5+dddbsjtu6FWuW6647seWx7Mywf/zH2R+7bJkVAm+ZZcdq9F8GB/Mz9Ewfze/H9yKafI+ySXY71r2pFD5vbcWGt8ej0kkul66bczf8GWFFbcOiInyeyWCNW1uryUZ27MBaeNGiI4kTNhvW1Nu345zR0bn7EpEIfMSJCdzP6QT45/HAT4vHUSbKSJWXw1dwOPB8CxZo1JTLBb8iGER9VlSgHilx1diIe42PZ0svkXFps+G+y5dnExpsNvgIW7YgWePSpRY54GS1lStnf2wOzHbc7ajBwnQ6Lbfeeqtccskl04YT9/X1SXV1ddZn1dXV0tfXN+U54+PjMm7wf8fGxo62mCfEphokn3pK5Ne/Rtjp8uXTD560jg5cLxLR5AccxNxudOq+PoSg/su/HJkVyUyf7nbjOqWlADJ27wYwUFWFwcjtxuDy9a+LfP7zU4OXZCg+8wzuzcHoRAAIHR1gPVKQljsqHPxJ125vR/Y67orcf7/IDTfguKkyRs12IpvJjuVaUwnWvvGNYEwODGDyJPjjcGDQHxzUyfPBB0U+9SmdJCorcd3nn9eMykz8IYJJivp7Hg/+LyzEJFRUBNbZbDQQTjbzeAByMbN0Oo3n93gwCfMZReb+fNQXoZ4IdwPLy6GBEg4D7Csrw+erVqEMfX14D5dfjj5ohpnnsksnJrJ3P8vLNYO1iGZvpkgyy0Mg+K1vFfm7vxO5914cW1+PyV5EAcZYDG2nqQntaXQUP5WVuDYXLuxXXV1gL/v9uB9ZlFaogmWWWTZXe/3rkalxJgcrnRb58IcRVnWiBLktO3Ps8cdnf+xtt1mOsWWWHYuR5DI4mJ+hl8tca2oCKPbii9DLzmTgR3EdyqQmk5MA1fx+3SiPRvF3LlDIe6ZS+HE6sXZlBNXYGNbFTPDH7MvptAKXucY1dEeHgn30SWer1x4MKgg6OYlr+XwiH/kI1tS7d+Na9fUiq1eLrFkj8h//gbpj8kLzGQMB+BmlpVjTU+KqvR3+EFmK1CqfNw+RRHv34r41NUeWr7UVxIVvfxvHWuSAk89GR5VkNJN5PCJXXHFCi3P0YOFNN90kL7zwgjzD/N3H0e644w758pe/fNyvm2v5mHMi07Ppphok/X4FA4qLdRekuHh62m84rGGlZpIEmsuFAWvbtuxdgL17NX16JoMdibExgE8iWIATUHE6cd2iInxGACq3LGZI7AsvYOBqaAC67fVODyAcLQtxxw78kAVHkJADcyaDMvf3Y8AsKUFZfv971AmzxebLGDXbiWw6y72WiIJVdXVgek11relAxpYWTJrd3Rj002k8o8OBdlBRgfPmzcN1urrwfLt2gZERDqv2HI30dnM3jPR+Tl5MyEGA6lSwggJ9nslJvH/u3MVimAwTCUyWLhe+j0TmlpCFSV7GxgCsjY9jd1FEQ3crK/FuRPD32rUACnt78Zu7hGaYucku/e53FQwcHgZQWFCAdz0woCBeLKbviyBoJiNy1VVYMPT3o39xgZDJKMDIHVjqWqZS+H/xYtTJ+LiyTUVwfiSiWeK8XitUwTLLLDs6u+wyzItdXTMf29cHmZH3v//El8uy09dSKbSl2ZjLJfKOd5zY8lhm2eluHR3YAKc2oGk2myb56+jQJJVvfSsidNrbsV5lhBPDi0VU05vRUzyO630zkzDvRWIAsyv39OB3bS0AuXQaa+3ubqzHe3tVSzzXGNHGKCMSLRhGPBdLJrFW9/kA/Pz4x1hnl5Tg3mefDdJIOo37VVfjeJMwxDqJRFDX9Kv/8R9BmOnthe9QUQHfZPFiyFWNjqL+i4vVZxGBL7NpE3xYnw/HOxwWOeBktNe+dvbHrl174jddj+ryN998szz88MOyfv16aWhomPbYmpoa6e/vz/qsv79fanLhbsNuu+22rNDlsbExaWxsPJqiTmn5wkoZTT08jM9cLgARl14KVhszoeYbJEMhDEaTk7h2MAjHu6ICQFbu4Enz+zUZRUnJkeUMhQBg7NmjuwCLFwNIYvr0igoMNqRuUzS2qEiBA7dbBVDzlYXAVjCIa3NHo7sbA+2FF2qWqFwA4WjDfdvaRO65B2Xkjo/JCCOAQ8Bw7168o927UcYVK1D+XJYfM0bxHWUyCvC5XJhA8r2LfGa+78FB/E3WH3UjNm488lomyNjcjHc4OIj7NzcD8NuzB9cxM2KlUpq0o7gY96CO5fLlAIDC4exQVtO4m5Vrk5MKrp1qTA4+DydyhqezvYyM6I6iCJ6Rk7zNpoDaVFZQgO8dDpwXCgH4W7RIQT3qZZp9vrISjMLnn4fDe8EF+UFyJqkZGcEx6TR2T0Vwn74+kb/+FeBfXR1+RyIot8OB0L6yMvR96pkyiQo3Akz2KJOpsO4mJ3GP4WH0FZcLfaS0FMcWFOC68+frwiLfgs8yyyyzbDorLBT5wAeQZXI29pnPIImbtRlh2dHa+vXZicmmsyuvPPXWP5ZZdrKZuQ7NZz4ffEdGPonA7/ngB+HHkewgov6PiPbjSASfEaAzfSQzG3I6razEpiYkOfrDH7DejcfhF46P46e6WuTqq/H3nj3wac15J5MB+Mb1sQjWzBMTcwcLmQXZbleNxHBYI5bmzweB4Ac/AIjq8aD84bAyE+m7RiL4/g1v0PI2N4MhvXatyF134ZhFi3Cfgwfha1ZXa0g2n2/PHvgADgfA1LIy3MciB5xclkohTHy29sEPnriy0OY0bWYyGfnoRz8qDzzwgDz55JOyYMGCGc+56KKL5PHHH5dbb731/z579NFH5aKLLpryHJfLJS5SX06A5WN8dXSI/PGP6FCXXorOtHs39ADvuw/surVrAdjkGyT7+oDwc4AIBDAw9PYC5V+6VMEmE1BoasJ3u3YBHHC79ZrRqAKCZWW6C7Bhg8j+/ThvclJ3Y8iqIsuKgy0H06EhXMfjQVk5kJvAltstcuAABtRkEtfPZHD8OeccCSDk1qWZUKWlReT226fWWnzgAc1eFQ4rKETg0ATDmCGK9PLSUgAtBQVHMqGYMcrnQ7mffx7ly2Tw7OXlqCtzIpvKOCnGYtBZoqYkqelDQ3j3O3dmAyoEGb1e6NKZAKPbjWehCC0nBbICuZNkt+Mctxug8uHDOoC4XDqxElRlvZpmTsKZjGaaFsF9+PmpYBMTqmvJkF1O5NXVeC+HDys4LIL6F5k6qxmvQ72TkhLUSVUV6iqVAhi/YgWO7e3VOvT78VNeDhBwOkAtHEZb7OzU6zLbWX097jcygj7g86GdBgKYuMvKcI7fj2tRbiCTwWf9/Rgr3G4NRy8oQB1kMrhmb6+C0ePjymjm4svnOxIMzbfgs8wyyyybzt79bkimMIxsOhscxEbJNdec+HJZdnra7bfP/thPfvLElcMyy84U8/ux3pyKocf1KNestHPPhca3w4F1aDQKvyoYxPfU20unNZyYm/gFBbpWp0Y5o2mYwLGiQuRd7xL52tfgl7lcquc3MiLyzW9irT0wAB/t/PPhg0ejYMMHAticZxIVr1cTkczF6H8WFWEdThmw8nJcr6tL5JJL4D9v3gzffudOAH6bN2O9zmd2OgFyXnll9j3sdpFXvxr+w49/DBk0+iZlZcAskkn4xQ0N8JV6enDdQCB7vW+RA04u+8Y35nb82952Ysph2pzAwptuuknuvfdeeeihh8Tv9/+f7mBxcbF4/heKf8973iP19fVyxx13iIjILbfcIq985SvlW9/6llx77bXy29/+VrZu3Sp33XXXcX6U2Vm+EFVqd7lc6OT/8z+apcnpRIfr7ESHb2nBoHP4MDo+mTgdHQo4kKXkcmHAaG/H914vdgG2b1fWnd2OnfX161GG+npNSNHejmuVlIBxxF2ApiaAi8EgBhMKxdpsGCyjUZQ/HtfMU9RgyGQAgLrdABlWrswGtrZuBThAAIm7IpEIQMTRUQy2pI6bdTk4iAHPTKjy8Y/nT6jCe5KtmUgoeJYLXnFAGxtDDL/LpbRr8xgOdswYtWsXnocZsMi6CoVwDT7/dOb349jdu4/UlHS5UIa+PoSDr1ypGoqhECakgQE8GwHGZBJJaEwZTj4zJ0IyQNNpTBqXXYZ6+utf8T8p8maGLl4jt+6o+5j7vd2OMqVSKMupkuwkkVAdxmQS/bO6GvUdi6GvDA/jc2ZZYxs22QcUHi4vR1suLYV+iMOB9/mBD6Av+nwIH378cbQjCjNzkeLxYCKfKWV9fz92/KbKdkZm5CWXoO2ybYlgsueiRgTjwKOP4h2OjupYFYmgXG43nqGgAG2RIDE3DRjmz/ogezpfVud8Cz7LLLPMsqls/nzM99u2ze74v/97bEpYbAbL5mo//CHC6mZjxcVYS1lmmWWzt1QK0VP9/Vhrr1unJJcdO7KlnkSyk/zlroubmuD38rz+fvipIliTM0LG1GCnzI6I+kWM6kqlVI6prw+gWTSKvr5uncrstLaqH+B0ilx0EeanjRvho1VVobyrV0Maw2bDM3R14XvKOc2WWMEoLoZQU1bI4cDP4CD8roYG+MHveQ+kvzZvxn3mzdNns9k0sm6qSL1EAkzBFSvgAxUWouwFBfBjSGoZG8P/S5fC9xkd1Yg7ixxwclgqNfvIDBHo55NpeyJtTmDhnXfeKSIil19+edbnP//5z+W9732viIh0dHSI3Vj1XXzxxXLvvffK5z//ebn99ttl0aJF8uCDD06bFOVEWr4w4lAIndfpRKcKheAkl5RgEIrFANwxfHV4GL/LyuBg19ejU/v96IxkrkWj6HwcMM4+G4NArj5Ac7PIhz4k8p3voIN7vcoWKy4GkGHuAtCBHx3Fd0xgYLOpoCnBQpsNg11BAZ6ZTKRUCrp/9fX4Ox5HHZCBlcloA+RgNT6O56M4bW6I7qZN2cw7lwvf33GHyOc+lz3QkbHX1IQBc2wM9cV7m0YqN5mOBC8HB7MBDg52fj/e3cMP49mYvGFyEs9Jttjmzditmc5JaWpCfa5fj8E4d1Jk4otHHwWYyqQUbjcG90wGExEFcs0fEQ2BNTNYkQ02MYGyv+lNKCOBKoauE1zMZKafyEz6PgFwCgmbeoCninFxYbcDrCNgJqJaJ9QZYR+oqcG7ohjyggXYXQuH0V/XrkVbCoVUFJnMWWYU564dFywM9332WSQZev3rtYymhqfPBzYw651jCpmFwSCuwzKWlOCcsbHshCl2O8rDEItUSuUSGJLNsOtoFI5RKoUNjng8e3dWRJm83GQwbboFn2WWWWbZVGa3Y7H7hjfM7vi+PpG//EXk2mtPaLEsO80smRS55ZbZH/+hD1khyJZZNhvj+vXhh0X+67/gV01MwK87+2yE+65Zg6itLVvAjCsqUoaeuWY1zW7XBB2trRrtQv/O4cCaPhJRRuHEBHzKcFgjiRghE4ngGI8HZSgtBRmnuBgsvaoq+GGhENbVk5NYy59zjshb3gIyyaJFGEfIptu8GT76JZeIHDoEQDEWw/qdBJ7ZGH0NEZQ1EFAyUTiMz8rLUbeVlVj/u93ZIcsLF8IXCQZBzHG58Cz796PuqqoQxTc0BKDT9E8DAdRxZSWY+/feC/9hZAS++rPPqp9E8JUZly17+ezGG2cvqyEi8qtfnbiymDbnMOSZ7Mknnzzis7e//e3y9re/fS63OmGWT2thfFxZSNRD406A3a4ZZDdvRkfyelUbsKMD1N54XJNHUIMwGMRvZjadNw+DGDvxgw/iXg89BFCtrk6ZPz4fzj3rLIBsJihWXKzZjkydg0AAA2w8joEnk1Fgpa4OQMHQEI5bvRoD349+BM2EVAqgSFGRDjhkYxHgGB5GXTHsmXXp9YJRmMu88/tx/MDAkVoIpLHHYhgMBwYwiFHsNZ1WBhcnB2bzra3F/3v2YLAdG1Mw0+XCtU3Nt1yATwTXmQ3l2m4H6+r++zW0lWzTsTEFUsNhMAuLisBoPHwYz2Sz4d0wq5bNhjozu5IJHpq/JyezNSeY1Xp8HHVOdlpuyLaIPjPr0rxfWRnqenz81MyKTJFjMoGTSbRpmw39krT/qiq0nUQC+iQ2m2b6HhlR3Y6lSzXBBwGyhgYwAe+8E2Ak9Q+5w8nfJSW4/ve+h+vE4+hHGzeCBUv90EOHdOHS04PzCSzzWT70IZy7Zw8WEG53dsIUMnknJyF++8gjmsiEYencIR0ZwTPs2IH72Ww4zmwLfKZoFAu+pUs1Cc90Cz7LLLPMsunsmmtUsH029g//gPWINdZYNltbvXr265dAQOSf//nElscyy04Howb9Y48BTEul4HMy4d/OnYi8WbECa8r+fkTIVFfr+tNM8pdrzc0gyjzwgMhzz+Ezrk/NKCBGv1BTr6tLQUtGYKXTKrtDuSifD8fQp25tVS1y+kVMlrlkieqHc3N/zRr8vXEj1uujo7h+JKI+x1wtHtfsz+PjuvZn9E44DB+BkVGmMYrpZz+Dxj9xhYIC+IEFBSjzVIlmNm9GHSQSeD9kcyaTOL+xEeVpb0d9k7QjcnRJYC07ekskAOrO1hoaXrqENGfcPls+rQWi/dGoZhU1dyBNNlBTE36vWIFOy5/xcby0tWsBEvX0KCDh8aBTMqcLO/HGjaAeJ5PosPPmYVDcuxfHlJTgfuk0BixmSx4cxMAXjQKYohhrIoFB0uMRufhidOYnn8QAsG8fPp8/H6wqprBvaUHH7+vDoFlfjzKToSWSTQMnq2/3buhPuN2YKAYHj8zmTLCusfFIYC6Xxv6KV+AZ+/s1XLqwUMMoUykAp6WlKKvfj8njscdQDxMT+L10KXZdgkFlS8XjmgXW79cU9cxCPZOdey7e9+CgJhspLFQG59AQymWzAXThhEW2oIhObhMT2UK53FUzs3qJoL7nz0fdfvGLAJIWLcKE3dOjoC3bZq6ZGoa54clMYMOJ+VSz4mIF8FmX3PnjooPtgVodfj8WM+XlWm+pFPpcSQn6EwGylSuhbbJ1q4bSDQ6i/7jduonAdun3473ffDOOPXgQZbjgAs2E3NuL67vdaH9kJY6Po600NmLCX7586onYZPJyQyEQUOCRfbaqCs96+DDOmZjAfU0Wq4juXrlcOH5oKD9IaZllllk2F7Pb4dzMli3Y1YVQrJdql9yyU9t+/3usfWdrn/zkSxOqZZllp7JRg76/H37o5CTWoRMT8LvKylT+Zu9ekde9DoBcby+Oe897Zo7WEsG6cskSRNxEIvBpQiH8TX9ORIGygQFcv6ZGpZ0yGXxXXo51+9iYAoM+H+aUjg74BowuSybxf2srzistxd9f/SrW+Om0yn21t2vEYWGhRvvMFSzk2jwUwrWpuR+Pg2F56aXwV194AfcqKVEiSF8f/NmhIdVRpNnt8B8yGZGnnwbGsGQJvuP9olH4DMxVEIngWqkU/h8fx7tm3ZaUIEFMczPe70xJYGebzNSy2dn558/t+IcffumA2jMOLMyntUC2X3c3HGqTjUZ2HkEI7grU1KBjMoR5+3ZcY/Fi/Bw4gIGprAwdtrY2W2PP6wWoUFsL/QTer7gYO6bPPYfBat8+DFIOBwbEqip8FgwCPCspQWcfG0P5Lr8cP1u2YAAOBHA+wZFwGIusTEbZWEVFuH4igWsRGOTzk8lVWAgGViyGsMvXvQ51+eSTSlFn5uJUCnXT2Ii62rcvG5jLpaM3NOB6f/mLglmsk8JCTEgXX4z/x8bw/ENDqOOSEg3ZFhH5yU8woTgceLbqatXCIDDc16fg4WzazNq1eMf19bgnr/M//4NjKiowOcVi+PvQIQWeuetlivWaAF8+yjF3y7q7MTDv2wcG6OrVuCcnLAKrU1k+xiF3607F3SCbDW0tmVSaP1mo8bguIth2qN/B99XWpjtyhw6h7fp8oPuvWweg8E9/Qhv0+XDuyIjej+xVMjtjMdX9KCjQhU4qhTHG59MJlruL8+ZpHyko0CzFPh/eyVRMV5MVPTiId19Sou8xncZigOENJnOU/ckc1/h5YaHI9ddjPLR2Cy2zzLLjYVdfjTmZjPyZ7Ne/xhz35jef2HJZdmpbKgVm02ytqgoyOJZZZtnUxsiVAwfgdzBhJ0NiKVclorJIjz2GMb68HOdv2XJkIo6pzG6HT3fuufCFQyGNJqNxzRoMqjYh5XRcLhBfCO5lMirpE4lgXe5244fXnJiATzg6ijDc8nIQApxOTUgyOopnj8fxPWWfJiexTne5pk6YmM9IthkaUn+MUYkeD0gg+/ej3JWVuL6I5iFgUpJ878tmw+9wGLr59D27ulBG+vTDw/D3AwHckz4Ur9PYiPDyTAbv8LHHNB9BbhLYdBqgVkUFyrx9e7asmmVHZ9/5DvzT2dpll6HvvFR2xoGF+UAqnw+/W1vREYqKVAssmVQAsaAA4ADDicn+KypCp/L79ZolJRiAyAjMzTTa14eBx9ROpA0O6veBgIq9dneDCZjJ4B7r1qHDhkI6+CxejHMPHcL5oZAy4TweBeIWLVLwqrwcg25PD8pLUIRirAy75QThcECj76MfBbji8eBeBFbNEOCyMnSAiQmUhbRxkWw6+qZNmDBE8MzptAIjZ5+dHYq9Zg0AHYIt6TTAxPp6lHvzZjyH3Y5Bv6wM9cRM00ym0tycX48tH/WabaanR9tMezsG4aoq3HvXLrzrZFIBxURC61EE309MHEk1zzWbDfVYWak09Q0bUDcrV4I11tMz21avlhvmnNv2TmZjZrCJCQB4JkNTRPX6zOzSXV1oPwT0h4bw/s4+G7olvb14r34/wOo778R7XLoU57M/0KhVSJ2UiQkVTWZoPI8fGkK/WLcO/1NDcXxc2+JcMlGbrGiXC9ejeLKIJsZheENBAfrF0JCCnCYjkn/7/arReCbaHXfcIffff7/s2bNHPB6PXHzxxfKNb3xDlnCbNo/dc8898r73vS/rM5fLJYmjiVGxzLLT0Ox2kdtuE/nsZ2d/zrvehXWCpS1n2VT2jW/MHoAWEXnf+868jS9rTrNsrtbRAZCotRWEDBOgItmBQB3N68VPXx/G7I0b55ZNd+9erMHHxtBHSa5hVJbdrv4UGXoi6pP29GBNzBDfQAC+AcNpKytxDWrtk1mYSsGfJuDm86kGOBl59PfHxpQAwHXzXIz1yGSjTF44fz78/337ABaSdUiQMJ2G/zKdpvzkpGrX9/QgOQsZiMQs6LPE4xphVFSkSVjoK+3cqfXzpS/BL1i3LjsJrAj80mefRXmJH4TDR0qNWTZ7Sybntk4SAbHqpbQzcklmglTUB/N6AR6YOnORCAaf4mLNdpwP+ItGARi95z0Aqvbs0Y45MQFwy9QczGQAUPh8qgNhfrdnD84rKdEy9fbiPmNjuBYTMojgOBGAFzt24JiBAQxsRUW6GzQwoOG4Bw/i98KFeCaCnf392VmomJRhYkL1G8vLcdwf/oDJpakJx7a3645PWRl+HzwIgLOuDpmq1q/PpixTi621FXWxZg2YiL29ODaZxABUUaEMLrLHmpuhRReLYSDbtEmfMZNBWV0ugCWxGAZmsvXq6yEkmjuwUa/DpF6TZp3bZrgTtHIl2k8qpWyzdBrnUkuRIaDUgMxnJvuLTEkmr4hGUc9DQ6iPqiqR3/722JOTzAWsernN4UCdRiJHAoUi+TNBj4xgIu7pQVsqKgIjlxIEjY0ADx99FAlKhoZQ/3v26OLI6dTFCRnGFCHmRF1cjD5thjyMj6Nfbd6sIVCxmIZMU/fS78f7NLVC8pnJim5uRp/o7dVxYGwMfSgQQDtubsbYEA4DXGadkSVMwPicc87sJCZPPfWU3HTTTbJ69WpJpVJy++23y2tf+1ppbW0Vnylum2OBQED27t37f//bTiXk3TLLXgL72McQ4jXT2EaLxUQ+/nGEwllmWa61tMwtUyST7ZxpZs1pls3F0mmRv/4VLLvJSfgzZM/lJl5kNArDgF0urEH7+5UhONt7PvAA1qeVlfBT43FNBimSvVFP3zKZxHp7dFQTXXq92bqHbrfq7zMhIUE0Jnyk75TJYN4hmEeAraBApaMKCjRB5NFIN01O4hkbGxHB43Yr4cjjAUGhpAT3YP4B1keuX5MbHWRKC8Vi2WXlmp9hzdTZT6cVTGTOg9pa1O/EBHz58nJNIkqZJiaUoX9dUHD0QLFlah/+8NzYqh/8INr8S2lnJFgoopoJJoMsGhX5/vfxGZNujI7ix+mEzoAJ0olkJ0W48kr88Jr9/dBWCQY1NTmTB1RVYZCIxRS4ENGwZrcbHTpXZ4XJUyIRXMM0nw+fHz6sCR7IgCOrjwMLGZORCHY2XnxRy1JUhDJycOHgw0xJBCIbG9HAk0mU027HgFdRgb9JhS4owOfl5aBKP/88NPhIV3/oIRxnhmM3NSGJw9/+BkCyslIzSPH3unUo87ZtmhmLQGEyiWemXmQsBralzweg8HOfw9+7dyt7cO9eOCkm9Toa1ezVN98s8o53oK5EwE77r//C8zDcldm67HalvDMBiwjKbiYfMbUKzQQa5mTGXTW3WxNvcKeM7DDS5E9Ho0YgQ9tnstzJtbgY4Q5btuAamzdn9+OtW/GOCQY6HPibkgMmo5HAuYgunHw+bWMejwK+LheOoZZoaSnOm5gAKFlYiAm6vh6fzxQSb7Ki29rQFkZGlGHq92vG9ooKgOEPPaQbIP39mgyHCwmvF+X75jfPXN2Rv/71r1n/33PPPVJVVSXbtm2Tyy67bMrzbDab1FCI1jLLLDvCnE4wwajnOhu7806Rf/s3S2POsmxLp0X+3/+bW6bID31IWfxnkllzmmWztbY2kfvuE/nFL+DvMKEkf3NDXER9jVQKa0f6rmZywdnowIuoBnd5OXzUmhr8ZqLLfOb16jrc71d/uaQE/4fD8ANXrUIEYGUl1vMbN8LP5fMwBJdGv9jp1KSE9OPM5+bfR2OHD2uiURJ8RDA+seyrV8Nv7u1FPZi+YW4STLPs/J7ALq9LIDQeh/9BX52koVgMxxYVaSRVWZlmnt6zB75EIqHvhQSkdBrvo7ISPsZcgGLL1HbvhgTLbK2hQeSuu05ceaayMxYsFMmvD3bLLcoec7nQuRsbwb7ZsiU/8JebNZTXXLkSzrvJRmPygOuugyNvaieKaGZmMstaW9GhORjG47jvtm343wQuo1ENxaQeodeLwaGgQAd5dvLGRpyzaRPOJwWZABt1/iYnAaYFAhjgqeVQXIzyDg/j+tQMjMXwGTUbqVu0eTMG8pER1eBbt06TNuRuYlZVIbHIs89q0hAmiGhvB/MwlVLgk0wvgjsFBfo9J7XXvQ6i6y+8ACCX7MHFizHpDA5mv49AAP9v3AjGQ1WVhpEuXQrNAGbpYtINho6bEw7ZXKwfEd29Yup6grmpFNoY2YgmY2xoCLvrBBmZCIbg4qnEFJzJqB1KjUWR7EWEuYjJZ6zvYBBtzm7HgmRoSCfBgQGIAxOQZfthNjZqfVJ3MBZT6j+BRbcbu2vUo2R743Hl5fh+ZARtaeVKDVMnC/D882fH7stlRVdV6Tvn5oGZnMRuB7gogjGkpydbyPnyyzFGERC3dEdEQv+74injS5/CIpGIzJs3T9LptJx//vny9a9/XZYvX5732PHxcRk3tg7HxsaOX4Ets+wktptuwnz7ox/N7vhUCk7Tzp0ntlyWnVr25S9j7TNbCwREfvjDE1eeU8lOxJwmYs1rp7oxoUl7O9arZnJLaqvnrrEJODU0ZLPcKBvl8wEYm0n/mhrc1dVYe4dCWI9PtaZnaDFZckVFujkfjeJ60Sgktr7yFUhV7dgBH54+G0kVJljIZ+DmPyWF+D8TYkYix+5fHTqEsphkheJi1fUfHtYkL3Mhf5hAIv0l+u/0oUhUIUlpcFBZk93d+v79fk2gyGSqZFiSxGT6szYbPp8LUGwZLJ3Ghla+SLmpbN++E1ee6eyMBgvzWT7GIQe7iy/OD/zNlCY+3/VEsHvw/PMAIRcvxuA3Po6BwgTeKit154A6aePjCniYmgKLF6Ns8TjuRfCxtBTHUGS1rk51Grq6NCyyuBjAFAVNqWlQUADQangYZeB9nU4d3MimI9utrk7DKzs6cC8yKqnBt3MnJgiPR8M5zQmIGg6XX45Bm+Kyvb0aMlpWprswBHcIwDmdGuZZWQm24n/9F+5ZWgoAZXISgOSBA9nsRtrgIO4XCmGCnD8/m3F47bWgkW/aBFCorw8ATHe31guFeTnQmsAgjbtbBAAnJwHuUHz3mWcQUtvXh/fByYQ6Iubu0+lgpMoXFirbz3xG1lHupMr3R53IiQmwQdk+AwG809FRANgMQSCzk5MsB3D2C4cDbaapCQDk/v14L+xjLheuNT6OtmK3415kyDBREQHESASsxqIiOMezteZmLIg2bgRbsLISfY193lycmeBiWxv6jN8PjdJVqxRgXLYMGxNnuu5IOp2WW2+9VS655BJZsWLFlMctWbJEfvazn8k555wjoVBI/u3f/k0uvvhiaWlpkYaGhiOOv+OOO+TLX/7yiSy6ZZadtPbDH4o88ojqEs9ku3ZB7/COO05suSw7NWz3bpF/+Ze5nbN+/Zk7j5l2ouY0EWteO5WNYcCDg1gz7tsHP8wMBSaJwQTwnE6sOX0+fE45HerX/ehH8Fu4Id3cnD9qhRrchYU4bscOrJ1N/8v0Z6hjz3DdSASfFxejTENDmk34T38CwYdROKGQynGZocS5vp6ZHJG+GLW+j0fk1sAAfALTdycgGY2KPP747NiE+YzX4phHXzj3b/qk/JzXDwQ0MSLzDng88HWYs4A+mN+vWunMVeDzzS5hqGVq//iP8ONma29608vHlLdlMic/vDA2NibFxcUSCoUkYMbsHmfLl9gid7Exm2NmMlMXb2AADr8IdlhI6Y3HAWYwLp3JPIJBdGavF4Psq16FQZoMx7e+FaHUhw5pFufBQQVbOABWViq9uLUV3wcCmrxDBAPGwYP4XVODRjo6imcuKsIxIyOoD+pckIXV16eJY/r6MJksXaqg4NAQWIPPP49nqqhQEHLpUpRvdBRhyDYbQD5mPX7mGexcjYzgPTDUlxOa3a47IJkMyltQoAlQDhxAOZnBubQUE057O0CTyy7LnjCeeUYzZV92Gd4Tv2ttBWD8qU/hHezcqaDehg26g0UdQ4KyZAVyQiD7kFRyUtMJyEaj2ck1vF5MgGbvnYlpdypaYSGelfUigjZLPZKJCQW0RZSNaeqqiOA9ezz4u7oafWPlSoCFfX3ZGb/NLGPsdzU1OG/tWkyo99+Pa73iFQCa29txfacT74Vah8yk5vGAmTowkL/fV1WpNma+jQdz3OnvBzC9d2+2ruYb34g+l29sSqfRHr/xDdzL3BWmhULol1/5yrHpjrxU4/WJsI985CPyl7/8RZ555pkpHaR8NjExIc3NzXLDDTfIV7/61SO+z8fAaGxsPCXryDLLjsZ27MBcOVuz25GU6qXM+GfZyWfpNHSGDx+e/TlXXQUNtuNpp+q8dqLmNBFrXjuV7fBhkX/6J/hc6bTIE0/Apxoc1MgaJsoQUf+lvBxa98PDSsyoqMD/TKDpdmvkTFERNqff9jasdelfhsMi//mfqjW/f//s/BefD9emf+ty4R5NTZpws7MTZbr2WqzV//u/Ndkk9cSZedn0HTweTfBJjf7CQpSVgJnppx0NelJaiki6K66ATzswgGQVIyN4JpJKTP9wNkbJJEYPihx5Lp9JJDtKilF7Xi/e78gI/IFUCvWYyaCcExNoAwsWaDJPJsOpq4M+8cUXW5s0s7Ef/hBJYmf7fp1OzUx+PG2285rFLBQdKP/4RwwyHDTyOe/5QpfnYqR9Uxdv3jyAcXv3ohPfeCOYfV/+MthQDgcGLtKii4qweI7HAeTt24cBmAzHJUtEHn5YM1pFIhgkRTQrL/UD43FlGhYVZQOFIjoAHzqEcxYsQDlJP06nwbhzODBwcHeJA08yCSAmFML5RMSTSTwPs09TUNbjUQbf2rV43kgELCoyLalRUVWFgW3fPgWLOIiTIcadkFgMgxxTzBPAc7tRN4ODupNCfUdqSvB+DMvmbooI7tPQgHfa1YV20dSE59i3D/crLdUBnxR/rq1MjUIyDslqY3av2lpMwpOTqhNBzYl8CT1OF2O9ZDK6g2i368LA61UtyNzdR55Lir3brexMhgM7HPru2Xa4g8i2YoY+l5QgmY7TCTZgMgkWanW1yKWXAswdHFQqPzVDUymUs6QEIN+b3oQkPnfdhXstWYLnMZmquaHAuZsLBw+iHBdcgPOjUZGnnoKsQU0NnsNMzMNw5OJitM26uvxZsH0+tOM9e45tM+RUtZtvvlkefvhhWb9+/ZycKhERh8Mh5513nuzfvz/v9y6XS1zm4GGZZWeYnXceNH9/+9vZHZ9OQ67l0KEzZwyy7Ei7/PK5AYUOBxjylp3YOU3EmtdOZWMYsM+H8ZUEjdy1L8En+sUjI1gnrlwJICmVwrq1uxvnLVigGt8jI7jmwYMABauqsIYVwX17epSFmM/yESCYvIMyQDU1iJJxuRTEa27GunnXLvhldXUgpWQyuO/ISHYiFRENT+YaPhCALn1vL3xIk7V3LDYygnpfuxb/U06LRtDPzAQ9G2Mk1lTgkymx5HTqe+YzORyq+0/JM49HwWJqINJvZnboiQn1pfIlMbXsSEskQDCaC9j8rW+9vDrOZzxY2NaGBv7nP6NzFBVh8GlqOv46Xibt29TFKy5GGGJrK0KSP/MZ7Iw+8QQGKYbU+nxoLAMDOL+0FPHuS5eqU9/WBkCE7DQmMuCAy8yuqRSYfa2tABsIwJjGMGCHA6AZE4kMDWHwpa5CQ4MyqigS6/VikqBWXFWVgmZjYyo0W1OjVG9mhh0bA+MwEMBgZeoZJhJH1gmzy5JpZob3Ohwog9OpmoKsh1hMJwdmWO7v1xTx1GScmMBxdXUKWtJ8PkyS4XB2WxobU50HsikpbMsdHQ4U5i4S2XA2myZ1GR3FcaSZk06fb9fppQhF5gRDYO1EmAn68p4UAaYIsQjaDd87z3O5dGfU6UT9j49jscBdu2QS7Zi6JCIays2FDtmF1dUIaeDxpaUAcRsbcV5VFfrr00+jTzid6IORiOqerlyJNt3ZqZPu6tVHamPmhgKbmwsNDao/ODkJ/SbuEg4NaVayK65AG8sdvxj2EY1mJ1WidXRgd/euuzShznRsx9PFMpmMfPSjH5UHHnhAnnzySVmwYMGcrzE5OSm7d++Wa6655gSU0DLLTg/79a/BopitEHpHh8grX4mx1bIzz973vrm/+09+8sxMamKaNadZNpPlrgerqhDunyvtQyIDddT9fqxfX3gBDMPKSk1kWVOjvhe1/ffvV9AvmcT9xsfV5yKIZUYPcS1OANDMCswkLH4/1rm9vVjbp1IaKdbQgEiyrVtxzkUXIbKms1OjtEyjT0MprMZG9S0Iqpp+5bGChvE4sIBLL0WZFy9GhJLdrr6siMoh5WMIsnxkWDLyjGaeY7PBV6DeI8FI1nM8rr5SOIz52WZDElJqPkaj8Dn6+1H38+ejDSSTaAMXX4zzLf3z6a2lBdmP6cfPxq67bm5J4k6EndFgYVubyHe/i7BRETT+VAqdIRwGAygYnJ2O12zCk5n9KTeZRyaDzul2Ayw8eBCOf3U1Oikz7XLg7OkRee45sJRe/epspt8DD2Cgf+1roRFENiJZaQ4HOn9HB7IMe734bHgYZa+tVXpxMAigyu0Gq2p4GOf19SGUt6EBZXO5AIzU1+u9mCyCegwFBRhwx8ZUa66kBAOXz6eJQriLE4kg892SJQDjMhkAJrt2ASylEC514ExwaGJCRV55r9JShLIcPKjJUMji404VJ8knnkDd19QgpDoaRVmXLMF7Gh/HMxcX4zuXC+HHDz2E35kM2JCHD+vxHPQJdjHJCROcENy121Wot79fw8e5y8QJIDczV244M3eDOHlQ6JYg27EYM2MzE3Y0euzXzDXuenEHjKG8nBALC8GONe9NcJG7a5wMEwldbFD/kAsDXj+d1gmTAGUigbb7qU/hXps2oS2OjGAy/J//wY5mZSUWWpddhjFl927Ui9eLPsGw+kwG/bu3F2yJXHafyVTt6MAYYm4uhELog+XlKGdPD65XWIj2VF+PfhOJoL3mgo9NTShLblIlEfSnZ55Bf5o3b2a24+lkN910k9x7773y0EMPid/vl76+PhERKS4uFs//xq6/5z3vkfr6ernjf0XUvvKVr8i6devk7LPPltHRUfnXf/1XaW9vlw984AMv23NYZtnJbnY7AMPXv3725zzzDByRDRtOXLksO/ns7/9e5J575nbOhReKfP3rJ6Q4p5RZc5plM5m5HqysRDSU262kBBHdtC8txXqW/svrXgcfcNEiSF/90z9hzUtfzW7XzMUE4oaGVOqHkVx2O9aqXO+bGnt2u2oY0s8pKcE6d3IS/mIioT4kyTGjo/jNpIMEQl0ufYZ8TEYz8m75cjAkf/1r+Kz5orgIvB2tDQ6iDlg2SheZCVdMn09EfaJcXUWRbBYmfSG+PwK19I0TCU14Sp32sTH4EWQfVlcDKzAzN/v9ID309iqIumSJ+jgilv75dPbww0j41tEx+3Pmz0e28pfbzliwkMBaR4cmHCgowE9lJYCyvXvBCGptxUK1uDg/EGiGCZoaYrmMHJP2TQsGcR4HjlhM5GtfAyhw4YVAoWMxFUDt71em2fPPi3zzm3ofE4wkkEagLpnENZlshAPgJZcA/Dh4EPfp6sIx1IlzOHBt6iKHQhgoduzQwSYcxqCydClAJAJkAwOYUDiJlJUBjKysBKBSWIgJpLZWGVIiOliNj4Ox9ac/QQT00CGUlYNeYaHu+Hi9mID4Oem6BA25a0WqtUh2tl0eR6q9CCZPrxcAjgjqdmhIdTooBuvzifzbv+HdMMlEIqG7bMxSbbMpq9Dr1YmAtHdm2BZR/UcyQ3ONZTX1KQoKcI2qKlDcW1oQVs22mkioZuKxWCqFtuRy6SR3PEBIGt8X3w1Bv9paTGDPPYdncDjQlgIBfN7VpUA/gUGG8JNxSNYrd3W4W0jmJ1mkXKw0NIAJY4b+Erhrb8/ObFZZiWvs3YvzLrsMEy0ndpsNbaalJTvsgJbJ4P79/Whr6XT25gKfheH94TB+M5EK24wZ5t7QkD1+rVmD/t/aqrIDkQhCB2w2aDCSPTsV2/F0szvvvFNERC6//PKsz3/+85/Le9/7XhER6ejoELvx8CMjI/LBD35Q+vr6pLS0VC644ALZsGGDLFu27KUqtmWWnZL2utdhXbV79+zPee45bIw+9tiJK5dlJ49dfTX0qudiZWVoJ5ZZc5plM5vdDt+xowPrv/FxrGH7+zWpJTfqc9ltlNAZGsIa9eBBDW91OrF+ZlKRQAB+TyKBNSrBrsJCrGUjEfydy7TKTaxCwofXizIzCmtyUjUSnU6N6goGcR/q0RcWIqx4375spiL9OcpYjY2hDqhVT7YfQ7Jppm95tPbnP2N9v3ix1jd9EvohpvF5KUUlooQYsgRFlAQ0MqLvkD6jGVouguOoV0hfSQQ+VW4kXWUliA4bNuD8s88+Uv88l/RwLLJtp5O1tIh84AOqVT8bs9lAaCs8CZC6k6AIL48RWKuoAAOM+nhk8DFj6sAAFrXf+AZApFwgMFeDkIBPPkZOLu07GARbKRZDp6T0x/79YA295jUAIvbsARBCNh2Pra3Nvg93DJjynOw9DswEQ/1+3UWprsZ1wmGUIxbDoLxgAQC6mho8LweDkhL81NZiAC4uRrkuvFCBBCYiGRwUuf56fHf33ajfxYt1oOrrw/lVVZqVltmJw2EAjX/6E5yLf/kX1AnFc83BnRmaKitVn1AEA6rLhc9JoWa4s82mA/H4uLLMPB7Uz0UX4f+ODgA8GzfivIoKDSVuacG9FixAGSoqUMZ4HJNMfb0meGGIdiqFZy4oUK3FwkJ9B6GQTrijo3hHBEJp5q4S6eTpNI4rKkI5mHRm8WIcG42inbDOWEdHmxSFAKeIMlXzAWBHYyZbsqxMgetly/D+KipQ/vPP19Bw0uz7+jQjtxkOPzmJfkHtSbIHqQnKexEsTCRwr9WrAVLzmRn6e+65eFednSjbVVfhve/Zg/a5di36Ua5x8h0dRbuicdOgpwft4q67MJ4MDIDpJ6Lh1V1deGcEasmK7OxUpi8tHscY8cUvatg+QzSGhtBOGb5xwQWaHZl2Jkz8s8nx9eSTT2b9/+1vf1u+/e1vn6ASWWbZ6Wt2u8hvfoONCzLsZ2OPPw6R/N///sSVzbKX3267be5Aoc0m8rOfnRxO1clg1pxm2WysuRljKv3QQ4d0TUn/yG7X0F2fDz/JJNavXV3K+A4ElJBAGZtoFNflGjsQUAkmMvNI+BBRUkWuT+LxACj0+VSKysxSTAbj5KQmgXS5cF5xMcBM+t9kNPL+BBlLSwHkkADCZC2MymKZ6OeQQclyu90K8s3FOjtxHhN1sq7zdWH6a6wz6jayDmjh8JFAJuXICOay/PTlPB78PTKC43MjIGmxGMqaTk+vf055LstQV+9979yAQhH4ldddd0KKNGc7Y6dWsvwYghsM4nPSpxniuHUrBo+qKtXpI0B3880IPc3VIJyKkWPSvpubAQ7EYkrfDQZxj+XL4Zhv3QoHvrER9/D7Ad5RY4DstvZ2ZHy64QYdoF0ufB8KKb2YFORYDIALwbSSEgUle3o0vXtxMcJ/GEJphuAy/PfNb0bWubY2ZSpFo5qdmaBqY6OyL+NxpYyvXo1ELvnq4cILcV1qwVVW4nlJY+/uxrXIvnM68Z6oE5hIKJtqzx7cR0QH0URCB2VOHsXFqgdRXY37PvaY7nL19KB8JSX6rGSkcffG5cKEMTiIdz5/PkCs+nrUbWkpJi+Wj7T64WGt10gEn/n9uK+ps0GWpLnrVFCA6xL86u7G9RcswDsPBnENgoWFhdm7S3M1ZmYSQV2T5TiTEehNJFQv0CyDGTrO74aGUKfbtmGSYhskRT6TwQR34ADKNW8e7hOJoB2bOileL34zmzKfobxc9UM2b0b/q67W+zP0NxhEORhikUqBSRiJoG+vWoX6yNX/pBUW4j11dmYnAtq8WTVAzzoLz7B3L9pJdTXeYyCA+8XjGrrBDQCXSzODU48wGESodH+/LuJE0A+WLxf54Adx7e5ukZ/+FG01n1kTv2WWWXY8bflykXvvRQhbLntiOrvvPpH3vx/AkGWnn23ZgmiZudpnPyvyxjce//JYZtnpbtXV6jfF40pAMKNuyEYLBJTFx/VqKAT/rq8P/xPIMzXWGbFFX4vAnhlGK5K99jdBKMoP+XzZkUAiOG5sTMNpGdLscsF/amjA+jUWU21DykIxGot+McG/4WGsy7nxzkSKuXMVAVAm7cwHnM3GenvVl5kOKGQ0n0i2ziPrzfSlciWqWG+5yU1IHIrH8b/bjWuTfZkrmdbVBZ++t1eJT7n4gAiu4/cfXX2cbvb616t+5mytoODkCD+mnTFgYa6moM+Hhs1wP2r7pdNw/AnOFBYC+CPV1gQCf/ELdJh8CHw+Rg5p352daDg9Pbje+DgGO68XgAMHg5YWgAXcLTFBGWZl5QDR2wvgzQQjPR7NXszdBK8Xz9bbi2PJdKqsBLg3NASa9t/9HUAyjyc7VJoDLRls554L9hqBwO5uDBLMzkxWZXMzQFO+g/5+MATa26euB4aBbt+uCR48HpR/eFgThpAV6nRquLMJzlZW4n0MDuJ7TlLUCmTIKdlaDgd+B4O4dygE8IYJR8hMdDhwr0OHVANiYgKTDsV3SRWn3h4B1UwGDNJYDEAXAR8mzXjxxWzdPYKAtNwJNpPBZE3WKHX6urtRX2SPud34/Fgo9JywOKnlTlJTGSdzc0I0JzQR1RiJxVDO0VEVLCbbkqw8snMJcnd3a1tetQr1S6FeTn42G+qfwDR3PgMB3Pvpp9H+RfCbLL4FC7Rt7NuH915Rgeuwzfn9Iu9+N7Kq59MFTKfRnkTQ7vfvRz9iuAFlA5YuRb00NuKYbdvQ/qj36fHgWUwwmZqnhYU4rrgY40N3N/oTNwcmJnDs1q0AW7/1LVyD/Spf4pNo1Jr4LbPMsuNrb3wjxp9bb53beT//OcbVn/70hBTLspfJvv99kU9/eu4bmG95i6VTaJllR2PpNPyP9naNpqE/QQCJUkCFhVhvL1mCtSAlcnp6kACQ/klBQbb8D0OB6Xsyw24u+41/88du1wSWExOIADSTnkSjehz9W/o1TIhIn6e0FM/Cc1Ip3dSn30b2IyOmRPSaZkJK07hZz+gn+htH41eNjmYn6sx3HX5vEjPog7HsuUSSXNbm+LgCjyLwA0pLlbFJSSO/P1uuyCQB3XgjfP4NG3BcZ6cSXBjq/OpX4/fu3VPncTjdLZ0Wede7IGU1V/vgB6cmnbwcdkaAhdQUbGsDyGS3I9Z+YAD/NzVp+KjLhcFlcBAvuqlJNetMCwRA3bbb4cjnIuvFxfkZOc3NCBm+806AgezgtbUACUTAMiIYk0goC4y6DyLosFVVCiL19CDU9z3vQcdtbdXdEA52ZBGaeg2msSzV1dAu6+4WeeopAIgMlWbCjfZ21eNbvjwbCJxqYLDbNYxx5Uow6qaqB4I5Pl92NmeGN1PUlgOr0wmAaPt2zcxk6sVVViK0+KGHNCGKiO5OcTdlZAT6jIEAslOFwzje70f5i4vxXWcnBney07gTJ6JUbo8HdcX3PzGBclRXo02dfbbIk0/imOXLFZii3iF3t8z6M5l4nIg5UXCgpv5jdzfaZHExJgS2dyZyOVqtDU7m1MKkxsl0Zu6KMalLLl2/tDQ7gzffHUEqUu99PtTtxo0ASBmGLqJ6k/v3Q3z50CEcw74Qjytwy/CC8nLc46GHNOMxgWROgIcPI/NbKISyUQqASVDWrEEffPhhOMHsg5xoOzsxsQ4M4BmLijTRTTCoAHxlJbRIeV/qQz75JMYZux3tp69P+wwnZy6iYjEAhtwoINNSRMPye3pwzcOH0SenSnzCncTzz5+aeWiZZZZZdjR2yy3IqHj33XM772c/wxj3u9+dmHJZ9tLa5z8vcscdcwcKL7305GJfWGbZqWL0i7dsUfkeEayPx8fxP30lMgbtdvgVDzwAP+kNbxD55S9xDqPTgkHdmK+pwZpZRKN6uLYVUb+JP/TLCJRRIoq+T38/Nua55qUvUVamkWL8vL8fa+q9e1UrvqhIk3BSwopEingcZSwtVRbkTFrsBFKjUfVZ3O4jMxPP1lIp9dVyfT+Wl8Y6ZDSWmdCRn4toHU1O4rl8Ps1sTek1ZpieNw8+SyYDLGHz5vwkIBH44a2teN9MVEPQMR5HotBDhxRTyZfH4XS2tjZsgP3mN3M7z24HUPi/srMnjZ32YCE1BQ8eRMdg+PH27ZrlliGwoRCOIWuHg9XOnegsBPP27EFnHhxEhxsdRYfgLkxhIcC8+nr8392dDaA1N2M3vasLHbe8XBl+zzyj4aKFhRqyyd2CggLN2MpdBmarikSA4t98M7LIbd+O5+PgwRDXigoFH0MhzXZEYOC88/B/c7PIf/83nrO+XoHCsTEAFiUlIn/4A44jk4+AIbO5TreTkFsPZWX4PJlEnTLbcHk5yjAyguc0ae4mAFRdrfWQS2MX0d2kVasA3kSjeC8jI6ofODmJZx0bwyBI+rz5HNwp6+7WiYzhsZzsSOkna5KJJEZH8SyZDD5ftQptk1oGQ0MAERcvBmjEtsOJnIxIThoE6bgTyAQwZKCSaj82hp9I5NgEeUl9Z32aZZjOyGrjZEqgjGC4242fsjIFWouKUF/Mfl1QgO/PP19Dj0MhZQR7vVicFBfj3R06hHuWliqwyYXC/v14J/PnQyPpoYfQX6jtyeQ3FHYOh/Eux8dVk4ViyLW16At2O8abG27AhgDZtm1teMdjYziuqUmzrnOnM5EAY/HAAc3IVl2N8pJ96nLhb58PCzVmH2fY+86dYAwzBF0E9zITKomoPmNfHxisCxcq43mqncQ3venM2xW0zDLLTrz95CfYtJhr8pLf/x56W//939bYdCrbv/87kvrN1ebNw2a2ZZZZNjcztfb9fvhYIyNYo4oosGcCTwSjSLAQgd/sdiOx0NKlIGmEw7pOpnZ7WxtAO0ZVUStPRCO7GN1F343H8b4iWBufey420J99VqW0QiFNfCmiIF5NDcrodGINHg7j2ZhF2QxZ5rOVlsIPYyTUdJbJqIQZ64mRTEfDMEynsebOdx/WVe41zWQ0jNri+yK5hP8TkK2vh6+wbBmIOwy5DgTwrlatgl9QWYlEjX4//KqmJrzH730Pz11aqj5MKAT/pKEB72loSLXQJyfhX+XmcThdra0NG6FPPDG389xuJBtavfrElOtY7LQGC5nx+ODBbHZcSQlAiOFhfFZdrZmaODgVFmJgIX26t1cBnXQaL7WiAp3gxRfRKebNw6A7MQGgYscOXPunPwX4YSLr8+dDk2/HDk3QQCDJ7Uanstk06QZTzZPabQ7Ig4O4b00NnP0bbgD1lY4/WUUcEJJJsLKCQdRLUZECAwUFAGa+9CV8x0FzdFTBS7L/nE4Ns47Hp88InRsGTiCR9fDUU5hYcrMNOxwir3wljn/4YZSZorTM/JrJ4DoNDajLQ4dwHOtVBMd0dGiob1UVnndoSENzSSf3ePD5yIgyAcfGFKAUydbo83p1t4Y7TJwAr7oKAzJDpmw2ZX51dGDgnTcPben668H2CgZFdu1CGUIhvA8RncRyM5OZ7Z3MxEBAE2BEIgCicvVB5mqcVCkgzHqYjeYU64RMuOpqBe+ZdGZgAM/LXTCCvpWVeCfsky+8oKG1r3qVChTv3g0ALJPB//v2oa3Nmwegj++K4Qhnny3ywx/i3X3uc6i78nLtaw6H6nuYwr/U8Ozpwff19fjcZBKvXAm27eHDyGZlhnhQZzMe1w0Gsx5NRmNlJdpqfT3Yp0uXAlA0EwqJoDy1tchu/s53Amjet0+ZlrmW2w7IeJ5JTsAyyyyz7Hjbo49irNmxY27n3XcfxsfHH4cTadmpY+m0yDvecXTsULsdG3wWSGyZZXMz+sXU2ueGu9OJdW8yqZvSZPpy7S+CjeY1a+CjvO1tWMOOjOD/igqRdevAjuvqwvr1H/4B1/n61+HbkETzzDOanM9uVxkqGsNt3W74fwMDWFsz6q+8HOvb/n6sl3O1z+12XI/+czqtMjzmM5EgkErh+sPDOJaRYVMZI/54LfpXPMeMNjtamyrhiwlIUsecYCvBQzIOx8ezv4/H9X0zbJs5GtracG4wCAwg15cX0bZTXw8f46yz8DnrlpF0druSJJgHIhzOzuNwOloiAY3Cgwfnfu6//uvJCRSKnOZgYUcHGn8kouxBgj1er+4wFBQgHfj4OAa80VF0po4OfF9WhnPb2nDu0qXoLLW1qpXHBBXUWxsZQedxu9ExYrEjMyTnsnmo00ZQkJoKHPhGR3U3JJFQMIkgw5YtGCgeeQSDq8uF83PTn4sAzNi1CwPEiy+inA0NykxqbMT99+1TptWyZcrc4iDV3Q1G01//OnVG6Guvxb1MIHHJEtDWq6vx09mJQaWqSvX+XnwR9zrnHAxI/f24JoEkArt1ddgFYZhnLKYhlitX4jlIl45EAEx6PBi8zj1Xy7t/P8Cm7m7NurtyJdrCpk04PxDA+yZw5HDoLhmzzTL5TEEBdmV27FBQmoxGTiKxGOp4eBjPfsMNIl/5Cp6VSVbCYbxrakayPeROIKTfZzJ4Tr8fZeFx+URwRabfATO/M4WPOSHNFiw0dxGjUfQtZsIeGFCWLPsSmZ4FBSodwPBkMhQ9Hhx34YUAUpubUW979uCYSEQZtJWVAJ2dTvTz8XG8w+5unDM8rEAmMyZPTKDOqAPCnc6JCYThi6BtkHlMYJ5h02yfIyNoN62t+JxsWDOcnO+PocRkNff2KvA4MIDQgPvu04RC3MjgwuzGGwEqcrd4ePjIjGVkZZaVabZskSN1Rc9UnRHLLLPspbetW6EN29Ext/OGhsCE+NznRP75n09I0Sw7zrZzp8gVV+g6aq52++0WOGyZZUdjHR2qN8goqYoKrCMrKuBnFhRg/UfwjnrY9G8eewz+UDKJMbuqCucHg9Bnu/BCkde8Rjea02mR970PkWhdXRq2OjEBNuK+fdh8HxvT9S+jkObP1wSDfX0obzis4FQyqeG1JuBI7cRDhxQ883iUbMGoMYbucm1/8KAmrZzKTN1AEzQ0jVFnR5tEUuRIv4y+XyCg5AmSRMgqpI9mJkPhZ3wmRgwFg/CHmeQmFwPI9eXf+lZtOyQ6OJ2aGCWd1kSTLK/fD7+mrw9l3rhR8zicbvbDH4p8/ONzz4gtAoLXzTcf/zIdLzutwULuEpAhaDrMzJQ0OKgp0plJOBDAIFRWhsGmvV0TaWQy6EzMYrtzJ5hLQ0MAJ/r6VOeusVFZQiUl2RmSFy3CQHX11dhh6etDWVMplGt4GOVhmZ1OAANshOPjADkI8jH0srcX2i+LFwNcePFFAFZVVfrs1DV729sATkWjGBTuvReDCHXLuLvi8aA+Ojo0ZJkhwi4Xyj84iElhbAx/u1z4f9Mmka9+FXXBkMiODsTx/+IXmGgGBjCINTToLlVhIYCLwkIwxq65RuSLX8Qu9G9/i/r2+QDWlJUBjCQjcdky/O7qQr3Om4eyVlXhnKEhDG6HD6POXvEKlCMWgwbOO9+Jd3DvvXi/8+erHsfgIN5vOIx7MGNuMqn6GpzoEgkwChmmzsmQzFUO/Mkk3veDD2pI+vLlGna6axfua2pUiGRTz/le8+1EmWDUdDtdDkf2BEn6vylUTH1EtsnZZEA2jZOYx4PrDA0pOJ5K4e9cBqT5PZ+bAO2ePXi3r3xldt2wrxLoYr2UlGiI8sGDCIEigEng0+lUwJqMSDL3Fi1CH85NGtLbiwXPK1+pk7fdjnYyMICJltmYqXHCnU4uZGhc5HAnl+HGPT1ob2QAbtqEZ2D/9XiUbbFkCcryhz/g/sXFunPMDYbLLz9ywjZ1RS2zzDLLXiqz20X+/GfMwaOjcz//a1/DmugnPznuRbPsONrnPnf0CUnsdgCFX/3q8S2TZZadKUYpLsrT2GwgwFBz3+mEH8YoL5cL/Y7kBY8HSfeo3U3JIJITqGf/iU9o9BkjVuJx3LO+XuR1rwPBZWgIPptIdmRZaakCVmZOgFAI/tG+ffibmoPc6CeIRb9schJrdX7O6zNiyO9XCamiIvXDp/OVTBIFfa1cf8z87liMwKap+U49SLs9mzDEe1JSiz6QyXwk1kFNSr8fmMe73oX3YWIAItlJXf/4R9QjWafMKk1fxUygwizTDBWvrIQvcvCgsjtPF0ulRN7/fpH//M+jO3/ePCRuO5nttAYLmZQikVCQi8YdlbExZW4xy+jQkO5OMBnEwICGN5aVYeeE6eSZIKGvDyDdwYPqnA8NqdApMyRv3AidtP5+DU+sqUFWtw0bgOL392viDnNg4sDGnRlmWY5GcX+HQzvwypUA8v72NyzAGxuzdcje8hYw8kQAnL34YnZmZ+44HT6MQbevD0ALKcXUj+jtxWfPPpudMZk6GMPDoKYze21Liw5uY2OqizExARYhddj4fhjq3NwMIez6epFvfEPLs3cvzieAw52uRYvwXSSCel+5Es94+DDKXFCA8o6NAVw56yzsfjHk8q1vxQ4LmZ/r1uE8ZtAmu9PrxXtyu7PbTSCAybWjA882MqKp6lnHHMjtdoRZezy4zsAA/h4bw3MSHCP4RRahqf3BNkZ2GrULafkYgGQbiihrkdfhThQ/o7YgJwQCXbMxPjfbtAjaYjicrbORq8kxOamJTUyaPes7GkVfIes3ncbCp6MDxzQ26qYA39szz2CycjjQX2MxLH4oesy+S3Fnsoff/Gb8v29fdsY0JimJxwHgffGLaENvfCPe+eHDylCmoDDrk+AoFy+c5NNpTLZuN/7nAsznQ59Np9Eua2vxjLW1R7KXP/xhtJ0XXsienAsKEEbyoQ9ZrEHLLLPs5LHly7Hgft/7MGbP1e6+G2PeAw/oOGvZyWHJJDauN206uvMXLACrnpralllm2dzN788mxogAyCEhguvV8XGNKispgW/l8ylARx+B46zNBl+IIcibN8MHpDaiyVTr7MR48PrXgwzR1qaAIwG8ujqsuxMJ+EGxGMpNYJGZjrmhz0zLZngxGXVeL9biBO8YLRSJZIc+09eYSXPQBAH590xkjGMx+gQE/JiIhVqLw8MaCcUENWbiRzMazefTxKHxON59Og22aG9vNgZAI3bBiKpoNJuRyqhNyoIxvwF9eV7D7c4OVT4d7L77RD7ykWztyrmY3y/ygx+c/OuVk7x4x2ZNTQAOdu1Cw6V2n4gCIfPm4f9oFB1ubAyNmVRfM6lHKoVBc906dFTq+JHW7PVqogOyeAoL8ffoqFKkd+9GJ12xQgfPw4cxcF17LRhEBBKYpYg7CszkmkxmZ4llJ54/H8cNDQF4u/pqCGbu2oXB1uPJr0OWu9skgs5dVYVzOXEw0y5DhN/wBnw/MIDzmTF5YgITwtAQ6pGgyJ49KEdVFa45NITPa2rwd08PgE0OVj4fJp49e1DG/n6EWcfjOuBzgGLY6YYNysAsLETdM8Rz3z60A2pkMLtyaemRwqv5dNyo19fYiOscOqS7VWw3BAPnz0cbPHAADgzBPpMJSDCOLDSnE3WTSqGOo1Eca04UfO7cyYk7a9SpyAXZpjJz14nld7tV54P3YPguJ9LZ7prZ7ahfChATTGbiFXNnzgTQcnfuTFBtfFzBxbExvB+/H88/OIhJrKYG3wUCmsGau5GcNFtbMUYsWaLtPBxWrT8mO1q4EPqTv/oVmKhdXcpKHhlB2RsbVefwqafA8uMmQjqNvzmhms/F5CyBgGqLMHt5NAph4HAYE/JvfoO++9BDuM5FF+XfAXzwQZHPfAbA5f33Awxl6P7ixSLXXYdntswyyyw7mez1r4eMyP/7f9hYnKs9/DDm0LvvxoaoZS+//fCHmI+4npmrLV6MeWz58uNbLsssO9OMfvGOHdkMsspKgHsuF4DD7m74aqOj2IzmxnIymZ0YhGAQzefDuri3F74ntRHzrVN374YPOTyM+zGhX0GBRpgVFmqegYUL8ffAAD6vq1MfLJHA+puZjEXwmxFaZNVRqomSXqaZiUSmCi+eyk4UUJh7/cJC+DY2G+r67LNRH319ePazzgJhaXRUCQo2G8ZeRijSz/J48H7mzQNgm05PHVnk86Hu6urgSy1bpozUYFCjsajL7vfDDzPzBpCVSOziVLZ0GmuVv/zl6K9RXy/yox/hOie7ndZgod0u8t73YsDq6sKLYebReByDVkUFwvXecPc9xgABAABJREFU8Q4MTm99Kxp/ebkCO4WFOJYhqGzoRNZ7etAhamvxPzsigYrduzUxBRN0VFfrrk7u4PnZz+K4F17AsePjurtTX4+BtbdXwzgZ8sgw33RaE6BUV4u8+tVgWv3936tGWTgMhhWzHJHFZO42ZTIYhAIBXCsaxcDj9eI6DgdAyr4+fGdqo5EZ2NuL+nY6Ua+DgxoS7nTqAJ5KaR2bGZo7OqAleNddGKj27cM1mRGWzC0CdmTwkfnFCWFoCOcxbFtE2XGhECZKhjubbCtTxy0UAljkcGDRGgziucmmJIDJjNMcdCsqNNSdTD4+N0N9CdJRs4/JL7ijZO70mJmRqYtHino0qlmzOVE6HEeCfJwkzbBiTswMoeZ1eT+W3+dTrQwRreupqPvcwSss1HZB4NA8nvXBv3O/M0FSXmd8HJMis0A7nZqAR0S1JgsKADQzZKGoCA5lXx/66aJFuEZvL85j1mi7HQuUr38d100k0B7mz8d9N25E2erqcPzQEN7B0BCuXVmpEzZD1z0eXIfMTyZxsdnQlskc7urSOquqAjP2+ecxqYfDKBdDM5jJbGwMbXzLFlyruRks5ieeUL2Y3l6RX/4SO79MQGSZZZZZdrLY8uXYvLn2Wughz9W4lrvySkRWnOy79qerpdMiN90Eh+hozedD5msLKLTMsmM3u/1IvXySVrq6ABy99a1YI9ps2LAZHFS9dprNlg0G0aJR9QlMbUTTzCi7DRsA+NFvmZjA+rm8HISXQAD+l8eDNbDJHPR4UAZGztTW4rvOTgBX3IifmFDShMulvtV0Nhst9pfDGBpums0GbODqq0Xe/W74sv/2bxqiTN+OUVPMFk2fnyQMRikSAzAtGsXxq1fDl9iyBTjAhRfifszizHO9Xg3NJh7idIIhni+PwqlkLS3oQ/v2Hd35DgfYhO9//6mzNjlFinn0tny5yBe+AJ2TvXsVHGFnW7QIL33hQoBnDPUjw4dOPTtSMglm2yWX4Lj6egx0HPyKivDT3o5OQ5pzcTGu3dmpOg6BAEACET2/rQ06gt/6Fsrd3w+wobZWdRtqawEMMiV8OAz2ETsgGY18xqIiZZv99rdHap0tWIBOT+bfhReiPJ2d+AkEUA/z5mGwdrs1RHj//my6s2m5YbKJhO48kDnmdqPj9PdrJmkyrwYG8E58Ptw7ldJkISLKlDRDU6kbSAHYUEjvMzysYbOkRIvg+k1NGu48lY7bwYNgCfp8eOddXQqgmXXg8eCc3btxTTNRjQjqzkygQX0NUsv7+xX0E8nWneD/fAYONLxGOo365G4a2aLU5+B5NIK2nEQJWlJrIhzW/lJdrWHbZhi02607cFOJApOVaGZTzs1eZj5DrmUy2dqJRUVaVv4dCGAiMxcna9fiHezejftyl7KyUrVQgkG0tSuuQHsjE9blAnPv/e/HOHL4cDagTlCVCyYCsh0dqPu6OmXO+v0qSMydQSa6IZuRu58moEwQeOlS9NNMRuS559D+xsZUX8XUYrHbca3vfheZ6ERAlR8cRDvOFS3OZdRaZplllr3cZrdj1/597xO5556ju8YTT2AcvvtusKkte+ls61bokh1NODmtsBBh6StXHr9yWWbZmWLpdP6EdfmiptxujTpbsgSbyTt2QLJm714lyxQUqNSRy5VNBOB6evlyMN5yo9VM83oBVsbjuLfXizJSnzsYhGb82rWQHvB6cdzoqF53ZARr+XgcnxFApG83OanEhLIyHBeJzA4InI4pyMjBo7XS0qNP7jQxAcmvujpgBszevHo1CEHNzRgv29tFHn1UCSyDg0qAGh9HPdOHTKVQPzU18HNMJqgIzmGCxr/9Db5Hfz+IB9XVwE8uuQT+0oYNeG+pFPwf0+dxOBCZ2dR09HX3clo6jbXE5z539POazYYIsbe+9fiW7UTbaQ8WioCW29ysTDKCDLmIbn8/XmRTk2ZIJShCACgSAbBw4AAGJLcb2mSZDI7ftw/gARluIugkExP4vrAQDnsshkHa3Jnx+TS7cEuLhtb292PAX7gQHe266xCGSBo52WPUgxsbA6BI8DAaxbP/938rPZwh1aOjmBS2btXstvv2YSCJRHCs3Y5B/Lzz8CwiSuPu78cgnk5nZwtOJnWCmpwEy6qzE/cnaEdglnoSwaBqGrhcYITabAj7LC7GvThBTU7iWmbiFhEVXeVAT+YeqdgEb7n7wbqqqcFzT6Wl0NYmcuedCOdkaHNBAc5dsgTPdOiQsuXKyvSdMDy5qAj1Qg28QADPQjab04nvBgc1AYb5XPnCiW02vSfbNbP5kp1H/cRwWAE5GrUNCZ6WlWk/YNg0d4jKyvDc3KkSUdCTAONMRiFhMgjNcAHzdz5jeciCJUu4oAALk1gM7ayxUc+prMT3e/eq1l9JiS4mbDZltJaU4DmKi3Eck+ewrLnhG3wWhwNlGRvDIoDh5AMDKtjM4wgErlqFSfbppzWTOin6Ph/aQVkZysTw+0WLNLsYNU1ra/H+urpwvseDPuH1oj1/97t41ulCQR58EG3Y0i+0zDLLTjb7+c8xvj322NGdHwxiYX777ZBlsMa5E2/XXHNs4VkieE+33YbNfMsss2xuZiYWSSSwDly6VKNJzKipXDBRRNmHwSDAJ0otDQ1hjdzSgug3pxM/ZJFVVIh89KNYC+dGq5nW24s1Mn0Y+kleL8ghwSDuecUVWLv39CABFv0/6omPj+M+JPkEg1hrv+Y1KPdTT8GnDgTgI8wltDg3aQnXz3NN7GgaI4mcTqzjj9Z6euDvLFoEBv6HP6yZpzs6EHlHVijriGCvwwFyTjgMH2JsTOSCC4At/OAHRzJOW1rg31ZW4vMLL8Tne/fCT7rxRrD47Xa0se99D+9hwQJNHMkIvje96dScg3fvBvli48ZjS1zzwQ+eekChyBkAFqbTGDDTaWjgjI1lh+21tamzXF2tjj+1D1wuTWZB5g91HD72MQBoDQ3onC++iHsuXgzG3Wc+g/MIEtbUqIYhkX4z5NYE9ZJJgJwrV2JQ7exEp7zuOuza2O1KI6+vB7DQ1aVg0dKlChZ1duquCzXjqqqUeRaNKvvQbldAsaQke6fmxRcxAYhgAjKz+1ZUqOYadxKYPXbnTrChXC4dfKgxwR2NhQuxozExAebjggV4lgsuUEDQ5VIavMOB8sdiCk5S646htrGYamrEYgoYtrejHE4nnmfpUhXPzael0NaGwa+9HXUbiWjbCgZxnYoKzXgroolpXC58d/AgwJmSEk3IYmYfps4ld89ytX0I5JohyOZ9Cgp0B6+uTkWEWc8mCEcwleAbMwWThenxoK2mUnjHIppljHR/TgCsB7ar2VhuQpaZsocRBGXdksnIhCQ1NQhXOHwY7Th3omtrQ3mXLcPzMDs1751Oo48++ywm0OZmXCcaRdhvV5ey77iAamlR3UuyB71eAJVbt+JcZlNmm2X9TE5ikRWNQp/z0kvB+PV6NWR5+3a0G74fjhXFxbgfQ7adTtVELClBnfT3Y6Fw4YUoS28vMh9PFQoyFaPWMssss+xksEcfBXNhw4ajOz+VEvnKV7Dh98lPitx6a3ZInWXHbomEyPe/D8mOo8lmbZrXK/LrX8OxtMwyy+Zm9FlyE4vs2IG13tveBn83FyA0LZd9SMBxyRKsKdNprI1HR1W2p6RE5P/7/6DBxmSDudqIIjh2506sV71ezWY8OYlrRSL4PxTCuE1gkDp7dXW4VyKB+wcC8DUnJ7Hu9vmwNm9pAZFgdBR/k1wwW18lV4rJ1Jw/FqPmYnk5fI+jvWY6DeLShg1ghaZSyFjM9zU+jrrp6cH/jFjy+eBHMEFKRQWYiek0gKyNG+Hvd3fjvEOHNLx861Ycv3QpzmltRUjylVeiTLntJhxGu7nggiNzJZwKlk6L/PM/I6z7WBOzvP3tIj/+8fEp10ttpz1Y2NGhugnMIGxaQwMa+4YNGlb84ovq/JPdZ2Yora8HcHTffeg899575O4NadgEXQhOPvssBlqi+gRATFCPmngcXBsbtZx/+IPuCrFDUpg0mVSKuc2GQWRwUMNzS0pUeyKRwABC4GtkBGVPJBS0ILg5Oqq6e9u2ZWvjLV6Ma3d0YPIxsxkHAgpmcteIYGsqhfsVFmKw9PsBEDY3A+yor0d5TbpycTEAyKEhfVZq2ZFKTeArk0E5nE6U2+fDORwwx8bw/eLFeLbWVgy2ufRogs2DgwBfRkdRbwRXYzFlOJL1GA7j+n6/ajWwLDfcgIF3xw7UodcLbabRUTxPRwfKx8Q6pqhtrn6gz4e2xuQeLM/EhCazoHZhTY1q9uVOlGznZpKW8nIFl91u1eYkGGtqKeaWdS6WO3Gb7888pqIC7516juPjWDTMn49JiIlh3vMeMGXNhDRMZLNrl7JLScMPhfATieA55s9XLcF87LvmZuzife972BCgFml5OXZDPR5d1DBbdGkp/o5GUXaWQQQ7sOk0+vWSJTh+dFSBZALkHCtCIQ3Z9/nwTsJh3dQgo7S+Xt9jS0t2HVPOgGHTBPgts8wyy05We/ZZkQ98QOSnPz36awSD2MT9whcAan3iE8evfGeqpdMAX++889gYN7Tly7FJd6poOVlm2clkps+SG01SWYmIrU2b4J96PNlsw1zL1WwPhUR+9zv4NK96FcbTzZtVk51r2csvRz/O1Ub0epX8MjKiGZTZ16mdNzKihAZTnogRRZ2d8Hl8Pqzj160DQHnfffDxqN9P0kRZGZ6VUVS89kyW61OWlmryyKNll9EHpo+VSmVrwM/VUimAdTfeiGdeuRLhwHx+hiEzCUo0qoSekhKUIxaDRqUJCL/nPTjuzjs10qmsDPfr7UVbWLs2P+FgJtbqqWI7d0KGaseOYwOJvV6Rf/kX+Hunqp3203G+LL+mxeNYmHzjGxhM6KTHYppAgUkyCgvRMfx+fH7woMhXvwowzxycduyAg55MKt2XxuxBfX2aETYUwg4N08A3Nc2OBUTK8cgIAIb58zEgPPZYtr6d243n7O4GuMHU6tSeI0uJbL3JSQUm1q7FQD84CEDi0CHV4COYIoLj+/txr8svx3Xa2hRoWrNGtRJ6e7HwT6V0J6mpCaGZlZU43kzRTgq7zYZnHhjABGCCVaOjuFdRke48uVwazk3gkzqHxcWaRTqZVHq0CBhqHODS6WywmdqGzMZLIIfivFVV+j4Y9ks9xf37Rf7rv1Cn/9//B3B15078RCIatm7qE/Jv7ggxIUYggPNLSlBGLtLtdry3iQk84+iogof5JrjJSaWmk6mWSKBtc/eOQGUioSxGcxKlBuFcjOG4uecRjGRovcuF93rZZegje/cC1HU60d8qKvCcbW34/Mor8dPRgXr93e/0XsPDqh0aDiv4SJC3oQF9YtMmvCMmHTH7XTwu8qc/of6vuAJl2r4d/YN6h2a/YgZksompEXLJJRo6IZIdrsHESb29KIOpQZpIoOyLFqEvbNumoRzUbSws1KzllCIYHcU4FAyiPTMpDxdg/f2WLpRllll2ctvdd2Oz5n3vU5b70VgyCYbh978PDeqzzz71HJmTwXbsAFviwIHjc73PflbkjjuOz7Uss+xMNJMgY/qRBPa4XqeG3Eza1Xa7rnu3bsWa0+vFejoSwRqyrEx9gbY29OHPfS6b1GJq5TscuCZ9MjNJYjis8khMFtnbq9l2RVB+au4XF+PZNmzA/ZctwxqcPmtzM5hyTqcSLmYCfuiDEKQkEEpmI5NpHq1NTir7mmSG42HRKJ51eFjk+uvhDzgcCKElUOp0ql/ldKK99PUhwmnJEo2o2rUL7eLQIX3PsRjeR2Wl+hLr1sEPIovQBAZPxWildBoYwOc/j8Rax/Ke7XaArj/+8akfyXDag4V+/9S6CRxgxsYA8lAwdGwMABkZQtRJq69HR2FIbzKJa6xbl53ZuLkZSH8ohGNWr9aFaGUlgLP16zWxh8cDoGPZMoReTAVsUtOQLKC2NugLDA4CPIjFdEeGYIsIGnsyiUEpEsFx1BkU0VDMiQllrCWTGMy8XgAne/ZgQAiH8T0zzjJBy7p1GGB6e/G7rAxMwfp6LMZ9PtRZMIhjWK8Ewxoa9FpM0V5bqynaRVCf6TRCvxkWPjqqgEdpKY7t7MTgFwppeDG1Fc4/H+f29mKy6ujALszVV4NR+rOf4VxqPJSWAoyZNw9lqKnREG4mvpmY0PDkgQH8zwGGIKLPh7ZRVQUQq7sbTs+vfoVzHA4FrkxAj+xAt1tZYxQYZvlTKbx3Zu1mco6CAt25CgannpB4T4J/TEozOoo6C4dRl/F4tl4IdRT5Dmc74fH6ZhKP3GsUFADcYr+qrMSztLcDdGWiGh67YkW2FkZTExi/4+P4rroaYB6ze9PR5HUnJ/FubDadBKknyn4XCmHBNDiIXdPBQQCObjfqPBZDHbEumYGMu5hkQ/p8aFcElJcvPzJcg5sKzJ7ODN4dHWhrTU0o77p1GK8oP0AdRyY3KixEXxwawli4ebNuhBQWoq1PTGBSrK8/9UIELLPMsjPL3vxmkTe8AYDhr399bI5WezscpKoqiMP/0z+pnq1l+S2dxhx8441wTI+HXXEF9MisurfMsmOzfAQZJq+MxbAW7u/HT10d1nyU41q0SP08gj5796oGnQjW204nNgjGx3FcLnh28GB2NE46DZ+6tlaJF08+qX4cfR5G5PB/+hsE7ZJJ3IsJBj0eAGP0i5uaQEQJBjWKp6ICz8yoMj6DSH42n7m5Tz+QPk8qhfX2sWZKZoQU72eSMI6HvfgiQmerqzWiTgT16fWq7xoK4b5+P977/PnKQH34YTxrXZ1KVjEqq75etd737MH7vusu+BS52pinku3cCZ3cZ5/Fsx+Lud1IZHK6SGmc9mBhblICk3HX1oaBZvFiOONkbF1zDToykf+KCjCsCGaMjWniAZcrOysSgYaeHk3U0dmpIa7RKI659NIjdSM6OkCjnil1ORlvJtVcRDMQNTVhMWez6TO3tQEwIHjEMpsADbPF2u2aPXl8HMDCokUYVMbGkHBk/vzsXavKSjAKn39e5LWvxcDT2wtmX1sbwKyKCkwwDPnkzk0shomEOxbRKCaB665DfWzcqIlJWKbqaoQTMZmF3Y7jnn9e3xETcTARjcMB54C6hAUFGESffRbssPZ21E1DA8KpPR4dCKurNeV7Q4PudDG7Fn9zwmR4uQiec2REMw4vW4Z6+d73sIPB9mgmZeEEwgmSk5PHg3uQKVZerjp2ySTqju8vFFI24UwOFSdN7jo6HACZhoeVOck6KyzMBhZnc33TyI4UydY9ZEY07ihWVqJOS0tRv4cOoc5zAdV8mbjN3dXBQSx4CJYPDWm4f20ttEF37tSwX06C1BNlvwuH9Zoi+HtkRCdShmOzT01MoB263Zrghv2aYfh+P77LDdcoLQWIuG2b7nIOD4tcfDEA664ulK24GJN5b6+G3DO5USaDRRSZvuvXow6YcIlC1WvWYEyyEp1YZpllp4IxS+5b3iLyrncp4+RobWAAbJhvfhNMua99DWscayxUi8VEPvUprMkGBo4fG+atb8VmlWWWWXbslo8gEwphbUgfiLrYu3fjmPp66MrfdhtARG44V1djbfnii1iHDg9j3Tg6ijW5meCQBIDJSRz/6KOQXWpoQDb7gQHV0g8GsVamJBb9llxNwERCtdfpI5kkiIICrGFDIfgHDJUmOYYhs7t3a5TgTEb/wuE4Esw0tQvnQpCY6X709Y635SZQYfRkYaGCyl4v3rWpi753rz4fE8dEIjiW0lsNDcpWLS4GoYZa7zOxVU8mS6VAJPnSlzTi8Vitrk7kr389vaK1TnuwkI54RwcaNYGjVArAVVmZavyZ51xwATKVkgHHENqxMWX2bN+uCTRE0HE2bUJn4s7H2WcDbNq4EYNlVVV2enrG9B8+rEkK9uyBPp65UE2n0YEXLVKarEk1Hx0FgBCL4T5M5nHoEMADJtkgFZbUZ5MdJqIh1vy8pUUHWbKxOLiZlslgUI7FRJ54AgNSUxMGkJ4eDcsmS5NCtMyyOzmJ5ykvx3MwpDSRQKh3X59Sp6uqcI3t2wG6cmdsyxbVmPR4MNEND+NYgmydnShDZSWOjcdRLwxnLi3FALt5M1hbF16Id7RtGwbEiQnVYAyHVf+B1Pl8Nj6Oa0ciqJvXvhbtY/NmPYasTjPsmJMHs41lMigDwTuXS3UPo1HUL5ltsVj2O5rNxEbQj4k7enpw36Ym3QmbnNT+w6zGJjg2mwmP+ohm+Dt37ghUJhJoBzYb/j58GGUqLRV59avx7FMlKrLbdSKMxRA6EYuhnVVVYaJjmHtREfqc14t+U1GRrRGYyWh79Pt1x9Zk/cXjmqyH/YYLG+qn+P3ZYB6zj1EjM1cUuLsb9XzDDWD2cjd4wwa0x717AXDW1GDSLixEOy4rwxgxNoZyV1SIfOhDuN7mzRqOzQREZAe7XFaiE8sss+zUsje/GePa9ddjo+VYbXISyaZ+/3ts1txyi8i7333m6uelUli7fvnLWLscb4f2wx8W+dGPju81LbPsTLZ8BJnxcfgIjCzz+VSjvLsba04m0lu3DmvaXbtE/va3bHkkrxfHMaGkiG74M4qGUkbPPw/9ws5ObDCk07gmNf9MnXPKZYkoWGNGOU1O4niGEtNPKSjAWr2uDv48fRDmCSgsxL1ykzzOZBMTWCdPZcdzHKSfdiLAwlwbHlZfiBFVExPqv5CBODgIv4jAa0UF3ht99mgUoDEjli67TCWP8mm9n2ybbomEyA9/CDbk4cPZhK9jMZcLm1+f//zJD5LO1c6YJVAshsFrbAyDRmEhQIl16zT81bSmJjTyUAigCQEfOthk3lVWKouHNO/KSj1+4UJo8W3dCif+llvgjO/dC8HLPXsAUnAHwOfD/x0duH95OTrk3r1KHf7Sl9CRzfDYvj78z6y5pFlHo5gMSktRHuo+EBAU0fBWZj4eGVEgiOyjZBJliceBwhcVaZbiYBBAw4EDKpB61lkAOMzdHCbLYN1x9yoQwO+eHtTTvHlK3d21C4DounUaXstBiYNROq3h2GVlytgKhfAsDBWNRnUyoZ4gWXhkO8bjyqB0OESuugrP8uyzmPB8PpQhlUJ9EygS0cnSnABpBNf27UN5qqtRHu5gUaPDBG8JIC5YoLtbBA1FUIdnnQVQyG7XZCpMPuNw4HhmKp4Ndd6coAkKRyIarut0atg0w9UJtHIymeo+bGPcJSRjzunUa1MbgzopBOOrqjQMYssWBdBopq5gU5OGoB84gN8MMRbR8PxEAuA+GbnJJNqQ16ugORmvb3qTZgWPRHDc6KiCtGzjDNFguEQqhfezcCHKxF09amSak+h0osBtbdDreuGFbDYrx4aqKhxbWYkFgdutmxLNzShHbsKl4mKtk1yJA8sss8yyU8GWLwdz5KaboA10PNgeqZSKm3/849Ad+uhHMY6fbI7P8TYyLe66C6GCvb3H/x7NzVjreb3H/9qWWXYmW75IFWqZx+NYx1LzjwSMYFATP/b2wk8ZGcG6lpEz9DEIFuZG91ByqahIQ1x/9COQK9JpZRDGYhijHQ7dYBdROSf6PU6nfs/kJMkk1qo8NhzG70WLsNaPRrG+Zgg2wa7jxYI+EWb6jC+FMbkps09PTuKd22zwt5uaUO9FReo3l5TgPTJBCokUHg9k1jIZ+EP0KfLlWHi5jfPaF78IItjxrHOXCxEJX/zi6btGOO3BwrY27Ipu3qwAl5kU5PnnNfzVtGgUx37848gSNDAA0KqmBoNdZyf+ZiIB0rwJZI2NaTigzQYQYGgIjYgaEAQmTCag3Y77vPACOhmBB48H2norV6JsZnjs/Pk4ltmaacw0lUwCQHA4FPjzeFT3zgSTgkEAiwQNCIyVlaFcDgeAs/XrwfBKJMB2YkZjlwt10teHOmB2q4YGsBy5e0FNPZ9P2YCxGAb9f/gHLCbJnmxqyh+WzQzRw8Majj0woGCTSR8fH8+e4LgzZbOpFqLdjnLZbDh33z60ga4uTV5CAV5S+ufPB+Xe4VBdDYbpmpR30uc5aba343u7He/E41E2nAm22e2oR1L2mcGXQO7GjZpEhmHXzIBsJj3JF6qbz6ivx99cLIRCaEvLl6NN7t2L3wSlmdyH9c4QAfP+pMAPDyug7fNpohKvV7P9NjQAnJ4/X7N0P/206u+ZmoK8f3c3HLx770W/b23FJFhSgnpjGQcGdGFDoJfvnouq8XG8oxUroI+1ZAmOKytDeEUqhedg2Db7Ln8ISKbTCuoVFwP4XbdOQbxcyycKnE7DCd6yBf9HIrrhwV1UAtDXXYew4tzsY36/1r+ZcIlmShxYZplllp1KZrcja+OKFQilO56bHqOjWK/98IfYyHzPe0Te+c7TyymgI/WTn4j85S/KJjre5vOJ/OIXYF9YZpllJ8ZyI1WY0I5RSsmksgTNBJ7xOHxlUyvQTLZIsDCXEGDKCDkcWE8ybHnNGk2wYW6qkyxA7T4mYqQvQyknyhKZEUwFBbhXbS1ALPoUBAYpVxWJvDT1fSoa3yFBYo8HOMLYGOp4ZAS+yMQEfGAztJvv226H5NnevWg/FRUgU1VU4Lz+fvXhX+q5Mp0GRvLkk9AO3Ljx2OVK8tlZZ4n8+7/D9zqd7bQGC9NpkfvvB/BGdhIHvtJSNOK+PoAKl12WrWfI0MNXvxogGQfdffvQSS64QOS970XCg9ZWTXLgcgFw83pVn0Ekf5KE5mYAb4kEaNQiuG9fH8pHYVVm+O3qwsBYWXlkeGwkovoPHo92TDKdwmGAJoODqkPIxCdmcgtOJCLYMSgvV6bT7t0YEMxMwvv3Y3BZvBj1u3s3yuv3Y/ciHFbwo6gI9w4ElE1mt+NZJiYwwdxyCxbhIjNnsvb5ANSNjgJk5ORTUIBBKpXSsuZmAjZDfvk5B0GnE3U/NqYgc3U12ogIBh0y4RhOy2zCrE8ChmbCDtLnCX5x0k0mcY+yMg2dJW3ebsc9vF68e06GTKZBgC4Y1AmYz0O9Q4ZQzSYUmc9CMIqZwwiuVVfj/UQiKO/q1brTGImgrx08iDJRGJfgoculYfzz52uodHk56pJsU6cT9bFsmYLEo6PKSszVFBTR3a7f/Q51EYloaPPgoIofh8MqE0CGLd83AfuGBpSD/fCXv0Q7OOccfBaP4/kYlsydQf5w8cOQe7cbC7fXvAbtca4T5+HDIk89pWxTalhSA5NMzUOHRL7zHZFvfQugrnmPqbRbRbLHO4ZFW2aZZZadanbTTSIf/KDIRz6C5CemdvCx2uQk5rYvfQn6hvPm4efii0U+/elTiyWXTMKBuvtuzC+Dg7pxdiKspga6Za961Zkb0m2ZZS+lmZEq27ZhjTw4iLUex6pUCutgu1113Zn4JB7HZ1y/mww9lys7tNft1uSKTAxhtysjkPci0Effh34nyQT0D6NR3J8kFso8MXlnYyPGXmbu7ek5MirpWLLYnmlGnzIWA07h9apk2sgIyEGRiPq1paVKnPF6gUlMTICc0denkX2xGBjq27e/dAlPEgkQxO69F239RIV3+/0iH/gAdI7PhDnttH7Ejg6EOsTjcNrHxpT143JhV6KjA4DTwoX4PxpVrS+GCU4XHnjWWQASqYsmgoF2yRIdeKlpmJskgendyT5kKGokAsDC48FCjhmKzCyt1FV87jl0xEQCHba7G8AKUX+ykAoKUK6WFpSF4bNmVlmbDc8/fz6uMTaGHZt4HGV0OHTHgVmeUykMKg0NGBza2jRRhMejTD+PB7+jUV2UEphqbAQ4tHp1NqtqukzWIgqUmYzK4mJcq71dWZ8E9AiQMEttOq0Ue7ICqUHHXTACWEuXqoYD6zqTwTshoGeCdfkGKE5k3OFje0gm8dvj0bKRmWa3a1hxZycG5kQCZTSFcc3dPhMo5mc+39S6iuZx7B98BgKODKvfvRvva+lSvJ/eXmUBUk+SO1UM5U6l8NvhQBtkG3C78Y7icZStsFCBQ683GyQuLka77+3FMdQUFMEzdXZqvQwN4XdZmbIEEwmEKTidmOhKStCfqdtJANDMwpbJYExwONDHHnwQ5151FXbSOjtxL9YdwV2zjgmyrlghcu65R9b9bOzFF9EPS0vx/Gy33G1NpzU50f79cJTf/GZkC12+XN9rbmgKmZa5451llllm2alqTqfIT38KpuENN2DD+Hjb+DjGZQr5f/WrmBPf8hYV4L/0UvycDI6EqXP9m9+I/Pd/Hz+dppnsFa+As2mZZZa9tGZGqsybh3U0Q44JEnKdzXGLkUUkTjBLbzqtRAL6U/ybPpN5jIgSQkgU4eeMiDGJDfyhzBH12RmWTF+Vfthzz2nZuQanr3c62/FKrDKdETR86CGVVCJASB+bUl5DQ/D7XC68j/379f0tXIh2dyITnsRikHRbvx736Ow88UDxeeeBIX86JTCZyU6CZcyJs507AW4w7JA7GW43BpyKCgAKNhsWUl1daOwXXIBFn9mo84UHiiiQePiwyHe/C+bhvHkAE0j9Zvjpa16TnSSB3xMYInWaAza14zgw5zKqGhsBRtbU6M4KQy55DTKsqDFXU4OBPRTSezAkmYkhPB7c7+BBdPj6eh2AqXXW16csy7o6fG8COgwRpT5gNKp6kdSuI8jx9NNg7eWCFQ0NYLLt3Il6ZkZqEWVDNTfjfgQUbTYAuS+8oBmI+UMwhxqBBQXZO102mwLKZFkyLDgcRn1Ql4/3cjg0fDZXo9A01jUdBya/oEgvQUFqeTADVUGBgtsMf+a1OXlycqeRNWlOnKZosJl1mW0vFyw0xW55DQJs+/ahLV9/PUKW2ttRFo8HmXevuw7v5KGHIIqeTKJtVFair+zdi/ZKkHfNGoBhmQx+L18OYK+9HROUCK5RVwcQu69Pw61DIbQDZiUnUGj2L4Znsy81NSnTtLISfYLfHT6Mv+vqUJZUCuBkfT3CgJ1OnFNZiXvv2IHwLXPRw/dp3vPss48cO+ZqDAtPpXSHj+EaXHwx+9t//ifEqW+9FaAhNz3yJVExtQ0ts8wyy04HczqhM7xzJxhtQ0Mn7l7pNDZhzCQrdjvWCVdeiY0atxtzzbp1Jw5AZOjV009jro7FMGc+95xGtsxGu/h4WGmpyH/8h8g73vHS3M8yyyw70uj/lJZiTKipURkgRkjt2YNjua42E4XQn6AfayYoNEku9FvowzH5o4iCekzOyPUy18r0N+gXUT6LkVh+v2rizZ+v+QEoHzQ5qYSUXH/odDP6iNTYP1HPOjEBP402OqrvivrxTHx56BDaVTCo77C6GlFMxcWYB4824QnntKeewjWoiRkMivz5zwAHXyqrrBS5+WYkMDnTiBVzXrKsX79e/vVf/1W2bdsmvb298sADD8ibmI0ijz355JNyxRVXHPF5b2+v1NTUzPX2s7a2NoQkjo2prpiIDnTj4wqMBQLKpjoas9uBoP/DP4D++re/aZZfEYBWFBENBpUtx2xNZOLR2Se7bHw8e5fGzNIqorqKn/88NM0IqhUX63M7HAB3Fi+GTsy3v426KSoC0Oj1KvCQSmmIrMeD69fWHhmyGA4DyBsdVTYiwbOlSwHm7NmjtPOODg1nLStTxh5BTOrELVqU/f4eeAA79wcOAGBqaACSz5DsigqRG28EKGWGV5oZs8jmE1EGHhObeDyaBcoMJTYBTYcDA0QwCAaB36+h3BQGnil8x+HQcHDutPFeXq+Wa8kSPNO+fXg3VVWq+8BkJdRXZNthyKtpBCb53kxWJYHR4mJlAQ4M6MRMthpDW82sY5GIZjH74x/BtquuxkKgthYg4ZVX4vjly9Enurs1xNoUvw2F8HPoENpPKITrEwAcGQFYx3JTc9Djwf9uN+rF4wHYtWwZ6O5kM3Z3o+64SOHzxONon3wvJSV6zVBIw5wnJlC/ZBgODuIYJjYhO3HVKvS7cFjbGvsvF1nFxcc2sSxejPsNDmpoNccFLurMUHFqtuzfL/KZz0C0mDqg07GkLbPMstlbOm31o1PBzj0Xc9wXv4iQoZeKUZdOY664/378UGerqAhj+tq1mEPDYczF550Hx4dM+44OFZdfsgTnMYGACNaTdOydTvzf3o61EZMIvBxWWSnyiU/g52RgVVpm2Zlq9KOYSLO7G2tktxvz1cQE1pXU7O/pwbjR368b0yawaEZHcSwiIYV67MXFmghychLXLC/X9Xg4rEQLp1OBvnhcrxMO63hH34Nh0vRRyspUI72wEHOw0wm/4aXaEHm5zO3WZJ7B4PSZm4+npdOajNU0MvpE1AcPBOCDPPWU6uxv3w5fvqgIxIyBAcxvF1yA98z2Fwjg2QoK4He3tMw9o/XxtLPOgsTJTTfh2c5Em/NUHo1G5dxzz5X3v//98pa3vGXW5+3du1cCRixpFVPpngBLpzFAxuOqK0cAiE41wyujUQxuzc1owNRA6OqaO2V2yRKg616vhgAXFoIBuGQJOvWmTfj7+edx7fJydLLiYmVBFRUpMFRWpvRt6s8RwKDO2MKFyNr3ve+hs5H2bbPhmPnzARYsWYKd9q1bUc6RkezdofFxnMcdcaZI93pVy5CacytXYqe+rg7lN3XQTCFa7hCZDErudJHl6XZjYbxxI8J22to0AcxZZwGI2r1b9RxXrMhOEmG3a3hlfT2uxcnN78dEyJBvtgWCaQytJrBDfchAQJmew8OauKKkBINWMKhUZwKLpiCwySojG40gKSdGux2MsyVLwAQYGsKxIyNgp65ahbL+7W8ouwnaMmEFWbO5Zk7ynOCZDbu2Fvfp6oIzY+7EEWAVwbsjI5ehuj6fJgYZHcXfNTVwVO67D/XPPsPMZPPmZScOcbnAJty6Fe8sGkU/IHOwowPnMRScDofDgToKBLC7Yyby6OjAPRIJnMO2RxCY4fiTk5jsLrgAwCzZriIKNBYV4T61tSjDM8+gX42O4t1s3Ijz6aARBI3FVDOTAGtlJfp/NDr7cSTX4nE8y+io9iURFXTm3+xb7FfMFveXv6Deb7lF+8vJkJ3sZLE77rhD7r//ftmzZ494PB65+OKL5Rvf+IYsYVabKex3v/udfOELX5DDhw/LokWL5Bvf+IZcc801L1GpLaPNFbQ7HiCf6YRRUmHpUtXlOZFAogVSzt3sdoQKf+ELIr//PbRdt207cXpG+YwRCuEw5o2nnsr+/o9/nPrc7dtPbNmO1VwurEW/8hVEF1gg4ctrp8OcNpdxbqZjj8eYme8aIifvWGz6UdT4q65GQspgEEQMvx8b0eXl8K1I4DAjrszQYRH1e8rKsMnR0aHa3/RF5s2DX/DCCyB7XHAB1q/ULRfJTq7CZI/cZBfRbMxkO9ps+KyzM5vxSA09JvScmMC9TldjvRFOWb4cz3vgwIlJ4DFXI5awYUP+7w8ePPKzRx89sWU6WistFfnYx0Q+97mTp1+/XDbnKf11r3udvO51r5vzjaqqqqSE2QhOsHV0YBFfXHykk07mGH9SKezoMotxIADg62gosx0dAJZe8xrtMAzbZfKNvXuRTa+rC8DhyAiACaYuJ6trcBDAzKpVYJoRnGpowL1aW7N1xpYsAXPwD3/IDgvNDTF8wxsAHoyOYnCPxzWEkzoDBFYbGtBZSCcvKMD/jY0oi9uN6913nwJ1ra147ooKXG/ZMjzbc8/huiMjyuojZT0exwSybRvEwh94QLMbM/y6uhplbmvDs37qU7ogNcMrt24FW624WNl/1D6k/kUmo/oLpo6hw4H7UI+hpEQzdHHSpP4i9TkoDCyiYG5RESbLxkaErvJcaixyIqupgYNZVQVG3vPPo86Hh0Ve+UrdwbjqKgBWIyPKjqP+IyfL3B0XMhhJ0z/nHDi1vb2Y0Pfuzaawm0CviIKNDLclsMl26HZjgRGPoy1fcgnejdlnWO8dHTiGYC21CRmefPnlaC+7d6PeFyxA+Ww2fB6L4R2kUmCf+v0A/LhL2dGBelu6FE4V3zufhWHcbG8cA6qqcF1S7d1u3VUNBPD95s24P/VTQiENsSYdnoBjVRU+SyZVG7GiAs87VZKemaytTeQHP8Az19cDHGZ2bI5LZlIaEZUVENE21NFxdCEAZ4I99dRTctNNN8nq1asllUrJ7bffLq997WultbVVfFO8uA0bNsgNN9wgd9xxh7z+9a+Xe++9V970pjfJ9u3bZcWKFS/xExy70REi4zcSQTtZvBjA8snaZmYC7Y71+KnuaTphXi/GhCefxPx3/fVwko72HtM5tkdb/txrNjRgTD4ZndwTaU6nyN/9HX6SSTCv77rr5HCyTkULBET+6Z9EPvrRM5dxcTLaqT6ntbXBr9i+Hetcnw++zJvfrOs+jlt7904/Jh6vMT/3GowcGx4++uvO1szxm68vGp167CZhxvSjRLC2njcP4ZsDA7gGNQxF8Axnn4216+gofNORESUVMBrL7cY9uKavrsYPE4usXKmyUZs3Y01RWYlxNhrV6L5c4/qcJAX6ooxSM42b/yJYE1N7PV+01algXMfnSljlGv1Q1su8eThvfBx1R6kyK8HL0VtZGRKlfeUr1rxGe8n2/1atWiXj4+OyYsUK+dKXviSXXHLJCbsXs+gSiCKjzQytpOUmJBBRoKytDQP0bFk4vC/p07nGjMjV1SLXXoud7uFhzWJMxh0nx+XL4Yw4nQDSCDgOD2eDgOZExoGyrg5AHsNCaVdeKXLNNSKPPaYhxMykXFWFQdflAqiwcCF2cRYvxgDU2YnffX0Y9BctwrOYQN3Bg3Ce6uowcVZW4v9duzRcl5meTTAnkYCjRRHuxsZsJh13j5Yvx/3JmKQxvPKRR5DGfMkSBcW6ulS/kLtm/f14R34/QDsKgHd14f+GBoAzO3diMh4eRj2NjSmjzuHQzLQMKebuViqFZ2Ao+MaN2Sw2hwN1uGePPnN/P+qAoN7FF+M5qqogEt7WBkCN2ZJLSnRSNTOVERzjrp3LJXLRRWBtfuxj2FEk61EkO2NzOq3Pwb5SUID6IOWfIfsMCRgcxLPl9pmmJgy6f/gDylBSovXf0YH3uHgxFiehEBYmzNJNIDYQ0OcbH8d7TCSgybd1K4A4LtJe8QqRv/4V1HenUxcTfAceD0DKkRHU9eHDCh6bGqCpFJLtvPginpchGi4X6mZsTIHmsjJlKdfWIrN3MqkA/8GDaE+/+c2ROqgzmbngW7cO9dTWpmHqpm4M2yI1NLmQIIhYXj738exMsb/+9a9Z/99zzz1SVVUl27Ztk8uYAj3Hvvvd78rVV18tn/rUp0RE5Ktf/ao8+uij8oMf/EB+9KMfnfAyT2VHw7Cgs7VpE8afwUG0Ga8X4/srXyny4Q+/fJqWUz1TLmjHhD3btyNs5frrEYI60/FzEd/OdcIGBzFHBIMYK7Ztwxi0dCnGEEYr5N5jumfKdUoXL0b/j0YhrZJI4PjZlr+tDWGw27Ypw5rZJ12ubCf3TJIocDohy/Kv/yryb/8GtmG+ECvLjjS3G2HGX/nK6ds+TmU7lee0tjbIOb3wQjbzd/duJOZZsEDHrbIyZcQ1NGDNEwohUqelBeve557DGnAuY2ZueThv1Ndj/djeDh/K7ca6c8mS7OvefPORoObRsiJzQ4k5RlVXwzfIN3Yz2WSuHyWCdTajdihDRZBpchI+UDQKAgCzHu/ejXmOUgp+P87nWpgJLV0uXL+/H++vp0fXpUuWiLzznUg89cIL2XIQJhmDut8eD+bUfKBiLkFifFyTDb6UbPHjZTYb2guZmlMBhmZSmUwG7664GP5pbS3ePSWSEgm8S8tmb36/yG23ZZORLIOd8Oqora2VH/3oR3LhhRfK+Pi43H333XL55ZfLpk2b5Pzzz897zvj4uIwbI8QYecuzNDKa+vsxeDA0MDfZhQnO5RqBPQq0zuW+02Xvdbtx7V27MJCvW6dMJDw7HDbu3Lz4Iv6+4QZo3FRXz85h6uw8MiyU9vrX49mCQQ2PDoVUw/CCCzBQU3tw40YN1RXRLFn79yN1+Be+IPLZzypQV1uL85lIpKEBZQ6HVb/PvFYsBgZWNIrnZQKYfGa+l3yT7NKlAGccDgAkDNd2OpXl1d6OzysrAcgtXIj/H30U4E55OSbKYBCDNnUWm5oAtGzYoEkzRkaUtcbQ4/FxTSLjcsFhnD9ftT1EVAdvdFQp/y4XjuvuxqLgscdw7JIlKGt5OcrT15edfIQJSThJMrGMw4GyBAII3SbVnzt2uSA5J6hEAs+SSOBcpxMTUiymAsJ+v4bDU0ezvDx/nzFD3fnsLCsH5PFxDVUny4M6n3zvBEQPHcKzLFoE8NhcpF1/PRINhcOayc3txt8eD95JMgnBe58P/weDeMfXX4/Pfv97tJGeHg1HHxvDJFxUpGUiSMrwCWZkph5qJoP72mzI1DVXaQMypLngq6xEGz7nHJShpUUBT4LXfF9kNrvdeO7iYrSpuYxnZ6qFQiERESkjdSCPPffcc/Lxj38867OrrrpKHnzwwbzHH+ucNhubiUExFTuirw/j2KFDChQSbB4eBtjf1wfNN7PtvhThsFM90xvfCHZvLnOCshEHDmCOXbUKZZ7q+LlGEph9cnBQowPIvidbe+tW/H/ppei35j3SaZQl95nOOUfkT3/Knss7OkR++1tk3rPZ8HxnnYV1QCCQv/wsZziMOf0nP8FYwU0XajrV1mLz0OPB+LlrF+bOl4IpczJZYSHWL5/8JMbpe+7BWoDatpap1dYiMsZiXJxadiLmNJHjP6+l09Bf37JFo7IcDo3oSCax1rn2Woy5jz6K9eKaNRiLqSc+Po4x7G9/g09z9tnTj5nTAXncHCoshFTA8DDuTd/y+eexbud1N24U+fjHAfxwDTbVODqbOZv+ndeLtSoTIdpseKZ8Y3c8jrXhJZegXJkM6jCRwLGsIybU5Lo1kcD1h4awXnzVqzDfOJ2qTd7erjqBlPIZGUFZKJPT2qoa/AsX4lm6uvAODx7EPaZj0pEhOJVGXb7PT0UmHbNRUy6N9ZLP+DmjxeJxrLkYpj06inZC0Pyl0jE81c3hAObxla+IXHGFBRJOZSe8WpYsWZKlk3HxxRfLgQMH5Nvf/rb853/+Z95z7rjjDvnyl7981PckaHTwYLYYK7XEJiaUzVZQkB+YMoG9w4dn5xDxvmayDZqpMSiCyaGpKT+o6PGg03/4w5gsc8OGaFNRzaeaDM2JibtPoRAmtbo6OCjnnIOJursbuxN+PyYODsSsR7cbTlB3NxiSCxagkwWDAE0IoFRUoE5WrMDim3RyatJFIhgoV6zQHaTZAK79/Zi48zmRfAcVFQAwBwdRnpERZZcGAqiDffswmdnteDfRKJ6pq0uTj/T14T2sWqUAMwHBTEbBLa9XgTubDfdNp7N1OKhhSN0JCpE7nahvnw/vmpP7hg2oW4b7Ll8u8ulPA0h85BHN8Oh0ZgsGT0zozl08Ds0FOrPTUd35fhYs0FB4AqB0NsleGxvTnTynU9+N349rMSz/0ks1DDkcRn3U1uIYtkMz2Q8H60QC16WgO5mNbFt8r2Z7b2hAiBk31jMZ9KeKCpQlGMTih0zJ8nI8KzNZfuYzANjvvBMONsHY2lplmtbW6sKVyXSSSZTt8GEF7YqKNBye72kuocBkKpvjk82GdlJSggXw00+jLKOjmiyIIR5sD5WVysDku7Esv6XTabn11lvlkksumTb0qq+vT6qrq7M+q66ulr4pEIZjndNmsplYc9deeyQQFYnA2WKirNFRtBOvF9c0sw2+8ALmjnxzybGEw5rzae530ShC8PM9U0sLyn/WWTq2UhM4FgMImkqh/e/Ygb4dDmcfT5tLJAH7pNeLsWBkBOMg52VujJDVPjGBBWhlJe6xcSPKPj5+JBvywQexIbF2La65bx/KTU2nRAJjT18fvl+7Ftc1y//EEwj7YpTBCy9griwpwTvu61Otp95elOcNb8B1/vY3jJWveY0yIrdvRxne/vZslubpaIWFAE+vvBJ1/sgjABFfeOH0F8yfygoL8c6vuQYyN5deajlTp5qdqDlN5PjPa4cPQ8uTEjjcZB4eViZVb68myaBO9Z/+pNdIJlU3PB7H2DfdmDndmM/NoYkJyEyYG9kiuH5LC8btyy/HXNXbizVtQ4OSBJ55BqDihz6k0V4zzdk336wbXM3NIs8+i/tx7RwMYl29eDHGKnPs7ukBKLhhA3yr/n5cJxZT/fNIRKNQzER5nG/icRBO5s9HnZaXi1x2GTbC+vpQj2431g1dXSrnk0xqvoCSEs2I6/dj44sb6SQuiOQH/2ZiCOaTX8p3jHmfk8kKCwHwnn02fM6hIbx/hhibDEKRbK19+j1LlqDux8cxvxcWqoyMqT8pMrv6OlOsoABA+pe/bM1ps7WXpYrWrFkjzzzzzJTf33bbbVk7XGNjY9LY2Djr69vtcFpaWjT8lRMIwxvZ4ZxODIKmEdhraBC5915lu83kEPG+TLbR0KATALP3vulN+H827LniYmg/tLUhi1+uY7ZmTf6QXZEjJ8N4/Eix20hEMxN96EOY7L75TQxanJyYwYqAiMsFRywWw+RbX4+J49//XcGeyUk8ayqlEycnQwJZ8bjq1xUVAdh1u3GfmQDXhgawv4aGpnaMd+3CAoLMP2pp0JgcorUV3xNAuvhiTOzUfSS4t3o1Bt4DB/A8BMmoc8fr+3wKFlLvsbgYdUkgj6xEc0IgW490dL7ToSGEUTQ2ZoeeX3MN6uyf/xkMz4oKTNZjYyjLyEh29kWG75oMxNz2wv6RSIBlVF2tiUyGhxVEiEbxPSdgvx/17XSiDVH4mY71kiVYcJgJTgIBAF379+OY6mo8Q28v6jQSUV1Islr9fpxPHctIBNekNkpDg2qCJpNo9+XluMaePXC+mSTl2Wc1TD63rzQ3i9x6K9qaz4drkJlHgHd8XIFjJulhYhWbDeA7RZczGSzsXC60t9mGAs/EVI7FcJ0bb8RuPMcpr1fZlKWlqP/ubrQfvhvL8ttNN90kL7zwwrTz09HYsc5p09lMm0YtLSLf/z7a0/Ll2fIDlOE4eBC/TXkIlwttjCEtW7fCmTt4EDpvkYhmaZ3KITIBwP5+gFO58+kb34h+/8c/YvzmZlRfH/pZczPGoFgMnzc34zq9vZgf+Sx79ihLPZHAWEiAbcsWjIH0lbkZw/FoqkiCXADT50MZenvRp7lJwIRGHPvJFOjvx7hSUYF+efAgynPRRdnvqb4eZUylUI+U+xgfRx9m4ituRASDeN6KCp0z2towDkSj+Nzj0TKSbRIOa0b1iQmcwznM1HOlBtLwMMborVvh1DQ3i7z3vWhHp7PZ7SJXXy3y2tfi+R98EKBhNIpw7vb2l7uEJ868Xqwt3/UuSBBwM9WyU9NO1JwmcvzntRdfxJhTU6MySX19GMdM9vjBg1izRaMYF80EG/TxKEMTj2M9Njh45Jg5U/RYOIzxfdcu/Cbjnqy4dBr/b96s5AkmimRm3j17NGPtvn0ib3sb1vEzMd1/8QvMM42NmqCR+vc8NhjUZInm2N3QAJ+mpQXnlZTgXG6ycx7IZDS6KRdI4sbzoUP4+5xzMBeddx425QjY+v34SSZ1zU+d7ooKvd7YmN7HzB1wIs3UNTzZzOnEBpzTifmkuhprkf5+1defnNQoQ0Z2mW3vwAFNnnnWWWh7O3Zks+IZ8WYm4eT92Z5P1jo6nuZ2Y/33rneBiMVcA5bNzl4WsPD555+XWm6P5DGXyyUuKvQfpTU3i9x+Owa67ds1hJEdzWbDgF5XB5CFDEMCewUFGKi7umavb8TkF1dfjQV/Xx8mD7c7G+g5fHh27Dm/f/rdp+efxwA8b17+OuBkGAopq8ScmIqLAYK1tsJRWbhQwUdOTmQ5crAhtZyOJFlxZMBddhkmTmat9XjwDvbvV8p1aSkGQ7sdiwKnUzXY7r8fYdJTAa4MLR4amnqS3bkTAy8Hw3hcxXm5E8bJcmICYNzOnbj2vHma7CSdVjD0L3/BtUIhZRQy9NPpVGdsZAT1evXVcJh//Wt8Ho+jvZGJODGh7D4CdWQrsq4XLsSi6A1vgN6dyepgwpG3vQ306R079HnJePP7cVw0mg1w5rPciTuTgcNQVQVQb98+1BsXRyLZTDYm3Fm5UsuYC3bl5jdqbERfaGlBmc8+G5Pf/v06ebG9MQNzKoXrUkyZYOb4OI6Jx/HdLbeoDtsLL6DOPR7UoculIDZ3mnMXjvPnQ39wx47sBEWZjAKZ1Lw0J1xzJ7y0VN9vIIA+NTx8JDt4KqbVbJnK73sf5Ay+9S2Rxx9H2Rgy0tiIBaWZDMmy/HbzzTfLww8/LOvXr5cGZpKawmpqaqQ/R+Csv79fampq8h5/POa0qSw3XN00tr3t28FwM78nW7ioCGM8w/Zppmi2CMbo73wH48HgINr3+Dj6W3+/OkQtLbpp0NWFfsUNBqcTIR/UeHrqKbANyFIuKsKcUFiIOSmdVmZXQQHGkPnz8TsaVWcqFEKZHA7MHZRGeOQRZcOPjsJB4/HcfeeGVUVFNvM2H3tyyRJslrW2YkzhXFBYqOMngUNKNnCsGRtDmfO9J7LADxzA+/L7VTcyGlXGATcDAgEVMi8pwbO0t6tz0d6OslGPeGIC5aDDy80q6scmEpjryCInS5MZKQlc7t6Nd/ZP/4R5+nQ3Jvn59Kf1M24+MWz5WDLdv9zG9XB5OTZZX/tabHhbIcanh53IOU3kxM5rjPKJx7M3YJJJTWA5PKxEEK69qNPMjXFmIPf7s8fM3EiYfOb3YwwdGsqW9zHBFfoYf/ubau2RGd/aivt5PBiHR0fB5m9tPZIZb16Pm9fpNOY7JhKh/r4I6mNoCGN3WRmux+gsmw1rx9ZW3LOqSqPpuAmfyWhm4nzGqChG+5BsUVmJdfOePSgXiR9+P+bRUAhrz8JCXH/TJhxPLcLjBRSeqiw5l0sjplpaUEduN9ZTDgfm4e5uvE8mdzSNPufwMH6/4Q2Yh3w+tLFzzsH8TRJOLKb1zqgs+ioeD/y8NWtAhmhpwRpkaCi/VuSpYoxWrK0FuP2qV1kMwmO1OVddJBKR/fv3/9//hw4dkueff17KysqkqalJbrvtNunu7pZf/vKXIiLyne98RxYsWCDLly+XRCIhd999tzzxxBPyyCOPHL+nmMKWL0cYyUc/qiGLdHyY1OAjH8GCeM8eBfbOOw8dp7t79vpGuY6FywWn59JLjwzfmS0I0NAApt9Uu09btuguhMiR2Zc5GYbDs2MgmnqBnJxI8+eEzAnG71fnxW7HZxUVmJTWrAGQ2dOjiUXcbkwYHR0AiGw2gENkzwUCOC8YhENCCr75Xs4/H+DmL385/bNs24b/L7sMjs3wsDKtRBRU4gKDoF9fHxzN2lo41kVFKAudqYIC1f0jM9Xl0kmQCT8+9Sn8dHSAxm+CQwwXnpzUnTYR/M964XWoY7hmTTYTjQDTzp0QfGbiEC6KxsbgUJLxSNbjbCdX7roGAnjvIyMaOmAaNVsyGRxfX4/6uuYa1M107XxgAACG243rP/kknnd4WLNlM+szy0TWHun2qRR2fJldje2sv1/k1a+GpuFtt+E69fVoFy4Xfiors9k5uQvHqVjCLpdO3gQK+U64o83EStSr4Xvns/EeM4VyzpapbLdjrLv7boQhmgwtkSMzoluWbZlMRj760Y/KAw88IE8++aQsWLBgxnMuuugiefzxx+XWW2/9v88effRRueiii05gSfNbvnB107jQZyZ2zhNOp4JGHNsJnolo4ibKLvT0qA5qXR2+O3wYfZBh92QiHDig40NVlV6vsBALUkoLDA4C2CosxBiRSql8AZN+0QHk7vroKObWggK084YGlImgGh1KJh7iGD85iU2PffuUdcuxpL1dNYNEpt6ke/55HZejUdyXjg8BTdYlnaJIBGPNwACu4/FgjCLDemwMz0EWIOUWTM1YavRy0yOV0mMyGYylwSCeyefDexoYQJmYMI3gqMuVndjN48H1h4fhdDqdAGi5scE5igzHzk6Rz38en5933ukdmpzP7Ha01T//Ge9h/Xpsxm7ZgvkvFDp5HVm7HeuF170ODlR1NeackznjuWVzt1N1Tlu8GGPQ8LCyn71eHc/NNeeBAzr+cd1lzmXsg5EI5hS/H2M9x2z6WdNFWzBJHyNaHA6dT3LX1JwvuT7cuRMbNJSFIZMvnca97XZlxpuWyeDao6M69o+P47NwGHMCSQF8Vq4/w2H1AUkY4FxhEhRyQ1ynMjLZSOgYHcU8QP3s0VGMez09mGecTjx/VxfmVgK0O3bg3XINcCLGRzNi4mQ1019IJBTsdjp17qdEVyKRDUp7POgLiQR+LrgA73PbNrzbSATv3e3GcWwzZrsrLNR+xHUhmYhvextIUIsWgfyzcyf8jt27scYjKHyymsMBTOEzn0GOB2vD6/janMHCrVu3yhVXXPF//5OCfuONN8o999wjvb290tHR8X/fJ5NJ+cQnPiHd3d3i9XrlnHPOkcceeyzrGifKyEpYuhSdr69PO2ZtLRrX6Ch2jakHSBDsS1+aXXjv/Pn5HYtIBPdubUWY1atfrQuy2YIAXV3Tg3yLF2Pn4KGHNJmIx4OBnIlLzj8fzzSbsGcRZYK5XBgYCPYRCBHRjGNuNwYQnw/XLy7GPffuVeBqclIHsMZGTLz9/arBV12Nd8GQUJcL9XnDDQB6c1lXLS0zPwsFgJctQ10ODGSDTeaAR+eOu4ZkVlDbY/NmBaGYNYxAHh1ZgrNlZfg7Fyx7+mkFv+icm+G1BMTILiGbJ5NRzUhaWxsAyG3blDG3eDF2k8bH8R55bWqTUKdxNsadS4ZRPPkk2inbnIgCCJkMjm9qwv8NDVg4PPIInrupKX877+wE8zaTQSa5xkYsNh5/HPW/eDHqq6tLneN4HO9gclIzJxPMLilBvZKd+vvfAxykU75iBeqxowOLN4Yek50zOor75y4cm5s10zdB68pKACRkMhIkIJjMXTvubNMoJt3cjHvMNjNrvjLkMpVpdjvGmSuvPHMymh4Pu+mmm+Tee++Vhx56SPx+//9pNBUXF4vH4xERkfe85z1SX18vd9xxh4iI3HLLLfLKV75SvvWtb8m1114rv/3tb2Xr1q1y1113veTlnylcne1w+3Z1wDi2cKOHGdzZrkU0nCoex7XNecXl0rFrfBzz3cCAsn85VjBj4vg47lFZqVngGQrMMWdiQjdfKJROp49JyriI7u4GG6qyEmMLGSBM/GSCeBwPzYU4Eyl1duIZq6sxjvzhD3jGmbSAzzoLc+P27bpLz40gbhTwmSYnMY4yVOvxx5WRTUYyZSJEdH4JhzHOEegUwRqmv1/f0ZYtmuGdGkj8jg4j9Q6pYUSnlkyVoiKMgaGQjn+dncpaoVPZ24t72e0AXD/7WWxkNTef/klQpjJT51AE7/ehh7Au27sXdVdRgfb+6KNoGy+FMVHdRRehDZAJfO65FnPwTLBTdU6bPx+h7/ffjzHJ51NmOIkJJSUYh3KlFE0ghmswEd1YHh3F+dTvm020hd2O9fxDDymYkwtImkBlKqUb9ZS94TxGmQr6V+Ew1oEmYMgN7J4ezE8OB9b5gYAmoSRYR7mJwUGMNw4H5iOHA59znVtbC5KF06nh1JTUmck4X9BPamvDxjTXqwyxTiY1CeLEBL4zoxV6ejAeEjQ93sb6P9nDaZl4kEw/tlMCv6kU5l36V6bR3yGY/uyzuv7xeuEbr1qFd0NCCdc99DGpZU92YkEB2ko8DpLB+vUi7363yDveAbJNSwsSftnt+DuVwvFNTXifTPZ4oo2a62VlkAo7+2zV7GxoQCTLW95izWsn0uYMFl5++eWSmQZ5uOeee7L+//SnPy2fNmM4XkJjeNby5ViomxpFxcX4f8sWJItYuhTH2e1A0ueSkTfXsQgGAeYcPgxH6dlnMQlefjli5WcLAsxUjt5e/HBAcLtxfCiEe69ejWsx/HamsOfFi5UJtnQpBv5QKBtM48TIiYbUc4boMjyLzp3fr+GiZDiUl6tTdeGF2WCoWbd2+5HabrPJOM36isWwu7V7N94PwR0zWQsHbAJ3ZID97W8avssJn2xELi58Pjz7hReqNsfwcHZYw5o1qE8Cq5EIBj4zW64ZOiCiDi4nwK9/HYOj3Q5B1hdeQH0Gg3iGnTtVZDmdhuNIZ9vpnFkomHXBXSenUwHAAwd0F5LlM+uNgPDoKHStRkfxjDU1ypIz23lXF8KMPR5MRmQdBQIKQITDeJa6OrQFggjMmByJqKNLxujERDY79cEHschj/2FYBrMfBwIqgN3WBuc/38KxuRngAcE3nw8JfR54QBevdjvGE2ZbNsOSCaZ0dwPAvPFGfPazn6Fum5uVoTgVczm3DDMBgPn6jWVT25133ikimNtM+/nPfy7vfe97RUSko6ND7EaFX3zxxXLvvffK5z//ebn99ttl0aJF8uCDD04rIH+ibDZMdRE4GuXlGBcZ4mVKUni9Gn5CPd90Gsd6PAAfPB7dkaakAsdMXsscK6gZRQBwaAh9nmLoPh/GDBEFNTl/UEzeZD/SeSEA9u53w0HasgX/c2w3nTM6ayZLghnEJyYwhq9Zg+fesAF9u61t+s3CoSGw6z7zGYxnnOu48DfHcLI4Bwdxv5ISzBfcDDEdThGsGXw+3YgwQ98I9FFfkhIhZJBQskFEQ5uoayWi+r2cy8rKdNzldV54Ae+H8xLrbWhIpUnYNhyO/FqVZ6o5nUgGk88SCWSm3rkT9d/QgLYbDqNPnHceQFpqS3Z0oO+VlKg2aEGBsnJ7e7UNM8FYfT2YIX//95Ym05lsp+qcZrfDR9qzB/JApg40x/+yMmW4c8NaRIEi/uaGPn0GgoUHD6KPvuUts9vgeMc7sAZn0iiR7I1zjt+UySgsRF/kHMMyTkxg7KQMhAjAO/qdZoKuVAobWMEg5oNYDGtqym2MjKCvcyMikcDcXlSkyasGBrBWrqpS6Q2OEckkrj2TJZMKts6fj82G/n6sHRh9XlmJeh4dxXEej26ScQOM74/6wHx3x8teCv3D42mxmK5vCObRr8kHFIooSUdEI9OKi/XZu7rg91O7k2xc+pEi2b+pr8+oEfpazz0n8qMfIbrukUcAyrNs9LnDYfh2qRQ2WMfG1Dfm+qaoCOf29qoMGBOtLVyIZxkYwGcXXKCgciaD+7jdaKuMJquvh9ySFUr88thpXe1meJbNlq2ZFgzCKT94EMk5THBjJkCKHYd6gKZjEQwi9JWOWCCgu1p//CM6zxe/qIDhdCDAdOUYGMB9Jiags0cgiuBWWRl2lJiIejZhz/PnKxPsqad0YBJRxyuTURaVy4UBYdky/P+Xv2CAqqjQSZSTpN2OOlmxQkEeah+a5ZlJR2Q2jvEFF+D/9esxsRJEFdGFBAEe6kx6vcqgE9FwBQ7eZsje+LiyDKlPEggALFu0CMe3tMDp3L5dmSA8N5nUcAruKLH8NE6sbjcG0O9+F+93wwbUOTMvFxTgPXFSOPts3TXMZbdNZwS4qCPZ3Ix2yay6vF7upJNKYQc1ndYkKAxRMFlyZInu2YPkCPPmof5pXDwwzHd8XEObqTPDTMoNDcp4ZajcokV47yY79RWvyO4/U2mtnHuuyFVX4e/Dh5VdM1W//OQn8X47OjCJMSnE4KBO0EVF2Vpf9fUiX/gCrnHbbWCHkg3JjOHTZemzAMATZ9NtftGefPLJIz57+9vfLm+fChl4iYw7yMuXo022tKD9cGEZDCpISN1AatUUFalmEVnNZuiu3Y5jzjsPbZt9gImIPB4Fw00B7dyFO0PFyPArKtL7meN8YSH6PudXWi5Ilkplb6B9+tPQhj14MFvjKnfhTXY5ryWC8WpyEgBOOIx5mtqil16q866ZEIUyFvX1Il/7GrSRDx7EmESAhnqu3IBhOBoZfZSmYJgWGeteL649NpYdKsbnYBiSz4fNx5oarGN6e+FcDgzoOEJWSSKBsomgbnk9OrLMgi2iSc3MELvCQp2rCP6SJdnSolq9+/YhY+5b33pmsgxnMrcbkjiWWXai7VSe05qbscb65CcxDjOsl4kWBwZ0zWtG+Jj/i2STG7hJ7/djbFu9evZj1L59mD9JmDCjgUQ06+9ZZyHC59lnMeeKZOv9MeEgdcSLigAYrV+PNSj1DQsLcc3eXswDLhfG8N5ebP5QGmpiAtJRBFH7+tTfIROR9xRRf8bpxLp1NmChuWFVXo75rqcH81cohIRa9fWY/5JJJeWYBBNehyx2MuFnw2ycrZ1KQGGusY5mYp1z7UPt+HQa7Yw6xdT05A9BSF6fgDaJDJEIzuvq0g0nmw1ta8sWANc+H3IRMLu1GRq9bRvaAdeLBCkJyq9aJfKJTyhzNhq1Ip1OZTutwcKpwDbu4IRCGEiXLMFAZqasn05rbf16HP/Tn6LzHD4Mx4IJSQYGNGGKCDpQeTk6XEsLKPa33aYT2VQgwFTAWCajyU3Ky5WdRY2CsTF8NjiogMNMYc/XXYdjUykcu2OH7hIxazG1QyYnNcvueeehjHffjetnMhqmxmd3u+HADA7is4oK3Mvj0eP4XDPpiEwXwt3ZieutWIFrP/QQBtOGBmVX0GGkw1dcDAZbb282w4M79iZDhhm+YjGth9JSvO+nn1ag6GMfg1Mej+uuJxcUnDA7OpSSzoGTDjoH+MlJ1bm77z6dXAl0MjSDGip0tJmgZS6Uf+78VFRA5Jzhtrwfy8fJxnTC6UCTnbJrF/pDXR36w89/jp3Z+fMV8CM7guZy4f4eD9ovwQKfD21t717co7kZC72nn8Y1uKPp9Sq7k+xUv//I/mNqrbS24v3F4yL/8R9a99T8mphQ3cHFi7GrVV2N637+81g49fVla5TW1OiuMEGJ5mYwCu12hB4fOIA6qKrKToAwVbIVyyzLZ7mal0xM0dKSrVFE4H10VBd2iYRu2nBcaWgAiL93L8bNwkKATdXVaIucR8nQDYX0+lzImvqCHB9MCYtkEm27pEQ3ikx5i4GBbKCQToeZoMzhQD9JJDCOfvOb2KgZHFS2b27yqFwHT0TlDYaH0Q8rKlCumhqMfc8+iw0HEd1gyNVGff3rsZj+1rewkTMyolmbuTlEwM/lUpkLhqvRQSAzkfMB5xuOqQyBi0Q0LNnlwvjV2Igxpbxc9RGpdUgtXYby5bLEqYclosAp65pmOoy8NxNx2WyoL+oebtiA95svAZxllllm2Wzsyis1HLm4GOMyN2CDQYxzJSWY1wYGdIMqV0fQbsf4Vlys+rQ9PfBXGhtnHqPSaQBi3d2YH0ZGVGaD9+QG9qpVmJeWLVMAhqCN04nxlZFE4TCep7BQsz0zOSITt1AexOlUP9btxiaRw4H1a3c3iCEEUaNRnDc0hM8bGrKlOux23JuSSLMB7DhvPvUUkum97314Py0tWrciukFnag3zc7LbkkmsQ1yu4wsWnilG39D0SynPkslo0jmGG7Od0syMyBMT2XJY/J7nJJMaXZdKKSDJhCn79mlfYKQXMYKREfhoTid8J2stcOrbaQ0W5gPbMhks/GMxdIy6OgyqNpuGAP7hD9AZnElrrakJE8+uXXAszj0Xjj+dCQJTnMS4Q7RtWzZraCqbChjr6QEY5XDAkWNHd7vx43AcmXl1urDnlSs1mQg1p5iwpKQEjoCIDkzj4/h+0SIAc9/5joYniahmBanOdXUa4pZMApw9dEgHMep45CZtmMryPcv4uO62/frXyt4gRZ5hXUxDb2b24mDL0LeiIjwLHV8yW9xuDcMbG1M259at+G7dOrSJP/1JNUTmzdNslHTSq6rwbjhYs84JEHJyLSzUiTcaxWeBAP42nX7qNHBwZ0g6B/ypjO3G48Gu6Ec+AoYNwV4uQsguNJk5uWYmuzl0SPX9MhmE6WUyIu9//9QAfnExjufOqrnDOjaGn5IS1DG1wbhrWliItpWb5a64eGpgec8eOPv79qmWF+uQYZGLFgHAi8eRsfWXvwR9vqoK48rnPocJcc8ePH9ZGcaQ667DfUxWYjqNDYIDBzTDNh3+mZKtWGZZruXTvGxvx1yXTALAYrKjSEQBscJC9BuOD+PjaJtVVTj+xRfx/1lnoT9xM4yg+Lp1ytBta8t2nkynIN9OPzcayDQsKUHfrKjAOdTY4fggogxrinOb7DtqqpJd39mpbAqRI3fSaSwbQU06NuPjysYPBlEXFA/nxlI+bVQmFzp8GPIV996Let+/X1n1rCMu1tn3ueEhguc2k16RKcCyFxXhJ5PBO922DWNEba2ON2vWAOwdHFQpj3Qa9bN0KdYpySSu43DoJhrH+6oqjFFMFCOizoVZd2QYuFyoD66hmppw79wEcJZZZpllczGylSjjwDW+iGrX1tRg7ZcbHux0ajKp+nr1xxIJACqRCIDIG26YnvF0+DBAsoICjJ+RiLLXuW4XgU9SWYm/q6uVQUe9dJ9PZW+YAKm0FOVbvRpzzdgYyBcED51OZXtxo2lyEv7f2rVYexKsI5OxpATPwKSGg4Mi73wn5sa2NtRbKKRz2Wz0zEkSiEZRZ88+Cx/t9a9HvYZCmgU5XxZd+jJMusFEXLHY7CSSLMtvlIPieohRHsQbSFYg8YE+moiu00ig4aaiucErohGU/LuoSP3kSESTDYlotBuT8oyNYU1qrQVODzutwcJ8YNvEBAbbVAoD5tKl2aGVDAG84YbZaa01NMCxevFF/BCcIQBFSnZvr97HzGA8k+UDxuJxAC1+v4IcpuXLvMpr5YY9R6MiP/jBkU7n2JiCVKWl2exK6i8tXoxsvKEQnJH29mz9EE6KsZgOXMkkrr1mDSb64WG8j6mSNkxXL3yWnTtFfvc7TbbBZwiH8b7OPRefEVTbtw+6DBSiZ7kIGgUCyoYxQ8EYqmX+z/ccCODdUAierI5QSCd6hm7t2qXvjpRxgsrmbhwncjr2BGs5WJuivnw/DCN0u7FY6ejIpqLns6oq1NHKlQB2n3lGQxq8XkwKXLgwbDHXOOEwHCQcxmfz5uH8nTsBbkzF2rXZ8D4PH9bEBczQGQ7rjmpVFe7BUMjKSi1XMKhso0su0cVfPmB5ZEQBB78/Wz+MwGh3NxZkZCURUCgvz2Yh5wKDuZNiSwvCyP/8Z1y7t1d14xoaVK5gumQrDDe1kpZYlk8nd2AAi3gC3bt3Y+zjGJsPgGK75YbI4CDaYVNTNvPsggvQh0dH0ZYbGzEnnHMOPieLke0xH2OA4w+BflNmgKwRJnIimMjzOEaz3JxjPR6MpZddpnP5vn26cE6n88sw8NnIxuT4UVaGa5ANPDiIMaOkBM88MYEyUht1YACs6Xe+E/efPx9ZZu+/H+OdGdpjJjPheDI0hDrl2G9m3OQ4TjafiM453LhKJlG+lSuxieH3YwxcuVLD0Ds7cd2LLsIYR11baiaZ85qI/k2WfS5IaBpZL2wDJSUoVz4ZBcsss8yy2VpHB8bHVaswph88qOMjo34GBzFWzp+v8hEEqgoKMCZXV2v0UjqNc8rLMU797nfYcGHyBMpQ0f9Ip7H+6+tTf8/vxzqV7MC+PiUNkPTQ3Y0NnOJijLf79+ucRjCH61bqCfr9GKvpQwYCmr2eYz7JAj09qg8+OYm6MbMMU0s9Hscx99yDdXg6jfX9yAg+5+beTNFHjLai/m44rMmayspQZnOuyDUy4Uy9++Li2esmHm8jeHYqG30G6gaT/MS1kelXMerL7da1Gn1Yfk/f2GQKmkawnhqg9JcJDLpc2f6x261RC1u2wK9buPAlqRrLTpCd1mChyJFgW38/OszChXC0uBtEM0MAV65UQGoqrTWbTR2Lri4dsGMxBQSZDXh8HJNJTw/KYWbBmukZTJCPWhHUSaJGES0386ppZthzOi3yL/9yZNbHsjL8kFlihjVRpN7rRR3+6U+Y8Kj7F4ko2ysQ0JAsOlnJpIKCc0nakM/sdpxz77143uXLj3yGcBjv89JL9bs1azDAbt6cTbOuqABTMpHAOyLzxHSmwmF17rhzyQyRvb0qSk6tymBQgTOCe6EQysoFDj83HTMzpI9hCCMjuHZxsbJUPR4VEuYOHsNx/X79nmK6pnGyGBoCm+THP9bdW2bXPPtsZZxSj8xcvHCCMh3iwkLV6uIuYnMz3sMvfgHHtbVVgQey/YJB7LJyt5iAN8PE6+pQbpstO1lJJoPybtqEcnq9ALL37j1SGzQUEvnVr3Rn2utFX0ynFbAjyE7NQe4qJ5MoUyaTzUL+zGembrcPP4yEKGznzDorgvt3daH/TpdsJTfcNN/C1rIzxzgfmTq5Tz+NtksG9cgI2i3bNp0CjmdkyxEE7+xUlnIsppsr1KRpbkbii6IibMQUFGBsedOb0F+feALXn46pkErhOsuXo39/7GN4hocewuaNuVFiZkg2tVe5QOUm2Pg4xvG1a/EZyz+dkXFIB44AprkeqKzE/NzRgeOHhzUse+lSHNPbC03alhbMAUuXirzhDaq5ytBfEWVxmGFEHEM5z1BMnkwSAnaBgAKbqZQyA8vKlAH5ileA0WxGCLjd2AQiS7mnB+dRVzESUUFx05E19b/IGDWzi9LomHs8qsFFB8aSUbDMMsuO1nbuhNQSmWjUN2dkE8f4kRGsL+fN0/Gxv1+TeXDOC4U00UIyqRElTU2Yj6LRbI3tVErk+9/HvDQ8rNFUFRWYGxnFVVCAOWJsDOOw243Ntfe+F+vMQ4eyQz0nJrAGdLvxm2SVkhJsshw8mB2NFYlodI/LpUAfN5w5l7tc2aQHgjU2G9aPY2OYa5ua8H1np847BPG4Fsgd5+mDpNMaPhyLYX197rnY8KMvZfqhNM4nZkQXteLpU76Uxnn3WFiN3GB9OczhwHqjsRFrMRGtd/pffr/qupuJ3XgMJU/I7uQai4QPXpPtwelUxiITu7K9kTnLMiSTaLeJBPqZ3Y7ow498xPJXTmU77cFCkWywYCrQjwLmQ0PZAuoE16bSWhOBY3HxxWBkpVLopEyCUVysHY2DuNeLwXUumQNzQb7168FsyAXzzMyrr341HJmpgLhcp5PGkFCGJzG0kywUl0vkNa9RpqbXi/MrKnQAcrmUIeF0Aqy7/npMLmZZjpV5MNMzdHSgfhiiKqKD3803w8nq70dG7MFBgIUimJA3boQzRX0PZhqj40bWHCfqykosDigQz10cLi6YwYqT+9q1uC7DWE3LdZzr6nQxNDam2TFdLs1WOm+eyBVX4PqbNwPo8vuzWaSm2C0BzFgM5V60CA7ok09qm7roItx740bN4EymJHcJCZCbgCHDR6if2deHe9C5Jjh28KAmcpkKRG5ogC5Zrvbg2rXYYW1tRVmo39XUhD7wve+pdhb7z+HDeN9sG2TZMNTR1Dsj8EGtFYIn3OGeiUHT0iLyla+gDdXUKDPU1IsTwf0Z0rJqFTRhOKnmCzfNXdhaE/CZZWbiLlNWg+xfk3lHAMjMDEwHg8eRQU3GBucPZkiPRHCPgwfR7hn6et11mMOeeALfRyKamCN3Ic3dZrdbtaOWLkW/aW6GY8WQX2402Wy4JsdT7nqTKTI6qrvcbW34jLpMzBJshluzHLzOwoUKjJKZMTqKuYNjY3Ex5givF/ctLsa1N21SfVjKG+zYgT4vops57POm1ivLwYW4w4EfZpZnaJHDgb5OyQVKJBAoTCQwljU24l0sX66JqTh2UkP3mWcwDpnyDYGAOj0M0aOuMJ0pOhmsfzOEm3Mh2yLlOfiuLRkFyyyzbK7W1gbWXyik+uJOp0YqmTIXo6M4fv583SSfnMR5gYBGp3DzrL4+m2l/6BDGT2oNtrZCLmbrVk0KxTU3Nazr63Xujcdx7y9+EetP+lp79+JcyjtQJ5BjfmWlJuQTwTOtXInN42gUc0tZGean0VFl4zOclEwuAnFcc3PznqxxApM+n0a0nXUW5vKKCtVWzLcpRH/K1NBlNBbXwP398DsSiSO1bk1LJnEs393hw5ockqDWS2UmW/9o7eVMqFJfj/caDuOdx+MKKNNf9HpVSoR6giREFBSAcevzAZAfHtZ1FRNMmn4QZcWYtI0kCyb59Pm0PpNJ9ZGYaHViAuxa0x+z7NSzMwIsFFGwoKkJgMX27bqbTx0KpqSvqABbzczqN1OGZI8HehNXXSXyk59gsjF13jhR1NVhktiz5+jDdMzwahF10rgDVlYGwOVXv8pOvnDppdlgnel0mkbm1sgIQKOFCwG0EUxtahL50IfwNynQgUB29tpYTB20c88VufXW4zdImCGZDMue6RmGhuBkMRGK2w1gsKkJ9bJiBQYzhqsz3CAYxDOuWoV6HBoCw6a6Gt/v2qXgn82mOiUM1yVTxJyQ7XaAZxdeiGQi4+OYvLkTKqLMGi6UGB7NJCZmVkuyT847T0HB8nLdJSI45/FoOThhkgHo8WCB092tbL2xMTDnli9He3v+eSwuiouxo0U9RTIvTWYk9TGSSTwrQyUo9NzYiHfocmWDyCL52ab5tAfpTJeWAtRk6AcXJK2tR+plsM1XV2drQpo6Z1x8meAzJ05mBhWZPhFJOo3wDybYcbmw6ItENLECnfYLLsB1Vq1CIhizPnPDTUXwrrmwtfRAzjwz5yKGVplhS3SoRNDu4nHVamVCEpFsRjN1oZj1llkVi4vRzii2vnQp+l1nJ5Iu1dcDMLzmGoTZE3g3WXsi6sjs24e/L7oI88nhw+g/P/qRatpyx5qaftwk4QYUnS+W025H+UpL0a+jUc0YaAL+BOZEdFwuLobD6PFgTeBwYP5fskRF4svKdGMxk4FzGgrpeMrsk8uWgYkSDuN8akSZbEGuAxg+xAyfIgoq1tRoUqUNG9Txczo1GybDi8lU//GPFbw11xQtLWCh9PXhfpynuPNPIJZrIbJNTeaF6QTSQSVTkmMVWTaJBOptuiRllllmmWX5jGueRAJzCxNzcL2bbxMqmcR6lNFN8TjG8MsvR8TM0JCO9f39upHEZCfbtsFvs9kwpj7yCO5VVqZ62IlE9jhM/ymdRiKWhgbV2U2nIUURCkGqIxbTxA/0F3w+BTdplEwaGcEa2OfLXudybiwq0jGZG1D5AD+nUzVuuVHHtT3BJm4QmhtZNI75vK/JOuQGV2cn/E5GGkyXVNG8fiaDOXNo6OXRLTxWViA30l5q0NDjgX9ZW4v2Q6kw872IaBQT20V1tb6fcBia1rffjvXKpz+Na5BpaurSM3pMJDuS4Kab0Jf+539wLjddIxFtL6WluFZtLXzdtjbLXzmV7bQHC3O1vhoa0HH27kVHKSxUurbfD9bDihWgwZtZ/abKTCyCjsosvn/3d+g0H/84HBimEXe7AbpdeCE60YsvHluYjhle3damIZtVVeiw8TgAmVgM+lXr12MCW7ECjKw3v3l6AJRhWLt2afZftxssC+oKplIIU21tVdYds9fG45jAzzkHdH46jbN5R9OFI+eGZKZScPa8XgyAUz1DNIo6z02Ect99GtKZLwHMG9+ICW33btQxHSoyJ0ztPJtNw7wiEZSBoBsXOmSrBIOqG8JQbVPUn4M0GSW9vaqz6fHgXGbcLi8H0JTJ4BldLiw6LroI5/zwhxomT2fR5cI7Dwb1/9ZW3aUiiEhdrEgEO5L796uGGBlKZKaYEyfPpeNP53h8HNerqgII2dqKnze8AX1yunDb3PfDHbMrroCDHAphIiUDKB/zj22e4dodHbrAInhKkNPnU0HgggK8RwKSItMnIiHjlSCMybwlUJhIKOB91llgFJoh71OxZtlGLG2wM9PMuai8HP2gvBxj4Oiosn+ZzZ6hW0wYRPCNmqk2myanIot6eFjBHn6WLxnYgw+KfOpTEDvfvFn7pYhuklBsnpIH+/ZhDvza11CWvXvRhslWI4AZj2toDFmCdjsWqQT+WH7uopeW6uZKcbEK0ZPZx5AZSiSwf7MfJxIY4/btw/i5eDHGTTIdDx3Cc5PlQd1EhjA3NOD8JUswrnd14focV2gmE5rAW1+fMuCHh+HoiigDtLwc8zfHeIJ/Q0OY2//6V4C2H/4wxst0GmHJpaWov44O3awgwEqnh1k7OY5zrqKDaLJNvF6MgwR3Cwt1LOzoANNkpiRllllmmWW5xjVPU5NG3dD/EMkehzhWcX47dEgTMi5ciDHo5z/HeO31YizmJhPnmHAY43dVFdbQO3ZgXC8v103hkhId62Ixzb7s92N+CIdFbrlFk9w5HABRyIwUwZwzbx6+HxrKH+3U1YUEYuefL3LHHdhI4+Y01/scy4eHs+uD4abcwOJcz022gQGNdBoc1Igarjc5J5jRRzTWVSKh9Z5MAmjl2p8bVzOZKTHCefxUMjP8+KUsO4kFjY1YYw0MoM2++tVo37t3a3mYtKSiQpMr9vfjh3qRlM665BL49I8+qnrX3Czk2pHvi5uctbUiH/ygRhFu26ZEK/p8jKbjBrPdbvkrp7qd1mBhLrBE/QuGlqbT6lxR9HTxYs1S1d6ORfhtt03NbsrN4rt3L4Tm43Hd/SGIRPbb8cp2mqtl6POBEblzJ5yXwUEwHGMxdHAyA7dv1+QM0wGgsZjI2942dcawwkIAOJ/5DJhjlZVaJwMDcLCuvx71PRUAOBc9tnwhmZEInKdnnsH/FCLO9wy7dyMhi5kIJRLBuc8/D7bkpz+tiwqy9L7/fdTfypWoo82bMTBu3ozQ3VAIz+jx6Lumo0tnzGZTLT9qN7a14Xl7enQBY+pccceP4WzFxWhnzAy8fDmA7+5utAM+4/r1cHZ37tRwtkAA5xYXq5PJXSCGO5gsOy7OqIfI8AhOGEywYi4smGWVVHU6oNT5s9uxgOnr091cTiBPPAHgdqZwW7O9d3eL/PSneMZnnsG5ZLuUl6v2IRef1Lhkm1+yBO8uFNIs2CLaTsvKNLv52BjKRI0Zc4MgH4OGu87UeHG5spm30aiG+eeGHpvXyMf8pU3HbLTs9DVzLmpvRztjwh5uOLhcmO9MJ4uSEA4HPidrmYA2Q44Zct/YCAdsumRgGzdifnzxRRxLZoHpzFGSgZ+l05gramvhVHV24pjS0mx9I+5yE8QSUa0qMtx4vAh+9/So3mJZGcYer1dDxsiq44LYZoODxqzPZETabOjf73ynyF/+gjnf48Hcbo5ndjuY5sEgGCZmZuJXvhJz7f79CsyJaGIQJlurr9fsmZEIQEKGBFMflpsVTzyBa5AFEAjovNDXBzmNRALOq8eDsbW+XlkBbCOmHiHrkmUy65/sR74LM6ydIVCc62w2jLk332yFGllmmWVzN3PNU1OD9XwopKx5jlmU4aFO7uSkbr5TYuLKKzHW7dyJdRxlHji+c72dTGIeKyjQcGUCJAQIaZS0iEYxvxw4gLmBUjo9PZgHmYmea3lGldTUYNwcGcmOdurqwrEDAyJ33gl/imGmZDIyERfndLL7TC1bES0/198iGKMpQcH5j9fI1avNtVwWHusmEtEsyZw3zHk/n3E9wHIdC8Pv5dANPNEsyHx1RzKHwwGfdN48tLOuLk2YWF2toBwjwBhGT5+upATnn38+zvnyl/G90wkfefdufD4wgM+LipSRyDXI0JDKJzU3I/z+vvsgXfXii6qbXVaG9eHSpRpqb/krp7adtmBhLrAUjwNQ6OjA92efjU60fz86S10dJoXNm1XDKJ1G51m7Fgh+PnaTqbUmgg7ITFUELqh50d6OiY8U+eOR7dTUMjx8GB22sRH/c1fOTIDC7JY9PQgxfeMbpwdA3/KW6bMYXXMNdizuvhvnMLsVd0HWr4e+U74w6LnosU0VkllcjGyYf/0rRP5f9arsCZjPMH++yG9/iwmViVCCQdRRMAgHcN8+DJpveQuAQSaAGRpC4g0TJOrtxT0OHcIgGg5jkJ2YwP3poNLZI3unvBxtsagILJE//EHZfNTFSiY1PMzUtCI7pa4uexC22wFSHzwo8pvfwHk1JzXqk1HHhewiah96PNm7fHT8KHzLshDk9nr1urlWW6v1YGbxZFvOZFRgevFitIWuLtTDbMNtTZZgMgkHnoCGw4E+tnMn+qHbjRC97dsVgCbQEgyiLdjtKE8wiOMXLULZh4c1vK6gAGUpLUXffvFF3H/16vz9wu/HhDk6mp2EiMzbUAh1fu212aHHudeYTvrgeG06WHbqGeei++/HGHTwoILkZPPGYqq/S3CIGQ3HxjAG1dTgu1gMrPdYDH1hZESz3E6VDCwex1jDzLputzpx1K2jlg4BSL8fZWQW3eFhBamo5ckQZDPRBrVVRbRPciwxky2Njal+1cAAvmPIFcdSj0fB1FRKZSm4OOYY3NWFzaV3vAPjya9+pcxJAo3UBOrowAbIsmXK8hwYwNpBRBOlMAQtk1FgNjfrPHX/yPYUyZ4TuKagPjLHdSYX2bMHYd3LlsEJZkZ5gnyURyFTxOXCWOzx4JqRCMrLrJx0AgkqplJYy9BBNsf6//kf/H/jjXPTZLbMMsssM9c8jA7hhjUZ7iIYLyn1Q/DQ6VRgo7dXE3DU1Oj4y7UlQUYRjF3xONaZHNt5PzOxH8EpSvocPKjRVczuu3evbhSb92KkTU8PwJ7yco12Ygb53l7MOYODmIu4sTw5iXrx+zHXk/WVTKr2NX0FEzxj1BKfkRFVphatGUHEc03GZi4YxzmZcy617UwJopksXzj5XIxz0csRvpxr+TYtZ2u5iS1FtM2Y9eh2KxhM0sj4ONZj1M+88EL4qZs2oU0sWoT2xIzZPh8+o04mQ+VtNvhDdjsi87Ztgx9NrczJSbTF4mKVG6uq0k3p5maEM7/rXeg/3/0uvi8rw/fUWS4utvyVU91OS7AwF1gSwWKfTJ5UCgvo8nIVQCeFdnwcHaKkBH/39CAhSn39kZlVTWBPBKHHmzdnpxLnREOBUIaDXXedMrOeeELkj3/UDFUez9FlOzV35UIhPD813ESys1uS0XXDDdMDoNPd32QF1tfjXhTBLSnBpBiPg+afGwb9xjciRGo2AJEItJuee06z11JPy2bD4HTppdgZ6ehAGXKf4fDhIzOIbtqEAZDZqsNhAE9dXagTj+fIMFBqITITb28vHNPaWixeCgpwvYMHNTsktSTHx8H+4IA/NqYMPe52ciHCrG3UH6yqAkjI0OeSEk3KE4uhHn/+c6SpZxgu2bKhkO4sUn+FmixsK9xZZJskUMjdUe7ejo9rwh4Rddq5gOjpUQefwAGvQZFdsnx27dKwiq4uOPlzCbdtaMB1BgbQ/jIZ1HV7O8rJ5+jrE3nqqWwA2mzzTHYUjaI+SkrQHmprQdP3+dBW9u4FANnfr+PML3+JPp/bV5ua8P9USYgGB3HMP/5jfqCQ15iN9IGlDXZmWnMzWN0HDuicU1Gh4zxDp845B8cvWaIhW7t2YRHHTQ2e39iIvv6qV2FD6+67j0wGJoJzdu/GsQ0NWGRSk9TMYMwdcTLb6uqUzUgQ0W5XXSaOPwSgGPJkmtkPzDFz3TqVxKirA+hFtjHDmQmWlpRgrnM6VXuXiZBE0P+TSfTf3btF3v52kZ/9TPsqnSlKGCQSqNOODozXgQDGd2bhLC5Gmaqr4SCOjCh4SKkShoB5vSpAzozWZEiyPhhqzs0c6thOTirbPp3Gs3H8pfPHxFg8v6BAhc9F8IwMtaNTTUZqQ4OyzEX0XQcCmJsGB7Hxs2lTdki0ZZZZZtlMlrvm4VrbzOzK9ScTLJgSMo2NAAiDQfgPn/iEhjFzQ4nzgclIF9FsyWTqi+ga2Fz/l5ZqJI7Pp5E+jLjh9QiIcd7h+rmjAxFXX/iCrjnvvRfjan09NutKSrI3hMzfjAxiIhcz4UkopPObxwNw0YwqyAUT6Y+axrU92ea58y/nZnN+OB42Ww1AbnBR6in3O5ETFyJshsFzjWPedzbGjUBu/lGmTEQ1jc1juclZWIj5tapK5UASCY34yCUH2e2awCeVwvHUyRwb001dtt/BQSVT+XwqtcLNxkWLsKlIv3P3bsU/GO7MvtvVhbUHoznKy3HsFVdY/sqpaqclWJir9TU6qvRYCpPHYuggnAiYccrpzNZOKi3FoDSTMOfhwwAkuGvDTIScqEiTX74cO10+HwCQH/8YwvBkm9XUoDMdTbZTc1fO1KWiUV+IIZGkBK9cmR8AnY4VMFVI8KOP4lmuugpl2LIlOwx6cFAz4lIHbzqA6IknAMY8+ijO445YaWk2zbmpCff9+7/HhJv7DFNlEOXASqHYpiaU8cEH4ezkCwOtrBRZswZsRurxJRIqjO/xoC4TCTwzdwJFspN+PP20DvrUQqSmBNlBzKA8MoJFhMuFZy8txfUYBsaslF5vNpPU5cL/nODr6lA2DvjJJAZ1sgQJDNI4IZoTGEMsTGF+LrImJzUJATO08rlEdMFUUACQIxYDeHw04bZPPqlC//v2KfuIDnBhIcoSDOqCh/04H+hPRzhfH2DW17vuQt3W1mqoB8P6zb46UxKi+nosFpcvz//MudeYTvrAYu+cudbVpeAeWQlDQ7qQdrsx1gUC6PvUdS0oAKATDGo2d47Xfj8SL11+OUJaduxQzT7a6Cju19ioiTsSCcxh1BukM0MnjRqGdXUY40IhBc8pgWAmI6E4NxmJDJMm4EWngcBZURFYkAsW4P719agLAlsUfHc60Q9jsWyGYiik4ypZG42N6HsE0ETwOUNvTYbhxIRuXHEOiMcx/i5ahO9KSnCPPXtQfywHGStM3uL3qyB5PI5xnRs2Zgg0gVWyRTl3krXIstGZpKA9563iYgUbCQiTWV5UhLKnUhinOjr0HqZeLVkr6bRGZSSTIo8/riHRFmBomWWWzWT51jwXXogxqLVVxzqyrcgq5EbXBRco07q1Fb4DM7dyQzwfwEPw0AzFNfUAaUyA1d2tYBpZWH19RwJr5rqZm0ME2ObPx2dmRBjnFUpUUBeXzHKyAMm+p7wH2ZE2GwgZlOkxw4KpmUsAkHOzySr8/9l78/A4z+ru/56RNKPRjPbdluQlseUljhNncQKkJBQIYQlry1tKCaUU6HtRKPQqNFfb31u6AS2UQnn7o0BpoEApbSEEAqVk3xc7sePY8iJbsnZptM1oHS2j3x/f36fnnvHISwKBOM+5Ll2SZp7lfu7nec65zznf8z35Yy/UyIP/VytbfqZyumP5Y8BXO9dj/DQl/zznct7iYvm9Y2NaUxAvAKWZj9QsLrbvAYbEYvJfBgdXBwcBQqFJztiY8WSSvHXO3ovDhzWvoZDRtBUXW8VbWZme8VBIcYtMRu8hKMLxcYFknn5az5af3Ozr03oCFGMgzz85L4OF+VxfBM78zoOgnygJpKshjs3KijU02LzZkE1zc4U59urq9LJUVBgnEMEKFs9zc3IaslkhHX/0I5VGOyfDsbRk7e2vvNKyY2fbPcjPyq1ZYwt6HCq/QUM6nQsJ9ss7zySrlQT7SLQjR4wz0A9eTU/LievokKLbsaPwOfxg6vCwFg/ZrHX1pMw7lVKwiRKELVsKX0ehDqK+YiWQSknAoUMqL5ibk9FuacldXMAlQsaElvH791sXM0iJi4sts+kjaoaHrWMnaMK5OV0TiyHmG5Qq+w0M6LO2Np0jkdA1OWfd13jui4vloPb1yWFl0TI7m5vJwglHCmX6fGfVL7PAyY9ENPbaWkMrFRXpmkA0kikDYUjjmJMnrfOoP9eF4OsdHQrcTU3p3tD1mqAoTRWWlmQcZ2f17D32mLrdbdmiuct/VtraLIDY05MbMHzsMdMVe/fm8iNOTZ36rq7WhGjrVpXpnS5QiJyJ+iBwwl/Ygq1rb9ez3NWlZ5NsbnGx9EUmo+QEvK719dKbHR0K2kejshvO5SJmL764cLC6o0PH3rHDmiYtL0uPkShjweg3DQqHLROOzvQX/jg3SFGRAoAtLdJv8BvGYhbkwxF64AHZ4ZYWJd3e8hZt93d/p4B+VZXsHs2iuFYCagMD1q0dW1lcrHk4cMCQjzioJEd8/XfBBUIFOqd5vuMOjTuV0nFra2X/Nm0SYhOU8e7dzv3bv1lyaG5O8whfIA6jX/KE8wenKggTSpbCYR1jctI4KgkyEoiFxD+VsoAwCSP0bWurnoM1a/QMwV1LEsznocKOQZvQ0xN0QAwkkEDOXvLXPPPzsjMbN0oPEyCDYiIaNZtz7725XH0//KECHMXFRsvhnFW6wFno/3Zu9eBPKCR7SrIKO+fzjhdaM/M5SZiREQUJN27M9VfxS2lGAeUPpcjoXiiESktlZ6JRUWpBw5NOGzchNhUEm186fKZyYAKovvy0g4RnErjeSXAxhp+nnC0KspBQAVVfrwAeSNm5OX1PwhXOeioYCJKWlIj+6MYbtU5bDRwEaAJU6dSUBQn9qgQ+7+uzZ4Zng8A0VFt1dXpm6U/Q06NKglBISdKSEj2zExO25iHZu7Dg3C23iDbsbHyfQH6x5LwMFuZzfZFVhxculTIFRMMIUBC0mk8mrZNPIiFjsH+/0GSFOPboNMViHKSAz/VDmXMiYfyJ4bAcCMqE6ut17iNHZCDPpXuQn5Xr79d5xsYUfKGV+pYt2vZ0JYxn4k9crUsr5PbV1Zov5+SgrVYG3dkpxw2ORV+mpxU8wnnCSMKbgLGbndUc1dQoq7gaxLlQB1G/y9PYmI5ByfiDD1qAZ/9+BQ63bjXervl5I0NeXNR1UvYLmfHsrJxCglYsKuDmovwOwuTqauMfAXFDsLG0VOfDOcUxGxzUtTU3G8oIp5eSCALgqZTuXXm5js17sGGDjk0JsXNmoHyDiFPMs4YBY4FD8J3S8P5+C/T5nIU4pGVlzl16qbJR4+MKSMCJuGmTMqSh0KnPKsHq6WkLyoJs8Z9H3kWC9p2dWqDNzhohMOXD0AHcdpuRTft0ALGYkFh+V2ruN4vRRx459V1djbbgXBznn8YxAjk/xbd15eWGeKip0XOayejZ3blTVA733Sf+XRB2UBFgu9rbjfMVdPtrXqMSW9Bwy8sKeJG8oXkSDg5OCQvO+Xmdq7JSQby6Otm4xx7TO+zrGV8/UN66Zo3G1Nys4xw7ZrxQzhnioqTEuBW7u3Xs97/fube9Tboc3Qt3KEhFnwdwaMiakTU2as7oDI2DCpKaBTeL/HBY+6ysSKc98YTpcK7v6adlT6qrpeeyWdktmprU1Oi7qSkLpIImQXyeI3QASZJw2OgwSE75zQB8XiqeHcrHR0b0/9yclUmxZgiFdN+YN8rXS0vNjiwu6txlZfZM1tYGHRADCSSQc5PVKj/uusu5f/gH6dblZUNlg05vaJC+m56WLv/mN6U7m5oMsOEHz1gz+px/JOYLcdDBMYtf5zf0isdzA5KcAwAFgZqVFenEv/s7537nd07laUwk5PuQrAFc4I+N84VC0r/O6RrKy41z118fRiJmjzMZ81FPJ+cSDPtZNRvBd8ZGkSD7RRCu+WyvnXVRLKZ7Rmkw95I1U1GRAZ24ZwTxIhFVffzBH+j9eOyx1cFBmYzWE6y/qCp0Tt9NTOj3E09oLP39uZRYlD5ns/YMrlsnuhfWbH19liymkVtxsVUYlJXpvS0t1TiGhpz76lfVCyDwX55fcl4GC/N5L+gWODioxStt5+fncxU1BmB+Xo4JJa7wQNBxtRDH3mOPWaAJsnI/4DI3Zy8M5KN1dTIKfjYgFNIx4Vqanz+37kF+Vu7RR/VyDg3phd2xQ0rj0KHVSxjPpjvxal1aCco6l9uxC/HLoHFSe3tPRe2trEiBJZMynEtLFiCkJBeHtqxMjtaaNacvyfQDqXQQZYHhc5X8278pcEhzG4zV/v26Jy96kXXKXl7W/BQq+4VjZXbWgsYjI3YveVZiMcuapVJ6VpeWjMwZxU1pxeys9vP5A2m88fjj1mU3FtPcgBIBvQfB/tSUOZSjo8ZZRfDT5xqMRHJLkQkQ4rRS2rG0pGuMRnW+Cy+0DqmLi/YsVFTo/tXVyYGHX9DPfB09quDbhg1Ctfj3lmB1XZ3uy9SUNT3w5zYUsqDJyIg+a2gQUrikJDcYcscdykITjG5szKUDeOUrjdAazhD/fo+M6PtUqnCw/dk6yueC/A3khSP5aPK+Pj3DUAssLMjmJRLK/MKrRwLi0kulZ/v7T7VrW7eKo/MnP3Hud39Xz/cPfmCl+mNj+u6aa5RtPnxYusSnMgAVXVKibZqbRUEB+bZzue8tqDmSaOj/0lKN8xWv0Pv3yCOWoFtZkb5LJGQL6uqsuceHP6z3c3bWAnc0oAIJPTJijuH0tPFePfyw9BdJGd95IoDnBwLDYdna7m7NFU1fyNCPjeWWhBF83LvXEJkTE7pudDVJMXS9c8azDPk+iRvQmnSDpgFAaanGQvMYkj4Q3m/YoHOeOKExRqO6V8vLSoKh/wcG9FNZqW3m50/tuI2TChdWZWWu3QskkEACORvx1zwHDzp3881a4544YbzffhUYZZolJfqfKp5YTN+tWaN1O8En0NHO5XLRkcj3SzXzBVQW+j+RMN8mv8wZoIBz0sVr1+qzzk5ROb3//bn+alub/DACRKyPoduIxUx3h8NWHRSJyHaBMsdegDojqHUuHIPnwiHod40+W8FuFQrMgpz0eSB/UcQv0fbHBgjJOUu8LS3p+Ugkcn0rqhiGhmwt5JwFlqGcosy+uFh0SB//uJ3jdOCg4mK9P3y/bp3WBl1dimVEIsZ971dpMLaKCguoz88bqAqh9JljQPdE3MA5q2DgGYlGg+Th81XOy2BhId6LTZv0/9GjBs/t6tL21dVCLi0u6gEmi0WUva9PC2pQcIU49jZvFuIBmHAopL99bh/anr/4xc594xsKSPjZAAQEHuWo59o9yM/K7d8vxTA0ZN1dVyth9HkIW1qk5CYnDQUJ99BqXVoJyvb0mKHCkaBkuLXVyqA3btSx8kvcensNtVdTY/NI2QANOygdqKgQAf2ZSjIJpP77v2vR0Nlp5O11dVbKihQVmbGam9P9f/BB5y65RDDqo0elGCGfLy3NDSKB7hsf1z1m8UHGMRSyfVjAYOhLSrRoGBgwXkO/RIySM9CyNJTZv99KyFgc+NlPv/y3rEz7++iaWMyCkeXlhp5jYYKxKGS8/ZLuzk6V5DU1WQaruNh4w0CcsriD8J/s2tKSlRW//e2593ZqSuMfHc11nH1+FgKYdXXabn5e89HcrGcqFLKAwp/9mSFXN2wwOoCxMZ335EkFEmdmcpGy/nWDsDlwwLnbbz99sD2QQH5agq3r6ZGehqcIZ8Y56Z/bblOw8MILc3lds1nn/vRPT7VrdIofGJCjduiQEWFv325UC3fdpS7z8bjee98xYkEbCllSxDnpa5AhIAbg1fF5+erqZLegLxgc1LuIDuHaiorMfk5MaNzw+cDRQ7fKqSnTOZRjVVVZVUFxsebm3ntlz52zIBvoQ5/A3kdFLi0pQYeOTiSs5DedNoeOcqJ163TsRx7R/uw3OmqNaqBvYPHunI7jJ4JoKgbK4YILNA8kX7ADBA8R1iUtLUqG7N9v9CGJhD0TY2N6rubmLDl6/LicdhxanG7mo6dH94CgdNABMZBAAnkm8oMfOPfnfy59ToIIDtuZGfOfUin9UI1TVKTEEog8EuXYKMqV4dUmMY/OPhvBbiwvG51GNGqIMD+xHovJv5yb0xr0wgtlX2+7TQ0f8VfpbM/61w+2sH4nSMk4s1np8dlZ/cRiFmjk2rm+QuIjLc+1vJaKr3MVrsm3qb4sLeUmmQA3PJPA4bMpG15NCh0P0ASJO+cMKbh2re494ImVFSXSWH9QdYe/RTWGc9ouFtOaoa/PKosKgYN6e63/wrFjxpufzcq+Hz+uY11/vcZ5+LDsNcnLcNiaMXKdNOKEhx/ew/wKPfxYEsBs45zxbAIMCeT5JedlsNC5U3kvRkb0sJaVWeYdRbx2rRbGjz4qNEF5uTUamZnRA752rZymdetOPVcyKSVPcwVIwJ0zZV5d7dxrX+vce96jF/U//9PKoAcHc9FpIBbGxoTaeCbdg8jKrV/v3Oted+YSRp+HsL5eCJRk0kqsOju16P/bv129S2soJAehq8syIcePG/9CSYkQDMmkfq66SrwL3/teLh/bxo0G0ybTgcEnG0KDmksv1bl27jz7uSFo1NenuY7FNNdkdzDOmYx+V1bKKYpEdP+vv158kyMj2mZkRNdWVWXNRHDmlpd1LrgPUcbwFBKQRNav1yKC+cL551n1mwBEo/p8bEz7wvUXClnmkW0JSs7MWKYumzUifAwbZYWTk1auABTdOcuOFSoH4Dw4/dPTek6AvBcVaY5aWpTlfeopCxaDYgGJ45Pn33qrc7/92xZsKC/Xd0NDWgziYBOsYCwEk6emrHHMzp25C6bpaT0HIJMWFoywempK56ip0XNMkLW8/FQkLEjQ731Pn+XTFJxrs6JAAjmTgGA9etS6LOL0EHgnaZBOKwB25ZXG19nTo2dzbCzXxvid4uGxSyb1jpF8AB2MruD9Li83O0g5DIv+yUkF9y65RGOorNT5Z2akT0gIYUMpG16/Xnawt1eBte5ujTOf/JtyWBByJJkmJ7Xt2rWyTXSIJ+AJr195uc77yCP6H2QyfFckW9CrzuWiKOE+BNHiB9KgnqBrMA7vww9boqaiwgKLAwNaGzQ06Bhvf7vuwXe+Y/yrOJU0ScF5fOQRQwVMTxtFgy84T5GI9N8XvyidRSCYpF1trXPveIcSm6mUOITr6/U5/Mo8izhz3EMSraejBwkkkEACyRds25NPOvexj5lfQhO/TMYCIvPzluBGZ8fj8qvGx2Wntm0zhPP0tHGrxuM67vHjtt7n/GcSti0p0TlKSqzZ4vHj8mmwxzU1+kkmLRl2771Go3Pppc69+c2yux0dBixobJQd5zpY79P5mXLTgQFb61PF5ndLJsBIc0/+96mFfIT/ate/GhKQuTjXgBzNNQqJj/Z0bvWg4tnIz4rjEEBRoePzeVGRASa4J34itbpa38di5nc6p/vU1aV1UiSiZ/wf/1HPyNatCjAT/P5f/0s/P/yhc1/+sgFU8NNWVuTLNDbKdu/YYYHIujrZ+pkZK7HnmWG956Nmfd5DPxBNdQT9BAhA++jf6mq9B0Hy8Pkn522w0DlD2HV3ix8iHNbClYw7i/r//m+9JFddpZdmaEjBsa4uORh1ddqmo0MvwiWXGHcdjhXR9ksv1fm6u/WyrF8vJN+NNwpCTISfYFt7u/ZNJrXAp2tRNCqj89Podno2JYw9Pbo+SIJ9CDxlVF//upTMb/3W6l1ak0k5pJGI+LHm5ixTUV2ta/uv/9I2b3iDdQ8+elTj2LxZ96eryxBe+WXdlMpSTrtz59k5Iz5yct06oVSmp6WoQbRQiu6cKXYydVzf17+u66ZkHOj16Ki2JUAWieja4RFDgWJYKIN2zgxLTY2QPt/7nnPf/76ODbE+CpxMJaUXjz9uvI6QLLMPjV8I5NElNZu1klm/uyjEydXVCpgTDM1mtVjZvFmfHT6cm30lc0rAkgDAq17l3G/8hgLRyaSc0aoqKwseHraxTk/r2KA0CQgfOyYH+CUv0bna2rRQevxxvZt06iov1wJxetqyXSMjOk51tYh1GxpszKmUfU9ZJVk/nrNsVveEBEAkYu8qXeXSaUs+zMyIfDifpuDQoYDoP5CfnkAX8eij4sEjIFRaaqWgLOyLi/XuTk5aEPyv/sqoHrq7pQMvvVTvk98pnsV8JiM9n07r+9pa/V5ZEZKtq0sJgNJSOS4kJEBYE0yamxM6G9Tx2rU6P/xTZJ4pvaqpka0oKtI73Namc8GXl8lYIynnrPkVzaOc09zMzhqiGX1TW2s0FD6ZOIjA6WkrK4LnFdQ3JWggWEBDU57MnGEj0N3o6FhMOg1EMxQbLK65Lubol39Z9+3YMc3n2Jh+6JhJNQMBw1TKkja+0wWxfzxuC3gc2m3bLBHi663HH3fuox/VMe67T+sWuHXLyiwxBUq/vNzKqzZtCjq2BxJIIGcv2LaODtE79fVJ95MMhhoHtDclt3R2b2rS5xMTtr5ubNTaKx6XzUTv+s21SHKgv/MFWh7nzJ7B5drSIn1ZVSU/YHjYkPHOyb6NjFipcEWFdPSxYxrjxz4mUMHatfJR+/q0L7yz6bQloJwzVBoJKtBaINJBssNxiH+DH+WvD7CTfmMYxPdX2L5QgIygkT9XfmDPDyZih/xA5emEbX5WAT/kp4E+5Bg+NyBIQefsmgHh0Extbs78SAQamelp3VcoqiIR+ei33qpnhu7g7e1az114odYXTzxhAJ2SEj1PTz+t82/aZMHCUEjP5Pr15hP65dKJhKEOqQRxzioJqX6jGSxJxKIiO0cyaYAMSu0DeX7JeR0sdM4IZicnFcQB3eScXpoHHrBtampUhphKyYF4+GH9feWVlgE6eVIv9FVX6SV88knrctrcrBf1wgu1bUeHAot/9VcWgGJMBNsIoPT06GWmEckrXiEU4nOFRNq/X9eSTOYiInyuhbExEZO2tirw+eY3K6B18qRlrQiM3nqrjGZ5ua5zetq6Za6saK6yWR2PDNzyso59xRVSfm1tFtgNh82wM76hISnT9nbBq083Vz5ykixjJCIjD/ExihqFjuOFg0jwEs5ExlRdre/ogh0KaWzAz0tKbHHilxD4jhxoIH9x099vAcZCZREEBUZHTbnnC7xRBDLhdaFjJghD58zppaT3xhv1/N93n2WDILYH1ciiIBbTNiwkslk9L//8z7oWumkdPqz5T6f1PUaTJihwalEinUhozoeH7ZrCYaFlf/QjfV5TY/wfBPFIBKxfr/t1+eVCrPoyNGSZXuaY+w1/I+XQXFs2q6DI+LjxgjQ1GXqqvb1wmXJLS8DVEchPR0h6gPajjBdOTThSCV47Z7QNqZRzf/iHxttKCf/Bg7JZl19uneKd03taUaFnm1LY0VE5M2yHcwWSl4QF+h5kXlGR3pWuLv3f22vJMueMq2d6WtdRU+PctdfqWA88oHMODBiSz0dbO2d6Bz3rOyXQBIB8np3NdbZAe09M6N0GRQgvLgG5uTmzjQQBCRCymIYv1TlDvxBoRA+m01aWQ1LKz9iXlmo8XV26z3/914YCzGTUPRn7tLho5U2U2JGkI0lEQyyIzkGgpNNWxvfgg9JPcDUX0ltvfKMQ4ffcY+jGeNwSPZCig5Q8G3qQQAIJJBDnZIc+/nErzyQQODNjSX10G6ABX9cTIItGreEIMjoq+0GSCZ0PAp1uxOPjhRFsBNJ8pF5xsfzAhgYde3JSVDQESzZsMEop5+TTwLeeTFoQDz3/2GMWDN21S2OGGslHBPpIbvyh8XGbm3BYtpnPsQOUt4IYK7RWxR6Gw7LXVBRg0wtxHuKfECzLn7+VFUto+VQjPy/xq+H89cO5Cs+evy/PCR2AfZoSbDD2n4Y7fnWXf+zZWX3e3KzjUTFBQDoS0Rppdlb2u7PTuauv1jphZUW+CtdaW2vJ4gMHcrnXQyHFKuBdb2y0UnbQvKxJaIRCaXVXl60Vamu1hrz/frsefOREQj5YkDx8fsp5Hyx0rnBDjpUVOSu9vca35JedHjhgnHAYoEsu0TZDQ+qSGIko+EFnRPjR6uv1cmzfrm37+k4NEOSXSdfVaZ/WVgVCQCGeSQo1UzjTfvn7zMw49+1vyxhTAo1BBCHCi9/X59z//t966VF8zkmZgZ7s6VHwbssWOQxbtkgBgeZ0Tkrp4x83JNnoqObq8ccFpa6vl3LZutV4JukyDKfSRRcJIdjfL+eZMs/862tpEYrj4YcNWQaEmoAbCAnf0SSLBt8TipWMCc8NiBgWJ52dMp41NTq3c8ZFmMkYWicSMWeWxc+JEyq5nZ210jW/tJBxOWfGe27O0CKgPJwzx5UAwvy85pWO277Bzjfy8/O6D7t2aXt4qpJJXSsLFeYjHrf/p6ctAzo8rDmCY2ZiwviuQAf5nT3hB5uethLjkhIZL19e9jLnXv1qNSYBGQih7+bNCoZs2qTGDN/6loLhPmcLvFoLC3rvmG/nDDZPFht07UUXKVu3sqLsL1lbeHLKyoxLLV/icT2nAVdHIM9G/KTH2rVCJkAwTRdEnBgWo+iDcNg6glPiSjCrp8cCiM5ZQ5GyMgX09u83R4NOvTRvgrIAygRsBs4b+g30QXm53odoVOfYtk3n7+3VeCkPvv567QMShFJ/FvgEufxECfqMACF8QOhnaEWcM3uPLiN5AtcUx/W5/vzEit9EBN5EgrQ+CpwxLSxorvykjq/L/bHDjwiqv7dXNmduTo70rbfq/A0NOibBytJSQ2fOz+c2tcpvQIZtcM7mB57Hbdv0P2hQ9NamTUax4ZdX19aaM1Jbq7XP4uK50YMEEkggL1w5eNC5D31IvkM8LjtF4I4kiL8uhx8OtPTUlHRkSYkFA6H4GR0Vqqq722xTVZUl4+E/pEEUutMPAuUHyVjjNzc796u/Kp/xP/9T56qu1rq5vd25ffukF4uLFezB35mbswYYVLWAjkyllKR5yUtUzTU0pEZYPT0WMMxkLNgEVRLc3NhhEnc+uj8fiY74/IpUCdAsBtvoXG6AETt1JvQfFCPYxp+3hEIWHPbRped6DCqKEK6fa2Qd5pyte/yO2cvLZ/YJlpf1fGCPoZtZu9bK6quq5PsfOCB/mc7azumZ8APA9fVaT0xO6jlF6utV8YHvzHqrokI2/YIL1AzyqadyacNe/3pd9/i4zl1ZKeqSdFrrOypEtm0r3CshkOeHvCCChfkNOSBvp+SYbDtKgy4/NTWWMXdOL9Pu3QoUdnYa2qyqSs4XKKzt25WROVOAwG9EcqZgHwGwVMq2TSYVBKPRRmmpAiVXXaXgSqHj5Xc7jkYNtbV2rcqOMMAQ/eJU4WQND1sw50Uv0jaHD0uhgRj0g7OhkKE5ndP2J04YEvOxx6zktK5Ox4dQnYwffIXxuPa7/HJl7TB4lHlms8aBSLdGHObOTp2ju1vzTjMWAnUcCwSZH5yj5Kq52Uq84LIEtQeyBKXONUMyT0MBH2pO+W4oZOXWTz+tZ23DBinczk4zbnShnJ42xAtji8XsWWVh4FyuMZ+f17NJF2Kff4t7TCe4dFpZq337NB5KFJNJc9oJpPsNbYCyV1QoeAdip6zMFlfZrFEEHDliQVv/eU8kNLfbt+uZ9iUcdu6979X19PTImNEdj85f73ufnq83v1mf+SXzAwP6jC7QPAM48n6GlaDAoUOWLCD71tCgwOEVVzj3ta+d2vQHmZkJiP4DefZCJ/DWVnM0WPjHYrINdIqkQQbNPKJR4+9jwep33Ovq0rMNqre5WYmeujq9K4ODen6XlqS/R0cVuAJtt7Bg3KiURuHQgSifmpL+qaqSg3XwoIKBoKOrq/Ve4fjQ3RluPugJcOQoi8knWMehRKdRnjY+bpxPcO+l07I5BDThDUJvrsbTRCCOxI+POPF1Caj1fNQjqM5IxErgCFLitJWXa4w9PdKdjY2ao+PHNZdwdTmXa7fgF4ISAq4hzg96E/Q0wU+ckb4+nY+EzvCw5uaf/kkJGhzslRUbE5/Nzuo5eqZ8y4EEEsgLSzo6VIF15Ij0HWs/kuvocXSaj3QjUQsdzfi4JY4TCflH99+vNZ9zRpVA19h0WvsRWDsdZ1++EAzauVNBvSee0Ho1ErGf1lZdH/YvlZIdnpnJRQiCoESPjozI1l9zjezlwoJ0s093gd0nUTU1ZXYP+0XJtj9n+Dn+epfzxmLS+fPz0vv4NfloQHwzypsLoewQ7M5PA02Inc5H4p2NcI3OPfsuy9hsH8DhJ/z8AGskom2mp63Ci3txJllZ0ZqlpET+ix8U9+MTpaVWiUUAfWjIrhNfDSq2jo5cjuK+Pucuvti5t71NAIuuLj0Dy8taA77mNQJobNuWSxsGECo/jlHoswBR+PyVF0Sw0G/IUV9vwal4PJfj6dAhC+gQ+QfSjtTVmbIhOMOCvahIL+/wsByT8nJtT5as0EtzNnyCPj/ViRMGm19YkHK47DILOn7rWwpabNyoQIbfidXn7KMBw8CADHRlpZwDylNBVDpnDgO8fc4pSDY56dxPfmIkq0eOOPfhDzv3+7+fG5xdWclFFsKv19KifeDHQuHGYhojSDO49pi/nTtzS0qBQD/yiAJtCwvmTD/4oJEDx2I6HuiJzZutg9r0dG6ZAWPxkRcXXmhcIz5aBcJlOpG1tcm5Bi1Jqa1zZuAosS0p0bODw0/G1D9+ImGLJhzU5WXLGOH8+x3eMFIsECor7fORESsLh9sPY4axp8TtwAFDFm3bpkxnKqXrevhhPT+8L8vLmmsc+NZWc5xBM0ajxuG4bZuV8MKTxvvGOOvqhA4sLqCptm5Vh26/iVGhbt/5KN78zp5PP61nuazMFmI8+wROyFQ3NChQPTSk+/KOdwjl6Jz0Sn7TH96fvj6NK3CeA3k24qPks1lD60WjepfoFA9SHqfAb6IE2m501LqsJxLKHPf36/leXNRvdOKWLXpH4OKlrGlszHQN+o9nP5tVkgBeqcOHdZ5Nm6SLd+6UTj10SEiG3bsVoJyZkV25+26do7bWAmg4RYWC+zgRODVcI0jolRWzVQ0N4jANhYSqJzCXSp2KKPERyT5aMp02u4/e9AN3OJ1++Rj63XdKsTc0hAGpEI3Krg0PW4OmaNTudWfnqd3p6Q5KJ3uSSwQ1QcjjaDJ3s7NCqUItAVKdRmNf+pL+JilIcmh+3hrOEMgdHZXNCMqNAgkkkDMJaPlkUjonFLKGC5S9+skf1ttU1JSUyJ687GVGPxONan336KPWdIsmhHDGDQwo0cG6OpOx5on4fKt1RYZDd2lJOhC6htlZo7KgoiceN5s7PZ1bLsz6mDLdoiILIpaXKym0YYPsIjqc4ChVBNgiGq0AjvF9BpDzBJZ8lCS+CD4lvMPRqPm4+T5xcbFRWyQS1gBwtWAgVBs/jWBhfsLtXAQbTPDzXIVzkhx0LrcKwA8a+pULdXXyr0dGrKR3YuLsxwAIY/t2rcOowPLjE5WVWhccPqzP+vpszQRlVjard2vdOq2/AObgN+3Y4dztt+u92LzZnq9USlz9d9yh5xdwkh9fKBTHCCiXzh95QQQL4Qjs6RHyL5PRS+XzLLS1SdEfPqxyQzoYtbToxR8e1ks3NqZFup99IpBFHb9z2v/kSX3+d3+nF7zQC3YmIcB34oSCXEtLUgp08i0qEjpjYUGLfQIdmYxxKvb2Ovf+9wtxB2cfSg203vS0OVa+gfTL0nDYCKqA/qiokDGMRjV/X/2qQZ3r6xUQHB01BAP8VUtLVgaOEFhcWpJCC4XktE5PK2tHxm3z5tyATFmZoRWvvlqf7d+v42zcaGW38/NWLj48bOT5Bw7YcQjGYZhra5Xdg2uxv19jJMCJowcn1vr1cqAGB82AAAH3nVuMHl1Fh4Yse0q5AKg9uElKS80hZr44nt9BmB++w5ixeCgtNZQRXZk5Hosc53R/3v52XfPBgxpncbGVJ0ajek9ANNFk4YILNM9IKKR9aQYCb0t9vZzKJ54QgtHvgt3SopL3V7969ffjbNG5+dv5nT1pGAB5MOWWLEJnZ+35X7NGQdDWViP/hzJgtaY/fX2ai8B5DuTZio+Sh2B6cNBoG9as0TM4O2sccomEocamp01fzc7qfaRs2Tn9fu1r9T52dNhzHIlID46MWFlxLKZ9fBqBfIdhaclKYymDPXBApSstLeLiy2Sks9HnlZUK5H3/+9LRVVV2bBDVIAmhkGAhzLlLSsxJJFkzPS393dpqwTSQkZB444gSwPODejhp8GZhI9Ct6Hi/pBnx0X7Ms3O5HI+gAuFsray0a6b6wTkL+uXPNWMGDdDcbPeJ6gY/mIrD1dSkfdG9JK7GxuTgXHGFKCmSSas2AKWAg9nZaUhDAqL9/UFDp0ACCeT04qPlT57MDXIkEpa8oakU/klNjaih5ueV/BkdNd60mRmtwyYnDeiA3SRQNDWl7+Hwc866K5OI9ymZ8iWdtnLdvj7ZKuh16uqs7BaaiOJisz/ptP7HjpDQAvlGmengoGxUOq1j+w3DfGoibFZDg85Bkg6ajOpqa5JSSACgENTDP2ts1FjGxnIrovDZ4MM9G4QetuPZCjZ3tUDh6YKIVDo8m3NHowqqHTxoTUj87+Hvxx4vLFhZL0Frv8nM2QQ8qSyD8ojGis3NpzYq6e/X/QIQxXqgtFTP1NCQ9vvLv1RQ2Kfr+uu/tmou37+ORBREjEblC2/erOMTX4ACLJDzV14QwULn9CC/5S3KNIGAKi5WIAlocDQqxTw1pRedl/uee8xwjI9LsQLtjsUM4u2jCNJpvcQTE0JIvPzlFiA52xfMz7hRblpRYWVfGLLpaaGaolHrYDk+buitQ4cUwBsclDLxlQAO3Py8xka3SbJRBAh9hyqRMFQFTmg4bB0jk0kZrXBYnY+LimTYndN8wD911106DoGrujpzaMlqwTFVUaGgIw096D6NDA1pW65vctII+CH7xYASFB0ZUWCvtVXXdOJEbqe1WEwomIsusm65N96o/R57TAub8vLcrM2WLRp/KmXGnHvplzgXFencNONg/6UlKXhQQnV1chwpFQdl6Ze6sR9oDxCDGEWcdfhfUillkX7yk9xsI0FFng9KOxobBUH/7Gd13WRut2xx7lOf0jP24IMKVt9xh8ZXqNw2EtEY4nHt291tgevLLlM31gMHnNuzx4Ku996raz9dcP1s0Ln522Wz1tlz61aNo7dX15pM6n3ws6rO6RnassXmJ5/8vxCCsRDSMZBAnqn4KPlt24wPNpm0TrabN0vXJZPSH1VVsgvNzXo/5+b0/k5PS4ehQ1ZWpLevu04I4vzn+JJL9JsAeyqlbQiUEXyCCJsgWGOj9D9lUugb30n0bZJzGseVV8p2jo3louDWr5dOGBvLDXr5pWokzPKTKfG4qBWyWSWT0Jm+FCI8B5VSUmKE8RzXudxAKc4W3+GIct0rK2ZffUcLR6qiQsHSnh7jzqqpMQTB/Lzsm59wYiw+PyLrlHykPOfFqSHgmkoZUnV5WTbo0kv1+fCw9q2rM3oP7Iv/7BB8fvxxS/S8972B7gskkEAKC2j51lZLxJAgcs4SuCQoGhpkg3buNL7dV7xC68+hIbNXGzeaz0SzQL+DMvy0/pq3t9dQ+KsFc/JLlTMZ6chHHrFgI51toR+an5dNjkYtWISeJflOYAl+864uowO5/HIDisADTlMrxoLO9/nmsQ/z86vTYfmVACR6CF4CPmDMBBNBtzGnZ5JnggI8nYCsKySrnedsg5qnE9YYTU161sbHzR/CD2O+QyFLvM3O6tmgaoxy8zPNi0/1BB1ILKbgdFNTrj8CYvaii+Rb8wwSgA6HDdmYzeoYfoVed3fh9djIiHP//d96fsNhVZStWaNzE1+49dYgMXi+ywsmWMiLjNNEpolOsZQxTk7KybrsMgVA+vqsYcnEhJVdYWhAEPByQcLb2JjLK0HGobxcL1pHhzrF5ndK9sf70EN6MVEOc3MaG0qAkt7GRimt9et1LkjogUET1JietoxHZaWVpyYSUhRAmtevt67PPncfJcGxmAVbUWTOaVwlJVI2lLjx3fi4dcyFu2NqyowS3Atwc+BcMqb8Nu1+hmxlxRCKTU26hwMDxnXlnCEztm3THHKvR0bEu3jjjXJ8H3pIDjnPBoiPI0cUONy4UZwOOLp01Kyo0IKlpkbb+goaRxKnmvsLOpHvuF/r18tJe+wxC2zi0BMojseN05H9/awdzyFBVzKMBPHm5lTecOxYLjcX8+mXJgwPC4I+MGDzGA5rAfbNbzr3f/6PczfdpGfo5EkFXScmckvLnbOyiG3btP3nP5+LwuvtFXluSYnuSVvbuQXXz0V8JGBHh55ZOoXRwRU0J4uD7dtz0ZKFOEnPhYc0kEDOVQohWC+7zMjPIxEFC1/+cgXDmpqMz9M5IcAOHTKOoYWF3Ez7yZPi+vzsZ9U12X+OUyllo9eskc6mSyLIZxwTkH44EyyOQVa0tMiOwrXrI8t92bJF+oBOztGo/u7utoZJBCfjcb2/2ax1H4b8HRsyNiYH7AMfsJLr7m5tTwIGmg3QJn5ZMQFHv0wYFGFVlTVwgm+V/UFBgjLH6WJdEArJbsB7u3atFvzj4yrvoqM9uhTKCb/JFOsR5+y48KQ6p+egrk5zEA6bQ7qyYvQQoEBBI15+udY9DzxgTi2BRa4N1E84rONEIno+KipkN+68U/f4gx8MAoaBBBLIqQJafmjIOPNIaJHUgFqhqkqJrNZW6Zs77pCd+clPdIymJn2/c6fZq8pK6ULoFUgA+zRLPgUQHOP5CSyEz2nONzyscz3+uI7f1yf77JyBD5wzv3HfPlvHQ50BmhCQAZRJ8OyS5Lv4YiXTZ2akV1MpsymhkPR1KiX9XlFhQUXsfaGAGb4pCEckEtGa98gRqzzi+rH3BEbPFPTy0YA/jaCdHyj0rz+flsM5s5EEGJ9t0BLACY1iSktl88rK9P34uAWnfRoyn47KOfOdT1e+zbiLiw00RHWXTysCV3tRkVUgEhTEVsOTWV+vtddnP6u1Hna5UCPYZFJ8n6Ojxk8ZiRiV1+7dp4ImAjk/5QURLITzb88eKb7eXouMh0LWvKGvT8GfP/gDvSBDQ3o5x8bkBCwuSomTTfFh4KD8gM9v3qwgB01S4K/r6bHyXcqZ3/Wu3IU04334YRmWcFj7ovQIDsFNVVWVy5eQz2UwN2cdkvr7dQ11dbr++noFMw4etHKq0lIrxyL7sbQkpzMet5Je52TA4VoCFt3UJAcDolUyd6GQzg/6gMYjJSVSgDMzRqQO+TAw61BI400mjVdqacnKPOmce889hhQdHbWGHpTaNTXp3hw+rHO94x1yvv0AGOUMy8t6VvbutaDwhz4kRVlVJbQY2T3KCbq6rGQVY01WlMDhmjV6zpaWdC3cU7pL79ql69m92xrxOGdZyWzWOKWc07VSXuh3V45EdEyeDQKgNTW6xssvl2GDZ5DFFM5iNqvn7qtfzUWu+uUVjz3m3Be/6NynP63naOtWXdv8vO5VRYU57/39coRvukmLEB+F19en9yEWE6qGrtXwCv4sslf5SMCGBjPaNFnIZAwptX+/roH3ZrWmJWeLdAzkF0Puu+8+9zd/8zdu7969bnBw0H33u991b3jDG1bd/p577nHXXXfdKZ8PDg66pqamn+FIJf5zC4/t9LTelTVr9I684x0q433yydxA065d0lEgEPIlmxWa7w1vcO4zn1FJMtLdnctFC/WAjyykjBYHrLhYga+2NnOa5ub0HkFZsFpToKefNpJ7nCpsL8g6nBi4DCsrDfnmnI0FlEc8LvTyq1+tOfzCF8z5IulHMxY/+ZLJaCy+Q0JJEgtyn8phfl5jqa3V/fFtqXO5PIfO6fwE4Xp6nPvOd6Qr29q09iDxRadMhCAqCUIcUB8Rjd1LJDSm3l5LZPq2wkfDxGJ2LhwSnMTiYuk89KNPnn7hhWaXCID29ATIg0ACea7l+WLXQMvfc490T2urlVGiw2iOR2Ctu1s+xsqKNVKamdHn09Na41dWGo+qc+YTFQoY+f9jM7A3vqAH0fmMr6ND9orAGzyE+FTOSfdt3Sp6pfvvt87G2azsGX4S+ryqSkHPujoFIoeHtf/u3TpfMml2tqTEqrzGxmRjAXb4/mqhoBT626dLwk51dWk9n0rl2j0fIJO/jlgtcMhn/r7PNnAHdQjVcf74/PPCPf7T4E0sKzO+waUlBWgBt3DPndP5qqttnYC99eVMJdGAf/DZl5aU6OzsVGJ3cFD3vqbGuZe+VOd64gmdm+aNoEp9ruSyMgFFPvc5A2HkN4JdWTEueZ4t/NSqKmsUe9VVp2/kGsj5Ied9sNBv6rFunV7y/n6hpIiM19dr23RaiCYab2zfbogKUFEPPGDdBSkn9RUff4Nsy2alvB96yFAHFRU65/S0AhD+C+uPt75eLyawcxwZsgooPuDBGAOfyyCZ1Lnn5xUAmZ3VMfzMQGOjFvglJbo2ECONjVIeBN0WFhS4wXkpK5MzROfcsjIZ/d5eKbNMRnNZV6fv6a5UWWkdgHGsKJ0tKdExx8ZOhVnX1em6mps1liNHtF9rqzgkvvhFGeD6eikzMm+Un61fr/0eeECIjYoK5267TUqTMlc/eNTRIUcvEhGnVmurHOmBAZ130yZrWLGyouDu4KCcY+eM845FBYhIeFiuvdY6WsbjOtbQkCE9qqt1XaAOL7tMc/fgg9oeB5uGMRdfrHtz4IChaEH3DAzo/tTVWQni0pJlLp2zxUJFhZEyR6NCh8TjCqZxL6JR/T8woEVed7dQl6CenNM50mmD6q9d69yf/IneK+dyUXiHD+v+MZ9whBLoOF32Kpt95ki+fCQgju6BA2p8QJKgtlbzxXtz5ZW6T0HTkue/zMzMuJ07d7p3vetd7k1vetNZ73fkyBFX4UW5GohwPweydaue+4MHjQepuVl6ubvbuX/4B1EH5HNozs8bWiO/hJVgFwGrP/szoY95X/MbhXV1nbrop/yJIBR6YmZGi9h02hyou+7SIre399SmQMPDcqiyWS2O6WLMgpcgWU2Nrgu0PlQZOAwEEUGMzM+rXKynR+fJZDSXx4/LzjlniaF8pyIfrcC1Ys+4NtB3DQ3SoaOjxvfHuLgHfjlzW5v2GxiwrvFvfavm6Yc/1HxTmTA5aQ2hcBSrq/UZ6Ej4dsvKrJEVAdWBAXNqaYzFeMJh6cKBAc2n70D6pYHYMa55w4ZcVAIBzNraAHkQSCDPtTxf7Bpo+UOHtKYvLZW9gs6nqUlr6p4erb/6+vT7TInlP/gDC0LG49KN2D9ffIS2T+2T3/0Xwe9zzpplPfyw+YThsNbZHMNHvI+NyVbj/8BhR1APUMPGjVrv19VpDmpqFBw6fFhrzx07NAfwM05N6XiALVpajNtuYCAXCJDPp+ucXSc2AX/l+PFTqw+4br98m31XQwzmBxB9NOOzFR8RWui8zuU29Ho2srKi+0myEiR+JmP2bnTUuHyHh/XZM0U0cj+amixhCIK/ulrPx8aNimkcPWpAHJKmUCk5ZxVqqZRiIZdfLrtMIi+f4iaV0rWQGJ6b03vk06UAgioEmgjk/JLzOlgI55/f1GPbNj34s7N6GQ4d0iIXdNqNNxrEm85ccOOtrOiFAEXgd0TykX1zczougSoyHyAb5uf1cldVyVEZGNALu2mTjbe+XoaB5hGcn6YXdNGFs7ChwRCLcMI5J2UwPi5l0N4uJFg6bUHQffukiFpbDd1HoIkSpmxW502ntf2mTdYFenLSkIDt7dr2xz+2ErD+fnMqcDgWFoyrb/16KZts1ppJNDTo+0jE0Iezs8ax8P73y1Dedps+6+8XpwLk+ydP2vHDYY1xeVkG94EHNB+1tQoMx2Knlrm2t8vh/uxntT9dQScnNcctLZqLjg4zCnSu7OzU/FFKQbmcc7YYmJ5WIPZP/kTf+UGuI0dO5Qp7xSt0bceOGQp2ctKe80xG92/bNiGNWlsV5Ozrs8xUJKJ55flbWlKgYX7eUKQ8U0DVeVf27tWzATeH7+BWV8sgHj2qe+MHXHn2yKiCKPQFFB7v5P79uZ3kQMBWVxfOXoHC9c+1ZYtz73znqedaTfKRgNmsuoovLChb99hjWuRVVOi5GRoS3+FLXhI0LTkf5IYbbnA33HDDOe/X0NDgqnzi1OdQslk1rFpYyG0O4jtMBw5YY6uODukWeP4o4SUo5qPiOH53t1DFn/iEBYz8RmHLy8bDi/iOhnOyCwcPyukARR4OS0dBfVFUlBvQnJ5WgmJxUTqlqsoam5SU2EI9EjEEcDYrvX3woHREWZnmws/219bqb2gSfvQjzcd11ykAd+edZuv8RjA+96FzpwZIi4qMPgOkf1ub6eja2tzOhwRpfQTm8rJ1f6+okEM4MKDr+dSnhPDE3oXD+m5mxpB9lFEToA2FdE3XXCP9PTRkNp3gIOMpKdF8RSLS5SBxfvITQ9dQckd5oF9JAboj31mgwqGy0rigAwkkkOdGnk92betW526+WXriyBHpteJi+WZbtkgvLi469+IXK8n+5S8r4FFRIT3L2rSy0hLLfX25QciqKukgSnJBvpeU5Ca7+K60VPouP8hF5Q1VMysr0sclJfJLSFj59FKguUZHDXACvyFNB53TOnT3btk9th0dtW64lPASIK2qss7MBB9raqxDsi/4j6tx5RFQbGnRWhqe2tMF2fxj+CCWfAGRDhrPuWceKCRpxdoF7sfVhGqsZ9PYxBfALfgn9fWad4AENB5dWDB+Y78xD9dQaP7hDGZNxrPY06PfPANtbdqW409PWzdueOaXl/U543HO/KrWVh0nH4ThU9yUlmrfigrjEnVO2/IOFBVp++uuC0AT57uc18HCQgTq9fVW3tnVpUDR8eOGDvje97RQL1QeFQqpzIaSXYKAZHZ8uDnlpyioublcLrTJSSsLCof1wj7yiMZVVqYAxeystoHgHcWI44YSXF7WceAx2rZNxqOvT9dWW2ulk1z76Kj2HRyUAf7N33TuX/9VxgkydZqVEIAsKjKy8/XrFSAaHjYuiGRSymthQYZ8bk4GK5WyrARKdG7OygRAxFBmvGmTnJuuLssKbtwouDNVFP/5n7oGyO4pGY9GLYs4OmrGfWZGqMBIRAsT5sO5wmWu4bAcvC1bLBgEqTudcg8d0vyh5KurdX2TkxrXkSNWqhoOWxfocFgLno0bTw00FeK8m5lx7ktfUiDyqadskcGCo7xcqL1HH9U9r6zUc4shYYEwPq7vfARMRYUWOnQ2XVzUvenstGxSJqPrnJgwdCIIEt6r4WEFJ8rLNf58vrMzof3oJOecnldKnTHA27efmr3yO4XTkXx+XnN0330KxvpllGcrvt6oqMh9Z6ambIH5lrcEPFwvZLnkkktcJpNxF110kfvTP/1T9+IXv3jVbTOZjMt4qe90/kr+HOV0zUF8JO6v/Zo6D3d2WpCM7owsulmUEvzxaS4ee8wWkiR0du0S6g/6CByqWMwafoGYWFiQDVpZkS1Dh2YycniSSUOfHzliXD/hsHEtZjJ2PBIdzuld7O83Lr6dO5UoGhuzRBfnKimxMp5USrZrzx6NKZXS4rqpSdcNfUZRka4PHinGRYCstFSf0/SMIN3iovQdNhGbRFA1P0DL/FOy295uBP84vS9/ubqu9/QooUKTE5JpfikZ3avLyrRWgUZlbMySWJyfQN/MjL7HVhA09dEaNDeBNJ3zQU9BMsy53AoHyNkD5EEggfziy8/Lrm3fLuqLv/orswv4BocOScf85m9awIO13uhobnJ50yYrvdyxIzcICUpqasr45hYXcykyQGA5d2pAh7U/OjuVks3B/yD4R1NGn6Kiqko6FpDJ8rI+o6HL0JABOUZHtZ4HuY49Ky21RNHsrPRvc7Ot/zMZjQfkX1GRcddlMgZq8bnOw2GdE25HGqadTeMSX5aXrWFWfnMxquJIRD1TwTfD/yVwxxooErG/QXoSpPPH82xKkSkRp4cAx5yctEAffnr+uX3JL3PPZo2KBJtOArK21p4RKsWqq43OqqFB65cTJzSu0VF9xtrED47X1Wlb507lXffBHnv26H7Ri4DAMe8KpfPbtgWgiReCnNfBwkKEnc5ZU4mhISn1yy/XA08r8J4eBcx6eqSEQY5VVuolKy/XCzk3Z4oRhUgWAccgHrfsf1mZOS8EDtNpOSz9/XJSeNFnZzVOGolQSoXyi0Z1PLiF3v9+GclHH5VRPHpUx6qoEIKOwBjItFRK5+jvd+7Xf12O1vKyjO/SkpV8zc/LQFFuPD6ueamqMojzwkJuCZevlHAcUYBwFcbjmkdKs+fn5RTRqfrCC1VWOziozEV5uVCf7e1CuoAWdU5lucvLUp7z87q3oCUo+6bcuaJCx2A+nCtc5lro2cHIDw1JUc7PW6nZ4qLmknsTDuscdH/GcNfWqrzgPe9ZXbn6SLeODjUCGR0VgqinR+en3IxyN5z9WMwQLRgenjMylNXVlhmi5Jx7h9M5P695x7ByHHiq1q7V8YeGtN+ttzp3++3mpG7fruu86qrCDXx8yWb13NJUAIOPE5pMqoTxf/0vy16BGj5xwvhtKisN4dPX59yf/3luGeXZSv69998ZyK+HhxVgCOSFJ83Nze4LX/iCu/zyy10mk3Ff/vKX3bXXXuseffRRt2vXroL7fPzjH3cf+9jHfmpjWM22ISwC9+9XE6KHH9Y7ReMtEikstP2yW5+XqatLx5ibM8Tz0JDOX1NjCavxcW1D462qKiVaBge1oIXLsKLCkNF79+rdHB117nd/18pf+/uVBOjrs4QbpVAEs0gCzc3p+PG4fi69VPv7Hd5jMdntWEyL7KUlJV8OHjTUdTwuXZ1KWWMv7BLHSSQs2JbNyiZh2+vqTH9NTckmtbdrn6Eh05+bNklXwUHs26v8sqz8hTyIgm9+U+N4yUvULR6dhA1ggX/smO53Q4PGMTxsxOygUeAUBqXo3394cUnuTU4qwcV9XlqyhjW9vTp2U5NVIZSVaQ76+wO6hkAC+UWXXwS7tn27c3/8x2Zrjh2T/7FrlwISW7cKkZ7JSMfSIdhPLieTWveVl1szwN/5HeduuUW6EU715WXpMZ/L0C+lxbbCNYd+JRA3NWVJpJUVawDBcX1ACWtazsF3rHcbGjT+8XFVb8G1iJ/S16ff+GDLy0KOl5QI7HH0qOwgZcyUPWPLfB49P9HjnI5RVWV0RjQUYy7yA11+sM1vVkKizOc/9BujUAIOYg1E/dkK1WL4KQTioPeAz5JqBexgoRLoZyP+vZueVnDWOZ2XpCDB63z+RH8MfsWZ/3ltrX46Ow0ItGGDBVoTCd0jngmopWgOlMno2YxE5KfB+cyY1q+3hneFeNf96rq//VtV7dXU6LzEJngu4nHRxLS3P7s5DeQXX87rYGE+YSeysqKA2sKCFtNAev0SrrIyBWYef1wvIpkiUG4o0s5OK7fxm0PE43IIEgnjLaT7byIhZQBqC5QC0OHhYeNqozyIxiN0rILfaHxcBuX66zUu0AdTU3J8/vEfDTWGUFodCuV2yty507lLLrHs2VNP6TrzDda6dVIkzkmJDQ9bpyYM4bFjciRqaixAiCNJ6S4lu9wTEHnwfUB23NKie3LbbboWH1EzOSkjR5OVSETXHYnofoGQKS83npAjR07t1JvvmOU/O8mklbpOTpqDh1GkS3A0qkBnXZ32P37cxrd+veDa8COeSQqV0a9fbw5td7eeg1e+Us7aP/+znjkCvHTRoowMdGtjoxYXlFzAYciz4ZciIr6DvLCg85SUyMFubNS4Bgasc5Zzuvdkqk6H8Ovp0T257DI58H5jFB+hu3u3BVh7eqzDN4sq7mdpqYwkzVkoozxbKaQ3fDqCVErzGCBlXpjS3t7u2r3V0Yte9CJ3/Phx95nPfMb9y7/8S8F9br75ZvfhD3/4f/5Pp9OutbX1GY9hNduGgHS79Vahs0FMzM8bNyyLbZ/42jlLeFVV6bPbbtP28C1VVkp3d3XpvVq3Tu//+LjpunXrtH9rqxDzFRWWnQahOzIi/REKqRnL619vPMG1tXrPJiZkLyk1gioBXZ9IWFlZJGKoagKM2Jq+Pv3OZHQsMvQ4ND5flHOmG/0ukth3f25w/jg3MjysYOiaNbJfV1xhpcjd3ZofFt7MOWsMKFJYF/h6BkTp2rVCfZIcSafNAcFBowyKCob6eh2XBiVVVfqM+4D4/JXQVJCsTKc19njcutqHw1pn+LyKTU2yTcmkbGGAPAgkkF9s+UWwa84Vrq7xK1PWrLEy2XXrcpPLdXVKIDc3a99PfEL6kqQPTRRJXmH7FhelJxMJ46nmx+9c79se5/R3JmPNDKNRQ4WFw1ZNFQpZ8yhsBjzwIMGrq+VbHDkifQ3X++io7BDjq6sztPzYmOwrqHB+SJIR2GQ8flIKTt+qKuugi62rr7fu1PlcgIWCh7GY7AQBQYKIVFIRFOTc2BTs69lIJGLH9sfE/vhj0FaB6IRmyafeeDYCp3Npqfl/JDKxr87lNvYsdI1+iTfHaWzUczA2Zgm92Vkry/fnFb8H1Gk6nVuaPThoa6Dpaf1uaFASFx+yp0fB5vxEXjiseMIb3qBgIesjn0s0Hle8AABRwEd8fst5HSzMJ+zkxQRmHQrpZfMX+QToHn5YC1746TIZORxNTeJDe+opLfqrqozEnEzJ4qIMztKSfm/YoJc2FtMiv7TUXv5IRMfdtUsorJYWOQG1tRpPaakd3y+BDYWs++G119qL6qPSslmVY+Zfv3NSKJwXRUE32yeflEGembGgJSXFzBVGtLs7t1096DtKsECh0YgF3im6T/rdeykPm5yUIvI7NoP8O3rUHJjJSQWo4IWkVI2GJijghQWNm/ONjupcPi1LfoYln8yfsvDaWivjzWblaDEfOFDj4wqQvf3tOg8LnsrKc2u+UajUkKBVMqnj3nGHFhfd3YZCLS/XdjxjjY2al/FxnX/NGgUx5+el+P0OYasRFHNPUynL7hGQfcUrtLC46y6ds7zcytWeesq5j3xEx1gtYAhKCiROfslvS4vxcPj7jI/rt9/tFSHA/0yI9VfTG84Vfm8CCeTKK690DzzwwKrfR6NRF6U9/U9BzuYZLS8X9QJ0FiSd6PDtd3PMX8z66GiCXldcYYhDfuOw0HCEpkeUqjon27G0pO/hj6XUi2ZZn/609Mfu3QoatrcrYx8Kybnz9RLnhxvKOR0rmVTSBOcRVD/odhbt/g9IEI6LM+hzWBE8gxw8FDIOraIiXfPmzcYZVFtrC/6aGq0Z/vAPNZ9f+IISX/G4JeGgp8hkjFOSJOQll0j/0cRp717Ny9Gj0vvoeRzTaNQCkKwTBgYMBVNaqvGAzujrs0BjfmkxZVQ4XisrOk4hDtpPfUoVGj/6kXR3ebm29xFBgQQSyPNLnmu7huTzSCMdHc595Sta787PW2lxY6NV0NTUSG994hPSjZTxjo1ZkmjDBmvyNzVlurymxhpDJBLGle0Hfnz0Hv4eOtRPuGWzshf19Ubvs7QkfQrijEDT00/bNbJ2BpRAqS1cujSr2rnTkO5cF6CS8nIdm2sEdeYHSPGHSHYBLMCGkEQ7nZSVye6UlcnPm5nRunx21tbv5eXmE5PQwj74fI1nEgKfBH6dswoy7iHIRecM0AMgh+v0eRN9O++c3ddCfhCBSudyy4v9Emj/GMwzdCz+cXh2iAH4n8/N6TlcWdGz3dWltQ0NTwkKhkLGVTk1pe2Ki3UfJid1H1Ipu+66OqEAOzqsOqSsTGuXI0cK2+jGRgUN5+et0Wokondz61ad/+jRgI/4hSDndbAQQvb8jpBw+BBlz3e0enr0wm7bppeF8sNIRIZjclJlv1/8oo5LKRbOE8SfGIbBQRmsRMJeKoxaf7+UwBveoBf9xhud+6//0stcW6tzEqDyeRAoQb3iitOXtF55pWDtjz8upQAhfV9fbsYfZ2T7dl3ToUOGyJufl7IqKtL//f06BnB7P5DlO1uzs5Zlq6oyjiUCsihRDBdkrFxnd7eCcddcY3PlnO7F3XcbqmxsTAbOOeNngFAWovoNG3QfBwfNwUKyWSnLTZvsPuaT+WcycrIgmCUYRaZy+3ZrxHH0qD7fsSP3Xpxr197VSg2TSZXtki3CEaYEDURhJGKQ9MpKzW1Hh57LtjbNhXOn59XwhfJyFks1NXLu6+rU1CaT0Vjn5qx0jefl4x937lWvKlyS7KOk/AYuY2P6PhLRGH2EDYuh+fncoC9CljebPXdDtpreKPTeBBKIc87t27fPNTc3P2fnO9MzWltr+jEatQCajzyDgza/eQcoCLLkExNKWGAHKZ2lbDiVkp72A03w5ZJo4xxkywlC0bkP8vcnnjBe1qEhIwz3KTiwsfC2YnPuvFN/x+M65sqK3lWCjZSGYa8KdWP0S6rI5LOt74zF49Lza9YIEX3kSC7CGdTG9u3SY7fd5txHP+rcBz+oe5ZIaHx795rzA0/w1JTsGw7Db/6mJcGOHpVjSTlZImH7Y9P8a6BJGIlGgpKTk5rDVMoaxHCPCBRix2dmrDlbZaWcke5u0WN84APah7JBkDJr1mgt87KXBXoykECer/Jc2zXnVl8nw1F9/Lh0FxQ16bQ1eWxpUWXPQw9Zhc2xY1biu7iofUtLpd/Rg9AsYFOqq61pJGh29Do2AHuE3qQJIME9/JDaWmtemE7n8gY6Zz4UQIBIxCiDamqM7srfj7X8pZdqW1CVdN0FYedTipBsh6aDaxkZMXsFB/rsbC4iMF9CIdkCgrQvf7nOe++9Fnhds0a2gPFhd/H9GMPZit/IhHmoqsqtjABVRzANsAg0HVQGhEIWGGa+0mmbW+dyqy+cs+38ZCkBP+wxAcpo1AKSpaXWCIcKLXwo0P6hkIJyu3cbF/I992j/hgbreg0lGbadJid0rY7F9E6Ulmr+d+7U+mPTJq0Vvv993dvycn3W1ma0LzT49N9BAuVTU7mc/UihMuZAzk85r4OFzuUSdtJhdmlJivWii3K565zTi0v5MDBjPxiB0fq1X7OFf1mZAkoTExbEcC6X7L28XJxzBw/KkYLT77LLcjPvL3uZc69+tRBjfnZm2za9wP39Ou7GjUJfgMLIl4MHxdFx+LA1GRkcNA4jP+NPR1ng+hg8+KBiMcH64brCCDmX2+XJ58Dif9rHT07K4VxetoYtzhnf3+ysZX2SSSmhUEjn+/GPBZWmUcjgoNASLS0y0Di2GCQampBBKiuTMoVnYn5eY2AslKRns8796Z8q6Eep8FveosAcvFyU4jY2GmHv4qKepepqjaOQ8syf49LS3PMUkkKlhisrOgYcfSyUmpqMcHdiwlAlQP3h6uIYa9ZYJjEflbeahEJ6DpaXdT66fsJXFQ5bhhXjjJN94IA6DL/97aceNx8lNTpq6EIC41u25HZdZZ+nntK9I5vI9aXTuh81Nc/MkBXSG/ncOYGcHzI9Pe06Ozv/5/+uri63b98+V1NT49ra2tzNN9/s+vv73de+9jXnnHN/93d/5zZs2OC2b9/u5ufn3Ze//GV31113uf/+7/9+Tsd9umf0iiuc+4d/0LNPt0gy42SaKVUmyUUwjEVvebmVLj/6qAJVy8s6XiplDhHCAjgUsrKmfIGT1jlbfC8sWJJn40Y5erGYkPa9vdZsyblc/if4f53T+GtrrdQrFNL4UylbZGOXQTes5qhw/UVF5tQQPHNO5z1yxBzF6WnpKh/hTPlPaempfLiXX66gKPNw4YXaP5025B4dOo8fV5VDNmsJn3xnyDlLnMzNmXPrJ74SCd3L8XEF+rg+nJz8UinI8P3kH3NYXGzrhi9+UeekRJ2AdW+vmpCtXRvoykAC+XnI89GudXRIbzzxhPRIPC579sY3qvnk6KjWfb291uG+qkp6vrZWfgKADkAHlZXS0VQETU1Z4ykCVujCykqtnycmjO+PbfzGJiTjCEA5Zyg3mmgtLRl11fHjOkZrqxBgVGH5PLwEquJxSwJNThoXuXMGgKiqkg8AX97Cgvy6oiKt9Uns+Wt+qt2cy7Vnvt6nqZWPLgQEgrCOwL+75BIFC3/wA/kVO3ZoHmdntWaYmBD/fH+/fF+AJNi5s+1STPCSNQD2COS7c2bzfNtOYM/nUMS2rV2r52FyMvceOHfquECDcixQoT7nO88C/kg2a+ssKMl8XvZIRPc2ElF8gOBhJqNnqbdX/v2LX2yJ1+lpvR8TE4pVQGeGL764qGuqqjIqsBMnNA6eL/zDREJrEr/B55Ejtqbs7JRfRpA9FtM8nDyp8dTWqrIxqLI6/+W8DxY6dyoHRjwukvB9+/TCAa11Top2YkL7+OXJiM9tt327Fv4PPCDlUFZm3FAgAH3Owc5OvbgXXSSU1aWXnoouC4ede+97jU8ATsHiYinaxkYpgZkZKYqvfU0lsn7Q6Qc/UHMHGrgQvKK74zveYRl/snWjo7mL/eJigylfcYX2++Y3rXMXbdRRUDiZ+YYFyWQ0txUVxp8EH0Zvr6EMfeNdWqrfyaSyLG96kxCS1dU6RzptJQg+go5SOOf0f0uLcRnCqUWnp9lZKcCrr5aRm5mRcuztlSPe2ChnrqnJsioHDmhuyQKOjVlGr1CJ6mpz7J+nkENVqNQwldJxKirs+qemcnlJ4PZyzjJZGDfK/3i2CHieDW8I3IGLi3qflpZ0HBZ2CAsMFgPM0Y9+5Nzb3nYq0sRHST3yiHFtlJXpN8F6kCxbt2qfd75TQfq+Phl9yqPTaSsj2bbtmRuyM3HnBHJ+yJ49e9x11133P//DwXTTTTe5W265xQ0ODrqenp7/+X5hYcH9/u//vuvv73dlZWXu4osvdnfccUfOMZ4rWe0ZPXjQyqpoQkQgD85CMu7+ItP/Hh0fChm6zLlcJwThffcTNasJC3koNuC0nZ5WMxWO45Nq01ipvl56YXjYnDnnrKnY3Jx0LE20LrjAMu69vYZkZxw+QTtCoDSfj3BpyXgLr75axzt5UrYEqgvnLFnR3KzPlpdtzYCuO3RIDiQ6GCeBMmFsFQt7EPThsDVYo+OnT0RP+TVOJg4fHLPocJCWcAj7QUGQLFwLv0Gh7tmj6167Vna5udlK1HGoamu1zXe+o26kgc4MJJDnVp5vdq2jw7mPfUzIaV8nHz2qZFU4LHvx9NNGw0NCGn7rri7rTOyc9CoNpeCo9W0ACDn4+urqZEv9Ro0EiAjIULmDv+Oc2Sx0IP7A2rXy9+66y8Afa9bIppGQQWiI4Zy2gSICGwUVEGhvOPI2brSKnng8t7zYt9MTE7I1ACzQ8/gQzHkqZXzvBC0pq4WrneDqddc59+EPK5A7NiY7MDqqewk6cmpKftt111k1Qywm20MV39lIPkAFoEM8bjZtZcU+JziITQJ1WFSk8wMAwS5yr1dr7OJcLvci/gYcln6g0qc9wQ+an9d8NjVprsrKdO/q62WvOzu1/vGDgoBbpqaMdmV0VNV2l13m3N/8jebTOYthcM9nZhQLKC21fgNVVdaYju7bu3dbQvOuuxSs5/k8cMD8e9Z1VHdMT2sebrwxsO8vBHlBBAudO5UD45JLBMl9/HH97ytuynRGR61zMtF+yhtTKTlkV16pYM7cnAJLIL0wLG1tcl6OHbNs/+ysXswtWwq/ZFu3CrVIdH9kRC98a6sCKfPzupZCQads1rk/+zND3lHCCV9gKqVrftnLCjfQcE6G4qKLdB2Tk+boYJQnJw2RAsrBuVPRCQgO6PKyzkWGgsAO5bR+Jy3fMDhnDtjYmIK0mYyhz5aWFECEk4OFAl0w6eg4P28oz5e8RPcP5CQBp/p6a3Jz663OvfWt+h7kCvcnnbbsJAuQQ4dOLVE93Rz752lvP30QjVLD2Vkr843Htd++fcadCEkyxtN3pgkW43yOj9vixy+nKCQY0LExzemv/ZoI7W+7zTgnfeebzBhlb3CbrcYfuHWrSvs/9CE9o4mEdXzbskXzmj9X27c79yd/ouedwHg0qjlIJIyg99kYstW4cwI5f+Taa691K6d5+G+55Zac/z/ykY+4j0DE+QsghZ5Rgl2Tk6cSjvvluwTzoYdwzpwCylvJJqfTlhH3dT1/wylUiAC90PSSwGJcmYzs24YNGt/8vNnNCy+U7qCJCqXJZOdBSvrcwqOjIsBPJE5F0K12u/0SH5yK5mb9PTlptBxNTbIHnG95WYtw0NVlZUZxAm9Ub690W3m5FvuPPabvCCKGw9bYhfUD6xJ0GIgI0DRzc2bvCGSCcADFAJ8hDiLX6Je2gT4ELeNXCPiOF0nRwUEFbMfHlWQLhWQPfZuczWq73buFPAkkkECeO3k+2bVsVk2SaCjpdzhOpeTjOCfdiZ7H1oAwn51VM4aLLpI/UVamfXp7rfw3n3IHhHo8Lt1H0y6Q2thHylVpmgG9kd9wC38Ibr5YTKWe6NKaGunLlRWtYbu6jJfQP/biojUewTZwfues624opHNNTmqdzPqaJl5+oBC75/sOoCUpmaUqiHW+c/qcKrtEQlRW7JtKyeeMx41bfXRUgV0qn0ig9fSoRPmii3QcbAeAkLNpPOKjB5kLkpz+Y04AFJoUvysxc0JDzLExC/yWllqA7nQCohEEIo1XsNfcT1D49fWy69GoNTm79FJDh2YyeqY7OixAm0gI9EKA88QJA/5Q3RSNqlsxZfQEw6NR3dd0Wn4hc8H7NDBgvi42e/duzcVXvqLnqa1NfisJRahpqMBbWtLz3Nh4Kk1WIOennHOw8L777nN/8zd/4/bu3esGBwfdd7/7XfeGN7zhtPvcc8897sMf/rA7ePCga21tdX/8x3/s3vnOdz7DIT976ehw7vbbrZPgyZO2wKbbVDIplFN7uxQbJZE03wAFAGovkbCSV1CFNPJ46CG99Dt2KEBUCFWWz9PR3i5SdB8N+a//KsdktaDTd79rXcJaWgwKHY2aYohGtS0JxfwGGkgopOOeOCHn7fBhI17FqNHN0ee2wCnz/0e5JhJSYHNzOj+k+ziMOH9wNoB4KytTUDaZ1Hbr1+u66+rMsYpGtd0jj+jcu3ZJMY+NGQF/KGRBRXgLm5s1BpRmXZ2+I9Pi3Knovvp6KdeODqFD6IRWqES1UJMSf47zS9TyJb/UcGxM89TQID6KujplpE6etMwTxmFy0u4BmTDuTySi+Skq0hzQKKaQ+DB+5+TovuxlChaGQoaeJZuWL7OzGmd5+en5A+NxGZ/WVh2PRSPHLDRXr32tnk9K7rNZPaPbtgXlwoG8cKWlRXp2dlYL/MFB6Uq/AzJlVwQN0Rd+qc3KivGbTk8bgsNfnBcqZ/LF7w7ob4MjhKNE9h0kw9CQ9BIE9bW11hDFD/iVlRkXLyhF7DTE3gMDViZNIItr9YVkFU1Cmpo0f3v2GD9QW5vppd27dY7Dh2XP6+ulT2nMNTIi9PPysho9zc4aggF0AVn6qSkrlfPLxSm98pExiYTmY3zcCNwZf2mpoSIJDELrQdlXcbHxIC0tGVIxFJLexQEhaEnzFJyt+nqVM8/Oyt7Ao4uTSPn2wIBKlYNy5EACCWQ16e5WMKmoyHhfnZPOicetSdPoaG6DCj8BBAqrrMw40vv7tU8h27S0ZLoyHLYKGPwXfBIChgAjVlY0FrjoSODQtBGqoooKWxsTsIpEpOsrK03HA4jAhiWTuV2C0cV+xdDKivRrLCZfAPT78HBu05B8vkWCT3CvLyxYAAu/gOAbzdBqaoTQx6Y5p/1LSnROuNXLyoSMg7uXhl0ETycnrVlaS4uONzQkfl6Ck6cTEl+gSQlg+c8AaND5efkS8/Pmi0OpUlpqNm9pycAg/nN1OsFn7OvTPfMbqYC4JAC5ebM1O4NPnjVHJiM/ZnZWiUPmNB7X83PxxZrHgwcFfPj1XzdKpZkZa7q5aZOtz8rKdG54ECmDpsEnZdajo1rHVFToOiYn9dwtL+uzp5+2QCvXQom9P8bl5aC5yQtFzjlYODMz43bu3One9a53uTe96U1n3L6rq8u95jWvce973/vcN77xDXfnnXe6d7/73a65udldf/31z2jQz0Z8pNfu3SohRnkXFenBR8n39cnYVFVZxyUy/d3d4hGIxSzwBZLtqad0rsrKXFLdkyf1fT56LZsVjPt0fHbd3eISOF3Qac8e4+6DUJUMHB2o0mnrIutc4QYaCA7C29+u7T/5SRmmtWt1nKEhKbLx8VyCe78kGWXjnMZUWmpoCMq/i4v1GbxI5eW6HvixKMfdt8/K3CoqTuWTpJ17Nqv5DYctmJjJaH5iMd1v0B5wN1RU5HZJptx8ZqZwI4FIREa0udm5X/1VBe7yS1SzWd3ToSEj3M+/d35Z+2rilxqmUs59/evKShLYbGtTEI0SbhCWGCWUPQ1PfN4O5pN5yO9M5pdb1NToPbjxRr0b4+NCaPb1afyzs7mLq4UFGclYTIHyWOz0/IG8X+vX2xjPZq62b9ezGZQLBxKIpK/P0ADj4xbEgrsJMm+Q1gSSfEQa6ERQDgSyzrZ7oS84Rv5iHASFc5ZQmpszAvuZGUPPlZdboxJKowh8zs1Z4xaoIuBtpTtgV5d0F4FAMuQIzgZOyNycbMKGDZagwD7F41pYNzRoXq+7TucCJUEjsRMntL7A/jun6x0cNFtAwBSkJ8hNHDu2wwkBvcDYKT2itAlEDej/sjJtX1urcff2GnqCsuZ4XOOD52thQduvX69rcM4QIuh40AYEInt6chu8MKfV1Trfauj5QAIJJJCjR2Wnmppy18gzM1rzEYTzOeLQP/C3EjA7cUL2YmDAgm4+1QL7+gEe56zckrJW9K5f6goNU3Gx+YwveYk1JenrU+kmzS337NE6nWZS2ONk0oAQc3MWwAJ4QSCQCizKfwFqEPjZuFHBoq4ubecj47BpADKgJOI7GrLge0UiGg+BNq5pzRr5uj41BXRLLS0CaMzNqQoAQMfhwxoLib9w2Djjs1nN52te49z//b+5ZbGrCRy+rBdI5uUjClnHwINMdUBTk84/NibbNjZmXa+bm+W/+lRKq4nPbTk+rjmkDLimRscbH7egZnu7fvBDw2EFxRcWVEY8Oiow0eSk8ffj9z72mGIUra2am2RSICfiBGNjVjJeXW2VAwR84VQMh3UPx8d1T6h+oMSdngJr1hiSsLc3NzjrV/vxrHKsoLnJC0POOVh4ww03uBtuuOGst//CF77gNmzY4D796U8755zbunWre+CBB9xnPvOZn0uw0Ed6UdZaV2dKCEfh4ov1Io+O6mXAeFRVyfkYHZWBe8lLFKyYmpJxoitiNKoXcHZWinHdOv2dj1575BEF3ObnpYBiMZ3riSdykYerdcZFKEn2y6TTaZ0TZY3D4r/g+Q00fKHTUWWlgj1XXy2EXUuL5qGqSoq3o8N4FnwHDGcNMl/n9D9OKYgK30mLx81hyWR0jq1bdR01NVL63d256ErnzIBt3SpnjGsimDg8bEa0uFhGm9JnYNtjY8Z1yNyUl8tpKtRIIL85jS80NNmzR89Eb6+V1Pql7SAFzwTl9ksNIxFxIBK8rKvT3MBTRXdLslj5JWkgc1h84RiDFvEdcTq/ESSuq1NglOexvV3juugidfHGyLDAqa527qUv1Wdbt56eP7BQQxdfTtd5KygXDiQQk/37jUh9etqCZ9XVVi6UyZjeRgf6jVCqq7VAZcFPIma1smLnzvxdvqB/4U7FGYRriLKu0VFzkEAAcB4fPUBmHLRHV5d04+tfr+2fekpJJwJxXA8ltiAn5uYs8Qdawznj+R0cFLq6vV3jXrdOXMCPPWY2orNTDko8bkmMvj5zaEC0gxihpI7z4NA6Z7yL0aiulXJiHIP5eTk97e3mSPilZTRQYV6cs5InkkQ+ehyuw7IyI0wnkEkTMpy8zk7ZMh8F7vM2bt58evR8IIEEEohzRn+xtGR85diI/CSxjy5Hd4Lco4rG16P5/oJzpzbG8JFU+C80FSkvl0285hrZhLe8RUi50VGtw0logbKjQmZoyMbCeUEmOmdBHc7JtS4tWRJoYsICfFVVFtzLZIRcB0nml+T6SRsSf/n85eGw+W00N2locO6Vr9R+998vW9bfL10+MyMbVlur7X7/96XXu7p07SQU8xH7zhk3YW+vfJWREc0v6FFAHPnCvCwuWkMQP/DpnDUT89GB+I9QSGUysndXX617dscduiYoqs6Gt51S7osvtlJekmXT02aXo1HdK4Lf+KG9vbKtra36n6Aq64GiIo2HKqzDh9XojWZiKyvGe9/fr/XGsWNWcr+wYIhJxlFfr2PTmRrf7ORJK+NuatIz3NlpviPPEvPuIzepOjiTTxfI+SM/c87Chx9+2L08j7Dm+uuvd7/3e7/3sz51QfGDbnDrAO12Ti8FZK90Nr70UimZPXu0H5wIPhKtqUlBP1AOzuVyFxRCr9GlNxo1VCOKsbZW/5ORP5tASjyuY05PK+iDIoYTIp3Wi19fby94fokt4mePQGkVQthh3Hbt0px1dRns3+ejolkFpWa1tWoOA0LBOXV9xHmamZFS9Pnqdu0Squ3zn88dAwasrs65m24SSjP/mpiHiQkdt6VFynJw0Ajzp6e1H+Wsr3iFzdO5NLvwG5qsW6dz9vdbl7LNm3W+ZFLZnspK5z7zGTm0NJ45neSXJhPsA1E6NmacIhgOAoexmOYB7hQCemTepqbsOZyf13F/6ZeMJLe9XXPX16fzDQxYyfAv/7KyZnQcz2Z1zKefVjDxTPyBhRq6rPY8BhJIIIWlo8O5f/9361bX2CjdBup882Z9R7Bpacn4CSk/gpuupESL+jVrtDgka+5TTZxJWNT72xOcI1mR7yRgB+fmzDEgoEYjFgKTOIoEGOGBgquwqUmBvHhcCT5K3u6/3xo2YdMjEf1eu1b2PJU6NUBKR+e77pIdHx2VXnrZy/RDQvKLX9T3Dz4oB2FkxLh/cWooC8ZeQqzPuoE5438aqYDQIKmDzn74YXMY/PXH1NSp9wv9Ojdn1wnCnIZss7NG3k7ic3lZTlZLi/HjdnXpfkLC7/M2JhJWRhhIIIEEki+bN0tfdHbm6j349ebnrVR4tYYYy8vGQQ6K0Oco9NeTPipxedlKQAnAgdD2A2nYqqee0rr+Fa8QWOS735XN3bdPOpIAEYkY6ChKSw2RCCVIJCIbkc1aR96iIu3b0mIACpq5gDZ0Tr4LFBQgyuBXpGMwHIig5nxqCsqDCSCGQlovXH+9AoHOOfeiF8l+YbtKSzWusTFV8wCMCYdlw1erOvCTcvjHJ0/a9Wcy1njFR9QztoWFXFqtxkb5T6BCq6uNM3lhwaqgtmyRberv13YE6fr7LfFGhdvZVEwUFQkc9Ed/5Ny3v22+CujB+XklamkgSUdrkPm9vbqfzc3WrLKy0ioLfJ5i4gXwA4fD1kjMOc0HgdP5ec1jLGaB5pIS+V3xuObaj03wPEOLMj+vWMTEhK2veBcIHGaz1iBzfl5+2E03BdUCLxT5mQcLh4aGXGNjY85njY2NLp1Ou7m5ORdD83mSyWRchlS+cy6dTv/UxuMH3egE6LdK54Ul255ImKPkc0YQVITQtKdHL1RdnX4wQv391tijpSV3n7175bigvCMRna+yUtmo4mIhD3t6LJDyxBNyZEAQglY4fFhZ++pqKbB8EnccquJiCzauFgD0g29+gCc/SNXRISWme2qKZHraunWVlZlSdk7KCaTC0aMypKDtystFUJxOC1q/c6cUnN84JH8MoPx8vsBwWHP2+ONS2BUV1vl4YUELE+c0z0ePWolZTY1+4PAYHBQqEOTg2aDXCjU02bbNynSTSTlONF0hk/rd7zr34x879+pXqxv26fidCPq95jUK5JWX67j//M/i/yCDSGkeaBICApWVek6qqzUmv+y3rs4aIFRW6pns6NCcsID667+WERoe1vwQNI7F9GzD4wInZSFEUSE51+cxkEACyRX0z/y8eIaGhqQfKiuNW66/X+8QSLqTJ013l5YasqO/3+g1nDMbhd46HYoQNLNzuZQI6AIQ5vPzhYOOdG8uLTVHKT9ol39uSsooPaqtVWOUp55y7rd+Swt0SMLr6oyHqbRUwb+jR2V7pqYUKOzqsjFjwzhnNiudeOedChD6emn9euP7mZqSo8W4/O7T6OP8eSPJ5iMnCILyfWurJb+qq83xgHrEnyNoQdDxlDiDQPe7SoJymZmxsm3KqLNZnWvnTivPvuoqIew/+lFd68yMrtvnbYTfOShXCiSQQAoJnHwkjXxkOZ1qac5VSLALc3PaDj5YbJmPqM63W/xPkISECEEX/DPGdPSoccFt365A0UMPGU1TNCrEVzIpm7u0JN1N8m7dOn23fr3skHM67uOPS0eis6+7zpL2+/bJV7zySunSu+4yyirG6dtHklF+QgjeOeyYH5QjiITvi8Riagb63vcaJ+K//7v8UGw0VWyrcZ4jnA/uW/zQ6Wn9Tdkwtt5vvlVUpLki8FZeLpuNL0QikTJa5zSuY8esYSm87T/+sR23u1s2DZ/lTBIOyzddv173Yt8+3TeoR3hWMhmde2BAn9N8saFBtpPGJjQKAeRDsxSCvVNTOo5zes585P6RI1b1SONLros527VLnx05ouMnEoawzGbtfclm9WyWlMgfnp+3kmsfmRsK2XP8Z3+m5z+QF4b8zIOFz0Q+/vGPu4997GM/k2P76KWtW6Vojh83Y0FnXRCI9fWWCfLLVsk4UcaFU0Zb+bIyW+CnUnqZ6fo7PS1l+9RTlsWiTJdS4jVr9PeJE0ZGe/HFQhrSMYxul5SJ7d9vY4MLkK6RcFBdfrmULCVBZxN88wWE3V13CTkRDut/yHlLSvTT3W1NYcgmzcxoTioqjBcS4v3NmzWHKC+asGzcKIfEH8vZoPxKS3Vssn1+h6wf/tDQFxC8QyA/Py9HrL1dBv1cuZYKNTTxG6IwHsrpKPEtLtb133GHxvDBD56+vLkQv+Vb3qJSYB+lw7MF4mNpSYHdG25QwO+Tn9R5a2stE0mTHuc0B/AI7tih7+69V7yJBIIJXB8/blm9xkYZkqYmzXtHx9nN5bk+j4EEEogJ+qetTe8gXdtBzfGe7tih7eEeRRf5iIq5OQuSDQ7a/85ZWYqPiltetkVxXZ2C/j5fLoEoGnZMThZeoOPsFBdLj05MGL2Bz+HkXOGAZXm5Emo0uBodlZMTiTh37bVGBzI4KL1WXCz9NDtrZUt9fYY4LC01u+53mQTJ8Ja3nKqXysutmRgl3IyXBb1/Hawt4KaC29dHfNLwBIRnS4uCobt3K8mWSllgNn9eCM6CuME24Viw/nDO1hOgE2gA0NqqOXr6aUPNv+EN0ulveYsQKG1tRl3CGAJEeCCBBLKaZLPOfelLxt3nowHxy7AJqyWnfJ1GsKm11YJZzskW5idgoEPyOQqhTsrvnOxTX/T3a8yf+pT0G3y6zc3af/du2Zi+PquWKi3V5y0tzv3gB/Lj6uqs6mdqyoJ5zc2yRVzT5s3GOXfihNFCQDNBFZlPHwSVk6/rqZiLxXRuKCVmZiyxD1WWc6a7X/Qi/f/978sW4z/5aPSzEYK2UCJddJHsCfz4NPpyTuOprbVS3/FxfU6jjbIy4y7Et47FZI8OHrSEW2mp/JCJCa2PKM1NJIz3jyDl6SQU0rG2bxdg4vBhzf/wsNYSjY2al54es30+nz80IiUlqlJsbTWaGEARU1PWIGxqSt9t2KDvEwkbC8nBhgbFK44f1+c+v2U2q/Ps2GEUMjMz5gvjP8bj1kGbwOnx4za3kUgupdj69QoU3njj2d3zQM4P+ZkHC5uamtww8LP/X4aHh11FRUVBVKFzzt18883uwx/+8P/8n06nXSv44WcpPnrp0UcVKKFEh0zG8LBzP/lJbrlvZaUUKGWrPT061pNPSnENDVnJzdCQEX2D1JqelmJqbrZOyM5ZyQ+OAZyFY2MyFqmUxkcH5+pqvbiUtTJm4Okg+oAO062pokJKo61NmYpUSgE9gm0f+Yg1qjibBhGPPSal5MOiKyqkSA8dUul2KqWyKB9xsGWLlN+xY1K0oOLuusvazF99tcbe26vx33jjqc7Yaig/vwR4xw7LfhUV2dzt22fG2+dyBFpNNiYaPXeupdNxS9LYxTk5yiAwcMBra6Wge3oKB9b8a4O3YmZGgedDhzR38/NGVAz3CiUcdH772Mec+5Vf0TEPHFCAcnbW0DDr1yt7dvfd2ufVr9bcYQAnJ/WswMflNyLA+bzmGitlcO7MXZ99OZeS70ACCcTE1z8VFZakGBw0XUjpD02q4CkkceVn/2dnjQsIdDJlUq2teudHRw39Bzq+pESJnkhE9hQd29ys4x47ZgEw504NGrKwLSpS4mx01BI54+PSQV7xgXMul3uwokI29MgRjXHtWlt8V1UpadbTI3R/Q0Nucw4QCs7lBi7JtGNbsa/wHPrS1iYH5d57pb8yGSvrBk2ZX27MeQjC4tiWlNhapKHB+ILGx4VuSKf12caNhsL2OyIyvyA1sW04KT4HJOfHsYHfuLbWSOApf2tv17HDYefe9CadlwoKqEQCRHgggQRyOoEWIhZTwGVsTLqa5LZzp9IyFBJ4+EpKpCenpqR7MhkDDITDhiBEr0Yi0lUEKycmTt8Vl4Def/yHcfSNjcnOTk4KiVdfL515xx3atqJC+pyqMOzAyIiSLpGI/u7slL0DkU356tyc1uGzs1rv+1VwrMGdM4QdlUX4l9ha0IW+3wHvrHOyZyMj8r2YP3R3d7cCZLW1CkKRBPMR92cjgCXq642Pvr1d9gygCYHEigoh/EdGLAB65IjGSQCMQC++3MiIbPz27boO1ieUr1dUaF5HR63xCo3GTvd8hULaD1+1rU33bnpaY1pelk++sqKqhcVFVW2Q5KQZSjqtcz/9tFUs5nMCjo3pnm7ZIvDE17+eS0EGKrGkxJ7t0lJ9Tknz0pLOMTiov+vqtEZobdU1cw9BJPLMx+Py/7q7ZctbWzXvRUW6XzfdFCAKX4jyMw8WXn311e6HP/xhzmc/+clP3NVXX73qPtFo1EXRZD8D2brVufe/37nf/m3rCEjXIB8GHQ7LcDzyiEpJN23S4rejwwI9RUWWsUqllOn30RxkI4joj49bC3XnrAQapBnBHo4Ziei4994rBXPVVdruK1/Rucn8U3pVXJzbaQuY9sKCkIwnTshIfP3rRsbro9NAnJxOCqHnkFDIOC3+9E/12f33O/e1r0mxEvMtKZGCTaU0J5ClXnWVBZlaWhQEu+02Ky8+nfglwFu3CumwsqLgpHMyIidOGBwdziwyNpOTFuh0Tsp+eNiQOmfj7BTilkwmLTCNYSWwduSI5qWuzmDnNI3xA2uFypudM6exs1NGC1QpTq1ztpiAtH/LFruW975XzwAcG5WVeoaOHtU4X/xiIQWRri6DxWcyWtwRRM9kbBHiI1UYw5m6PvsSNCwJJJBzlzNx24Km7umRPcOpmZszziZKwsbHLcHhIwKcM1LwjRulr0FvYG8oQwVhePy43ukXv1jnPnQol8/XX6QTsFpYsOw2iR2Q4JWV1rADxB2dKiGkp8kGaEH0o3PGRXz33bIL9fWGJkmnpa/8ZiroMzgOSfqMjMiWRiK5Ca1wWHxW3/mOoWNImOUHIBk7iADndN1sQ3nQ7KwhQrq7pXO5N/4YcTx8NOLiolU+wFsMehQkIk1m6PYIugG0Qnm5JT8vu0z6/HOfsyZsASI8kEACOVfxOyHHYsZRSDOoTMYSWacTuiE7p2DGkSPSueXlZjd8RHp5uSX1o1Gdk5LeQuIj6PDl7r/fude+Vv7B5KSCQ/Pz8mNKSnTehgZr9lRRIRT46KjOOTcnXY4/Mjcnn2PvXkt6JRJK1junYBT6Gl47/DuCkATP4D0cH5cN2b5dfuT4uMZEtdHMjIKYVIdNTspnedGLcnU3ichYTDaExBM2/GwETr7yctFZzM5qLB/8oHHrDg/L5378cf1eWtI6Y/t2Bbi6u82ut7VZEmtiwhp9rV+voOr0tFUDMG+jo5q35mYL9ra2al2Sza5e6p7NamyPPqo5aWy0wOPllzv3rW9pLFu26H4ODxtgiDJhxg0PpXPm91NeXVKibXbtcu7mm3WuPXtyudyhUMtktA6AfmR62uhiCA6n07q37e0KwAKIWl7WNfT2WgLT5xxOJJz74z/WOikAbQRyzsHC6elp10kawjnX1dXl9u3b52pqalxbW5u7+eabXX9/v/va177mnHPufe97n/v85z/vPvKRj7h3vetd7q677nLf/va33e233/7Tu4pnICyMa2qMPwgCVQhjl5elZJ0zZAMR/FBIL6lz+r+6Wkp2aEjZ/ieekFKjw2NlpVB4yaQUwUMPWfkPioxuWYyHrkif+5yUEB2aH3lEv+ETAhWCcxGJmJOFsqIbFreuuNjIT2dmDO3Iwv90cjadmfv7ddwdO/T79tuti/Thw/pNl04CZ2RoIAUm8Hi2iLT8TteQx4ZCGsPYmD7HIaNrGlm4sjIZ0qeflvM7MKB5/OIXdT/f+MbV5yab1flTKSngri7Lvhw+rOskU8qigzLxkyet8QgEyBAKF7o2DDNByNlZ3d/JSQuATkzoOKCC4KlqbLQFlXO6ng9+0Jw8iJg3bdI+funYyopQmSB+Mhkt6OjQNjGhMQBx9+V0nYwDCSSQn474NBv19UKAU15bXKzynPl56XqCYfAS0nyrudmcHjok5gucd+hrUAbV1bI37e2GuFuzxgi6aZKRSFhXducMZQfSkM8XFqRX1q0zbii4CdGhVVWWZKNUOJ3WOKamLKFGqZZz0p19fRYw6+/XZyAF16zReScmLIi4vJzLyxQOa/1w4oRzf/EXzv3qr8oBYkG9c6ds7OiofiAPLy21QGk4rPEnErI9vqMKGp41AlxGoZA1Vjl2zDiSoYPAjvkdOLEt8BWVlenY4XBuR2aawvgOwfy85rOhwcrHSCwdOmQo+AARHkgggTxbgaphaUk6hMZPzuVy4TpnaG/2owttQ4N05N690pHoN5+3MJOxoAs+QCFbh6C7SZ4wFpJNO3caJdW+fQrszM1Zk5YtW+QTkmwvK9P46+sN+Uayy19fV1YazUdjo36Gh2VPSECVlVnQiYTdyoqO29ioCgMqj+6+W/aBa/cTe319up6PflTBQl93k4j0u+Vic33u/9MJCbFduzQeGleuX2/n2rFDdCE336w52brVSrJ375bfPTFhAVt8dfzh0VH5enNzmndsJ7Y7FLL1TXW1tieYfCbkqnPa7uRJrZWuukrXAWcjpc+gWWngGY1aR+uqKs1xKCQ/a3FRzwxVEQS4b77ZfMhCXO6JhJKwJApBR3Jv6DJNwu/wYR3PDzYWF+s4iYSufWxMn9XU6Hm49NIAtBGI5JyDhXv27HHXXXfd//xPufBNN93kbrnlFjc4OOh6enr+5/sNGza422+/3X3oQx9yn/3sZ11LS4v78pe/7K6//vqfwvCfuRw9auTglBbnZ66mp/XCJBJCYE1PO/fpT1v3oFjMEA/JpHEhVVdb9yayXbt26Ty9vfqfl9knmvVJzUEGbtkiw3fwoDIt4bChOHD2CDDOzhosmzIg0AHLywb/5vtEwjgX16yRw3Q2vHJn05nZDwyxfU+ProMOi6An/E5ZcBhi3M4GkUagbu9eKbu2Nv0mMDczo2MAQy8uNs4oDByt5zMZGXqCbhs3ylElmPr+95sCxhk6ciSXR5Bsz9SUAqTDw5pn+vSQ4SRAzAKDZjqUi8XjVirO+AnQZrMa0/i45onroJkLSBbOQQBv+/ZTuaMKOXnZrJCh/j3u6tI2CDxYk5PGT4mRfuopWwgFvFWBBPLcCDQbPT3O3XefdEtTk97N48eta25vr3UILC01viMIwvORGL74fHg4QvX1Ok9RkfTBY4+ZDp+Z0eKzqUn6bM0a4wHGSfMX8tjBoiLZ3JYWdR9MJnVctiWIlkppDNBw0IW9vV08vmTKm5t1XpIsqZR0W02NISnHxy1ZGIsZGrEQ2oAg5PHj0t8PPywHcetW5975Tv3evVuJpssv13EWFuQokORhQd/crPXI+LhdBzzJoAYgSnfOCOCfeEJrFPgZ29rsf5xggojYf+x+WZkQgiTHQA9C7k9SjYZkOL51dda1OT+ZFyDCAwkkkHORzZulg8fHZRsIFLJ2JTgF5y687gSeCCaurCj4snWr1pt+Yp+gFiAKfKbpaR2D6rLTNe3Ct8JHI8H2yCPSqXV1On80qvU/9qm+XmWpy8taFy8uWgdkKKJIyNDgctcufV5SoiZavb2y66GQIetAzUGtQUMX5yxJ1NSkgA+Juy1b5K9UVSmRlc8vm04rSJgfKHTOEpEPPGDgGGwY4JszSTyu4GVTU27jyvxzwQNJKTICn29JiQXf4MkHFTg7a8jK/IoI/16mUpZcI6B2OvFRdwRiS0rUPRoqF2if4In3k5+Li1Y6TcKTZCc2edcuqwTwwTj5yP2+Ps15ebnsPkFikqVwz+OjYf/37NG6iGDjyZO6F1deaXzIkYjWhpddFvhrgZicc7Dw2muvdSunISi45ZZbCu7z5JNPnuupnhMhWMVLnS9LS1rcT09L4dL1uL7eEIbOadG8sqIX8uBBbV9Tk9vtt6pKivrkSYOLkxHy26aDmKirk5IoLragWXGxAlCUGqPkIcgFecAx4E0oLTVEQ329lM0PfmDlWrGYlEcqJeOyZcvqqAAfveKXxDpXODDU1qYFwbe+pXH65PeUHKBkW1sNfVhXd2ZEmt/ww+cNueACy3YRyCotNTQL8wPahc/pXF1Xp/u3bZt1En3kEec+/GEFbzMZHa+mRo7i8nIuj+D8vMaxsCCjB4luImH8lL4BGx62e370qObrm9/U33R06+rS85JIaO47Oqw0j/vkc5w4J8NMwLiiQujWgwdPRX3kO3nZbO49dk7PbjZrTXRiMcvm0bEO5MnIiJznHTs0twFvVSCBPDeydasaTjz6qN7X8XEr04FX0Oflg9ycBBAlKquZeewLEo3KJqVSsi319bJP8BthD2680bnPf152rKZG56FDfUmJNVYBudzY6Nwv/7LKee+807kf/ciCeQQ1cShBaRAEu/RS6ePOTiH/ams1xpUVjYvAWXOz/j5yJLcTMd0JQdn5aBYy8/X1uhZQDSAa9u5VoPZP/sQQAQMDWiM4J3sM0nH9eo2pp8fsw/i4nDG60mOr/O6RPT26Z1BEVFfLDh07ZvzKy8tmm6g8WFzUnITDGn9np8bmnM6XTBqSksYmBHRXVqz6gmBwdfW50UsEEkgggfiyfr1zL32p6IZGRgxM4eugmhrpQihu0mlbQwMKWLfOuT/4A+n5z33OuXvukV53LrcDL93eoQSiqgcuQ+dsLevrfedsPASGaMLhAx0uu0y+3jvfKZv16KMCIMzN6fqWlqxBJhRIIO7pQo+/ODlpVUHptOZmzRo7F+AEUOtFRWbDKPX1OXVnZ+UbEWQ6F35ZPxHZ02O2AH9nNf5hn97Lv6+no6goVL2WTCrYNTpqwBgCyCDyIxHtB40JvrXvKyOlpWZj8aHy73e++PQei4uytwS7CcqRaIQD0W9eFo9rXxq/AVDK5wc+evRUmwqo44475BuyThgeNn+PasWyMgtWQ1HW2Khg9tiYbHZdnb6vqrKkZSik56C+PvDXAsmVcw4WPt8E1Fl+WQwvOHBmXmrnrMQqm1X2Y2lJiMLJSS38yW6VlemF4yXDyDU0KFJfU2NZG+f0Ura0KDMUjxsCDCeJgBXdIy+7TPsdOGAOX1GRxoxS9NGIPhkwnBag1MrLpVhOnrTOlmTrios1PwTw/vzPZVDa2+UQNDbmzp3fJMaHRc/M6LPSUgWYenpsn6uuEm8hGRng8wsLxrGH41heLgdm3z5dNx3E8iW/4Uc+b0gsJsUIkjGTsSAtWUkyhYyFwGsmo2cEQzs6aga6pUULnOlpNcKZm1N2CWeuokLXe/Cg5pxy9Npa67iMYfI7rY2MaIETi0lhNzcLCRiP61xHj8pprqw0UloI6jEsmYwFkycnrcSbcvT//E/n/uVftN+uXc69+c2FjXX+Pa6o0PFYiBCUBsmDQYzFNDfZrMbw1FMKXLzpTQFvVSCBPFfS2Cj+3KYm6bUf/chKd0Fi4OyQLa+uNj14Og4iP3gEMrquTu8/XL3o8D17rGuunx2ngZWPEGFRX1YmXXnhhdK5n/ykdWymKx98hqWltnBvbpbd2bhRNnLvXiOrHxsTMv/oUetOWFYmXXn0qK4LpyadtoW2c1YeBBqA/8fGrPQIgXaks1N29CtfsWvu6JBNS6eViBkfl55nf3gLIxHT3ThhZWWaC9YBy8tCXezaZZ2d43ErnYb7iBIpKDB8tGhvr7Zl3BDEt7RoTL29lrz0OQvLyiwYvGNHQC8RSCCBPHMJh1W5NTQknX38uPEUZrPyoy69VCjxqSkF2NA5+DDNzc7dcINzL3uZjvf+9zv37ndbY6l8/XXsmAXYqPihwgkfBy7ZQoki7CgUHlAnJZNCam/cKHs6O2s6HFtFcM9P6hD4opKHpL9fFj00JF9wdNQSbH5ArKxMvid2qbhYNg+EP0COq64Sz+LXviYdzhyfDb8stEWlpc798IdGccK1AqxhDUFAzK8cCIe1LinUuBLJr17zqwFA1TtnwUdsl3+v/Co7Xwj4OWeBUub/bEqp/cAkVCyvfKVRSFVUWLfquTlD9ZWU5NKegTIksAlNyukAMj/8oXN/9mcKEBI4TyQs8VtWph9sNqCW4mKtCX1uSLg8v/e9gGc4kDPLeR0s9FFn+Y082tuVzfre9/TCzs7qpaML4/y8XjoU29CQFCEvt0+YvnattqWbVmmpHKR8tGIopMX10JA1PgmFdJzlZYNzV1QoA5BIWLlSTY01PUmnLRiYnwnxOY8gLS8tNeNBl8SVFSl5sit+SRjH/Nd/de6WW5TJqqjQ3L3znQpgFSI0p1xrcdG5b3xDgSnmu7FRBjST0bbz8wYp59pmZ2VEp6Zk8Lq6NJ7RUV3Xe99rCmy1hh+XXKJj9/fr+lZWrBy7tFT3cnDQHFOcJ5rERCIW7Boe1n1wTtcINJySBpzloiIZDHgWmfvWVgUKIbKnFJxsJohB5yzrVlIiw5tMWoCTxcM11zj3b/+mudq4MZe8l4A1GTKyRdu2WWctAojI0aNa2Pyf/1PYMPj3+OGHLbObzeraUikd07/m9eu1CEin7by/9msabyCBBPLcCFw9fX3SE5OTWhzSSRcEsN9oK53OXdj7fyMsQv3fzkk/tbUZHy3BvE2bnHvPe6TvDhzQGD7yEY1r/37Z3yeeMKR8TY11a9y2TcE1OrXjoJFQW1oyvT05aaiIyy/Xub73PTW3uuIKBb6Gh+UkslAuKlIwc2JCThbzBI8h5wuHpe9GRsw5hcMYp4NArF/O3dvr3Fe/6twnPuHcH/6h+BY/+UmdKxoV2TxzSuMUHLedO5VsGhrK3QZEzJo1lkz07w1rjm3bDBne2Wk2PRo1pCGJOz9JOjdnCFGQ95QsrV1r9xsH7uhR566+2mhAGhvljJ6pGUEggQQSCLJ1q3Nvf7tQ4LOz5nuRQOnrE2f7k09KR7NObmiQbtq40bnXv96AIamUvquvN9QUDSed0+fT09KXVVWGDATxBYCEklACTpGIdbenSspf/5aXa6wvepF8t+VlAQmOHFHyjM648OyRfPfLWtvbc4M9ICjhG47FjFOut9eoK6giuuACHWtlRfNw6JDsCWiyHTuc+/73ZVtA5ucH7/JBNi0tui7+/9SnFHD8/vc1BhKQJSWys/jD09OWiAI8s7ioIObg4Kk8v5w7m9X9PXxYdo5qgMpKnY/5BqUHwINgJIFCH0nIfcLvyw8S5691VpOVFQMZraxoTRGNKnnnnL6bnrZzzM5aArWnR/MCunR6WtcUj8t3qqhQ3MKvzONePPmkcx/7mOxua6s9mwB/Mhndn1jMbDzrlZISzaPPDem/ewHPcCBnkvN2SZePOivUyMPPZo2OGnKKl8xHBi4vKwDY0WHoMMoxh4b0kkUiUth0lSrE5xeLSanU1or7AYQiXWVPnNB54ZaYnbXOhSMjphDhZYAbwQ8SosSA0lNyBS8HZdcs6H30AG3bUfLptJWwPvWUlVe99rW5XHf79zv37W9r3traTp3vN79Zxru2VkYApAiIBxT/wIBlSWprjZT3tts0zwS2TteRGZRKb68pzpISjSke1z0dGNAYMCZwjoyNSRk3NRnhv3P6G3JfeKNwuiHJTaW08EBAj1JOnUqZkw4qlLGTJZqe1u+WFs095dg4otXVVoLhnDU3cc5KEiilbmjQGEZGDLFJl8vFRY3n8cfVwOXTny5sILjHOLqRiAKgc3MaC5wvlGfs3JlL2n/0qK49kEACeW6ko8O5L3xBtAnoL/RNWZmhEeD58ZNOfI8TUUhotIHejsdNr9fVyY729EhPXXaZkg3QKfgJu9e/3rnXvU76hO7rd96p/7dv19jHxsxR8ykXQMQvLEjHwy/4+c/LWTp+XDrul35JenDDBtnWRx6xsus1a3QOuHNB3mGLsIvMUUWFJfZ8VDgC6jAUsmCpz+dHw6lYTHp3YUFzMTmpa+Y6R0fVZRMOLLqCkvwaG9M1raxYAxvQ5gR4BwcVcMUBnZw0vsKxMbP3JKkIimaz+p6SqsZGQ/+DGmXNkUzqmN/9rmwI3Ijt7UIwvPa1P71nOpBAAjl/JZuVf9HWpuQDuoTGDMePS1ddcYVR+pSVGVXQjh2GkIJO4dAh6dSJCeldEkplZfp7aUm+2NVXS9c/8oj2xwYwLh+QAS83qMbxcQMZ+Am3TZvk37W2SmfW1+ucjzyifUpLNcZUKrfZYXu7bBXI7ZERnS+T0e9o1HQ11BsAHK64wjgIoXIaGJDdq67W99u3W9fe1lYhNmdnZX8+/3n5xc6dysFOaS1dm7Hhn/lMbqDpySed+3/+Hx2DxBn0SouLuhezs7ruffvkV2zfruO98pU6zwMPGL9/d7dsqHOaQzr/IvwNhZTfmbkQ/yQlxNGobCHc7tj5sxWfcml+Xtf1kY9o7UEVQVWVEmwEhTs6tH5gf+IIcBy2tWkbvxQcwFNHh2x9b6+eJxCL0ah8xYUFPR/QbpWVWSm0c5rjN71p9fLygGc4kDPJeRksXA11VlGh/+ng99GPKvj0ne+oQ9TJk1IcKytyftav18u+f78UcCRiPBKg9ShZbm2VsnzpS3X+/ftX5/O76ipxa3z1q8790z/ps1TKkImJhAyR380X6Ds/oNrq6zWu3l5zKEAf4gyCWCCjgUIlwJhPFjw2ZlyKwLjJZvX1qbxqwwYpoHBYSu6b39Rx6LaUP9+PPaay3vvv13X5xMXLy9byHUewpkbnIPA5MiIU3He/K4O6GqcFSMwNG2SUt2yRIzo3J8e1uVnj+q//srLuRELGHYMxPq77QXm4c3avIed3zjpKOWeZIl9mZixA2dAgdB68YQRsuR9wTExO6vxr12qcfhAS8tm6Ol3L0pJQOSMj1qWbgIBzyra+8pXO/e3f6v75yEc4twYGVPrc3b06+i8cVqb06qu1GNi92zKlLKYiEe3vHyPogBxIIM+tdHQo+/zYY3onSVjAp8vCFQQaQcRwWIEhkBzOKTk2P59bKuucJZpYLK9fb0mS0VGN4fhx6Zg//3P9vuwy6f/BQembQ4es2x96o7tbaHYy6ui++XnTsyAJQQFAVD4/L5uRyRgP7vKycevV1UlfFRdbaS68q7GYjoFjw0Lbb0QFyhy6kHzHApQmNowE48yMUUQMDwvl9+SThhyfmzNaDo65sGDnoTsxnUE3btT8Tk0Z6pJkIg4EyRvsHlQUrAX8pmL518DYN29Wco5k2/r1sjOplDnFs7OW9IPuZHFRNvj3fk/HDAKGgQQSyJmE5H9bWy7IAr+kslI65w/+QGtRH+U2M6NAF8CQ2VkhyykFBU2dStmanMDbli0KpDnn3ItfrPV5X5/pND/YRNCLrrPRqAWKqNoC8dfWluufhEI6z+WXSz/S8faSS7TfyZMaf1WVKqqeftrQ9DThBMleUaHxjYyYvYKTHTtcX2/gh2PHhO5fu9a53/99rd3jcdmjujrNAX7aF78oezE2ZnN5zz3WDPSlL9W+PugmvyrpkkusKmrvXks04UPBnbuwILTj7KwChP/0T8bdR7IKLuBMxhqq+DzCfokxtpp7hS32+ZdLSsxX7+01IMNp2jAUlGxWz2R1tc7R0qJn7tWvVhWBH0Bds0bApKeesiBhPopxYUGB5NCF+6AAAQAASURBVF/5FZtTH/CUzVqFHf5pTY2OHY/r3vI8Yv9DIW1z7bW6/0FZcSDPRs7LYOHpUGf5Hfy2bpXT8uu/btmOb3xDAamaGiOkxRGgXCkSMR6I0VFrHPL610t59PefyufnE8geO6YSqDVrNAbKVOlS+fjjUtrl5ZYpc85g6zh7wM3JllDe6pwR2dOliuwQ5wLZt7xs3XdxKClJAn3Q12edI4eGrLwqHM6db+eslCsalUJtadH3b3+7YOvDwzJqg4OWaXHOytqqq4XsIwsCH2QqpTnr6TmV08InrscZDId1v1pbnfvxj3VvyQaSESwr0/g4V329GUuc6tlZnaeyUobVL72rq9N4yLr519LXZ6Vi+/YpcPfDHxpxvu9wch+d0/N2/LgCm34Q0j9+XZ3O392t+Yb0f2VF13PJJXpm7r5bhr6pqfC7wP08evT0pcI+h2EyqUzuli3OPfig9l+7VtfqQ/2DDsiBBPLcSTarxNfTT1vmfHAwd0GMAwOvDgtvEgwkG+BV2rhROrC722wBCLzaWm2LIzc3J6TA+Lj0SmmpjpHNymkAKY8z19Pj3P/9v9IlzlkCaG5OyTbQ33A++SgPHDm/fIhgIcExnKXDh4UgwRnDHieT0vcsrjluIpHbxIXvJye1/dhYLvk4XEPYZFCHNCYrL1cJ2Ve+Yl2Fi4tln0GNoPuxQzhVMzOaZ+hKenp07+AXBnVOxcDyspGkg2T3u3z6iEhfVzNeHDq4tDo7za6EQua0zc/b2oHzg14Ph2UTPv5x5171qqAkOZBAAjm9rJb8z6e1+I//kA72y2U/8QkDhjgn24GvNj5ufhANB0nYU/2C1NVpzQ1wgyQaP1BMobfppFtbqxLpSER+3fr1+hz+OT/4WV+v5NW+fbJvQ0Maw1VXqZHXgQO6xmTSGmQmk7o+ypfHxmxMlLpS5eZLKCTb1dgoHfyJT8gG19YaD3pXl/yxSy7RMX78YyUJr7xS5/3JT3TukhKtJe64Q2XVPuimvd3sVlub7s2TT5rdIhEHhzx2CHAGHMH4WeXlGlsspmPQ9AwUJrY2P2Hn27HmZo2b5Cj2i2OmUvrxKTjOVZqaNP/NzZqDQ4e0/qms1DUAprnjDgVc4ar31wlFRQbqyWbl9x8+rGv8znd0DfX1oizJZHJL5Gl+09JiKMJLL1VAHZ9/8+bCpceBBHKucl4u4woZHl/oLMyC34fhVlaqFIrgIOixxUXL2lNOOzZmbcsTCR3ve99TUCWfz88nDm1vNwPnI/Gc04v/yCOGAhwZsa5T1dUW3BkZ0Wcg8xgbvIqg9UpKNLZ4XCWinZ1S+uGwApWzs7qGWEzHwwEAjQLSAGeF8mu/vCrfySMDQiZu0yZDsEC439OT2yiDBifOybjm37tIRL9BagBdp1tvKmVG7eRJKz3Ys8cM99CQgmegLCsrzeD7z0ZLi+YJ/g1g987pepBQSPeyqys30OcHht/0Jn3e1yfj29JiHdoQHEOCvuGwOXpwDzIvGJqKClvUbNyoaxoa0vNx+eV6VqJRZbP8EvV8ORcjmc9TOT+vhUU0qnHSFOBsOqsFEkggP12BNw6upf5+2a2aGunWyUnjcPWpAYqKpAtp6gUtRiolezIxYeTh6KDlZdnAt75VxzhyxJp3tLXpu85Oa+p0/LiVLGcysgF79zr3G7/h3F/8hRBoJMbuvlvfU7ILPxR6zA988X9xsfRrdbXsHRl80NljY5b0I7FXW2vNQjgOC3efl5FxJRL2PwEzHBEcy2zWyMpjMenMqSlDdBQX65xzc8Zt6Atzi2DHaaY2NZVLWVFTY/aeOaur0/ehkHELEtTLL+FarZFNNKp1zuOP63+SiUeOGGcyzo5/3XNzsgVLS1ojPPSQSsEDCSSQQFYTP/lfXq7S2SeesOZZ8Lt3djr32c+qaV59vZLcDz0ke+Wc+QHwwM3NWXAQHYje8pHn9fW2nt6wwZDndF4G5UbF1tKS9GpZmennoSGr0vrSl+Q7jIwoEOjrWZpitrYaT/7goJJ8l10mqqe1a42P8Sc/sUovv9wW32xhQWPxg4bRqHR/X58CgY8+qm3ice3X12cNJQcG5DNBp4QvNzBgJa0gBUdHhQK85hoD3XR35zbNeP3rlcw6eVLHhwoDCo9w2BDu/Pgowbk5s3U0FKUKi4SVc0anlC80fMQvbmyULU6nZbe5rnMpOy4k2N8tWzRn+/aJqok+AVu2aC5uuUVzD70LNpiEJ4HTlRXN5R/+oXza7m4lUo8c0b5lZcZzT28B7gnVBVu3Kugc+FyB/LTlvAwW5qPO8uV05ZFtbblBKNBjg4P6nU5LSW7eLKVZVKSA0ateJSX35JNy2t7yFude8xotlOGKgzi0u/v0yMdt26Rctm5VIGrtWjlW8biU34YNVgq1caMUybFj+k3JMcoHxAFlxM5ZNgUlv7CQy6HnIyNQqPPzmku/AzPBVgh/H3xQ5/N58QYHdS0bNmjbSETfwwdJ8GtuzqDboOx85AMBSRzO/G69paVGbAwJcEuLxnPkiI5RWalSg/l5GU+MoM/FRIlVY6Nzf/zHCrD6pQ6gRVkc9PZaKd34uAxRoY5SH/iAc//4j3o+QG/kIzv4mwxYOq1jlZXpuvr6jES3o0PfsTgZGrIgwb33WpA2GtX4x8eVAYMjEmTLxITuxebNZ/du+TyVQUetQAL5xREaDkF0vbhonfHg0lstOQA1BDyxINAJOtXU6D3fuNEck4kJNbF685uFNujrsyDW8LCOSTdIuhaCYmfhOzhotBbZrPRrX5/GxFixN76OzE+ALC9rXHV10s8nT0oXk8QbHtb5sSMtLbIF6bRs5x136JiU7cIHHI3aubZske3p7ZUj19FhyEkcGWg0Sktl31/yEjkQIDrgXZyaKtx5MZ8jC5J7mpE5J12/e7ccZZAaJSWWyAIZCn9wZ6eVJfklWdganE44GuNxbU9DmoYGjXliwji5QLWQSATtQPk3vGAHDwbBwkACCeT0gt91773SPU8/LdsBHURRkYAJ69aJyuiOO7Tf9LT0dWOj9G19vSWFolEDdThnABB4x+fntS6GFzyTyUVW0yyCJlCLixoTvICUCU9Oyp9oalKJdFub9OXwsIKeU1NaBzc1af9Dh7RObmnRGh2k+733ioZjbEz6vrfX1vglJWZrKNMl6IZt/K//kh/D98XF8hd271YlWFWVbMbIiOlsbNv8vOzK4qLW9idP2rohEskt556Z0ZxddZVs4Gc/q7H5nMSveY2AI11dumb4CxlvIcEP8oOICwuaH2hPfF/pdMehkePCgn6qqmTH/LJkmjWerfgUYHDV796t7x56SLaxoUEgHPj6H3pIQUSAN5yPNQxBUOcMZcj1JZPy+6nioHzZX/8UF1u1wrp1zt10UxAoDORnI+dlsDA/4FeIN3C18sj8IBQKPZm05iMXXijE1sSEAnnbtsnoRKMyMvffL+Nx4YUyNpDB8hKfLfLxV35FBuD48dxgXTqtwA98ieGwlTIRBMLIQqKaTktpXnaZgnpTU7m8hHNzOjfkqTgtcHOANkTh0RXMOc3R3JzmYONGu07m48QJjffCC3UcuDL8slpK1ubmDHkRDluHStAMw8PiR3zzm3ORbnfdZd3GKDsYHzeOK7Iw9fXGO3n0qBS+nxWke9QrX+nc296Wq3g516OP6prgP9m4Ucd93eu0aFmtoxROajJpTpXvvDNOFjuVldpm/34ZCwJwzmkce/ZYNhQujoqK3CDt+vVawPz3f8uw53cHi0QEXX/iCc3f2XSyLESIG3TUCiSQn49ks9J/3/iGbEUqJR0C2tw56U8fiUeAqKTEtolE5NCUllrpaSajBXA2q89ARdfW6j2fmtKC+IEHFJRKJCywNTZmQTrGSZc+kBENDdK9f/u30mNk4PNRb37prI++Y+wcf2rKGoAcPiydtLRkaHe6DV9yiTVionEI/8OTSzCMLvVwYG3bprUFqDq/zNc52ZONG537oz+S0zsyYgmugQEL5OWXjTmXiyr0paJC2xOsu+Ya2ctk0lAvNNKCH4pukj6q0A+y8llRkfHdUm5HCVdDg9kp7mN5ua0Z/GYAOHLwJoVCuaj9QAIJJJBCEg6rlPcrX7G1uJ9YiceVpL7zTuPvo8trJmPo6WTSgiokw6ExojHTyorW6b29spX9/YY+n5jQtps3y8dDJ1Ixs7JiCTjoHoaHtU1rq9bFJF7YZ2pKY04kDDTR0pKLOAQhxnVg14aGDDyBjXIu1zZCA0HjQ3xA+AsPH1bAiqZUNAXzUYrYXO4Fun552ahA6FANWv/wYflB4bAl0vymlu9/v8byl39pCP7VkpX5NorEIsE956xa4Fwlk9E9Gh+3HgA0hxkfP/P++Ek0oYG25fLLzd8fH9cz09JiiP6tW+WrptPabnj41ESgXy1BwxLudVmZnselJWuACs0K+xLgvuACNR7dvv3c5yeQQM5GzstgYaGAXyHewNWCGYXKLTdsUMCrtFTHGBy05iKUei4tKbgF6WxTk5S+jzakvKsQnwUC8nHnTimgr3xFjtjIiJR8c7OVxXZ0mCEg21Raao4iQcH2dpGc3n+/ZZBGR61sKJu1YJvP1wSKAA5DMldtbRZs7esz5OLoqLYBdp5KyUhCXNvaqtImv5wXAXWYTsspDYUMQVlcrPt48cUKnvX3yxjF47pfd99tgT6uh0BaRUWukg6FtM/oqJ6R5mYL0k1Py0ECwZf/XGSzQks0N+tamps1Rn9MzmkbgmbO6VkaG9Mx+vpkOEBKMqZ8MuUbbtAx3/UuBXn9AFx7uwz1b/yGsnebNhlKMz9Ie+ONKm1Ip3PLxjIZXe9996n5SkmJArof+MC5E9MHHbUCCeS5l44OIZZ/+EPpITL3JIHSaW3nL7LR6aAlIGd3TjqquVn7wWsIbQQJnNJSy3aj0+++W9uuWSP9Mz2tYxOg88Uv852c1PZ33y196HO35ic2fOSeP26umeQb2XgcDfbz7djevfq8vl72E+fJ5ycuLjYqjze8QR1+h4fVFO3AAXM6QChwrrY25778Zen///gPzQ/UIYyVecwvQy4koPTn5mRjo1FRlYAEhdw+nTaHjMTa+LiuLR43tKkfeKVcL5EwjtxLL5Wd+pu/0XYEVJNJXcPsrNGC+PeHezY9baXtL37xma8vkEACeWFLNiu0IImk/ORQJqN1KpUxfEfH5JkZqxRaWpJdiURyOyfjTyQSSqSgIycmlExHd6bTWnfT+AqUNEl55zSeRMIABs3Nsp3w89FosalJ/2/datzikYh8jJERKxc+fFjHb2jQev7ECSu9JikDmMC3az7KLpGQf7myonHBbfvlL+uaEglLCgFWyG8A4typATm2X1yUvUkk5Dvt36/jXX65+SV+U8svf1n3paTEKDtWC/blJ8l8sIrPT+g3lDxXnkG6MW/ebCh4UKenE5/yxDmNp6pKYzl0SGuwfD5752ztxVriTOPlWU+n9TzQ0IWS98ZGgZOSSV0HVWPxuHOf/rQALoEE8rOS8zJY6NypAb9C5ZHZ7OpoqELlli0tCvTs3asuRVNTerErK62jFcE5eC0o67rvPkMblpauzmeRj3wMh0UU7pyU89atFlDLZLTNgQNSGLGYlMv0tCkqnKmhIc3DkSPKPpSXy7ANDekaR0etTCkalVOC4fORIHAgvu51uUjJaFQItmPHNP6JCUNk0OHrwAHB02+7TeesqbH29em0DPi6dUK5YaBWVqysC9L+9evlLH34w5pbeBLp5kxXSEripqZkxDDulG01N2scAwPG9UH27ZOf1Hjf+95cMuXvfU/HuPpqu28YyEcece5DH9L9Hxsz1N4rX2ll5zjKGEffMaYzJ4af5+eyy04NxOHsUyI2NnZqKTWO5YMPKvOE00q3TTg0wmHNOyUSH/2ozhF0sgwkkF9coQTogQf0/4YN0nWdnYZsQKf7i13+J2hI+SkOlY+gf/hh2U50JvppclLnIliFbaCE6vhx47/1BSegpMTQcjTL8EuM8oXzh0JGTE8J2sqKlTtns7r+SMToKFpbTS/29emcfX2yv2vWaP9rr1WCZ2hIxyXghqP5trfpGLfcou1AljB/NFShqzHBufl52ehEQusDEP9w9aKDER89wfnr6px72cssUTk9rXNedZUhPLDfmYzWLW97m3iRqR7IZnUc0C7wA19+uWwLgeX6eiUVb7lFn9XX53LmEqj1nb78oC7fveIVp2+aFUgggQTinCiRfvxj6SWCS85Z8yh8EZLdzlm1UyKh78fGrBpndFT6l6TR+LjZL5pCVVbKT1leVlBv82ad7+GHVXUUj1ugcmbGAlT4GtBpOKdtKcU9dswaLfrbb9igtfjAgL6j7JTuzKWlxjlfWppblpsfICXo59uPhQUdh8TazIwl1Fj7g55nPguV4fr6HGAB54dHf3JS137ZZaeCbkIhBbXuuUdzXFurzynnPhM6kOAc3JLYy0xG5yzUTfhshYYqLS3ySc9WFhdzKbCcU9k4Ab3ycgO41NfrexqSRCJ6/qjmKLTGAblP/IA1Tk+PnqveXosrlJUZcnFqSlQnL3/5M5uPQAI5Wzlvg4XOFQ74EYDr6MhFDsK18MY3WnCoEFpq/XpTODMzCjiFQjpGJqNzzM1Zx+RkUiS6BKJAG46MaOH/yCMKNJ0O+VhcLHTZ5z6n8RIMpCwJsnrg5T5ZLFmZ8XHnvvUtnXvdOiuv6uyUsovHjeuI62tt1bzRIdk5Xd+rXy3nBYEjEgRjMilFV1lpTt34uEh/L7hA2w4MGFlwdbXxQN5/vwzN5ZcrwEpH5WjUHKP2diE7UymDldfUaO7g+4MfA8NZXW3Bw6NHNcaBAc0Z8O7iYin60lIZgTvv1H394AetzHY1rsnRUS14Bgas6QxdQG+7TUG9detkzEHdlJaa4+VnCLmmvj7nrrtu9W7C+UFaFkh0A7vwQn3+2GP6e+1a61r6ox8Z+mNhQXNJSfWJE879/d9bJ8vTBdUDCSSQ516yWdmvnh5DmJHx3rJFAS30nx+wA33sZ+vZZmlJerSpScehYYVz0nkDA7lOE87G9LQFzxYXpSOhxVitqQZoP+csKXQmQWdCzA7Hrs/9Q9dmuBZp9OSc9KNzsg8QghcVWVfBSMScET9YCHn7P/6jnL3ZWX0+MWGLd7ol04H56FHdB8bb1qY1BwFNOJh8HiPnTnWkCCouLWn+CTa2tZljUlcn/U0CaGFB9pHEEOeZnbW5J+h34IDOk0jI5r7xjTrH0JBsMgiGUEjXUl2ttQvNVLLZU9GK0ai2e8c7AjsRSCCBnFnuvFMBEYJn0FX4dAfOmS0jWQ6vHQCKVMoCWbW1+oxyTfwEEOj4Tw0NSurTxPIlL5ENoykX6EHncvl/s1n5MydPWmBuYcEarICcHx9XAJIEG8Gu2lptBwIc/wuE4Pi4bAn2AcAG6EoqpnzewtJSo+mgsquhQfZiakp+D8jDs5H8JGMyqXGVl1sirZAsLWm7lhbNXVOT2b4zBQtBU+JjxWK5QcZn2pgE2zcxoeOxtjmTULG2dq01x1xe1vxv3661ViRiPikNc7CbsZjmgqSqz7/sCyXkVVU6Pmh/ztnZqeRmU5Pu5+ysfEqf4iyQQH5Wcl4HC50rHPDr6FDgbXRUTlA+18IHPnB2jRnyodtkQvzvOzpkJCjpwkhcdZUChc5pHP391rzkxS+2oJ+PdHzNa0QGPzRkDhDGAyXM9qWlBrXGOaF0qqFBQaHDhy0DhgM2N2fk8ydPyhg2NcmgxWJCYLznPbnKCY7IJ56QUlxasoAavFdNTUKtnTzp3BVXaCwQ9hYXSxHTPevqqzUGDL4PcU8mrZMkRn952Tp+grBbu1afDw2ZI1VZqTGAPAQa39OjbYuLrYsy/Bw9Pc7deqsClKtxTa6sKCg4MKDvw2G7f6BZkknNOQhXAooE41j0OKcxTU/rvsBR2N2t6yBgR/kYY33JS+w6Kc3Yv19zurys6+ru1n0igxWJGCKH5gRlZTr+sWN6PmtrzxxUDySQQJ5bIXFRV6d33OfuSySUHDh50nhf0cVw1EUihopDB9N4qqZGi9TNm2W70KEs4OkATHns/v2mR+ik6Ds4hcqJl5YseAXS8EwODDw+4bDpbvRtImHnd87mA91WVKSxJhJ2HSAIx8bE+RiNyk7RfRHdPDws4vl9+wzJ6BOwz8xoexB7Kyu6P698pXEnr1kjuwuvFDY7FtM4/c7IBPMgOx8bk+N6/fU6HuVdfmIJfqrFRSFNDx6068SJ9TmIeRYmJ3V8unI6J9uQyagT4549uQ3AamvNxoNawakHBblxo66LDqWBBBJIIKtJNqskDPoQGif0a35wyef5wwZRecS6+1WvUqCKICS2IZVSImNhQfbROZ3r3ntNp9XVSc+uXy8+3vXrpQsffVSJktpaaywxPa3/jx6VvYTaByqOnh6zcdgq7O7kpIEVRkZyfY+qKmuwUl5ulWLwJ5KkI2lXVKTroky3uNiaPkILsX69fABKkM9VfDsOeOOuu4RqA02HpFL6XVNjCc18G3062b5d+wwP6/+1a3VOgm7PVJifVMpsYSHuYMSniQqHNY7ZWa0pSkvlF46OWgNUAC11dcYfD7DHn/NCCMNQyKrf+vt1rsVFUW9VVcl3bWvTcVdWgiaSgTy3ct4HC/MFRMboaG7zE59rgeDQatH6mRkthEMhW0jjFGEo4nHBnA8dMpLYlRXxGxYVSblu26ZxvPe9WrA/8ICUzje+oS6TflAmm9W+ra0KNA4P69ggIkBy0NBjcfHUMjCCgbfdpg6FZMBmZ6WcaA5SXKzxz81Z6VRFhRCF73nPqcoJjsiDB+XU1NRYkDCdPrUjZ3FxLuJzclLBw2uu0fWQBaOEmsBoJKJ5ImBHuS5Zp7o6Xcv4uJRrebl+JietnJpGMQMDVibtd6jy+TympzXOjg6NdbUu25OTutcgeSDaB52SzWpc99+v8a5Zo+NPTprThvEAFbJ2rXNvfauO/4lPFG6qcsUVmuve3tx7Mj6uezE8bBm94mLLfNXV2fOBA8k9orTPOQVAKXF7NkH1QAIJ5KcrJC5oPgKaIhqVrkH/gHAuZMtAE/L99u3STem09Ed3t3T21VcLiUxGHORePG48r2Njdi5/EQz6DySjr2vRP3x2OgeGIGNpqXTv7KwFJRMJI1DHmSIQScIMVAnno/FKXZ05fpmMoewrKqysuKVFAdFk0sbjdzfkerFDRUVyPq+5xriT+/ut/I05SySk54eG9BkdJ8vKZAPhIRwelh167Wud+9rXZI+OHbOSui1btJ5IJqWbOzrMKVpYyHUgSWD53MRFRUIowLv75jeb07p7t9kAbPKGDbomnFOqA9atk71xztAngQQSSCCnk54e4zYnAEgDxXxOOfSVc7kVVHDLzs4K4ADy+tJLpe9Ak01NSXetrNganm7zBB5ZJ7e3y8a0tiogeMUVxkUIrRHc9aWlOm5Pj/Tw2JgF8ag2C4WMSsM546FNp6X3JyZ0zLo6jXl21tCGFRUaE7Z3edkQhX5yyRcQ8rOzqi5Cf+PbMYZzEbh28Vl6e+UnXH99Lm/t2JjsbXW1rgdU/MTEmY9fXOzc7/yOc7/8y7JJ+MWPP25cxfhLPqr9bITmXPjJgHgKBTBBTi4v6/l4xSt03nvu0T0fG9O927JF92Z0VPdxZETzcuSIlab7AW/WYvjDztlzzBpgelq+d2urfKzqam3/W7+lNUNQ4RXIcy0vuEftdKWkoZAcA4JDq0l5uZy0HTuEwKDsmEw7fBQg92g8kkjIqXv0URmUeFyGYGxMXY+7u7Vve7sU7JNPCgHJeA4floKAbHxpScG+0lL9cA0+VBpZXja03sKCSnwnJzUueJrKy+UI0KCkpESKa+NG5z7/eZGorhYc2rrVuV/9Ve27tKRrmpvT/Gzbpr9LS3WuBx5QcJBzXnqpzvuWtxgHX2WllVdhDBYWzEjMz+v7lhbbrqxM95XmMaOjmv+dO5X9SqU0D77h9tE2Pnnw0pJ+j4xo+6kpQ1Cy2EDGxnK7fWGA8/lV0mndt2xW8wJCsahIf1Mq3dio+fjmN5372MfkeHZ1aUxVVfrd1WXNaqannfvOd8T5cvfdcuyPHdMcXnmljsd8zc7qmmjIw0KDZxdUaSajTp4E1SsqzLgS5L711mdeEhBIIL8oct9997nXve51bs2aNS4UCrlbb731jPvcc889bteuXS4ajboLL7zQ3XLLLT/zcfpSXq539IknDDV84oRKVU6eNAekqkqLdL/8GK4nyn/RAQ89pIYcDz2kzPlTTwkxsXevIQUINoHSyGSs+7Kf+PCFz2IxQ1ZwrEhEOqW2tjAC0f8/GpUui0alk8fHzX6SvWdRTuIHmgdKdMnwE0Ds6pL+dM4csLk5KyUGtUcJ9syM2SDfvoLsD4VkvzMZSzp+4ANCAeBITE2ZjaazJ+iYREI2jOTNwoLs7+CgkkZdXbIdRUWaz8FBrSeOHBES/MQJ48eqrNTY8h0q/ocjl8Ayev3RRzXu3l7ZjJe8RBUFl16qxl+trbIr27bJgXrVqwxFWVmpgOPWravTZwQSSCA/e3m+2DWCWFA8TU2Z/+LbAf4mSEiTPuwR3IKgrJ2TP7V7t45dVyd9t26dfJUXvch4A7FR0aj2SaWEqqbcF6qKbduUEMHnoxR082ZrKkkDMCq96A6PTSotNUS4czo2Npof7BaJfhp71dYaPz20EHzvU4TMzsom0iAENOPKiq31z7VBiN8UbWLCrufgQdmKpSXN28GDGtf27Ya4jMdPbRTiC/4YgcDBQT0HO3eKs/8v/sK5N73J/CvoNs7lGvBfGhvN/lIW7o8DbkH+TiSsogGkK4nSTMaeMRqETU7KDvf02HPtB3IJ8DpnjT+LivQ3/inrpG3bdPyZGd3zLVsUd1i/PggUBvLcygsOWbhaKalzpoiGhy0w5zs2IOHicS2m9+1TyTCOysyMkaSjkEtKrDS0qUlKJ5nU8Xfs0OcPPHBmpOOrX23jJotRWWnlYCUlxs9RSPlBYF5aKuM2MGDBwulpHaupSceH62NmxrlLLtEYN28+s3LauVPbRyKWIamslIM0M2PzFI8bv9XkpCFk6Cj15JO6djI2yaQ1ZCkv17WjOMPh3O2iUeMHpJ39n/+57t/IiLIyS0uWpSJziSEDkr64qHs1PCy0DWT2q3XZBqGDw4zj6AcMKfWbmjKiYfhL6C5ZUSFEyvr1CgA6J2OxtKTrghuMYPH4uJ43ZG5OPywGQqFTM1+UJdL5E8eUeVhasud048YzB9Xb2gJOw0CevzIzM+N27tzp3vWud7k3velNZ9y+q6vLveY1r3Hve9/73De+8Q135513une/+92uubnZXX/99c/BiKVzBgelxxsbpdsyGQv80BQqFrPGT3Dm+Ny0BApxwFZWDL08Py/9l0xqkQx6Hp3loxJwtFbL9BO4Qy+wGMfmjo7m8hLlBw4jEen06motxGmoAkJxNaeBa8xmDb2yuJibEMrffm7OypDhmPWvH5vu8/Txd2OjuP8iEdOPVAYcPCh9nUzaOsQnPo9EpOtjMX1H9/rmZiXX2trk4DY2KqCXTptdfOgha4iVyZid5zz5DbVAovhNWpzT/488IlQ7di4W098kpmIxVTdAqN/SouOvxrkcSCCBPPfyfLFr5eXSKc3NSnql0xZU8vm8Kypyg0S+zodaY35eJc2jo2q+UV9vvK69vdK9H/2ogmkf+YiO1d2t85eV2Xoe/6ekxLnvf9/Ko4uLpWMvvljnnZ62ZPyb3qT9hoaUYBsasuRaebnRDtGoIpuVPZubk40oK7NAn4+ar6qSHamq0nocBPzMjPyExx/XsaHyIOEFLcT4uNEREYx7JmXI+DcgG6GzmJ+XnaDxFsmvTMaCZhdcoPMODdm58U2x5cXFRulx331KVkJ7dPHFsnn4VdhcnhNQ86sFIwm2sh2NRxoaNCZ4//PLg0tLZd/m5syPZ5w033HOnjEapyUSuvYNGyy4CH2Wz08P9Qr2en5ePiLB30RC2/tNTwMJ5OchL7hgYX4p6cpKblfg8XG91F/8olAbb3yj9svnbaupkVLr6JAyqa3V53V1UoZjY6YEs1kFqQhQlpdbc41t2+T0nQ7peOiQOKjm5qyBBoGeUEhGhkDa3JzxJqFUCVpS9kVXxJUV6+Tc1JTLt5jJaEybNgmlNjV15rlta5PRe+IJXS+ok5ISa5RSX69597N4AwMaS3n5qcG4yy+XowTvVEuLKWy6bJHZ6ejQPaLsNx6XMfj+94WEqK01zioMNRlDv9uY7wSOjOg4LS1aVCwtaYz//d86F0gTuqY5l9s4gEUNxumXfknIi7Y23Y89eyybmEppzjdsMBQknayrqnIzrPA3lpRo22uukXGiy2UkogUTJQKUk42MWNDYD4RjuGZntTCCm6NQUN05fd7frzKBb34z4DQM5PkrN9xwg7vhhhvOevsvfOELbsOGDe7Tn/60c865rVu3ugceeMB95jOfeU6ChdmsurJXV1smuqHBEM4gGjZs0PbQHcCH09wsZMD4uJWpksShlCudPhWd59ypNgohaJfPUeh/TzAymzWqjpmZXDqEQlJcLNtQXW3BThJgBMJWcxL8sSwvSz+BKuR6GLN/jOJizRf0IQQcCT6CQEdI4uCgLi1JP4Ii/N73LCBaWWllZTMzxoMIByMJPzi09uzRvomEfmPvKA+en9e937JFOvepp4zTt7VVdoH5JUkEvxfoQxp/0enSOTl4sZiCh5TebdqkY87MGA/wyZOGdAx4lAIJ5BdDni92ra1N/tQDD0jHQaVB4Ms5Q2CVl0vfUcnjnAXUmpu1Vh4bk85bXFRSAz69qSklW6qrVbE1NqZ9kknpsvFxJcdIrvF7ZEQ2Z+1aa/4Enc/Onea/AQCgpPknP7EA0cKCNQOh2zONW0gkrV+vc0xPaz46Oy1Z5ZxVEywtWWfjwUFLXgHSwG5Eo1bJREVBvo07F8GXxB76ScjWVud+7ddEn1VSonsajyuQunevfLOmJs3ZxISVAXOMlRXzy+Jx3bOaGp3viScEmBkcNBQlQT+Snj5AJhKxpKZPmQLqExS/c0ZFRcMvbDsgD9Y0zCfdnUFMYj+RdFq279AhnQMQCPcGMIe/nqqq0nEuuUTzNDtrz3smo2MFCbhAft5y3gcLfURgebmCPqDX6utVvkM2gOzMhRcqyv/kk1p4O6fvfN623l4plLVrpdBpXHHttUZCvnatZV3ImKDox8eNeHZsTKU+Pg8eMjcnBOPEhBblTz0lpJuPSIPbA6PgIx9QxlwbGYtYTMo4kTCDVF4u5QjP4JYtUlylpWfHPxQOKwN0663KdkWj+kFJQh7sO5wgOUD7vfnNKtv6zndkZGZm5Ai3t+t6mceuLm1z2WW6Lz7XYn29FHZzs8b/5JN6BuD3W7PGjE4sZmT1CFwS/MzMqAQMZ2p42Ih64SXJJ+fPz3yFwzIIr361Ao3JpPEisgiorNS4Q6HcwKPfjQ2Bv5GS6ief1PlqaiyrmMlozGvWyGhfdJHeg5MnjQD56af1LNLhs75e2xE4zudnRHAW//3fLbAccBoG8kKQhx9+2L385S/P+ez66693v/d7v7fqPplMxmU8Ju00jOXPQKCk2L5d7x5BIxakVVV6F7dt00Ibh8hHZBBUBBEWChlVRCxmiG8W3fnBOF+H+5ny1YJ2ZPOdM9qF2VkL4OWXDzsnnRmPGz9tMqltL7tMztXERG4zldXGh66jYRYl1eFwLtrRF8rb/MSRj8L0F/vY4OZm4+ybmTG72dMjJ4CytbIySxaC/Eyn9X1dnRwtkmMVFbI5JDgffdS6LUK/0dsrZOGuXRrDwIBxaTU367ig8XGIKMciCOg3/qqqks3t65OtaGrSs0T53Oioznn8uPa98ELZmNe9zrmXvSxwaAIJ5PkoP2+75gMIVlak9wA+sA4myERAJxTS9i0t+ruhwdbmY2PSazt3GmfsjTcqcTM9raBhPG7NOujyTlCSSi1dV24F1PCw7MrVV6v5VX5SfeNG6cyTJ42/taFBujmVsmYnUHHgi4XDCkLBuw7qLZuVToe2wqeagB9+YUH+Fw1jqJryOzn7VCFwD54LbyFdpelETZJxcVE2KJPRugT7u2GDfOk9e2QnrrxS2x0+rHtAhQJJLIJnDz6oscHJ29+v68aGLS/bc+D7bpGINbAhgAoVy9KS+Y+Njfp+ZMQAPdj6aNSANzMzCjy3t+s602ltX1lpdhu/B1T9i1+s9QmBSXiIp6c1lkRCfhjXStfjjRtlTzs6zLYuLgYJuEB+MeS8DhZ2dBTu5HrxxQq6/dd/SXFA9kq2grKjrVsVkAqFctuT+yXC9fUKiszMWAlmT4+h2Chh7egQMm10VMotHhfKrLRUga8HHxQ6zO8qlUxKsabTUm6trdqO7r04edjnUMiCPpD1orTpdLu4KGPV3Kyx/sZvOPepTyloCrlwc7Pmqa5OSm/jRu3T3S2j3NdXuOS0o8O522+XsgZNOD+vaw6FNCco60hEhhCui3DYud//fef+6Z801z4iZGpKxgIejHhcDszevc49/LAMd329zrFxo7KJhcq5QYD29xtKIxo1A0CADLh+JKI5ePppXQck8uPjcqZDId0Xyg2Q/BIJEKZNTeJ9KikxLsqxMf3U1SmzxP33u11zL/nMOeNvhK+lpETPmnMa2/S0xj8xIR7Dmhr9X1Qk/sa6OqEC3/Y2zYdPuH/4sMbinALVfnk810eHuZKS3MXBuTQKCiSQ56MMDQ25xrxWr42NjS6dTru5uTkXo8WtJx//+Mfdxz72sZ/K+X0qDRpxQMPwxBPSy/DrUZqKvqUZyfR0LgIazlYQHaAQ0D35ciauoPxyHqSuzig7yPBTGgUiYmHB+J9qauwa5+d1jS96kS24x8cLn9/noSU4RhKwqyu38cdqQU5//DhH/thABHIf6uvNeevrkw7NZpU86euTnamokL1i39lZOz+JRLpgVlaaM+Kc7mEqZd0WcTbYHo4vn5YDPki4kxsatA6YnbXApXMaD90cm5tlKxMJJfBaW3MbukHyX1OjMVdXq/rgi1/UsYKAYSCBPP/k52XXqOh6yUukJ0dHZR8mJy0gBMcqgSI62eYn0qkC6u3V//g17e3yK2Ix6U94ZUmq0KmeElsSUYAKAHokkxpXU5O+m5y0hlU+yiwUkv84OqrjECyqrLSqIaguLrhACbC6Oq2bGxrkUx444NyXvqRgFehHmpoAwnBO59+4Uec5dkznAY1IIMznycM/ITnk3OkDhvnVVvw/MaExXHih7sPhw0Ke51cfhMOa77Ex597xDt3j/n5dTz6dB7z+IAYHBnQPuQ7WNgQ5CyUxuV+RiKFWT5ww9CA0VdPTeu5A/zNuOmvDN0kV27FjBgjasUMxhMOHDShEUA8gzuSk5ojEXiZjQI5QSHaV8maoPAgcr1nj3K/8igLdAa1TIL8Ict4GCzs6FJAp1Mm1p8eCZ6C7SkqsE9XMjJTARRfZAjydziXOpUT4yBG9yDt22Hc0woB7zzkpt6kpM3RwBRHk6e3NdQJWVnQN4+NStGTOrrlGnx84IEVUVCQD1NxsHBGRiDp3dXQY7wGGFTh8IqGxvfzlChB9/OPKsuAYDA8LRo/z+Jd/acouFjPUYFOTjPyOHQqsjo4qWOecEeDPzzt3551SqHAuTkxoW9CQfteuRx+VAfqlX9L2d98to0Emq6IiN2O1aZMQiV/6kgUNfeFejY059/a367ogxaeBil+mVVZmDVaKinTu1laVBfjNUZaX5dzh+PlGFeXuQ9i3b9f9uP12XcMrXqFA5MiI7tnRo3K8KNWmPLm+PjcgurKisdfVKYC7vCxjxnXX1ZkhJJvGgqGkRM/sy18uI3f4sOZmzRp77uvqxL/inAx7Pj9jX5/xk9F1Ll/KyxXofughOfeBsQvkhSw333yz+/CHP/w//6fTadfa2vqMjpVPpeGXskCnEYtZp3j4V8vLpcfQDX7zJb+7r48e8JEIZ0smjj7geM7Z4ruhwZp8gFqk3MZ3WEDNb9lijTN6e9WJcHBQ+qimRvPgOxy+oNNxAK+80rn3vEdZ+yefzO1eX0hA5OOs4qgQaMSBpHRq0ybpZVCByaRzf/qnsjXHjslO0G2acmMflQntRDJpPFhQpSSTspck4daulYMIjcqmTfrd0pJbppxMytY2N+vex2K2Tigqkv4+dszQNVQUkIgimZZK6R7QtI3g7eioAtTLy3KOjh2TLX7zmwMkRCCBnO/y07BrJL/a21WKOzkp6gM6xDtnySW48EiuEFCamtIaGKBCVZVVbXV2aq27b598umRSvoOfVFlasqYqVAn5pbagzKNRjbWnR/boL/9S2xw9Kn+locF0Ml10m5oMFAItU22tdHJ7u3wZbCZc4H198pmyWenSkycNGFFWpvH29lpSj+seHs5F3PnXkm/nSM6Vlpq+LySUNrMO8I8Pd/zEhNnBQgJtEdyA8FRSVUZTG7oS+xVxUGuRPIzFLEiMjV9aMpAM66KqKm1XWiq/efNm5771LT1fdKyGH9OvJKNJCePevl38lpWVuQCZV7+6MFd7NivbB480Sbs1a3R/xsY0pgsu0M/KitZjR49a5USAJAzkF03Oy2BhNitE4WpNQx5/XA7Hy1+uF/mRR6S8YzFThqOjBuN2zspCfUEB5vP5+Y0wHnlE56LkKhrVOSYnnfvhD60l+tKSjMS6dVIqg4NyamprbfHunBwBSql6euQA0JUJMnTIV3/5l0UUC1ISotVYTHNxxRU65vbtzv3RH2nOHn1UAbvJSSulIlvX1SWlVlMjRXbihI7/ne/IcRkdFWqTsRJcHR7WuU+c0PjDYR2HQCFGzO98fOSIlHNLi8bf0iLF7gdU/YzV7KxB4gtJPG7IR85N2YNzFjDk/M3NMi6PP25wcJCIY2OGSMXBxaHEqY7HzQhPT8vAv+Y1xl0FGi8WM6RGKpVbNnHRRTr2xITu5/Cwkd8T3K6tNSg9AqcXgW7nrKSNYOGddzr3/vdrPIWyYxiqD3zA0Ln+Ntu2OfeNb5w63zTvgfvqk59UqUbAYRjI+SJNTU1ueHg457Ph4WFXUVFREH3hnHPRaNRFfWjws5C2Num9Bx/U3353xfZ2JRDIwtfUyPGgkdGFF0q/Y3MoRZqfz0XYkcgCbb6aI4He84N1/I0+ZAG9uKhgEvyFzhkvVT5ZPSjHw4d1/ooKXWNZmewqfILwLeaPCT1MoLChQfZ+Zsb4bSlBXo3snQAqf8NBND1tQdiSEs15Y6PGAyH64KD0ZWur7tHQkM6Jw8Q5uVYfXRkKyWGIxaw8uKnJElNzc1amBeL9ne+UbSOxU12tBN7Ro1o/vPvdstGdnTZHJOYmJ43za8uWXHQ7zjH8wwQse3ttjcD+cCffcYeeuQ9+MND5gQTyfJGfl10rlPyan5fOGx6WTiHZBCLPpw6anbVmUTU1lnwi6bVmjfYfH3fu3nv1fWOjgnS7d6tC6cgRQ6r5ZbYLC9L5UFb4dFKgsqlG+/GPtWanyQnNoG64QRQN9fUKWH7jG7IZNTWnJtqhnfrYx6Sr43Fdx5Ytsgl33WWB0qkp2cHWVqOrSKcLcxEWSqbFYtZgBRCEvx3oxQsu0BwPDuYi92Ix/YyO6roHB09PWxSNmv/1spdZgDKTkT3r7LSqO8aMPw7vYzKpdUBpaW7H7NJS+Wvt7bJN09Oao9lZff6KVzj3gx9o7PDng1B0ztYo3EvuSzSqQC1UYb6Ewwpu54vv/3MMmnuGQhrPu9/t3Gtfaw1LggaRgfyiy3kZLITTabWmIbW1Kq9dXpYCTyQMGuycFGR+ALCQPfR5ifJl61YFYz70IRk7jA8k885ZR8a6OusM3NUlZTU3J6X7ohflliY7p+MRgNq6VfuDAlhYEFFwZ6cCj699rXP332/lvjMzCkJOTjr3938vh4FADkS7TU2ag5kZOQETE3JAS0vlcPT36xwVFXIwcCKSSSEeEwkb89GjMtCplM4/NpbLk+FndXy+qoUFBReHh43Pr6JC50mlLBBJwNa5wo1r6GA1Pm5dNNvb5cyUlWmfVMo6YxUXG2djLKZ53rTJsmu0t6ccgmeKhQxQd/jAQKbs3q25+/rXc5/LujoF3o4cMWLm6moFct/wBm1DEPfECY01HtdC56qrNOZPflKLE8oNQYLQGGBlRQYIIz4wIITO7/6uc3/4h6c3VFu3ar7yt+npEZmxvzjwS9R87quAwzCQ80muvvpq98Mf/jDns5/85Cfu6quvfk7Of+SI3rXOTtO3TU1W1nLFFfp/fNySU0VFSlBEo+YYgI7DuQJh6JwhEXwS89XQe6sJOp3gnXOGAPAl/7h+597eXjkhBOrKy/X78cel87g2xu7zMhGUrK5WEuvrXzenEvvjE6Pni+9A8De/QWWUlclRuvJK6cWNG1WOOz4uXVderjHt3q3rGBszXiw/URYO6xqXlzXGVEp6em5OthR6EdA1AwMKyr31rc6997061wUXWGKnr0/H2rRJ1/7443b9fhOqa6+V/WhosOoFBJsL5cTYmJWIMU5Q81QJ0DEUjsRPfzpwfAIJ5PkgPy+7ll+JRRMPaIAmJqTzSNDk62wCiPDaUs3jnPYnkbZmjQJq4+MKEK5bp+/hsi0p0Xes9X16CMT/Ox4XwjuZ1LHHxhT0ikalN0F5Hzsmbu9f+RUFKUH8Y6vwU2ZmFChMp6W3y8o0lq4unWPnTmtECQCjudkSZhMT5kOtlgDzfRV8XriJfXtNd+LlZel/Kp0AvNTXS78PDsrG3XSTgAfcw3zaIpJevb2GgISPMBq16gAqzPzApT82EOzwAFLW29YmrsD6ekOM0vDtd3/XuW9/W/9fc43GmU5bGThBR8QHkoTDGuuXv6wg39n6L1u3GtCCCsFwWJ/fdJPWYr4UCjoGEsgvkpyXwUKf06mQwC2RSinoUldn3BVkO4qLreMxnEe+nE07c7pBtbZKGe7ZY1wSlEDDl1hfr/83b3buf/9vXcM//qMUsi/JpI4zMKBxPfGEDNWWLRZAe9GLZLSSSTOudA4mgDQ/LyM0Py8FDsqMDs333GPHKyqScmXRv7BgaD+6SqHAR0dlMF7+cv19770WZIKcOJ9nyueWwihQnjYzozGS4ZuaykWSELDdvPnUxjWjo+acDg/rHl5+ua4FgnnKpOfm9D+Lh4EBjSkW0/2DW4uxQbzsl+/xXOAwMf6yMp3j7/9ei5V16+xe0pyARimhkHOvepUyT8w3wbpUyuaystKeuwMH5DjOzlrWjOec8jkyts7JeR4eViB348YzG6pCGTQWeH7n66eeshI1n/vKuYDDMJBfXJmennadQK6cc11dXW7fvn2upqbGtbW1uZtvvtn19/e7r33ta8455973vve5z3/+8+4jH/mIe9e73uXuuusu9+1vf9vdfvvtP/Ox+vQaV18tvTA8LIekv1/o5fe8JzfAPzwshPvRo9omm5VOqqkxDkO/GzGlTSsr0n0gN1ZzQPLFX2j7BPXoRNAAZyprzucRApFHF2SSN/G4NTrBocBhbGgwPic6NO7fb2VVpxuD38QE7kY4BqkIKCoSrcXdd0uvLy4qsRaL5TpEDQ3OvfSl4kmm+zOBTo7PfC0vK4kXChldCQHOaFT3DQL+ZNLGS2Lnrruc+/73jdrkRz/S8bds0TpgeVl6G7t/9dWym6vJyoqOGQrpmpzTOHDiJidz5565vf12PY95PRMCCSSQ50CeL3bNR2IdOmQ6j7U+1BVU8uAnQF8EApCy1KUl8xdYq8fj2qeyUsecnZUf1dQkHUqTQUpa/Q7CvvgNB6lwqqiwRlFzc+Ilp4FlOq0x792rKqzt2+V3HT0q5PfIiK3/aTS4davGOzFhNgie4fp6a2yYzVrCDGoi/vZ9KV/4H3RkKmWBWO4FSM+JCSv/XrNGdmdkRPv09en/ujrnfvu3dV3hsN1Dn7bo0CFtT1OQhgbN6+CgjrVtW24zMR80UuhZWVyU/Z+aMoTjxRcbQIX73N8vf29gQCXc9fXWWMZPKhYSvisu1phpqHnzzWfvv6wGtAj8n0Cej3JeBgvzYe35UlSk7E5Xlxb97e3GXVFerr9ra6VkKAXt6DiVt43uWqspA4zd+vX67MQJKchEwowdXE1zczr+7KwU3Y4dMi4EYwjQHTpk3RwpzULp0iUxFhO5+m//ttBfoZDOMzRkAdGKCgsmJpPOffWrOg7olJkZHZMgWiYjY5ZI6G+yTs7J6FDaixJ3TteSThvHRGWldeuFuwIEi++oOidFTYfPTEb3giyaXzpMwHb9ei04nnpK5QDhsM4F3xMoSRqKkIGkzJpulDQ7KS4W7P+SS2R0yEJ2dxuqEHQO2SlK8sJhm7eqKjmJNA45ccKyi6DwMKIQ9t93nzJgZLFWg7sj732v8ajU1sp5YwESi53agZp71tWl6zkbA5bfVbytTQb6e98TaiUc1uICTqzq6tzyebhYenqCLFogv1iyZ88ed9111/3P/3Aw3XTTTe6WW25xg4ODrqen53++37Bhg7v99tvdhz70IffZz37WtbS0uC9/+cvu+uuv/5mOsxC9xvr11l2xp0fvOgF53rMdO1T2Q8LhX/5FAaSpqVyydRyv4mK9x/AXrl2rd5vGJ6uJvwh3zhIgODx+suVs+Q+RhQXpnbIy6a1o1LiS6uvNcSKwmclo+6IiOWYLC3JSyss1f779gji/EMrQ14sEICsqZDemp62xyciIbLNfGhyNyqZOTup+VVUJHXL//bkcSfDfEojEjiwu6h5NThraIxaTHYQyJZnMTcIcOeLcf/yH2YLBQUOdDA1ZB9DaWh37ttuce/3rV3fyJictKTU6mltCTmDQp+9YXpZNqa3VeL7//aDhSSCB/Dzk+WLXnDsVieWc1sIXXCBdevfdpzYRBKgAEhE9hP7EBzx5Uuv3eFz+BAmXCy/Uenx0VOvxhgbz2agMWk18PRiJWMUUgaWVFa3roS+C63bXLq2bSehgPyIRQ9SNj8vv43rice07Nib7Mz9vyDjQcXRu9u3qagHD0lL5ICMjlhgsKjK0XiRyauAuHNYcxePWaKy4WNzmL3vZqfcQ2iJ8tZYW2et77slFJyaT8uHyx1ho3ATuuIbycvnnx47Jlyopka2amZE9y2T0LN15p7jhofmg/DgSWb2JWyhklWGtrRbwPVf/5Uy+WyCBPF/kvAwW5sPa/UDJyIiCMdmslFlPjxTZBRdIacEzQCvzm27SC1+It23HDuN8yy/voQTJD1q2tWlbuAvIXqTTFiCkO1M4nBuMAVW3uKhjVVQYpxBK9/BhLdIJoLW0yElYs0ZZNOD4zlnAcGxM6MqODs3J+vUybhMT2i4WMwO1uChkAcq+uDhXMa9Zo/2mp1UiR1aN64VnjxJn53IDhfmZnrIy4wbEiF94oTVJIWD7hjdYeTFkwsvLFmxsaND34bCuE5QMDjFOmu/MZrMyMO97nxmdtWttnnw+Dd/wEEB0Ts8ApcIrKxr70aPKctXU6F6zUHBO57ngAo3vXFB4W7eKH4pnFDTlyoohJZHpaS1mslktVh5+OPeZLSSFuorX1Mj5rKrS9Y6MmCEOh4X09MvnV+P3DCSQn7dce+21buU00atbbrml4D5Png6O9TOQQvQaZNGdk+7fu1fBmo0bc/f1F629vbIrNI3KF7/JydiYIcxxKuAw9AnBEVDi+U1HfF15LoKz4pc+JZPSY9deq+BYOi2dVF8vuzA8LJ1UWWl27NAhzd9ll1nndz/Bg/7ORzT4CJPJSZ2/vFz/l5dLv0KOPzsrW9rdrTFu3Ci9d/KkdB9ITuaJRBlIcOesYz1dIUnAQe5eV2cOW0mJngWSMG1tzv2//68ca0q/xseNHoN7FYtJdxcXC3H61reKRP/739dYi4rMEV+7VnaBZCPcwJOTuWXr+fdsfFx2h3kPHKZAAnlu5fli1xAfibV/v0p3WftTbuqcrYl9hCFlyySB5ucNRTY7K3/kwgvtGI2Nomj6j/9Q6S9rV1B2sZjZjnwhKYZOxxaCeCsult50TjoTJHoqJZqnzZvNLxofN4754mLpyb4+7dvWZlQUkUguoABfiY7RKyu5SEhsS76UlMi3dU5jTyRyq6iwhySCoMtIpYwKxLflV199etqiVEoVcvX1Zi/9Kr6KCv3PcX2e4Py1CUi/ykq7Vxs2yGe67z5VWAHSGB3V/eEYU1NW2cC8APrwKcg4DzyIJSX6zfMR+C+BvFDlvAwW5sPayZb39IhrLxQSWWksJgXT1yel3tYmZV1UpIXu4KCcqje+8VRut5kZ5z7/+cLdluFna2+XYXjoIR27rMy6CNJZuKzMgpuRiGVMaMZBMAb+Bcqkd+5UgIZOSyj9PXuURXvDG6yENxaTsvObYDhnAUgcvHBYzgzdHHGUnDP0g9+ROBLRtc7NyfA0NORC/ykXxrj4TVOKi3NLwQjSIT5JL6XYkUhuC/v8Zhw9PcoURqPWnYvyLhYAg4PalpKBpSUjNsZpXFw0FOItt6j5y9NPa26dM2SoX64Qj1tQLpPRPX31q3Vuv9x4dla/u7qMExEi4epqXUskcu4oPL8E7Xvf0xwNDsr5m5jQvVla0jEXF/Vc7tql8ZyOU7BQV/HpaeuU/apXyfD39urdgpB5eFi8Kxjh0/F7BhJIIGeWQvQayaTeURBkmYxzn/mMqCwKBf87OoQsxOHIF5IdLNwzGekQvmOxTakxNqGoyBAJPrrDTwBRfutzEJ2NULpMgyefR3DTJpXsDg3ldn8sKTFnJx7X9um0gmMgFAl2ERgt5Fyh2wnqVVSo5OrgQd0LkOYE/GZmNMZUSnM8NmbjCIf1OY4WiHvmBGemuloOUEeHvo/FrHwrFrMEY3OzkmPHjunZ+Od/du6b3zQaFeeM5iQcNo4n56Szh4d1jr/9Wx1vbs6QLJs3W2O2e+4xW7e4KPs3PX0qGsMXyvWoeggkkEACOZOQ1MIP+9znTNf6FD8+7QE61OehRZejU2dnZccSCfO5vvMd6eh16yyp4lcNFZL8aqJ02uiLTp7UeankmZ83/m4aTHZ2ijOeZE8kIj0OhRDlxZxn7VrZNoAiNCKrqjIk49SU/o5GzQ5hY3wb63MRFhere/PJk7Z2mJ83O04AtrhY11NdbWuGWEw+dTSqoOtq99A5+dc0ngyFcjtQV1To+DQbKS21TterzT9rEwAsY2Ma3+WXa27xSZNJXWtLi66RdQrBXZqb5aNRCbqWlSkoSdAZuxj4L4G8UOW8DBY6dyokuq/Puktdc40W3s5J2U1OyuEYHhY6bt06U+CFAinZrHOf+MTq3ZbhZ7vxRm3T2any2PJyC4glElJyu3YZCuTQIUME/vVfa9+rrtJ3x49LwdXUSLFmMiJVh5sPh2XTJqHhtm61piQofRwp/sf4okSbmmSY4ZtLJnVMjAeBQOfMYRkfl/EARba4KCXrN/oA4r6yYtwUBAvzS9PCYUNM4qCVlclolpc79xu/IUcGzj4/q/WDHyhgRWCURQVGFr4T53T/CXT6JcV0o6yt1T0aGtIx/+qvxAs4Pa3zp1JC8eBAgsQ4eVJjv+wy64p26JCNCSf3/2Pvz8MkLaszYPzU3rV29VK9T0/P2tMMwwwMzMCwiiguqChGY5JPJFEwCYlf+MVEsqhI3KJBRE3AJMYomhgJQRBBFIQRmI0ZZu/pnrX3paq32qu7uvr3x/3dnqdqqntmFFRm3nNdfXV31Vvv+zzP+9Y5zznnPvfhxoTNBQIBRePl878cCq+rC2XnsRjIfnfs0K7E7PBVKOD5vuwyLakzn9kVK/BdSSTwXeH5zOec98nhwDUjEQQSFy1SwmOzEc3p8HtaYoklC0spUj0aBSfs6KgG0GZnQcMQjYp84hPFAcNCAVn+LVsUAVHa5dgsO6IObmnBpnxq6uQgIBM/TLhUVGBsTFSZ9oK2wEQYnk7A0AzuxeP4THU1dC2dsbY2jIHdhvN55aciapw8fyZigo7JfIFCOkPptAb7tmxRu1hRofxas7NIxhB5efgwjiE1w+CgBjj7+tSBZOOSQgFr19SE45qa1AElFxdL0Hw+OF7pNMYwNCRy7736bJhNa8jzxM7W7IJts8E+7d8P3ZzJYJ+yaxe4FeNx2ICmJthDlsLFYtoYZ6EGN4UCjrXQGJZYYsnpCOluiCwMBrGX3bZNA3P0FagzzcAgdTltDJGCNhv0UD6PBmAi0GWrV0PH/+xn0KEmnYIpDDqaCD5WLxGhR04/gjIYtJydVds5O1vsmxAJV18PXT4yoojJZFJ9Pc6ZflhDA/b12Wzx2pm2jOW1BEGQ36+2FvN+y1tE7r5bK8VElBKLyTy3W305JvkCAewJUinY24W4+Er3LJEI6LIInmCCqrJSA7kDA1rtJaKJNrOsmnuLPXuUd3lmBrZZBMeFw5hzOo1xJBJqOxOJ4qSjuW4MQnMd2ABz2TLlYLfEknNNztpgoUgxJPrQIXQpXLxYy7ZEFD4+OKhBt2hUuZ+ampB9/4//QMDI6Tx1t+WWFiAYDhyAoicR/fCwKv9IBAGl1lYoMLOktr//5PPX1moXLXYFXrMGCEmz89NHPqLBR7MJRUUFUHc0XtzsL1mCz69fj+DmXXchANjUhJ+REYxPBOvmcEBRk+yc2S+HA+tGZ5A/vBYDgw6HwvZ9Pu3Wm0jgdZ8PDkpdnQbiyJM4OiryrW9hPd/5zmLjdOCAyL/+K8bGYCXLETgGdpRkaXU4DIPL4CWRiC6Xdt30eHD/+/uxluwUvWwZxkajl0rh8zU1OO/+/ZjT8LBy+JF4ORBQg8SOasmkovF+GRReOT6zQEDLwIhwWbMGBMxmibD5zN55J8ZBY3z8OMrhzeecTmhVVXFQkFnDeFw5uGy2k8vFLbHEkjMXk16jowPJioEBLRvNZvGddziQ/Pr614u70Z44geDizIyiMcqJycfk9aJ864ILgDBj8IwNokIh3XhPT0OfpdOKkBApTjIwMVPObpYLHLLjMNHpDHzV12O+w8PQnx4PdDkTMG43dKrXC31KbieXS+0XnTqPR4N9FAYTJyY0ecUuxuw6yUApg5MiynXFcU5PK5rP7dYOmU4n7l0mowkzhwNJOiJHKythT8j9OzWFtaiqwt7A6UTQ8aKLRJ56SpuPEGliom9YkWAic2IxHN/UhPt54ADGT7QiS9GiUYzd78f+qbtbHalyYtKKzMzM32jOEksssYRCupvOTu0KvGwZbN7y5bBfs7O6lyUynLbB7YZuZzmySDHyMBSCX/G2t0Ff0r+i/0FUYakdMhNkLE01ee+WLAFww+kU+ed/hk6ur9fPTU7iPD6fVhIx0JnPQ/cmk8phz2AnqX3oK3EeDBw2N+tnTYQcj3G5cC0mpBj48/lE/vRPQTtRXY3zDA3hOl4v1sCkiaIvUVWlVFSHDmGO//7v+MyqVeC+9fuLec3LUYLV1oJrMBqFnSFw4Sc/0YBiNIp1ZJCSiT0mzFgNMDioYxXR56FQ0ASniJZx5/O6Hqzsor02kYaZjNKUpFKww93dAPEsRNlkiSVnq5zVwUIRhUSTsyAQKH4/GgVybHISCiUYhII9cQIKkYGdI0fw+w//UBXWfJtgnw+BucZGKMJSIvqDB2F05uaggEpLavftO/n8lZXK90BycipMdn665JLislWWY+/dC4RCPK7Kn4alpwfGjte+9VYta2LpEjMvLheUbDAo8p734JpE25F4PRKBE5vL4bOEyjNTw2yOy4W1aW3FPWBHT6dT5815Tk9jjaqqYOxL0Z6FAsqFJybwGXPDwCAhjcHSpTjn4CCuEwopss9u12Cex4PXia5JJJCNMw1fJIJ7YjYYWLEC2a3BQS1H8Pmw9kTBsEuxiXJhAHhyEp89UxTefAFsm03RLeSZKpW5Oaz/rl0wsBdfjOOOH9dua4GABhjJV8lSbJabM2u4ezee04EB3I/ScnFLLLHkzMWk19ixA2hzEdVVbjc28Ozm/uyzxfyF3d2aCOAGeT4hAiIUwvEf+ACCSceOFSdiMhnoBmbuzeCY36+bfSIxzLnwf3McRF2wnIplwiz7mptDMIs2wuWC/aHDRCQ9g5b19RgTE0U8J4OBLpcGvkykHJNGdNCYHGEnTaIMs1nlIeS5zfIvJs2CQUUFkm/Y54NeDodhu+Jx5a8V0eBrUxPW1ufD9VnGlcthLd78Zjha3A8wOGiuN1Eu5Dsk/6DTCb0/Pq5JLQb5RJR/MhbTRN7ixUCUm7QhXD9zDemgms6cJZZYYkmpmHQ3bEoZCCj/6/nnQ++xszF1PpP0IkrTRP06MwP9ODGBoNimTTiX16v+VTSKhlOTk4qQLw0WmkmvYBDBNTZN+Zd/wfm3bQNAwO3GOXl++lqhkDb8YgUTm4mJaHJJRIOGLPn1+fBjVhCMjWG/XV2NNaOPRhSgiPpeHg+CritWaLOUqSn4C6tXIxBLrmPaQr8fYyRFEtckndZgrdcLQE06jSTkD34Ae8u9xapV2DeYlGBeL/YhfX0aRI1G4bfOzcHnaGtT3298vLgZGEulWaVWLuFp3j8GBhloZCDW6cS+aGoKe6VAQCvQzOY2hQLW/vLLYYcXomyyxJKzWc76YCGlXIfkuTkoTGZ1nM5izj0iEhYtgkLbswcG7aabFu62PDSE90qJ6EkU7/VCwd92GwJHpTDucmM1+R5ITk7i2YWQW+3tmBNRBTQ2RGlMT8MgtLfj+GuvFXn3u0VeeAHjOHgQx1ZW4vMjIzBAQ0Mif/ZneH3PHu18S0PCIFh1Nf6mYaADUV2tCJCPfASG79vfhkO6eDHGtG8fHKjaWi2NJgycZbMmcpQlcIODGpijs5ZIYP3vuAPzeuAB3FObDcqfxsflwvVEcO2qKow1GJyfC5Pzbm3F31VVWOPxceV4orFyu/X8uRzuMRGUmQw2TcuWnRqFx3INZvHouNKJjka123I4rJyaQ0N4nZ2zyXm2b58SLQ8NFZdJ9PRg3Ndfr8Hp2lpc3+vVEgYRvN7YCOP6+79fvlzcEkss+eWE9Bqf/7zqOJaVEvktAh00MoKNOYOFZjMnkyS+nHPExBo5XVMpOEn9/WpLWF6byeDaoZA2z/D7tRHV9LQ6QC4XrtfYiOOoc4noMMuaqYNoh71eOBLr1mnHyde9DvabwdIdO2BDOA+3G+OOxdTxsNvhIFVUIKExNXUyT5LdrqgOov9Ky5dEtIx7PmQk17KmBk4lyfZZeux24z5VVeE6dFpdLtiUigo4dGvXIiEWi+GeV1QgcebzgSqiq0uDpRxjafCuUMBcWRY8PY3rT00pEmVkRBE2IloRMDsLe0Gntq5OeSTN6zBQSWL42lqL58kSSyyZX0qrYrq6FCU9Nwc9mE4DvTc6ip9kEvqSTTPsdkXZcR+bz0PX1dVhv8ukeX29drM/dEgR6ewMvJAkErA9oRD8t4oKpepZtEjk9a8HR/3oKHR8Rwf8I3IUejxKCUQfjMIKrIYGRbGTDimZVNAE/aHBQUXJM0FF5HggoBVhS5ei5JjnN5OGBExcfz3WIRbTwNxzz4EaiY1KbDbYULcbPtrsrHLXjo3BLxoexj2ZngZI5bnnsE5vepPIf/6nyI9+pCAJUj/FYhgLA599fRg/q6vm5mAfFy+G7ezvL+alPJXQtzOfNzacGRnBniKXwxwIJiJPYUUF/KdoFL6mSdl0ug0oLbHkbJBzJlhYDg49NQXlVFkJReH3Q5n39kIZBYOKJPB6ofgHBxFsaW8Hgqq02zL52fx+7TpVKuwMyw7IpzNWEWzWN2xA5ydu7L3ehZFbJ04gEFRTA2VsEtI7HFD+e/cWI1CIDnv5ZUVyJJNYr0AAgaBYDByBH/gAeC+eeUYdPjokPh/Wk5B9ZtFYXsX13LFD5K//WuSP/qg4uxiNQlkT1cCApAgCdWwCQufI48G60DlkkxU6L0uWoAQ3k8ExR46oMzs2hjE1NWlJtc+H+Z53nqL8ynFhzs5io3DJJeALW70a1335ZTiIzHiSN4QcjuEwDO3UFH7m5uAU/uEfLpy1KteduL5eg4/BIN5Lp7XrGDNkRHocOoTrbd+OMbJpDUsISWKczeL9w4eRmVy2DOdrb8czQ4PNbmH9/bjmLbdYmTdLLHk1pKMDyO6f/AS2hLxHIyOqt8oFaIieJrLbRIaVytycNoPKZEQ+/WnorTe+ETo3FlNS9WQSumx6Gs4Ck0X5vHINEh3Ic2ezcOLGxxUVQd4nBrPIK9zejvdI8UAuPRFNhlDWrUNyg90bGciqqICO9ngwn2uuUb3v8WgTEZb8Eh1JYdKEvLdMwJnci0Q8mE1cRNQpJDJibk7LiYNBnLe3V7kBR0awpj4fSOhZMrZoETiMmeCbnoYe37MH68iAbGmQkMKEKPkMRbR8nZQRJqpCRMvLZ2aAKiWaZeVKIHU+9zlFdTIRyIZidXXYU5i0L5ZYYoklpphVMbEYgjGsTGKFUCyGJNAVVyBo9NxzeH3JEuUL9/mwpycijQ04LroIATZywl96KXyo559XFGCp3isn+Tx0HZuSPPusyPe+B7156aWKarzySuzRjx5F0JD0UfRl2HSSFQHT00rtE4nA16DeHR/Xyi2CDOrqdMyxmPp01LvT0wj8UcdPTiKAaTbRZMC0FJBCVObRo7CDfX2agGQJMxtZjo1hHIcPKzXH5CTsQ3U1/j50CL7dypUIArO0lwkx2koCdpYvV6ot2lTaTBGsz9DQwnuXUilN4s3NqW8von4jk62zs/BLuZY+XzHdkul7nm4DSkssea3LORMsLIcKY2DE4YBCJ+eFiUojZLuxUQMqhw6J3HwzAiMmwswMlni9ihgrlVNx0s2HYEulYNyuuALov/r6hcllRZBFGh9HwI+dFEmYS7Tj6CiOy+U0CMVOy8wmEaXhcuFYKkySBYtoRiocxlhZIsCSNhoGNi0JhzFuKl4zELdlC4xNVRXWftUqrCuDkYTDT01ByVdXw2CNjuK8dDTJuzQ+jkCr2cX6mmvw3v79gOEnk3g9GMR1AwE4O6UoP7Pz8KOP4p4PDmLjcOIEgqkNDSLXXYfjh4dh6EdGMEZyGY6NaZlXoYDPlHteTCnXnTiV0pLhbBZrxSC4ycnCJgDxuDYCYJCSQczpacw9ndbnhpuP7dsxPpcLz8Yll+AZ7O3Fufx+lDBbnB6WWPLqyqpViqImiosbXTpLTU3YpFOYpKFeZwCrtKutiVTw+3Hu4WF8/sgR6FG3W5MTu3dDr118MfQpg21mIw2zvJiUFD6flgFXVMA+kSqC5Ont7UigmLyH/f3g2BU5OWFXV4cA25NP4voTEzg3SejpXPb3Y41E8DrRjaSeIKcUzzs9rag5szEKx8TXGXAjKpLl2oODxXaXXZbJmZvPY0wsNeOeJBoFT293t/LkiuD17duxnnTMiFYU0UApu2fymkS6szScDcnYOIbPBB0sInRImxEI4FqXXIIKi7174Xin04qG8Xrh0IfDcKKtplaWWGLJfJJIQE/5fEh85PPYg6ZSmnyw2TT45PFgj84SY49HdbHPh8/NzEAPud04/+ioVl85ndij7t4NvUzddzpis4lcfTVszuAgAmCVldhvk5KoUAAIpK0NerqxEXv9lhYc/+KL2gl5bk5RdIEAqJnof1EPM5F23nmgjNi7V5NWLLMlpUUyqU1PyM0eCGhX+poa+D0MmL78MvwqNspkkm9kBPaBiceZGYyJJd0iGkyLRrUkmICITEYbYeVy8IvMrtUM0JHywm5X9OTSpWjSWVmJcWzdinkzUMukF6u1zHtT7j6WvsYk4aJFatfIF8xxlDY7mZ7WdSXYx2rcZcm5JOdMsFDkZFQYS2YjESDOurtVYTLrk81CgcRi4LZg0Ojd7y4+18CAcg++/e3gbyhFBopA+fT1KV/CiRPlg33t7diMP/YYkAcsw+L5SSR7JpJKKeKOZUrkn+rtxZgZhKqowNgmJvDZ5mYYw3wehmdiAuv26KP4/LveBaXLcrCf/QzrwuyN3Q7jQMNPKVW8DMS9+CJK7erqYGRtNhgls4tWPi/y4INAN9bUwKiMj8Ooud0wkqEQXmtuRidlztG8L1dfDef76acxvkWLcL7zzpsfsWl2Hm5rwzwGB2HIX3wR2UU+V9u2KVJkclI7XJIgmUTITieynYOD5TkxWK4RjWI+5ICsrASaMZHA+Q8e1BINs3smHeyDB/Gsx+Nw6MhFGI+rc+/xqAPIdertBfy+rg4bjte/Hhuuvr7iMRYKeHZMomMLrm+JJa+ctLbCoWL33VJhh3szUFNZCZ126JB2ujc5ZU0kmsMBvdDUhNdJI5FKQfddcQX+f/55bWJRVwedwCw8uX1Z/mUGBhsacI3qaujnigpFcDudSIokk/ibSEIm42prYW9Eyifs8nkgIMlJVSjgOtTnIkBKHj2K14nupq4jepEciWZwsKJCHR6+RieFnFRmp04R6F4GcqlLSfcwO6vBynRanb9IBK+dOIH1HBnBvSDiwkSOZzJqR2hLGLgjL5bXq/OIRGC/bTboaHIKmqhIkWJeSQpL9p55BgmqXA7n9npx75gojcfxt9XUyhJLLFlISLs0NKRJbnLOEjlHnbRrF5JH9fWwA+T4Jv0Fkz30lzo7gYi++mr4U6Rb6ugQ+eAH4acwOXM6Za2FAhJmbHRIXt6dO6Hn2ZWXQUCfD5VCTz2FcTY14bOJBOyb3Y75t7TAB0kkYNM530WLNHh39KgCXETUl6If19KC48bGNEFHVL3NBj8rn8d1+vvRkGTvXlRDkTJqbg7XoU03OXZZ/jwygjE3NuIatCFE0LM5y8wMjmNzLibTStH3pLkgrdbEhNJelfpYe/bgHjNYaspCAV/6n0SQTkyoTUwktHkL+dhJI+VwaJfsvXsVPX+mDSgtseS1LudUsFCkuEPy1BSCTcePo8SyqgoBPkK/qZD8fihSkqmPjYn8z/+I/N3fiXzsY8XccQyM2O3lkYEHD+qG+9OfhtJZtaoYjWWWmdIwNDYiSNjYiICXWYJa+nlTVq7E2EdGtJyIxtREXmzZgrkxiGaWjhGhYLfjs5GIIiV8PqA17HYtB5ucxDmWLdPrOp1K6k5+PvJglCpeux0lTpddhvshUszBFwrhnJEI7t3dd2sH3mBQkSuxGO7VkiUif//3Wp5brot1fT14PXp70eRl1ar5g1zlOg+L4D4vW4ZAXGcnjCubfrAswXTsWcbn9+NYZkSj0fKcGL29WINYDNB/IlhqazHe887DxqihQUsg2HiGyEwRbLbIV7luHZ77H/9Yy71F8HykUnqfIxF91goFvP7gg1jrxYsxlqkpbIoefRTXJLfWQs+nJZZYcuZCBHtzM/RtKXdRbS2+y729SEwxiN/WBp3f2Ij3JidVj6TT2twpElFkMgN+qVRxB/S5OegBEU18VFUBtfD008XNm2ZnlYh9wwaM22ZDUmZ6Gom4vj4tCb76aujkPXtgM+l8rV+PQCF1yXwJuxtvVDtfLmnxO7+DczOYRgQBuWnNJihEUDDBxgBaKZLBdH7IkURnrbpaHSTSUFDvR6OwVwwmFgqwm7W1igScmQGdSF1dMX0KnUW/XwOS/GEAkdfKZIqdISJSGag0HTg6okRCmvPz+bBHCgbBGVlfD2e5t1fLy9avt5paWWKJJacW0i49+yz0HIM6ZrMocrST7mZ0FPpmZqY4AU+9ZSZwkklQdsTjQGNzL7p8uSZbPB7tiLyQsNJq2zacg02wDh+Gjvf5oEuTSdgzux2Aj3e9C8Gmzk5cK5tFgp/VQeSOZaOq6mr839WllT4EblRVqX0x7dfwsCLF+b7TqR1/ecx998FXIZ89Ef1E1JHKKZXCOEdHcU6WIdNPIEdwLKZ0Tz4f1pMNxQgWoe2gXeWeg7aF9457Br9f5L//uxgYEYvB32NfgTNBg9psuiZENE5OYl4sBY/F4DtlMloVFwwqhRMb2RCdaSHmLTmX5JwLFopoh2QRKJ777tOg3jXXQHn090Op+P0aXCLX0vLlOOaRR8DHUI63oBTFODCAz0xOIqi2bJkGEM0OSyLly0z7+kT+7d/wPjnyyn2+dHPe1oayrG9/W3kY6VQwiBcIACF2zTUnB9FEFGWWyyk/iIiW0JZ2hWbmx+/HXMmLxIATSYuzWfxm59/Sph3veAfmdeCANo0JhRRpsm4dFPfDD2Pc11+PQB2dL97ra69FIPDAgYW7WJNbpLl5YS6KhToPd3Tg3h05AmcvHNayigsvxAagthaOH40vyygcDg1ulnJiFAoIxO3apVk+dj5jicHFF+O9D38Y67RnD8YTDhc7fAMDcOaGhjT72N6OMadS2Dzw3jI7WFODzy9fjnNzza+4ApugWAyfnZjQDd2mTTjPrl1WBzFLLHklJZHAd/3aa6Hzhoa0BImUAt3dIvfeC5QdHZXeXjhWHo/qz6kpfD8HB1Fe2tmJ7zh1hscD3cgGIfk8nI7jx/EZdtnduxc2lPyvbBJGPiJ2GGaZlcuF41paMJZoFCgMlwso8UcfVe4kj2d+O7tQUHA+Pb52La7pduOnvx/XtNkU4efxKF3J6Kh2fqfDQ6fFJFsvDSZyHemweb1wBIeHMTa7XVGMs7OayJudxesulyIN+/qU8oFJM5ZRkWKC/FdOp5K4ezxY5+PHcV7ydCUSOL/Jd2t2cmYAmKgbljbPzsJGsiPpkiVIGL30EpKuH/mIzs0SSyyxZCEh7dKBAwiOeTzYR7IM1m5HksTlgo4iACEUQrCHx1IYFBobg74NBKBfSbXEvWg+jz385KTaqFMFC0Wgv9Np7KNrarCXZ7OoaFQBGSK4xubN0Lfvfz98nSuvRGC0r095/LJZrWpraYF+DYVwjd7eYkR6VZUi4xIJTWSxkZjXizG0tMAniMWwB2dCiE3Kenpghy69FHPK5TSg6nLh+rweG8qI4BxDQ5ooZCKSQIj+fu2qzAQYm4UwaMiqAwo7P2ezWs1AYER3N8ZOyo7KSm2+eCpxu08uVyaKMZOBb1RfD/vKYCTR8kyUer14/hwO3A+HA8Ady75Zci7JORksNKU0qJfNQsnOzir/HXn+WM5JothTkZyWQzG6XMgoUfmHQtph6eGH8ZqJWCNku7oaBsbpBJyeisr8fDk0mt0u8ra3AY2YSGgWhQ5PSwuQJ+QKoUxPw8imUuog0ZDG43DKGHgs7QqdTMKxHBrC2GtqcI5YTHkHGRhcvBgIhK6uk5t2rFol8ta3gsx41y7MPZstRspNTqpB8ngQvJqa0nIEEYylt7d8l2lTTsUlSSHHihl0JJdioYANyMgIypFZDrBiBe7D5s0wvg6HcjZSyK9CaDxLszs7Acf/r//SbpiZDNaVJWBTU9i0LF2K8//hHyLoPDiomTqzjO/mm/FM7NqFjYnPh3EPDuLec2NRU4NsWyqFda+sxLUYbH7+efwdCmnp4fQ0Ao9sfFBTg7lYHcQsseSVEeoynw/Ox/HjQHdVVOD7Rp7Sl18WeeIJbW5CBMDoKHTRqlXYCK9aBR3BTPrUlJKwswM6uRDtdvC8Eong9eL9AwdwPQa9SAOxZg305c6d6kAEAhjL/v2wPUyqfOc7inhnmW4wCH3X1wdb0N9fnHgwk3+nK62t+DypQjwepfvI51H+Gw6r7jM7ZoooYT0dNZPDkAmYUEi7B2ezxUkbVi1QzxMpwcAjEYEskW5rwz1+8klcd2JCqS2qqpD8IQUH9TO5gk3UCNESTqcmdlgyRrtMZCEdQJbp0ZmrrNTGNibNSHs7HHRWVlhiiSWWnI50dIj8zd+I/MVfwI4wGRYIKEo+GlXbQtvU21scxDJ5V1lhxMaVMzPFlTvvfa82+njpJeytTyVEfodC0HXLlin6enxcA4Xk5rXb4Qv88Ifw39as0QYiREYS6cZGIiw1DofVz2TQi6h02nJysvM39bbHg7HNzcG+kie+UMCaEqXIROGSJRosi8W0BFdEG1+OjeF1Xo/JJBOJ7nZr8JbJQRGtVON94WumTE7CNg0Nidx1F3wTlwtrRLQmOe/nQ/fbbLinXi8Ce7S/ptDO8pkhqOFP/kTkpz8FxQZLt4mAzGTwe/FiPI/zAU4sseRslXM+WChSHp3w8ssiH/84lMXYGBSFGaTK50+P5JSOzIkTMBqtrSej92w2BO127sT/bW0nc/QR3eB2F3cuNj8/X/Cyvh7jzmY1K8eOXqtWaflrfz+Ckgy8+f34YVk2g6WNjQgwsVPyiRMa3IxGEbgkr1NNDZxRohnGx6F4a2vRCITcU+XQlERMvvGNOCeDWiy/ElFnhX+Tc4qSzyMAlkggSFuuy7SIEucT5biQlAYdzfuUSmnjkosuwnxmZ2GUt25VknunszgDKaJIz9lZDVru24dy995eGGG3W2HyIyPFzQ2iUTzHRNYsVKLX0YGNwQ9+gFICj0ezfrOzGnBgJ2yzGzWDx4kEfi9ahNfo9HI983nlknE6MX+rg5gllvzqwtKtl1/Gd3lgAN+5pia8H41CfwwMKALA44G+qq/Hz9GjCOoTMTYwAH3DRIDXi+89y2FXrIANmJjQRkhsikSSeJbzut2aVGpthcPChinT04pCJiKPyant23Gt+nocQ4ePyAmiRhZKPDARNTWl9ryyshhxWNpErLkZOq+/H3MKhbT0muhJNnWhw8jOjixXJhph8WItJePcxsa0IQ3RJ729Sg3C81D/kkOS5eFHj+I+sdFaIqE0Hhs34jqHD6s94DlzOfxkMlgDOlsiikBhSblZgsySsHQaY6Bz5HLhPpnUIhSfDygQ7mMsrlpLLLHkdGX1apEvfUnkr/4KwbvqauiofB46k3vjcBh7UqKlzW655h5WRP23YFADfKzcEVEbeuWVSMTQvpQKS1mpz8zEvtutZcykbCJ6jeXF5PY7dEh9KRHoVQaj2ASMJbEM7jHgZjZxcblwDMfEJiQMrDmdsBnRKK5LKhAm8ERg7wsFrRI4eFCpSGjbUikg/Hw+TUJ5PBoIpb2x24vRf7wXDKSSr9jkxC23xnV18G1/9CPtaE0qEHIi8jxE94to8JKNXlatwudNehaKyclLvsjDh1FtsGYN1qylBefhHiqZxLo0NGjHbUssOZfklwoWfu1rX5MvfOELMjw8LGvXrpWvfOUrsmHDhrLHfvOb35Rbbrml6DWPxyNZE4P8WyDl0AlmmZLHUxykOl0UGiWRgJKbmUGQp/R8DJDRoTI5+tjSfXQUx2zZAsXFjr/8/HzBy2AQxzIARNTd9DQQfQMDuM727TAIHR1wEGtrkeUJBLDxP/98zYT19SHYd+ON6C5Mh+vgQe2aSK4RETixw8OY76WXitx2G0roREQ+97mT+f9MxOSWLdrN0kQEci4svaPhMMW8Twt1mSbi7nQI2U1HPRLRrpRE17ETWzQKw9fUhGuxDHpyEvdieBifpzGLx2GMpqaAFNm9W+Qv/1IRmrmcOnI0unQK2bVycBAbIb8f///u7+o6mCV6nZ0ijz+OjRebCORyuo5NTRpkbWoq5jz0eLQkj9xjLCsw7zkDuZEInvljxzA3Syyx5FcTU5e99BK+q6GQIuDtdmyWifRiCSw781ZX47vO4N+yZfpZJotY0jo5qRyGy5bBDjU0KGL80UdVv9BZotNRUYHy5GQS40uloB+oJ6mn4nHYKAYEjxzR8lc6DKRpcLvnTzyQ73fbNugbdmlfuhRBNZM7tbSqgChKpxPlW319WpbEBNHgoDobTPaQmN7vx9w3bcL4h4aUEyuZVC6owUG8RseKcyvlCMxmtflMIgFH5vLLsVbDw7AnExNI1jEISSL5piZNSI2O4lzV1crHSAQ4ORULBbXRmUxxEm5mRv/nMzMzo0hzEVybyb1778W8L7oIVRAW9YQlllhyOrJ6Nfbg27dr4zynE7amrU25CTMZ6GYT/cyAERNQJm8hg18s1WVTjne+E3bk+eexF2Yy32yqQptg6mp2mY9GoQPb22FDiIxjCTUT6kTHDw/reTg+Xs/swEvaJ6dT9TgDg9x/m0Ev2iITtUc+RVJahELwcWhfampgl9hlOp1WG57L4X+uGfcCbByZTOq1aaNJaUIUIQOKbPQiov4pO0ETye714v+JCfhifD+Vwr7ARL5znZxObcoyPa12q69PeS9NO1Yq3FcMDRX78jU1sOW5HKrDWB5Oyq7aWqu5iSXnnpxxsPB73/ue3HHHHXL//ffLxo0b5d5775Xrr79eurq6pM6MXhkSCoWkq6vrF//byhHj/ZZJaZnSmaLQSvn3hobgQBw4oMaHjSkiEXVqRKCIzW6H6bQi80hS++Mfg6OPS75Q8NIMbpkIwO3blci1vR3XYUfo88/HeMjlUVuL94aHMSefD81TROAQPPqoNvHw+3HNujo4KrEYPsPSrdtuE7nuOnz2xIn5m44QMTk0VB7BSO4rcmnt3Yv3GdQqd5/KcUmWIu5OJXTUe3tRypfLKQJvYkLnn0rhGjTQixbBgSWpvNOJ8VdUaEdLlwvjD4dFPvpROIF0QktL3uhMz8wo12I6LXLHHVh7ckyywYjJf8gGLZdeitdYuk3+rqVLcc2jR+E4mwFUM2DLZ5ZoGGZ/WZ6Qz2MMLJW2MnKWWPLKCHXZ/ferXXG5EMQhrx15mJhk8HjwHrl3KioQgHviCXw/Kyq0DMrjKdY1V10Fu/Cd7wA9R4QEy6LomNCpYcAqGoUurquD/iNasKJCHQvamGPH1JljMyyTO5Gox3KJh85OINSPHoXDQO6hfF4RKKXcqaVVBSMjCDR2dcGJYpk1OxZXVwNRScRfoQAu2t5enNvrxbwYeOvvh01wOKArEwncn/p6BHlNDkQ6eky4MJ9KOohVq7SRGOkddu/GtYm8tNuVjN0sZyaycONGJaYfGcH69vcrItznK0blmGOqrYWtPXIE959I82gUXUUHBnAtNhbr7kaZ+Sc+YQUMLbHEklPLD38o8q//qnvdigqteunvV9tFBCBpG1imWw5BJoLju7uhMycncc5gEHvid78bOp9I+nhc99YmUpEBMTb4i0Tgx5BXz2aDr8JO8+T8pp0jIo6BQib4A4Hi4CARfakU9LzDAVvb3Iy5HDigJblMLjGIWVEBXyQeh60hwpF7AwbtRLQB4cwMgrB2uwbGGJzj/AnIIHCFSEvOj0CGcBjr2t+vaEAG8vgZjwc2NByGDeJ5SNexZYtej43RTIoOCs9XKGjw0uvF3+l0MSdiOSG3en8/GnXRR1y1CnQnY2MK1mHgtadHP2eJJeeSnHGw8J577pEPfehDv0AL3n///fL444/LN77xDfnYxz5W9jM2m00aGhp+tZH+muVXQaGZ3YyzWShSEtCLaInV8eMIFl1xBRTi+vV4/4UXNGNFIl06AjYbxhGLIRt25ZUYy0LBy3IlVwcPKjw+FEJASAQOTFcXHJBQSPk+2DkyEEA5Wmsr5nnLLXB+SPbudmMcy5djrCtXaiDK4YBxqK/XsZXj/zOFiMkrrsD6HTwIg7B/Pz7LgOLMDKDkY2NAdni989+nU5Hin450dOgmo1Ao5ivhs+JwaOfQcFjX8j3vgcEn+mVqCu8tWYLg3Q03IODHsmM6kgzE0SGnoSc6x+fDRoh8W+Ewji1tMFKuQYtZuk2elfe/H1yJnZ0nP/8dHbjmyAg2UAwQEHnKRjjMyPIeWxk5Syx55aSjAw0l+vqgm5lpf/ZZ5Relg0L7YQbjCgXlauJ3k0iy2VkNjtXVibzvfTjHN76B4BAbXIyNKVG4CPRWRQWuXVWlqI9EArbHbsemmzbN61VdSWeFCJCZmeJSIx6fShUnHvJ5jGvPHqxFPK5lxF4vzsdyttISZrOqYM0aIN57e1FO++//jsQJEyD79mHs2ax2i3zxRcyTzsmOHRgbk0fZrPJrsaRsZATr7/dj/UTUuTK7gNrtuI9XX61JMEokgqZkmzdrh1B2ovT51NliOXcspno5ncb9isc1Ychyazq6puRyWLu6OpyHen5mBvPv6VFqk8pKLW/esUPk618X+ad/skqSLbHEkvnlwAGRT30KeqitDfqMNAoi0Knkw2NwjGgzBhfLCe1eMqk822vWaMCnvh7+SkMDEk0vvqhIRAaoGNy76CLotlWrRG69Fbaiq0vkk5+EXmRAkIHAQkF9QBM5yOqb2VltfkX0IN8jyttmwx47EoEfSe5cVhTRh3O7MRe3G6+vXAl/ic1JaNdpA5io6uiAreO4iaCbnsZ6cw9PpB8TZwzYEhTAsuBYDO8xkCei1XnpNGwe7yFtvYjaK5tNx8v7x7kyiCmCc5PLkP4REZ+joydzIpYKUffnnw+QSW8v/MB3vAP0TMPD2K9wrvE41jccBjimo8OyaZacO3JGwcLp6WnZuXOn3Hnnnb94zW63y3XXXSdbtmyZ93PJZFIWL14shUJBLrroIvnMZz4jq1evnvf4XC4nOWO3GifBw69ZfhkUGtEN5N/z+eBYDQ5iE53N4hgqxdFRbMKvvlr5+/bsUb4GIgoJ56ZiZrZp925s0CORhUtozbm89BKCVH5/MQ8jCYTZeOPKK+EE/fSnSgRLZ4CO3cgIDME11yh6ct8+nIMltgxEkTTfDBidbtORtWth/B5+WOShhzDW6mpcY9UqXfujRxFsXbdu4fv0y5Dil4q5ySDk/aWX1LklrwkfZXMub3vb/Lxa3/0uzsONBjlQWG4hog64iBpVOoaZDFCkRC+ywcj//R+eqZdfhoM6HyqWAdr6+vmf/7e/HU7gE0/gWaVzbxp1duuMRjGWJUu0bM0SSyx5ZaStDcmel1/G94ude6urlWvI6dTyrXQa308mr4g6YLkWg4sMbGWzsBf79kHfDQ9DF7S0QJ8QxUDicVJ3sDGIywU7QpvicqGzu9sNfRKNKq9eIIDP0FFj+ZTLhWPoaJiJh85OBAr/+7/xWQbn2NwjlcLv/n4g4k7VmMy0DT/4AcZJXcau0KSaIEqcZOoiirALhbD+x44psXyhgDmxqUg4rNxcNps2omGwkYT4MzNYd/INV1RoMpHl0dEors977fPhWJ9P+aTMDtV0qvL5Yl4ss2kJETYi+GxrKxJaDJpOTmJ+bjdK1AMBHOvxwDYPDiJwXcqzbIklllhCKRREvvlN+BMtLdBpDDyRKsNMYDBpbv4vonaMwlJfBtdMCp+vfhX722AQ+tfpxDVqajSIR05Zltr29gIk8K53qV/R3g6/KBhU22oishnIYrKfAU7u63kcf/Na5Mi96CJUkX35y9DXZgUWjyPKnjy5LhdsXSIB3ctAXzqt5x0YQDCspUVRl+QHzOe15NsMIjLo6fNhnqQfImghk9EEpcejc2bAlLQabCDKRJXZfC2RKO5gXFOjNi2b1eYsZiKM9p4Ju/m4J0uFHI/f+Q6AEatWiWzYAJ/O6dSmbjYb7NnatbjWqfYQllhytskZBQtjsZjMzs5KvQkNE5H6+no5dOhQ2c+0t7fLN77xDbngggtkampKvvjFL8qmTZvkwIED0tLSUvYzn/3sZ+Wuu+46k6G9alKKQiMCLpWCEjYRaWZ5J8tlJydhdFpaoJwnJjQ7Qhg1Iee83q23AiU3Po7jXS4YotpaHDM8rJv9oSHwGN1yy6lLfTiXp54CkfDKldrQZG5OS58XLcK1CVlnKVMspoG5Q4dgGJqb1bFpaYHD0N1dXH4rMn/pdmmJtEhxSezAABCXXOf3vQ9ZsDVrMHaT97G2FgGp0VGRD30I4yl3n14p4SbD5VI+yJ4e5aoySeBL5z9fsLKzU+Rb38L8GWRlBpC8GdxwMIhMtBCbHBQK6kzTyZydxTPM0rfOTjyb69adjFgxS9rb2sqjMLu6dN3Z+IZIRm6uzO7VTieczFM1j7HEEkvOTEqR4+zCS5tCHkGiL0zUmqlL2FWSQTaPRxt1TEwAkcFEEHmQgkHomokJ/O9ywX5UVuKzPT3QjX/+59Db0ShsRkMD9GEuh3G63TgXg5t0WqantWyMXSMLBSQygkFNzh05ohxLdCyor3w+bajCJFs5OoRS6pCWlmJu2kOHsL50RLgfcDhgS/v6MM43v1kRkc89h2Onp2EXWCoWCGCeExP4+5JLMK5YDGsyPS1ywQXo0Pi1ryEpQ+eMwdfmZi11o1PndmvpFysB8nk8E/E49idsPkPkC5NKLD+jcK1pw1IpoH/a2rRhwOAgruXzIQHFygcR/F1dDfvT3W0FCy2xxJLywmoXBr9MIXLwdKRc51tWvTgcsF2hEHyhwUGgzD/6Uej5559X9DQDavm8cvbW10PnX3kl9sTm2I8f14TS+Lgi80V0n0x7a/LGlhMG06ancd2aGnD0Tk+rz0AuXYIIbDbYk54e2N62Nsx11Sq8ns8roGF4WPnGb70VyZxFi2CL6AuMjGCMpEgiUp1BPbPEm2XbRCESyc8gKdfApOJg4JDnMYOmDCBSJiaUY5mNxBgUZMdmkeIk13wo01Jh49K2Nm2quXs3zr94Mew9/a5EAn7PihV436JUsuRckjMuQz5Tueyyy+Syyy77xf+bNm2Sjo4OeeCBB+Tuu+8u+5k777xT7rjjjl/8H4/HZdGiRa/2UOcVBnY6O4FeYHmxyQc3X3knDU4+r9kxZnBMCPb4uJZHXXstMlcPPQQHggg6GhkGbM47Dwbv93//9DmB7HaMub5ejYwIDEospiVEdBBokKqqtKRWRI91uTBGZoU6OvAeeY2amhYu3TYd3a1blQeL5QcNDSIf+IB+hgT5ixeroZib0wAjOzw+9JCiTErv0ysl5bggaZzZ8ZLx8IMHT91AhcFmokfY7GZ2VvmjzKwiu3aydGF8XB1pvs6u1ocP43wXX4yxTk5iY5HLgceqlOfxwgtxrn37Ti7TNtGzl12G5354GPcml8O51qzBfIkOOhXy1RJLLDlzYYArnwd37Nat2NDyeywCPc3vphkoZICptDshkxzkaorHoceOHMFrq1fjXOwAb/IiejxqN8bGYOuqqpDA+bM/A1KPTuHMDGxiJoPrpVI4V10d7MD4uAawOCaWv7pcIvfcgwAhx0dUN0uiZmeVc4ioCPIymuj2QkHkmWdEHnsMdsjkflq8GDbkySeVHzYYVGeoqgoJl6oqbVzS2wudm07jb9r6uTmdN7kQk0n8H4uhuoDo/LY26MsnntB7Z/JfjY0pwmLFCgQbh4eLG16xdMrjwXXyeawp9xHkBGNZGlGlFDraJIsXwTh/+EPMbXgYdoFcu9wHNDdrwHC+zpeWWGKJJRSiyagf83mlXzK7HZ+pUH+xwmnZMujN6WnYjM5O2Ml3vhNBovFx6ENeL53WZP/Ro9g3f+ELCCzSn5iaAro6nwdYob4e/5Mmic1LiKAjv285MQNoLBnevh17adKM9PdrMy7y51VWKi2IxwM/kmi4DRtAVREOw07NzcFPuf12XOfHP0ZiascO+C1MJhHM4nAokpCoSbNEOBTCNcJh8A2Gw7hn8XhxkxMiRelTzlcmXPr69DTG5ffjWqQ4SaXUtzbt3pk+K0eP4ryRCHyjn/0MzwV9LjZ18flgn6NR3GeLUsmSc0nOKFhYW1srDodDRkZGil4fGRk5bU5Cl8slF154oRw5cmTeYzwej3g8njMZ2qsupeXF5G9jB8A//3OFZJv8e+y4RMNHFB+5JpxOhbsfPAjnYv9+OAlHj2IDPzGBjXldnSpudmquqTnz0s5yQS4GNZ1OOCIsN2YJGw0TszdEOJjoOREo3E2blHcxmTx16XZHh8hb3ypy992YJ4l36+qwlo8/DiPf0XFy2TIbnZDrKpOBkUqnERgrd59eqYBhOV7Lqio40zt3arBufBzBtw0bMMb5kI4MNq9bh3NGozgfA38scaAxZAcxlpqx82lpMx4iCxlUdDpxjWwW7+3ejTLydBobEXbe/uQnTw62trefjJ5ta8Nzks1iHTwejIeleR0dIjffbJHcW2LJKyml3LgVFfh+XnMNvvePP47XfT5sdrlBZ8BwPmSDiCa33G4EzdasAZpBRDfttbWaGNmyRbsp9/aqkyCC9x96CEmJj30M7+/ZA3T73r0aCKNjR7tibvqJLsnnNSD50EPQWcuWAdlHmgYGFRnEpEPhcmFO116rCOfOTpEHHhD50Y+0DJqI7M2b1fkg2pqJtMpK2F5yCudyQGNkMvhtXpudFTkPvsfyqeZmOCEvvID1E8E9++d/1vKucFg5muhsMrEnok1TyBdFp5QJSXJEMYGTSOgaicCWZDLFz4TZBZTJQHbqJJfuyIjeL5bhxWJalUBUCJuhWWKJJZaUSjAIPTE5qQkk8tadqlHFfEJ9xaQH0eb0V0i3w07zrOhip2SnE3bObOQVDsMvMf0JHk80/dwcbAP5BlmKzKQMm5JwXGZXY+pc8iRGo1gTcuexeYffr8mm6WmMweXSpmT0h2ZnYaNXr8ZnolG1I489Bp+EDQg3boTfcuQIPmM2RQuHYaNKk4v0J6qrcUwggPebmvA/18Vmg9/D7tDmvBe6d1wXEQ2etrbiPLt3K9qRgWbaqtN9PqqqsL7btmH+IvCj4nFt2OJwYB7T09q4rLFRgSCWWHIuyBkFC91ut6xfv16efvppufHGG0VEpFAoyNNPPy23M01xCpmdnZV9+/bJW97yljMe7KslZvmRWWZMRJXIyQESERiS885DgOSRR0Te+96T+ffYPWpsTI0EYdjM1oRC+H98HFn7f/kXKOtFi6CgiZ5Ip5HRaGyEghsfByT+TEs7ywW5yE3EDonsdFhZCQejtxcGhUFBE7nAwCLF60Uw6rbb8PqpGogUCnAaFy1Cqer0NK7Dc3J929uLA52RCLJuJnqEsHGiHEKhk++TSW5f7hk4k4Yn8/Favu99MD719VjTrVtRXrwQ0pHNXoJBfPYnP8HGiSW+TqcaMRpgmw3vk1yY94XZu+FhBP6IJjpwAMdHIljr3bvxjO3ejQ0Ou08PDJQPit9008noWZOX0uvVjtjkLhkaAqKIgUNLLLHkV5P5klebNyPgX1ODDXwup804WHLKJBWRaaXCjTpRwldeqQmAdBqIZFJAhMMaSGIwcmpKbQf18uAgOE6bm6F/770X+raqCtdkF8hsFvqKaAQi4kyHj0jDmhq839OD3263BuGY3GKgj05Nfb0inDs7wQP1/PMYQ1sb9OvhwzhHQwPmZtoXOhi077Oz0Hfd3RgDy3BJ0k5eJRGMxSSFdzpxjde/HglCjwe2tL0dY+/txTmGhopLu/N5JXZ3OBTtv2yZBhJ5baJbWB5GonmXS3kTiSQJBLQRGcnmWaLOBCf3MC0tyo/p9eI6tE3xuCL9Z2cRvLa4nSyxxJL5pLUVe8PRUeiPWExLcc9EzC7GZjCqqgq6a2gIDS0qK3EdE2V+7bXgI3zhBYzH40FlTTwOH2hoCHYvEIAd6+yEP/GmN+G6PT1qOxloI6etwwHewUIBe21iZUxOWCbE2LhFRAONySTs3YkTmnByOmF/k0nYZlZybd6MJi1MvjU2wl4VCuAcZiLwqafQ/DAUgq2pq9MmjWYDlmwWc2M3ZTZKCYdhO5JJXPPaa3Wu2SwAEgMD2I+QcoT3hjZmvvtrcksSDEF/7rLLRP7nf/DakiU4B5NkZxJYDgSwNj6fgk6SSdxn2j4mTP1+nLu3Fza7ogJzsuyaJeeKnHEZ8h133CE333yzXHzxxbJhwwa59957JZVK/aI78vvf/35pbm6Wz372syIi8qlPfUouvfRSWb58uUxOTsoXvvAF6enpkQ9+8IOv7Ex+STHRGaOjCOyIwKmoq1PC09IACYUb585O/F+K2IvFFGLPDbfDoU5cKITrkP/ge9/DRnvpUnWY6DSkUjAyfX04F4M+XV1nHoQpDXJlMlCA+Tzmy7JUmw3OC42UCBRnIAAD0tCggUWRYm6+TZtOL+BGRF1ra/kmJ1xfEsq+8534e/NmLVUmN58IjGY8jrK0Sy+FUTPvUykxbTmEzpmULS/UXbmzE8S5CyFSeQ0TNUkkxrZtCAqn05gDu56RH4Uol+Zm5cgkCTADzHNzMOJuN15nFo3dNHfvFvnDP4Rx/+53cf/mC4o/9hielfm6V2cyCEhms9iUvZrITkssORelHDeuiCLipqagnz0eOA9sZnL4MI6rqtLmJixJNbP4LOEVQYlrJIJkx9wcbOSBA8XNpQYHscE2ORGZIEsmMQZe85FHRH7nd8Dl53DgvUJBy6fYJIUINo6D4+TfTK4xGEcnweXSJiHptDpWbjfQI3feCf3DNeztxbE1Nfg9NqYIxoEBJU2vr9dzMYAYiynqhGW97ARP1B6DmyLF/LUsTQsENAnU2IhyYpsN+xC7Hes8Pg69XlmpJcgkq2dQcmREKTDSadybqSlF9rMpDJ8VjjOb1cAqx2iOl0KuXL8fjjPR7pWVWkZOHmX+1NZiL3HrrRb9hCWWWDK/mACGRKKY+/p0hUkRm03LUmk/2BCQfoDIyRzqdjvon/r7oduDQQSRpqeRzKGOf/ZZ6DYGDO12HM+kEJuDkYInEMDxdXXQlwy8mZQd1OW0DSKYw8gI5jQ6Cm76aBT63+mETSNqvLoafs/+/dDrGzbgGuk09u2Dg/CF9u7F/FiKTRRkTQ3Q/uTLNSsP5uYU4Wl2YKY9CQah+48exXkGB5WfsL0ddpRVViYVCtGT8yEMaT9N2zQ+juTe3BwChUxo2mxY11LOyoWeFZMuIxRC5QT3FARkMAA5PY2kmN0Ov4bofEssOVfkjIOF733veyUajcrHP/5xGR4elnXr1smTTz75i6Ynvb29Yjd2hhMTE/KhD31IhoeHpaqqStavXy8vvviinMduFr9BIbKgtxeKiNkPESiT+nolPI3HoYzLCeHsqVQxYq+5WZFuFRWaRTFLtNgdKpGAcuzvh1Hh+yz5mphQw0lCcbcbivOuu0Q+8YlfLmBoBrlGRrTTMGH6ySQChStWwLEbG4MxYDkTs0vkzpiPm3AhIaLODECZPIQOBxwSKueODmQAt23DmoyPKxSepXDJJOYRj2Pcq1bBYWXZAZGEe/YgS5XLYdNQLrg1XyDQlHINS+Zz6udDOpaWh69ciUxgfz+uTY7BiQmMIxDQ4EBvr87fbleSZbdbS9DCYawFs2i1tdhM1NSgiYwIEDILBcV7evB/ue7Vc3PIxObzuEd8/3SQnZZYYsnpSTluXBHogbEx2A+Ws9L2cGNOqgwzCCdSXJ7MUl7am61boYNaWtANcN8+1UcnTuCaRA3QYRPR7ssnTmg3+85OIDfGx5Hksdmgh3I5nJNUHURZsDSLr4loUDKZPNkhpFPT1AS94/fjOvX1KIH2+6Hzu7uBvvB4tER5chJzEVHuKAbJhoYwf/LHkr+RKBAGSG02LVkr1XHm8eb6d3fj75Ur1ebR7hFZwQYtsZgGItlBOZlEAPeqq5AEOnQIOt5EeLJrZD6v46yogP5nt0ciwfncVFXBNvT3a5nXpk2wi0Sg0CEuLYtzu/H5P/gDKzlkiSWWnFoIYLj3XgS1iBSn7l+INoNNTIimoz4WUXR5OKzJmvk4xE0QxU9+ggASbZLPp3p7aEirfnbt0jJjBipNP5IoeL8funNwUPnemcjjOE1h4o5UQtPTQPn/+MdqB2ZmMI/LLwdoZHwcwbOeHtjTfB7Hzs2JPP20BvbYGCWXU9qIaBS2k42vygXxaGOZRGMXaYcD59m4UbntczmsHwOh5v3kfoNrVHotBn3NZmLcm6xeDRT9kiXgWRwdVZS9iYicTxjwTCaxV+IzMzlZzIlst2NdKiowFzaN5HUszkJLziU542ChiMjtt98+b9nxs88+W/T/l770JfnSl770y1zmVZV8HkS1mzdrJ6dcDhvcSEQDX5dfDoTayAiUSzl+wNLusTQ2L70EolufD84Ky0O50Waga3wcSndwEH+zNIvnHhpS0nZ2ujWJXPfvx/UYhDmTklozyLVmDQKcRNl1dhYjLWdm4HhdcQWcv1RKCetZfrsQN6Ep5hinprTbYjkeQhKxj4xgjBzP8uUYD3msxsYU3k9+EJcL60feDp7nsccwPwaCly3TxiBmcOvrX4eh7+6eH3U433rP59SLlEc6lisP9/u1ZIIB7JoabB6CQcw7EsGa0ZCFQjCW7GA2MIA1qqlRdGIsBuM4OKjZVSIC50MNsvNnQ4POi2VsDEgwqMCy5IXma4kllpy5lEuuiGiJajCIv9lx1+/H95yIL7P8mKTr3Jz7/cUoAmb3a2qwOa+oAEJh1y4EAVkuRu4g2iReSwTv9/UhcJjNwnkwxe+H3RkchI01HYfScjK+RgSB6XCQzzeZhM6rroZev/ZaELg/+ihQIeROymRwTCYDOxGLqa0R0aAcO2NOTcFO05kQUTSJywU9TYQjHRsmBunIcl3tdtyniQlFOOzZo01dyJMkgvs4Pg77NjOj/IKBgDo6ExPKPbtmDexVbS0CuwwSEgHIcjKizmmbWBpGZ44Jyrk5nGvTJgQ0WRpdWwtbOjuL4GxFBe5hdTWcxsFBXP8tb7GSQ5ZYYsmppaND5MMfhp5Op6Fr7Hb8JlK8nDD5Qb3rcGBvHArhN/ll02no1UsuWZhDvVAAGIHnJWcsueuam7F/7u+HPl2yRJsaMomTyeB8Tqc2Gcxk1L84ehR2qlxgiwkyAgKmp5HcuuoqoAZffhn6uaYGOn96Gnvy6WkE6AoF2C23WxNvJt+tSS8xMwN9nskU003MF3DjnmBqShsx0h9lci4chp3t7sb6+f34zQSfuT8oFbOUmbQf5Arme0yWbdyItRge1r0Cm+QQvV+6rsGglrhHo7gf5McU0X3P5KTaQwYXAwHY4V+G/ssSS17L8ksFC1/r0tmJQOFDD6lSZSddGoNIBM5DPI4N8tAQMjcsE6KYZbdUHkTsPfUUSNxXroRy2r5d4d+plHZzqqqCAzYzo01OlizBhp4ZJRNhUVGhJVskUX/pJS1XfiVKap95BoEyux3/kz/qwAFkrfx+OGHsAn0mXH+lZb8eD5yO0VE4d6U8hOzy+NBDynk1NaXlV9XVuA8DA8UcIHQePR4YhV27MOaHHoLCJ/KNwbd4XMtzbTY8D48/jqDkqlXlUYci86/39DSu4/ViTOQZpJgEy+b6l+NAXLIEc25oUNQlDR15qIaH4RSHwwiC01FdtkyJkcndlcngPixbptnV0uYxpcLvRjKJzO/mzfo8BoO6CViz5uTg6HzztcQSS85M5vuekmuI3/OVK6HzjhwpRlrwe2r+ZkaejSvY2fGqq0T+67+Ue5QIC3bmpe2kfaI9MsXpxHf+ueegu1evhs6emFA0ht+PZEI8Xrxp51jmE5b+siSrtMFJMAi9+POfYx2YgGI58eSkkq8TnULUA52sqiroSzac8vlgh5g8ZBkZS69mZhA8CwZhG0Xwel2ddnEk3xRLxr7zHQ3KEXGSSmE9eG8YrOS17HaMZ8UKXMfknr3ySjikt9+OOYdCii5kqRmdWQY6RdRB4/wrK9GleW4O4x8dxdyYaGJ5NMn4KyvRWKy6GmO0kkOWWGLJmUhVFfbQx49rAoyNM5jgEClGatMu5XKaFCHXXVsbeO6efx56+7bbkPgger6Urz6REHnwQUWTEQ1HBF06DV0notzzlZXa7Zf0GdTbixcDYX3BBbBB3/oW5nPJJUo3YTZiYVMRchVyHz88DJCD36/I7dpaJJJiMdXnBAywkYlZ+js5qf4Z52+3F6PK3W5dX7NJDIUJpEJBq9CCQeWMz+UAamCyKRLBGvX1aeKqXGUWr8NjiIqfm4Pd83pxLxm46+3FXuKCC7SLM5NXDNZyPbm2s7NYk1BI71sqpU3JQiGt8jPXhyjOdBo+7plUzlliydkg51ywkKXHmzdDEVRVafCOHIIs7aTxqamB8gsEihFfC5Xd2u0wePX12IzX1BSXCNGh8/lwPpb2kHducBCvE8Itom3cPZ5iDgii8vbsEXnyydPjxzOlFBnX0oKA3dycBkeJ9otGYQQOH0azi5tuOrMyo/mI+UdHMcZjx3AceQjHxqDQN2zAtYn0274dAdJ4XA1JLgcnJZHAD6H+RHPOzOh7552Ha5I3ivwkLM8VwXhoHMgRSJRNT4/I/ffj3GNjJ6/33r24t52dWCuvF+ddtUr5IE1EqinlysN/8ANk6cijRYQLy7Ptdozxgx9EsO4v/xLzYiOCWEzRmux6uW6dyC236P0r1yWbwtKNoSEEjOnUk7Sfa8+S8XIy33wtseS3Qb72ta/JF77wBRkeHpa1a9fKV77yFdmwYUPZY7/5zW/+gqeX4vF4JPvLtm48A5nve8oOvd3d0B9LlkD3sCyLKI2GBtV3ExPKT8TmSOTncbtFvvpV2KOKCnXM6LCRm4/OA9F2IopUZPCO6LdsFomxq65CQqSvD+MOBPA5BgYZfFyonIhCpEE4rI4C0XNVVSJPPKHOAJEKDASmUopcYKMWIi+IwuD6TU9jDokE7HprK9b50CGg+9l5msgWJqGYkHQ4oPubm/GbiZ5EQhEgbrfadu4LUimci8hCdqdsaVF7snQpAoW33IL76/eDf3bRIu0syvuVzRbzErLjIzskm+T6AwMakN22DcdXVGCeXCePB+dvbCy2b1ZyyBJLfrPyWrFpprS2wldimeuRI7p39Pm0eROTTOR1NV+nn8QOvY88An1VUSHyb/+GwOEFF2CfXspXHwqpXaI+Zgd4Eei88XEkT4jeY9d6+ozJJOzm1BR8uQcf1MT6iRO4blMT9GowqJ2aRdROEd3HQCiTepOTap+mpnBMKIS14hxN9Ho6rQE6ltkyGMlyadPOlkPjlaL7GYQrFHCfWJabzcKeLl+u/ltvL+wmG44xIGiCX4hmZCMR2isiRBkcXbUKfx87htcPHtTkKRNo9JMzGV1LUqRwXUl5wiZtixbhuuSHdzi04df0tNrFujqRP/szi1rDknNPzqlgoUlqzu6AdHLITZROK4qO3X9TKSiJ978fQarTLbstdeoiEQSM+vq0QyWdEAa2ZmeRUWPGyeRjYkDILBtiB0qfDwbwdPnxKOWae9TXw+FctkwDhdu2KdqP3Q9ffBHrcLpNKxbi8Lv0Uij3I0dwDfIQmg5IMgmkX0MDDKaJuCDJfDoN4xEMYk14npYWzYStWKEOGVEoLFkg34YIHL1QCGtSWho9O4v7umKFyOteVzyXSARBW58PY52YwJqxHHrjRjwHpYhUU1gezgYpPT04HxF8DGavXQsDy4Do2rU438UXY3xEffDZm5zEOdetE/nMZ4pJ7Ocrg06l8NrQkHIhEo1C55MZxExGZOdOZFPN56wcAtcSS35b5Hvf+57ccccdcv/998vGjRvl3nvvleuvv166urqkrq6u7GdCoZB0dXX94n9bOTjtqyALfU/5vSQHbypVjIKjw0HHhihjJp1YYuvxQLcnk4oWdLuhx2hzGHDitOkMiBQ7F7RjVVXQpUQks6HI2BiuRyeHgUaT12ihtSCKgzacyEcR5UKkzq6qUkcqHMa1p6bwNxNzJjKdiUO3G7qXJb5E3JPzaHQU6xWP6+diMUU3vv712uGYqIhUCra2rw/n6ukpRouzM2Zlpcgf/zE4p3w+OMcVFcVIdSYft23D3mFsDHq+sVGTlOPjGuQlHzH3OEz+MPBr7jGGhvA37z1Rqg0NePaWLUMwsxQ5byWHLLHkNyevJZtWKhs2IPlhtwPZ3NenyaZwGMjpCy+Ezhweht4kci0Y1KST1ws96HYDXdjaCr303HNAc7e0QI9Fo+qPkX83kcBrkYjSJZk2j4mSUAjvsSKJTahYNh0OQ4dOTkJ3r14Nu33smNJJkHKCy809NRNfgYCWUBPVT9DI8eMapGNnZAobvZTSgjAAJlKMoMvn9TMi89OAiCiynUCB1avx3vnn6/oEg5gnqaLMxmO0M2437NSyZQA7DA2J3HOPXsvr1WZqkYie6z3vAXCBzUUnJpAgnZjAM8FKCjMQyjJmgkeGhnD9v/xLVB/8z//gGWFzSMYGCgWMsaNjfpomSyw5m+WcChaSQ666Ght+dovy+xWBxlKm6Wnlr+vsRJDj2mvxcyZ8gOWcOsKZTUVII9HYCGV29GhxUxNm9L1ePT8Vu9uNTM7w8Onz44koyo/lQ+yauHs3FDxLqQ4dwnhra7VT5MwMrhWLnX7TilNx+C1eDOO/YYOWD9MBmZtTpB8DrSRdp8NLQ+9wiLz5zeoQETl47JhyPorg3LW1MBiRiKI8CNtPJhEMnJ5GkJjOD4nhJyYw3uPHYaQ4zq4uzXItW4Z1jscxhngc69vYiGsuBGc3g6sXX4xxcazkKRwYAK8mn1E+j+WeO3ZEDYdF3vjG8tedrwy6rQ2G2QyuEtHj8WDd+vpQ3rF/P1Cf7e2nRuBaYslvg9xzzz3yoQ996BfIivvvv18ef/xx+cY3viEf+9jHyn7GZrNJQ0PDr3OYv5D5vqfXXIOA1t69Ilu2wEEJhzVxJaJJDwajfu/3EFDyeES+/318d7mpZ0ksbSK5gEqlFH1Ap4kb9kgETl9PD9Dhc3P6Pxs4zc4i6JRMKmF5OV4j8iORk8jtxucmJpSew+3GcakUbAObb5hjdLthA9hBuLQEjPOmc9HWhmSM3Q492tWluvjqq5EkIW9UT4+iGEWU/8rhUO4mEsATlVdTo/xJiYQmuTwe7DsyGSSA6uvLo74nJ3G/Wlsx38OHNbnzxjcq4iUQwBgefFD5sIgSpANH55FrTC5HIjDSaSX+z2RODhRaySFLLPnNymvNpokUgxficUX71dVB9yxaJPK2t0EflvKzc1+fSuHvfF7k05+G3luxAnaQaDsmgerqlE+3sRGfHxyEjlu8GGMYHVXbQIQfS4SJLBRR3nDSMxCtH41CH9bXK53FFVdoBdLUlPqdIhpII5I/ENCuvNTDBLnMzsL+HD1a3JWeCPepKUUVMhjIxJndDjthvk8dvhCfII8h2MbpxDpt2wZd39Cg6HLOy5wLbcbsrCYJN2xAqTb96xde0LU1/UDe34oK2OK3vU0bVX7/+1gjlkDn87j3rGygbc9kFC0fDuN8P/sZ7sn3vodnKRzWxmu0bxdfDHtqIeUtORflnAoWJhJQ/Ox6yOBSNqtwc5aqulwaYCsNcpwJ/045py6fh/LJZBSZYEoohLKi2loENoeGYACGhjA2Kul4HONetw6K7jvfWbg5hVkSxEDUsWOY8+HDyuVE5b9jB4I/sRiuw2AdIdn79sEIL8RLZBrzgQHMeb4xkjepUIDCN2VqCsHQigpFQczMKGeX14vXXS58futWnI8Oa6EAg0QuKCI0V61S/j9mvnI5XMvrxeakq0sDt+Pjyvc0PY3n6amngJTs6FCi/OpqdcyI7GAzgKEhZN/e9CblMywXQDODqyxrN7kKuTF56SVsbMxntPS5K21W861vIQBajsuytAw6GMTnv/995b5iEEBE+R2TSazh0qV4LsbGzrzxjSWW/Lplenpadu7cKXfeeecvXrPb7XLdddfJli1b5v1cMpmUxYsXS6FQkIsuukg+85nPyOrVq8sem8vlJMeaHxGJs13xryDlvqdMFrzlLUB+f/7zsDEtLWpnamuhR2Ix/Lz5zdBf+TzQxkSzjY9rl0dyR5WK3Q7bUI4QvaIC+qK2FjYqlcJYFy+GLrbZYDOmpmCDOzsR9KJzQd4iBrBMREPptex2nIOd7qenFQFJJIKIdj4uFQZOWZLt96tTwYDa2BgQKV4vnLEjRzCXpiasQUsL5kpUAjmlslk4P+k0dC9Lt4jUZGMX0pJccAHsBjt3EtW9YQPW7+BBoEXzeb2PExO43urVGuwjPUc8juToFVfoMzA5iXNwT8CgoMlRRUQFk0LkTq6uxrXYkK2t7fTpWSyxxJJXX34dNk3klbVrpRRFixdDL3Z1QR/eeqsGCXVO5f0O8tI/9hj0d3e3ct5xbxqJYJ8vguAQdWNNDXQim00SZFCqG/1+6Lh8XoNug4PwCYjgrq3F//k89D8T601NIm94A/byJ05oQIuoRhH1Xfh7bk7pLMyuwna7AhgWLcI5SbFBMIlIcQCQZcAMFLIMmNeZLyFI5H5Nja5FVZXakPFxBA03bNCyXhNRSOonCm1sd7f6JO94B/Y289Eh9fdjP1EoAMAQDCJouHKlNhal7WOJNP01+nEs7ea6/d//4bzkg5+YUERnJIJ9FoEiFlLeknNRzolgIQNWW7Yo6isQUE4DosloDNjq3ueDsrrxRigLdlEkrx8REadCGJY6dX4/Gp888khxGaiIBgEbGmBo/uAPUNJKjgYGDPN5jO+tbxX52MegGP/3f2EggkFtXc+sTGlJUG8vlDo7LbOkdGQE18/loIhnZqA4zVK02Vlcb3ISAcO6uvLZltIS53weSAqfD0i8UuF9OX4cDolpwLNZbBwaG2GA2BiF71dU4L6JQPmPjOB9n09RiKkUPt/Xp0YoEkEwr7MT2TlyVl5xBYxPdzeOTyaLyW5Nzo1sFsfE40B40ql2OpU3hQ76wACyiQMDCO7+7//O34CmtOspx2oig9JpbH4+/OH5g37lmtWcisuSmzB+d06cKM5AmgTOdLBZflFfL/KRj+C4M2l8Y4klvwmJxWIyOzsr9SUZivr6ejl06FDZz7S3t8s3vvENueCCC2Rqakq++MUvyqZNm+TAgQPS0tJy0vGf/exn5a677nrFxz6fs2S3I9Fz2WX4nptCXr6XX8Z39957FX09MqLIbwadmOEvLQsm6Tu5iogWIGK+oQF6XAQ6b3RUG4bEYoo+4LkqKqAjnU7o4VxOm3KUlkKRr5eBQZY60ekSwf8DA2p7qLvZVCWXU/oKOlzUZbQZfM9EU7DpyNwcHLNkUhMihw5hj5FIIAEnoh0jySlJp2V2VtdsYgI2IpOBw3nFFTj35s2Yz7//O65dXY3fzz0HOygC+zA3Bx1u8lcSNR8MKr1GOKxchG96E8a7ZYuuJe87KxnIcymCcdLOezy4jyMjQLOSpsNKDlliyW9efh02TeSVs2vzURRVVoI3/eBBgBeuvfbU5+rsFLnrLtAysUKM+/SuLlxDBPaJsU0iBWk/iOZjgt8MFFI/2u3apJJ2gVQP1dXwi0ZG1C4VCvg7mUTjsUAAYxKBjWDlWCpVzCVIH4C2yEye0W55vRhrRYX6Y5mM0lnQvjIgaXYKJt/f5KSuIefIUmW+xiZes7MKViEqPxjE/YpGRX78Y6UZoT9EO27uLUQwvoEB+DH0Sd761vI0K/39GEM0KvLJT57cVPJjH4Ovcu+9msx74QXYJiYfWQ2Vz6t9HB1FZUBrq97D0VH8TSRkoYAAr4WUt+RclLM+WMiAVWentpt3uaBQWc5KZ4BOTjCIoMr116Oka2BA5OGHYWiyWYUmk+/ndDoOlzp173gHFOrwMIyGSRbr90Mhzc0Bas2MSWcnDBzh8+96F0rI7HYoyKoqZFUcDig5GqmaGsz5mmtU0U1NqYNVVweFPzgI4xAMqnEl75XHowbU7cY4fD58Zm7uZLRguUYmySSCbz//uXaHpIyOatOZoSEEUltasP5eLwJWRPpNThaXuIkoqS3LqfJ5jN3jgeHesEGNRU1NsRFyu3FMU5PI7/yO8v51dYl8/OPKHxkIaDdrwtoZoAyFsIZ9fXh9YgJjJVqSqFU+Q/X1uF5p0G7FCqAiR0a0zJpISJYerFgBI8hg4Uc+AjTffFLarIbjXYjL0vzumI1R+vsVaUT0TyqlG4YDB9S4LpCQtsSS17Rcdtllctlll/3i/02bNklHR4c88MADcvfdd590/J133il33HHHL/6Px+OyaNGiV3WM89ER9PYigUD0W38/jk+nYRdqa7Xrr5kkMZMEDCzZ7cW8PqEQjlm+HDbi+HENMFVX4xpEH6xYAb0fi2miisgF0kWQGsLk2J+bw/E+H2zI+DjGaXZ1JvKDTT1I7C6i3Yjjcb0eHZhAAHptYgJj5fyYRBRBkHNwEMd+9KNYq2AQtu3rX8dnmfgS0U70RIJzz+H1KgH75CRKl5ubsSb798Mu2Gwi69cr19b+/bDblZV4vakJ9+xnP0PijkgIEzXPeVJHE/V3660Y37/8CxJX7JTJBJfPhzGZzt7QEO4X+XNFYOf+6I9On57FEkss+e2TM7VpIq+cXTOraESgi0ywQymNUqEAn6e7G8evXKn+1cMPQ096PLABtAtOp9IHuVzKUUg+Qtozs7mISc/ApBmTSoWCoghvuAHn/9nPECCjTufn+ZtIv0QCNnByUvfRU1N6Xvo2vC4BCkQUMnnndsM/HR/He/v3Y87034iCrKmBzk8mMT7a85YWzIdJnooKrA+FtFdE4gWDuFYqBVvDdSSyf2BAS6abm/H5dBo/ppjowrk52JS+PiTJOjthy26/HY0dzSRUSwts0MDAwk08//iPlWLLTCDyWWCDrkxGA4LxOPxNgjp4PBH19E27uqwkmCXnnpzVwUIzYMXsUlOTKhsSqYuo87NkCZRQZydKslpaYJTcbmzOa2qQqRgfh/Nz2WVQ9M8+C4fszjtPL0hy7bVo6vHjH2v2yuHAOdetg3I1OeiIEHvsMShFh0Pkpz9FhkoE4zl2DMaiUICirqnBebq7YXDXrNENPMl7w2H8T4eNjlNFhZYDHzmi3akCARgdZrooDCoSdTlflvCqqzDnzZtFrrsO5+vtxfrNzSGoF4nAWPT3I5h6/vmK9Ovvx7yYsaMjR55BEynicmHMIkB5rF4NQ1muUc369ScjITo6ENR9+mncH6L5zNI4olVIVDw8rFm7lSt17nNzeKbGx3EvWRZoBu0+9zk8m0eO4JxOJ+5zfT0CmMyKslygUMAaimC9yjlpp+KJbG5Gxvapp+Bc8vOlwd7WVozt8GF1vMm1QmeS5Qki6KJ6uo1vLLHkNym1tbXicDhkhHX6/5+MjIycNn+Ty+WSCy+8UI4cOVL2fY/HIx7Wwv4apZSOoL8fuiKZhL4IhaC38nnlJDx+XBtd0eFheRJpKlj+xPJU8hEtXw5dGg6D/2d8HH83NUHnkbR+ZARjqarSLsYDA+qssbSZCRKT04mvBYP4fCAAVDgRDyzxZcdD2qlCQe0sS7S8Xui9TAZ2nvqcx1KXs0zLLGkWwZyWLsUx//RPcLScTuVmElEESTqtSL2aGtXTbjeOofNJRIffDyL/ujpFOhw8CAeI3EnDw7h+dTX+370bdp5cvsuXQ2dPTMCu+P14Jm6+WXXzvfeibP0jH4F9bGnB2jLIOzODNfP5dJws02tqgp2bD+FqiSWW/Prl12HTRF45u8aEUCYD/jnuc51O+BsrVijNRGenyAMPFKOrq6vBG3vDDUCIkcuvUFD+WzY1zGRw7hMninlx2f12bEy5ZYn0Y5ApGNTg3dSUBt08HgVU2O0YP5HpZnMRkeIEO3mBQyF8bnJS9S0rAIiGIxqeyHgRzIXdjv1++FjxuPIbhsPY41dV4TP098bGlKqDif+mJvWfXC7oe/pX2SyOHxxUahK7Hdf3eHCN8XHlZ6TvVVFxao4/llX39ICCgz7JhReK/O7v4hjyUP7Xf2HfcKomntz3fOMbeB64h+B9IqKf9t7rxTocPqxN3hg0Tibh/6xdi/mdLke/JZacTXLWBgsJa49GoXyGhqDwGhqgdI4dUyJYKntyNbz4oirQREI5e/bvhxLJ57FBHxhAwI5kul1duN499xQHDE3ePgZ0urqgvNiV0u9XQvbt20GmesklysmQSqFkNRbDppwIkUcfhVK7/PJiwtbRUXU42ttx7n374BSIwCjY7VpSRT4NEShSOjUdHTCK5Eqsr4exzGaVIzCZBD+I11u+m7IpdXUI/O3di/Gn09gcZDJwoA4fxr1atEiDg+3tIn/1V3jvvvtwXXZkZodGbgqYSaNjk8tpVqu3FxuP+nrA1U8HCbFmDcY1NKQbBpP/io5kOo17k0rhGnY7EJQM+A4NwaGtqYFzaq4LNwVPPqmozaYmnHNgAM/U0aMarOX1slkEMo8fnx/hWlrKbEo0ql3ZvvQlrMuqVQiQ/uAHJwd7N23CONl1jogdZh3b2xEoqK1dGLFoiSW/TeJ2u2X9+vXy9NNPy4033igiIoVCQZ5++mm5/fbbT+scs7Ozsm/fPnkLFexvkbS3Y9Pd3Y2N87PPQm+x5JX2h0H/VAoOWTgMnTA0pMkYh0NR1CL4rhOBGAxCX7z+9bgGOUypP8gXy6QLncFAQJ0qs5MxuZDo+Ijg+HBYUeQDA+oA0UFxOuF0EaHBuZH/qbUV4xod1eTUsWPQaySE51pQdxUKWhZNlGBdnZYrv/giEnckTjf1O0t62dTM71e05tycdsJ0OHANIjg3bsQ1olHcN5Y3iyhv78gInF4iPqJR2EyWsfn9atvptA4NQb/TvtvtKEn+p38S+dSncE42iWHQls6zOa/ZWTjpra3l9ziW3rfEkt+MvNZsWjAInfXCC0qLxOZaQ0PQa0uWQDf927/BR2JHdhEkQx57DAmxREITTmxSQR3IJh8MlJFve3ZWk9/c52ezsE20R3NzGtwT0UZ/ZiMOl0sDdpOTqi9LG4DF42pjyJPHMmVWIZkoODbq4LhpV0lJ5XDAz2Xl2eHDamNMOiebDWuSTsPHaG7GHHfvhv1Ip5UGhOhIEcyvqgrJKQYPaYsJHsnncZ+8XuX+9/k0EEcx18GkuCBX/MgI7PE992A+9GnsdtjA023i2dEBGq8DBzAvAmsYLGZSjkFkNjzNZrVh5cyMIg7r6nDcQhz9llhytspZGywkJ18sBsXJYE4upyWgJ07gN/kL+/u1rJaOysQEFGEkgr+TSSiJTAZ/Z7NQrOEwNtOHDgGR+Hd/B2VVyttXUYEgGNGEb3qTIsaY4eBY/vM/FYo/MgLldemlanhYZmuzATVATj+XC/OoqcHx4TAUXmcn0Inbt6NcmUiH8XFFUiQSqkDtdvAZsUyX3bzYqTEU0rLcujotq92zB8GtxkZtQGLKokW49hveoE7LkiUweCMjyDB1duKctbVYn/7+YpRMPg8DR74oOpMOh2bFiMxj58bhYS0ZO10kxMiIlkSQ4FdEy92IwqQzFgrhniYScPC2boVTyuzhpk3FXF28xubNGKfDgWeB3afb23GvMhnMaXxcS9w8Hqz/2BhKzNPpk+H4wSDGx1JmSjSK78fUFJ7vlSsxxpdfhnFNJk8O9kYiuM7LLyuHIYOvq1YVd4QOBhFIb2oCOqatzXIeLfntlTvuuENuvvlmufjii2XDhg1y7733SiqV+kUnyfe///3S3Nwsn/3sZ0VE5FOf+pRceumlsnz5cpmcnJQvfOEL0tPTIx/84Ad/k9M4SUz7MzqKhNHkJBwaIvEmJ5XjNRRSJ2dyEnquqgq2y2ZTpAGdKNoxnw+64YYbRB5/XJMbdXV4v6cH1yZvEpNRySRsNXmTnE7o2pERnLuUo4nlVdTxLCvj++QSJEWI2bRk0SIEF1etErntNpEvfhHjIjcvOahE1P7xHOT0m5hAQJQUXiMjcFLJh8xGMGz8wnORO1cE5yTnLp0Tl0sDoOwIvX8//j98GGtk8kfRsQyFYNuJaDR5BcnTS/TM+DhsgtcLHd7bK/Lud0N/B4NIJC5ZIvLNb+J5SaXwDNC2sZSZyP2mJuj/Z59VpH4ph5SFLLfEkt+MvJZsWkuL+iJLlxajrl0u7P9tNgAmdu2CTjKbQ3o88HkOHVJaDIIlmpt1T00KKbcbfpHDAZ3FxDdtB4OKlZWaWCNqncE7JoaqqqDzTJ7Y2lot5zXRi+Tq4/+8Dv0KnpP6nQkwnw/jzWTUN2XjFPIWsgqA9BtM6A8OYjy0L1NTON+f/Ik2smTjDzZs4TqRZ5C8uoUCfEHay5YWtbHktfd4gGi/4AKM4+BB+AIMEpqBUyYJRXDNgwfV12lvV5+kr0/kjW+Er0N/z+yQLHJyE08R+DkECrFTNJOIBHrwfrDMmvNk1QSR9BUV5a9hiSXngpy1wcI9e7DZplEIhaAw2NKeZUDkIujt1UwMN8eEfrMENRCA8uH/5IxwOJTTLpdTqHKhgHJMk7cvlQIK4cgRlDDX1SEIw4YkqRSCYP392HC3tUHZd3VBOZIYnl0QSVgei+F3OIyxkCydXEx+PxzHr38dxy1eDKV4/DgMBpWoiJZns5Qrn9euvuwW7HYDHUjkn1lW29GB8e7bB0eExoFznJ6G4mVJa2UlzmtyJrJsa2wMQT6S9OfzQMn87u/iHj/5JNZy3z4tMaNTK6JZIzpxLKk9HensRMCWQVwRrCn5Q7xezX5yjRoblR9k8WIE+lasELnpJpF//Vc9DyUaRQCXHbjJN5JMYszBoJbD1dbq5qWnB/cvEsEaJRJa7tfZKfIf/4GgdWsrniOzs9jcnDqDLhfGXF2N9847D47v0BCyaaXCgOFPf4rxrVuHeXJzRxTMiRMaoK6vR4nIbbdZzqMlv53y3ve+V6LRqHz84x+X4eFhWbdunTz55JO/IIjv7e0VuxHtnpiYkA996EMyPDwsVVVVsn79ennxxRflvPPO+01N4SR0Vyql9qelBRtubtJZPsTgGp0CduhdsgTf78lJ6PRbb0Wi49AhIDvGx5Xfjzy/FRXQC7EYvufkICS/Ui6Hz9TXK18UuY6IzmDyjRt2jo3BO6ID02noQrcbupLjdjjUGeLc2NxreloDjNks7MrgINamslJpLGg/GCjkHKuqMIbzz8fnKitRDjcygjHQsSDCgiXenDuReSzNIoqRdpcOTUsLHMF4HEG4UlQKy9JEFPHJxi3s/kwnO5nE7/Z23JfublQheDy4V5s3Q+f7fBrg+/zn8Rzt3IkyrkWL8LmhIeUsbmxEgunECd1TLMQhZYkllvx65bVk0/r7tYFTLKbNtkZGVK9OTmI/SQ6+QED1TSymjSpJQZTLqU7y+WDzDh+G7lu1SquASL8xOgrbsHgx9OuJE3ptM2g2Pq5+YiCg9sPkiR0aUj1N+8dAIRGFIsrpRxosEQVriCjKvKUFunx2Fnvu+np0D2bwkImiZFKTUnY75l5TUwzyoH9yww3wD55/XhM9ra0Yz7FjWj1A20NakEIBfmssBhvq82kH4elp2C36z+Ew9hKcJ+24GTzl+VMprUZoair2SbZuRfVTfz/uodeLOaxapeCL0iaenZ0i3/++NoxpatKmpEzgMUBMLnuud18f3ksm8d5PfoJ1rq3Fj9UR2ZJzTc7KYGGhAAWYz0ORsGy0oUE5CIhC6OuDIjG7IbvdUBrBoCp2OmD8m3BtnkcEipKb/YMHYVRKSzlDIShkluG2tSmXxNwcxs2MGMfBkuh0Gkqd0HpmnkRU4ZnQeBpPEcyZjTrY6OK883CMx6Pkul6vzikYxG8a7IEBjJ1luceOQaGTlJ1kxOGwdotmcJZNMliKtngxrrloEQwOy6ZNzkSiLOJxQNIJn/f7Ud57000omX3qKQTGOIZoVINvvDdE6r3tbaeHcDPL2Mn9SCeMHdDI3ZFOY+xVVcUlxuSaJA9UR8fJQbvOTqwReT4YqOX9HhpSbg0a2oEBNci9vfjcE0/g+vE4PtfZiff/6I9ObnLAbOPsLJ5Hc8yE8x85ouXgpkSjCGYPDeH827drYFsEPDIDA5gPGxCkUkDfDA+LfOITlvNoyW+n3H777fOWaD377LNF/3/pS1+SL33pS7+GUZ2elCLYS9HoU1OwR/X1+Jt62O9XDtKZGdWvV1+t3QxTKZTztLUBjdzQAP3N5lgsC9qxA3rhmmugV8xuvEQLmEE+nw8b+NlZ6AYG+4g6DAahY6amirmGyFFLHqV8HiiGpiYEuMivS24oOjknTuCa3d0i3/429CW7OoZCeI9OZaGA99nkpLFRuya+9BLOSd4+k9OPJcz5vPJPsRlWQwPWkDZ7xw7MjQkulitPTOBc8Tjer69XZ5Vk+Dyn2bU5Hlf+KKJG+/pwLXYF7e+HLu7t1X1FZSUCf+UCfD/4AcZy5ZWa7KOdn5o6eU8hcnrNsyyxxJJXX14rNo1+yKZNAFPs2VNcukqhbh0fx/tscEW/RwS2pVBQQAcBC0TiNTVBv+3Zo0kWotVOnFA96/druTCRaASYsNzY4YB+o+6LREBt8fjjCiJh8M9EEFLYeIVBKwrHEA4rwCKXQ7VPLgc7x+QTf1hJRZtXKCCYyWo0gjz6+3GeqSnYgcpK2PPRUezvg0FFC5aOiZVvuRzG5vXifBw/eZCnprBX2LgRx0QiOI6UUUz6mQCVuTnYvsZG2DBKLKaNtaqqNPE2NITrbNyIvUZ/v9I+FQpI5L3wAs4xMQFbxTlNT2vCc/nyYtQ8S9JNLksGq+nPMiBriSXnipyVwcLeXjgfLS1QElQADOQND0PxMBtDKDc5IUjoHo/jfOSRGBlRXgMq/WBQkYhjYwieeb1avrpixcn8Csx+DA9DKZFziWhBGq5UCrx3vb1KfJ5MwtjV1BQbGa8XSm1yEorZhE+73do1rNSwbdwIJBlfy+eVG48Etgwa1tZijgMDikypqFCjOzcHQ7FyJTgb+/tRosQSNnagCodxnQMHtMlJT08xKTzLA8hvtW+fQulFMJ/9+xF8WrUKxo5OJzkAUyk1pC4XuLSuvRafPxXHktkYZGQEx0xN4d57vcqjxfE2N8NQlZYY+/1Yh+5urMmBA/jhefftU5SNWSLgdisqhtcZGdFuYybnVT4PhGhPDz5L+Pwjj+Dan/hEcZMDclItW4ZNU+mYGxtxnq4uLYMgqpWdmhcv1k5sg4N47lwuPKfcUAUC+FxlJTYhBw6gU92dd1rOoyWWvBJSKACZ/PWvwza0t+N7V4pG52Y4GNRSm0xGN+ns+udwaAIrl8Pns1nooWeeEXnwQdXJItCFbW3a/OvAAbWXJsqC6MHpadiQQEDtDDly6+pwzLFjxQkX8gkRUU++vmQS129thY5rbgZ37kMPFZflUk/6/bA9k5NwIq68Eo4CE1kMDNbU4LybNuH//n6MeXRUCeVDIU1IsTyYySN2Zp6dVX4ktxt7gT/9U5Ef/hBJQdpDIk44F/JiVVTAnmWzii7nmtBemM4nderkpKI+RdRRZZMUrm1VFe7ryAjmsGFDMYF7KSqd+xQRnKvcnoJSjkPKEksssaScEJne3Y1EdblAodkkhAl67pdDIdWFlZXgfN+6VfWbCPRrY6PI616HAOLAAGwTu8ezu+/kpCauwmH1o6jX/X4ct2gRdFw0qp2XUyn8f/nlCJYxec9qpFLh/l5EQQIEqJg+WTQK37KjA/Zg1y4knwh2YcKJlVTZrKLiOTebDQkcBrw+/WnlmPd4UElEKi76TvSLWTWWy2Eu0Siuz6oCXmP1aty/dBr35uBBJPICAQUzmEFTztnj0e7EU1O4d0eOoKnIyy8rqp0gingc9zKZBHihsRH38cYbMeannkKii+XFbEpDv0kEv6urca+4Ni+/rIFMEaUXY3IwGMTz9eijyvdriSXngpyVwUIi6tjJmJ2PqZTYpGLxYigJNtoQUUXBACPRXlQW7AJMR6W6GsqXCLC5OThVc3NQwuUaS1RWQtEeOQKlTqEinpvDMTt3QimTUyGVgjLdsgX8DbW1UOw2G5Rle7sivcg3tW2bogoqK5VM3kQJLF0Kh0lEy2DJSUElH40isHfJJViHPXtE7rpLOR3TaYxvYABOqteLMTOwyHVraYED4nTCKdm/H0b30CFFd5Ijig4pf5O3g5uEHTvgJH/hC1Dcx47BiLDcjQ4weQ3f8Q7t9FvKIzlfY5DWVkXIRCJa2u12a4leNougq+lMUfr6cJ8feABjIUJxbAyvp1LFRP65nJY4m+UJ3ERkMnpukz/RLNkzS525Rv/0T9rU5dAhvLZ4MZ6JUmEGcGBAg7hEJHGTsG6drhPLxZnRZOa1trYYbTI1hWfach4tseRXl85OBN8fekidiVwOusztVtTgzp3aoZHdI6lPiMxjUK26Gu8/+2zx6w8/DLvW26vlVyLQR11d0LFr1+K1yUntiu50qqNlIjNaW3Fu2jci49NpBP1SKWzM5+ZwzVQKOphIB5dLE3PXX48kkN0OvSYChDPR13TkamtxnuZm2M3eXjgyK1ZAFzqdWCuWmfn9OD85qvr6FIXIxi8sbaYTw06KtOsMnDqd0Kci4Al87jnow2QSr5HuxOS7ot2PRhVRQ94kzo0IdXI40ubFYtpFmWXQRPZ7PFpBwCBsIoH7uGZNcYCvFJVOh7i/X5GffBZKxeJ3ssQSS05HWluxD/7+9zVQWEq/UCpEptls2lSDKPClS2GDenoQQKqvh37813/V6qVVq2CrBgZUd7JRRzIJnc1Aosul3Nx1dbjW9DS6ypOvdWAA+vmii0Te/nbYom9/W3nUTS5ZEeUrpLDE10QLTk3hnA0N6A4cicB25fNI9mez+J/NHkXUl12zBkHT8XEcQ1qRcBjrQ/T7/v3Yv2ezCJwdPYoAqxnEZAMXswnm3Bzsld8PAAtLgmtqsB6Dg/DJqqrAT9/ZiWsFg1r6zSq22VmMgQm2bBZj6O7WYCjpL9iVua9Pm6udf77I7bfDfztwAMnDkRG8PzamfQhsNqwV9zWzsxjX2rVY56oqrOuxY3qPmUSsrMT5rCSYJeeinJXBQnbWOn5cW7wzCBOPQ+lUVCC41tUFZ2FwUPl9JiY0UEgSVAZs2A2RXEvHj+MYtxtBL3Jt2GzqkCxZcnKAjmTrvb1Q8n6/chZWVmqnSnYhdLsxLnZA3LkTCL7jxzWLz5Lgo0dhCIJB7WBstwOlsHcv5hmLqQOSSGhAjmsTCmGcRD+Q266tDfP9wQ+0LIwlxAzEjo9jHuGwdtQkqXB7OwwKA4f9/ZgHA3EsCZ+e1nUgWbzZuZpG89lnsYbveAeCj1TqDLySn7KtDUZk2bLyPJLzNQZJpzF+bgYYdGbGbsMGbB4GBk4m3B0dBYLEbsc9YxCbhMpVVYp2SSZxL2lAiR4UUfJ7bgJKhXwoIvh8NouxNDXBmD/7LILmS5diHVpbkZl8+WXtelY6Zq9X5KqrsLYjI/iepFJA4mzcqGjEjRuxNseOKSdKJKId0ihuN66TSlnOoyWW/KrS2YnO8D09+L7X1GhgbWoKSDCXSxtkVFUpio+ZchHoCXZXj0Q0EFVZic+eOAH9cu+9usFnUy2HQ7kRR0ehv6qqsDkPBuFETUxoAI0dCImQp53p69MgV1OT2uUTJ9QpIVpcpNg2z8zArnV1QW87nSIf/Sj07LPPKr+Q3Y55kTg9FoPjMjysThuDoySKf+yxYg5ZljCFQtD3ExP4jNerDtXUFMbgcilf45IlGji7+26R3/996EBSntBhYnUC0YgVFdqwzGbDOtEWMwBJ9Ae7XrIcmc3LiEpk0M7jUUcpk1GEp82me4JsVnW02VSs1CG+5BLwZpU2z6KUckhZYokllswnDIIxkbVQoFBE98dEq3u98H86OoqRguvWKW1CQwPs1OrV+Cx5XaNR5U9/wxtw7s2bcV67HbZx3Trs9UUwvu5u+AZMwptVSiLQj9//vnLk0o4RjVaKxhbR8mO7XTn1li4FUMPsHOxy4VrXXKMc4eTXc7kwz09+Ekk07gkefBDv1dXBD6S+J/VHNoukEJHuFRVqfxkkNLmNb7oJoJH2duUXFNH9/9gY9h633orx//d/i/zDP8Au0AdiszMGfjk37lGYKCPQhck7pxP3MZPB8QMD8EmPHxf5r/+CP0K6DyYjeX9CIfX1XS4NaK5cieNaW+E3tbRoMpU2fXxc9y+WH2PJuSRnZbCwtLMWS6ryeSio/n4cFwpp96aGBigcwreZ1WcJUUMDzkc0VySiaDqHA9d0u6EgQyEYip//HIqcPEmmci4U0OBk5Uo4OgMDSrybTuN4NiZhho3cGjMz+ExTE4Jkc3MYW1cXDENzMwwbS6TZFOPb34YDRWXOtUgk1PCm01CEY2MYNyHta9aA+0IE1+juhsPw9NM43nTIaPCIKmlsxHvRKMbIbN2aNXDW+vvVuFRX4xx+P9AeP/+5ZvxosETw+epqfL67G+tGxyqRUARgbS3WwuNZmEeylGOJJVjPPael4Qw6M/NYU4NGKytWwHE30RfJJDYbRHWyAymh+N3d2mgmHtfg28AAninyYFVU4Dosq+bcSzuL8TebvNTWKlKIa7R0KT5jt5dHjHDMc3MIFNbVIbg4NYVxPf+8dnyj8FlqbkazGY8HG6iKiuLv5PS0lgJazqMllvzyQj5VEsGPjeF16oHxce2KODiIv71efCfZ5ZBoh0hES6lEcGxDA3RSby9ea2xEUJKID9IxsEsjnYqeHnSCdzqhR5igY0CNgS5yI9KWkh9xfBxICDpFhw5pAoJjZ5BzZgY6delSzPH//k+58To6RN7zHjhEItCbTifmsWoV1imbhb5rbITd7uvTQCpLosbHcf3qaqx5NqvJp0BACfGZyOK4GFT0epUepKICOnJ4GHaYyBXqXdKkkCBeBMmsCy6AwzUxgfNMTKiNtdthT8izyEqAbBbHcG/CxjEMKtJxJdqSgc54HHo+n1fOJq5ne3uxQ9zSgv/DYdwn877xWTQ5pCyxxBJL5hNSLTERYiLuTiVs8NTRAWSc2fAil0OQbGREK3eGhvCTSOBzjY34m7yyPh/02csvqx+RTMJ3sdlwfjMRYrcXI8xYubRli4JNTG57Nl8pV5Zss2GPTVCKzwf/grqVoJMVK/C7uRkJ+6VL9fiJCZErrlC0fVsbgokjI9D527crdzDtcSajqPnRUUU51tRopRlBMi4X7MySJQCmMGlVOg+iMZ1OkX/8R6wLEYT0qQMBBPhoW8k3aZYpEzxBW5VKwebTzhKQsmsXApKTk1qVRf5hNv8iFUuhgDW7+GJUeN16K3zxT35SbTH5LClsQMZEnuXHWHIuyVkZLCztrBUKaberqSnNYmzdqgFEv1/Lk+hcsNxq3TooOqLdZma05JTlVb29uF4kAkhzXR14nJ57DmS3Hg/eJ4krS4NuvBHXNjtY/tVf4X9m69nKnpmz6Wk4dzfeKPL//D84ZqHy0mgU46cDwWvTATKRaSybmp3VoBWbazz7LAwQS2br64vLfTMZ7XTsdGIM7BRZWYn5xGLK0+j1Aj6+ciWCWcPDOEdLiwYSZ2ZwDbOklcKA2ciIlsBec41uEhgo5eaju3t+HslyHEtEK46MYN3ZeXNqCvessRFoxRtuOBl9QRJ6NqNhgFREnV+ul8OBZzYUQsZzYAD/NzaCN+vAARh7onPM0jObrZg/0elEEJmovvmys+UQIxzzlVdqBtVm02c9HMZamDybPKa6GtclVwnRRxxDPI6xrV9vOY+WWPKrCHW9z4cNci6npVWkqjh0SBMvDNwQscFMOZMY7343gkFf/Sp0ydgYAmUuF76r3MgTUUAEHtEBFRXKSXjDDYoqzGaVyzQQwDWjUU1IsUv9618PPXfffdC/LS2KIGcnSdoovkbU+PHjmFs0CpT3dddhjdasAQpaRDmLiHzft0/LdtNptcfBoPI5Ed3AoCFtYDYLB6mhAT/Ud3S6iHZ0ubTpCZNcHg/OQySlCMYVDGI9zHWmU1ZdDXu1ebM2AGPihfczHEaJWiKBe+fx6DkiEcw5m8U8yWNIon/aCTbA2b4dAch/+ieR//kflNOZTqcI7tHnP49E6MiIVlCsX48AJ8uUa2uVQ8oSSyyxZD5hsI56mhQZZyKVlRoonJtTfj7aMVYRZTIauCIn4eLFSCTV1sIvfPllnMfh0MaYbKhBbtdyiRAi/kkDUVeHeWSz2pSKiR0i3iisVmIijqg5lkZTr0YiIh/4AIKgDz9cHHR0OOBTvetdxXqXAApy80YisL1s1EnEpd8P/zOVUv73UEh9xakp/M5mgeAbG0MQ9eqr1Wfg+vf3w5Y/9JA2eayu1kYz4+PFjV8cDkUP0jfinJgInZzUkupgUKsgiAIkopC2lnaV+xMmPF0u7Hncbi0vJ0Bk1y4ESYeH1W+jD9PYiN+WH2PJuSZnZbCQ5TaXX44AUX8/vvi5nBqkTAbKMRCAsiK6qrlZy5UIKWdLdxK52u1QaC4XjAaDZdPTyv3D4BMzJV6voglaW6GoolEQpf71Xxcr9ne8AwTsJmcUA2Z+vzoSLC8WwUaeKAyTQygaBW/h5GQxD9PkpK4HS3cZ+BRRPodCAQqzpwflXTfdBIRhRYWWXLW1wZFJJGBQvV4tgx4fx3GhUHGHZhqTSy/Fefv7AWl//nncKxqScFgdO1Pm5pSY/ZFHsPbsLLxuHdbGlFRKDXQ5HkkRbUZCRAvLFliqwPu3ZInygjG4WIq+GBjApqGv7+TyZLMDGruRJZPqoDNrdckl2mWYHCJ0JtnFkt2qCd+vq9NAHgPT1dUIyFIY3M7ngYzk+gwMiPz7v5c3guTZPHy4mGeT1xkYAHH04CB4EgcHlSNkfBzXvOSSkzcxllhiyZmJufGfnVXeXNoLlh+TH5W6h9l+txs6Yu1aHPP7v4/v5PLliqDftUuz6kQusvTY4dCmHtyIEz3xxBNIeBDFt307Nt6FAmwIk0/UYek0SrU2bSpOXgwNQSc1NMB2kFOXDUQYDAsEYE/6+4FeEMG1H3kECRZy+oqoA0HuYSI2OjuLEXfsEs+OxLSdLGsiOsXvh50ZGcFxZtd6txt20ExyTU8rPxN5EOPx4k6bDAB6vXhv2zYN7La0KM+U06n0H0NDOH9tLZCIJ05gXTZuVJ6pYBBVAP39uPcTE3qemRl8RkS5vbq6oMeffFLkLW8Rue022LdnnhH54hfhlHHvYLNhn/Hcc8rpddFFCBSSA9gSSyyxZD4JBuF7HTum3eBPJ1hocsx3dsLny2Sw7yY/H0uOSQPV3Ax70tQEZBnpMOJx6PJYDD9XXonjWC3GANLPf47rlCZCTMT/eefhtRMntPEgk1D0u0yh7jdLeScnYZOnp+HHkv7hxhuVw542i40fS4V7/b4+2IveXpynp0dRd2aQdmAAduYNb4A+n5nB/JlkZIMvn08bnY2Pg7Lj2muLk0W0+7298CmmpvD5tjas9fi4+jUsu56dhf2w23Gdvj5FFu7bp5UKTIx6vfBtJifR6IRITiYiw2GttJie1r3H8uUYR2enBn3Niiv60iMj2tCS/QvMRiqWWHKuyFkZLCTfnNcLpf7YY1oWxKAT0XPc5LtcmtFgM45wGIpz61blqiPPj8ejUGciE2tqoHSZgWptVbQbO0mZaDePpzxR6nXXafknux4TqcWS43IBICrjwUGMWwTGLp1WpcnGLuk0Aj+EXNOxpJPDTrwOB67FQN+LL8IQVFfDoeB1fT7lCOEastGIz6cdw1jKe/CgIg8YcGxrE3nb2zTg5veLfPnLuH+jo1g3dtQcHcWmor4en/P7YTBYLmfy6jEw2dGhTmg5jqXeXkDSv/51jCmTgbG//HItgytFK85H4M5ulLkcgmammOtQKOBetbRogDKfh9PF+00UC/m5kkl12kV0w0Q059wczk0U7TXXFKNC5mvusmoV7v1861NdjWsdOqSdTE0Uya234rgHHsBGg13oqqsxhltvtZxHSyz5VSUY1M7v4TB0XyymWXOTo8dm06YYDQ3QEW439PGxY1qC1dSkCTCWColAF5lcqYWCIpxFNPhFnfbYY0DS22x6PbsdepKcSnyN5b4HDxY3YfqP/xD52tcwLnZlzGQwb/IbMZlF1P3MjMhLL4HkPBSCzl28GBt/dptnoo/dnRcvhnMzOorPRKN6TpaM0WE1yedFtMkWuWddLi2LGh+HbmxoKEZ4s8yLTaFmZ9WJ4VoSLe52w36xFLqtTRGc5DfkZziuvj7Yq0WL9LkglxQbyaRSyodLEnnSqyxditdZCUDn+IknYDeamrAX6u3VAGY4rEnUmRmM+ZOfxHgtZ8oSSyw5HWltRYDt+HHoKFIxnInE4yj9XbQIumxmBhzlsZh2vGclGa9BWqcXXlDUXTSqSZTzzoOfMzWltsvpBBq/dC9LxP+iRWon2ESFDalyOfUlqcMZ/KLuZzKqpga6dOVK9YdEAKq45x5cj75qKIRkDgNgjzyi3PLbtgENz0aepIiib0baCe7nUykNmkWjAEfY7fD9UinYpqYmrdgTgS+2fbt2d160CMf813/B3jBRODmJ91pbNWmVyWgQksCDpia8z2qz0g7RIrjO9DToRqantTEj7Rd9cwYh8/linstt2/Cc3HgjXjtxAsfcdBOeo82b8VoshvMtWQJwi5UEs+RclLMyWEg48csvwxkaGoJyJMcAg2c1NdpUgkEvvx8Ggg06iDQgb0VFhXK2ETrPzAjRFeSNYKfgpiZ1PkyZr1tgWxuCK489hrGGQhoAotEpFwDq7IRy27sXRrKlRRUdeSD8fnU6+BodPmZwzLJkj0dh4Ax8xWLqoA4NKRKC56XzwyAiG5qw69jEBDJ673rXyUq3lP/jwx+GQ7N/P84nooFMkhGz5HrdOlx/eBhZpmuuwfoxmHXzzTCeL79czFkooo09yJUYCCDouncvjOSVV5ZHKxIFWBqE83hgGJNJLc2mcJ2ZTaRT5fFoUHLFCqzpwYPIhNbUYB5VVVqaRyeYyJFwWEvURXDuDRsQpCOChiUS5Zq73H67fm/M9RkdxWsnTmB8ExMIBtbXl0eR3HMPju3uxv8rV1rOoyWWvFLS2orv744d0GtE6Zm2ij/k2MlklP6ASPneXvx+4AF876urQXkwMKClzUyQMdjGDTptHhMa5GBiCRnLbZl0mZzE2DkeIiEYaHv2WeiMgwehP6amtMmKCMZMJDsdKputGPU4O4trer3Q4UwAsmmWSHGzlB07oFPZxZicikQfMBDJ89OpIwKEwbdCQeS97xX5vd+DLb/rLuhY7g3IQ8hyaNovlqDRgWFpNa/PrsWjoxoAjsd1/ZYvh66fmNAEUjwOx5BBy6Ym6OnubsyzpQVrlkjofGpqYDsnJ4tLr4hcmZzUe8kS64oK5f9lA7Z8HgFbEUvXW2KJJacvJqorl8N+/3SEJbhEOd9wA4I9U1Min/40dN5LLxVz9CUS0HPstkvu2VBIKS9mZkR+9jPYJyblg0FF+pX6AiJKz2RWLtXWAtnIKiIG64JBvJbLQX8yeGj6Xs3NQOs5ndi7//d/I8C1e7fSa9XWamOtgweVT3brVtjyaBQ+GhF7x47pNZgEZEd7lwtr4fcjiGYi/cfGtGqMDbtMzkAmvkipdegQApaTk7DF4TBeHxmBzSWQZnwcnyG1CBGFREAGAsqfW1eH69APpE0+ehRjIv0G/eS6OtjG8XG1taxSIz/mW9+K1z/3OfXd2Gg0m9X1XbMGPg4pOSyx5FyTszJYaBqeXbvwxScaI5dTLjm/H0G1gQGR//f/RQlPMKgEsz/4AQwNlZjdrjw/2azCsRnAI5cCs1dOJ4wKDVGpzNct0G5H2c/wsAbJ6JQ5nSjnnC8AdPnlCG6x/JoNXBIJKF46Kyx/MrlBiLygo0QDNjys/FQsT5uYgMJfskQh7URLsCzb54ORoJEMBIq5+05HOjpEPvEJcHPs3KlIE68X98vkyYhEkPnZvRuGbfduOEJmMItObLnGHjYbgoIMPra04Pno7oYhMUvKTAL3VKp8h+WREeXVamtTJM3YmPL8eb2K5CEJf0sLzv/udyNbd+iQIkt9PpAXB4N43qJRGOP3vhcwfa6R34+A7DvfiXkXCiL/+7+4V62t6uybzV0efRQl8Ob6DA4iMEjOQfJ++Xz47Pvff7IBtdux2WBDFUssseSVE7sdm9xHH8X3mc1DiBhgyWwmo10gk0lFj/f1KVfRBRdAb+7ejc8NDkK3h0LaCIWlPSbajsklIu4Y5CoUlBuInQSJqCAqnIE9lwvj83igK2nLpqaU/5SltjznzIzaKQbZRPS16WmcLxotbuTC+ZCPWARjIFJxYEDR2qTRIA0HbS8DjdSDDCZWVcFOUA+6XOh6PDysZcBVVdDJ5IFi4zCTyN+8RiYD5D/3LbyHJsE6HbWKCqAYDx7EmpHzio4PkeCsNpiZgc04/3x8ZmIC6330qKLmSUvBIDCRk0SScG04bjZn6etDubOl+y2xxJIzEfJof/rT0EtnIkQ2mw09PB7sicnRZzY0rKzEnnv/fvglfr/SSWQyOI5NBlesUCT5vn3wedgkw2z6RCAGK3Oi0WJEI1GMIlr1Q5sdDGoSibzjtbXwMTIZ2MVoFOdyODA3UlA0N2N+vN7GjQgKNjQooi4U0mZcTEoxOFldrY0XmQjk/SC10hNPYI/Q3Iy9fyqlSMyZGQ187t+P5ojcT4hgXT0ejKG6GuM8fBjXom33+zUIWCgoRQaBEbT/BOUUCpogJV8+bScbejHIaNpVVnuFw0qB4vXiWVi0COd55hmsK/0jhwP/R6PabdsSS841OSuDhSJqeD7/eaCiyDlgcv+J6OZ/6VIEYUrPceKEyL33QvmxQxU3xlS6waBm9Yk6IPR5bAxZnksugYIqF2xi8MYsv/V4RN73PvBjHD2K6/r9IFYlIq+UI4NktFdeCcerq0th4+yQfPiwdgLz+ZTzgogNk3S3UFBoOPkDQyEYokwGRumaa2AgurvhaGYyOC9LutlhWgSvX3ABfu/ejfn/+Z/rXEzDSw4J3oc77yzmAyS3HruDsUS4thZj2r1b5A//UIlozXPN19hj/fri4KPNhuNjMZQnL14MI26W3r797Qgqx2I4Nh7H3x4PApepFMZtOo6BgHaJ3rhRDSFLnGdnsZ719SjL47xHRpBZ7OqC4QoGgRxkIPSGG+Zfw2eeQbAwl0OAwenE+Fet0o6onZ145rg+W7cCbZlOK8I0HtfOnIUC0DnXXvsKfWktscSSU0pnJ5IIFRUa3KN9Y4di/s9OvWzkQZRdZaVy9DJhsGMHdOGiRdCLDC4SiUC7UFur5bNm8obBOupTNr8iii6bLS7jzee1GVmhAH1M4vmeHrxGe0SkJP8WKS4tFtHOlTMzQBOQSJ40DUShBIMaSGNDrZ4eLV9qaoIOJ+KfqEMR3S8QxWm3Q4d2dSmdyA03wKH85jcxp0IBTlJDA4Jp5B/s7sY1TbHZsG7pNMYwOYn5DAwAoVJTgwTm5KQ6SqEQStOIWqGDSAdubg7OYDardn/dOuj9mRmgOk07ODeHaxNFyKRmOq3ryz0OA4h8BnI5JCv/6I8sBIYlllhy5jI5qUEfJqPKdQ42hbr4pz9Fwru1Ffp282bss0sBCgxQsTMvbaNIMYfs5CT8i6oq2D2TusNEo1VUoIKmuho6PhLRrsNELNJWUu+Oj6stIULd5UJwct065Xt//HHo4+Zm+G+VleprZrN4r7VVG0gePozzVVWpXRgbOznJZ7djHAxCsknXffeJ/PEfK7iirQ32jD4iE0lMtDFpVigAGNHcjLHX1yvCnWNkwow+oderNFh+P+YWi6m9Z4NIrxfzjURwHTbOtNtx/cFB5XMn9YZ5T/k8sUEpG30+/jj2Pq97HY578UUkKLmXIXXXzIzIT36C+/wf/2HZNkvOPTlrg4UiUHZ/93fKpdDQgC+76WyQ/2/5cgQGSwMtS5dCcd53HwxFMglFnUyqEqupgeLxenG+XE6dEZbF9vfDCVuzBseZ3QK7ujR4NTqqXG/19VCOy5cjkLl2bXEAqBxHBrvkrlyJ8+/di3lffjk+V10NZ2N0VBEDlFK0hohmwohCZHDRZoOzE43CEBElwewaESPJpDqt6TS4Qa66CvfmpZdE7r8fKJkdO7AOpTx6zOKY5cnBINawtxfryMyd04l7EQ7j+Pr64vUyn4vSZiTzNfaIREC+/8ILmCtL0YlW9Hq1Myl5TziW2logTmpqcA+GhhR5IwJkhxmcpJiIU3Pea9YgMNfbi00En1U62/NJZyc4wWIxOMJmVnJqCgHLqiotiV+zBhuWP/kT3He/X7nP+BwkEghib9lyMuemJZZY8uqIiSTfsAFIB3PzzQ0/OQRjsWJ0XKEAHWCzwekhiprlqDt2QMdNTCjKgBt3Bg3JC2S+T4SAGVirrcXr4bAGKWmn6CQRoe/3IyEzPq58w2bJM7kUGdBiIJFIeBFFLZK4nU6RiDpjJHKnrSO6sLZWS4eJ2CPikfMmatAMYJIranRUG2MFg7Axn/98cfJm/36R734XNphoCZKnm92N6eDQsSOK8NAhnIcoTb43NaWIFNo6s/qBCTW3G/d87Vrl821sVEoRhwNryDIuM9CbThc7mywBMwOnuZxyB1s2wRJLLDkTKRRQQXT8uHLp0Yc6XXn2WVRlXXONJrRjMehcEdWJ4TD8qq1bYetmZqCL2ZByZkYTIdy3ZzLYJ8/MIFA4PV1cSbRnj9IKbd6MsYdC6qOw3JcdfP1+vZbLpY0TlyxRPkWW9BL1lkqpH0bkIxNGlZU4vr9fy4RHRxWBx+QfxfTtyJfr9cIO33efAjlENBA6Pq60JqTvos3hWLZu1Qq9SATHjo9jzekP0o7QftTUaPMuEcydFFlEGGazCAoSbcjgIOfCRFcyqWAgUqWIqE2nL0o+ZiYFJycRAzCTlKTY8vlw3scfR0D6jW88/WfSEkvOBjmrg4UiCPa98Y3g/yPhO8uhWD58wQUi3/ve/MEqE43W2QnFx000W8wzw0HFZpK5z83BSLAr8/nnK1GqiDp/bARiErLX10OBJZNQ2Gbgq5QjoxT2ThL4igqMu6UFxm71aoyF5Vi1tcrbQQM9PV0M6/b78drgII7zemHUEwkYBKcTRnduTstsm5oUyUDEQyqFUlmfT0uFH31UUZPt7cU8eqbBorS2wnA9+iiUPzsmx+NwnjMZXPuBB2C0zaAjpVzwcb7GHl4vMn233QYDaAaT9+3D2o2O4l6QF4WbjIkJBAT/9E/VmPv9cBr37ClGyoicjDgtFbsd83v88eKsJjdD4+PFz/A73gHkYzKJe89yeo+nuHRhzZrikvj+ft0k2WwaMBTB/IJBnJPkz5ZYYsmrK+WQ5IEAdGUyCb2QSCiHUCKhqC928stm8b1uadEmShR2yCVvHx0flizR9rAhBp0MovaIjhbRAFIioceydJUcUOTAczgwZvLd2WyKFjcRJXQuOA+uiYk6FNHPlOpVBksZKKyqwvpdfDGu392twc6qKui4n/9cO8eHwxrQo31dvhx2x2yMVS7Z1dkp8tBDWF8iIMkZxfI0jtssBSsUoHtDIYyDzcOmp6Hzg0EgScy50yHiXEzEZSIBnU2ESzqNPVIggKQqEYbsOM1qAzpNZtdooknoiNrtikAp1/TLEksssWQ+6e2Fb1AoAJ1GCgrqtlMJfa3+fuyv02ltZkX6B7tdu9T7/VoVFg7j9ZkZfMaklyJKnQ2jyN962WXFSbiaGsyBjb0yGfhITJ75/epf0Q+w23G8w4HzVVUV+wBEwfv9yk/LJBGTXUTWTU9jzsuXQ7cfO6b2jo08ywn1POmL1q9XzsH2dvWVrr4awdzJSQ2oMUBIrn52lZ6bwxj8fuw12J16YgKfCYWw3qRiyufh55KL3qQdKRTwOY6V9s0Uch/Th00mNYAognXk3oQ0IPTRMxnsN8bGtJyZzx33MNwLJZNo2nLddRa60JJzS876YOGp+P/a26GUdu8u3/SBwSoTjbZnD7gO3G4oODb5oFPFzXQwCGWVTGIzft11UMLt7SIf/SjG9rnPaQnrCy9AWTU2YuzRKIzG5ZdrhysqbxHt+pxKYQ7bthUT+RIF6XLB+I6NwRnweBCwJPG82w2HgUHCEyeU88pu1+7PPJ7OIR0Zoj3IJcHSNdM5ZJmAxwPnhjwZ5OqbnQUhL3kNyaNXOmdTTCcxncZ9yOXU+NfWLhx0pJgNcUobn5iGe9Omk8dBrpNkUhE7dEx9Ps0oBoPFSIubbsK9MLkTzfLmG28sP+dyTUp6exE4tdmAQDUDrgcOYGx8zoeGlL+FyJhoFI7ylVdqgDKRwOeImC0t4zBLEizH0BJLXn0phySPRGBXROCYZLP44abX51MEwfi4BgFJx0EpFIBCF9EgHgNWLMsi+o3cP16vlgJxY83yZ9JKsJGW212c5WcZsssFm0BuWL9fCcl5HRFFEdhsQFTu2gW9Q2eIgctSDkB+lkJUJCkh/H7oxdFRJOauuQaJQ3IVE2VIBALPabfDzlZXw26bjbFK9w8i0NkjI4qYITqiUIAN93iKCedFNNk4PY19C8t8w2FdT5Z9c56cF7kLec6ZGXVaiSi/5BKUX69YgWTR3r14bhis5NpzLfk88X3aeAYUw2HsXbzek3mYLbHEEksWEu45zcZcZ4IqpA0aGECCntyy7KzscmGPTnTf6KgiyslNJ6IgC+pptxt79GAQfuT4OAAmNtvJAI1CAUE6BiFpe/N5RWsTWUe/aHQUtoT+Vn8/Ao+XXIK5TE3Bth89qvy/nC+DdgyObdgg8g//IPKtb8GnDYWUO30+rnie02bD3A4cgB/Q2akIcfrRhw7B3jEJyXJm0p2Q93dmBmvFRmMNDfAx9+7F8fQzhocxd45RRG1eRYWuKQOSLJ3m/kZEwT9er3Izkt+QvOsMFFKYBGXQlXQdRHqaCHp2qSay3lwXSyw5V+SsDxaKaJOM//1fbXji94tceKEG0BgkMrNEPT1AcjBYRSX33e9CuVx2GRyMJ59UQ2CWTZkIQZY4rV6tZcki6vyR644E4yLKQRGPK6ecqaQY5Nq1C0reJPJliVdzM347nSIf/ziUbDCIsX3lK+Cki8WgzEVwLZsN1+vvV0cwkVBjRueAKDe2umeXKRp6BggJW/d6lUQ3FFJiXPJm0fCykUi5OYvg//FxBMb6+mAMRkdxnepqrCGV/+kEHUVgZHfvRhneypXq9J0qeEfhPTOJfxk4zuWAPDFJ38txJ5rlzeUCm+WQRQxmsgFKfz/WijxkL76I9aqrwzpPTmpXapa3jY/jOTLnGAxiDWj43e7izQaNODOw+/adzJNoiSWWvHJSrtuiCL5vF16I944c0a6ATAgEAvj+E+XHMpypKQR4RKBHx8aQwGGXXwbrTA5blrpOT8NGEl3PY+iwkU+PCSQGIM0gGQNlNTXaHbKyUoOF5fTI3BycMSIGTJ1ElIO5LkQCmnPgeaNRTZTQ5tNxfN3r1I51duKH68nu8w4HSq78/uLGWGbTqIcfxmuxGJy/iQkg+xgoZXCOjiqvwbVnMynaXzqodXVKuk8ni4gIvlaKJBkbw71qbcU5Hn5YOXI3b8YatLYqSp7nYICYKNBSuhKSzrMB2rvfXR4Vb4klllgyn3DPmc0ieEQOVpNHfT6hn0LEc2UldNLRo3ifNpHADZ5v2TJcZ3gY+t/lwk80Cp0XDOpv0lcwqDY6qryEBGhMTiqakLQY9JdEivWoiPIDs3y4tlYbHN53H2wFuxmLFNNvEElJ/ezxiPzBH8DHvOIK6Hd2vRdZeA25dmzwsW6dUlyY9Fx33IH/+/sxXyYeZ2Y0OcVGMxMTsDc+H3wf0m+QpoPcuKycIwAhk9EAIKktaMPz+eJuyNwHEA3KQK/drk29SB9lVriRh72hAe+53Vh7M2lHn5/rRmQquSQtseRcknMiWCgC5fQ3f1PMIVQoiHzyk4rUKJclGhpCIInojVJ0x9KlKL05eBDKiWgsOlUmqoOorpERnKOxUZ0/XtPkEHS7MdZcDoaMWSZTeb/jHbj20aPqvOVymEs2i7HEYnjfZkPTDwbePvIRjPlHP4KBCwbhLNK4hEJ4n125RGAYWEpFdEkuhzm53TieCEUaSgZKiTxhAIr8FYGAotxiMXVi/X41pKbQaa6pwf8MOtLY0Aljtmy+oKMIXmfALh7HPIaGEASuq1s4eCcCY1hfryhQ3n9mD8m99W//hmfGPE8pd2JpsK206QubAJjIoqkprFk4rMaX6xeL4bkbGADPBoMEmQzGy2esthbdtc2xMRC9cyeeB3JiceNDY2u3Y27zld9ZYoklr4yYSPJSuoRIBLrtyBHduNOhYIAuHNaGVxMTCB4FAtBZu3fjex2J4FhyBzHwR2cnm1XHa2YGzlZfn/IEZjJKxxEKacmww6HHsPyK56A+oSPl82kJMsuMaRdnZ6Gf6+oUwUgUiLmxZ3KDTVYyGeXvI8E53yc6bmwMqIm3vhU6VgTH799fjLBmKRl1cm2tcgBSaHd27sT/RGesX4/1Hh3F+Mk9ZQZH83l1JsnDxMAdnVmXS0vSStehXLkZz51OYy9A3b1mDRJ9vIfxOOY+N4fX6MTxPvA+8ZxEWJKkfmoKNscSSyyx5EyktRX77eefh95xOJRDkEmo+cREuYkUc841NCgFw8QE9HhTE5LniYQmdkxeW4cDepWdhEWwZw4E8PfwMGyACdBIpeA/sLpK5OTECvUoA3wuF4JobjeoiiYmQBt0/Lh2QhZRe8g1YcJOpJji6X/+R8ukzQaVpyMMzLJ82mYT+fKXFeHJJi6XXSby1FPwv3w+2JKxMeU5Jm1VZaWWkvOnvV2bsvT1YV7JpFKEkTuRFBpEsoto40wmM0UU3T47C7tDyo65ORzLhjHHjhWjE51O+O2VlbBZ/f1KMUX7xf2HSWsSCChnuyWWnEtyzgQLGXhhYwgGAslFEY2eXMabyyHQ8vWva8t0chsQvlxZiQAJOxZTqGicTiitdBrNIPx+/P31r8PRyuWg+Dwezc4TMk1khsejpcYPPgiDZPLSXXopSqPzeYzNVO7V1TACo6NwCD/9aZHf+R2QnLe3i9xzD7o3PvooFGY2i3NUVwOt0t2tTVu8XlW4JH1lxieZhNHdsAFotlhMG5+Q95DBKrsdhqK2VoOTNIIMjooUN/owhSTvL7yAzwYCuC/koSCBMdfRDDqaAbiREfBIjY3BQVq8WHn4AgGR978fDUXmQ8oVCriuy4XPml1JWXpMKP3oaDFKlWJyJ5piBjF5L8NhnGfxYj0ulysOMnP9RkfBt5VIqOFloNDr1Q5xo6MYJ0vfzXF94AMizz2HZ5s8INyEkTPE6Zy//M4KGFpiySsnp6JLGB5We0PHolDQjo5+P15bvVqR7y+9BD04MYFjBwZwnNlEREQRhkyA0eFJp+GMMUhEPqXWVnAnHTuGMTETzw6KdO5YHrVvH34nEtAt4XBxQw022KCzNTWlwSo6lGaZs8n/R05aNmchNxV5WEMh/AwN4Trbt8PBsNvhNB05oijFJUsU3eBwwP7zf6I0KaSWmJtTNGgkAu6nzk5cj1y/5lqb4y91TOhgEnXDBA7L95iUKxXaV/JAEVURiWjXSJ8PtnBqCjqdexPafPJFMknIki0mRKur8dqOHSI//jH0v4U0t8QSS05H7Hb4D6YOI5KZOsbkpuXfJjc8fS52CiaSnhy0ExPYgzc2Ym997BiSOiLQd6tWQVe/+KJWB5F/sLERn+3sxGdnZxEw4zhYUUSdLFLcuIr/i2hAMR5X/r4nn0SgdHBQ+RIrK7UTMCmguN+njWSAk/r4m9/USiuTguNUwjWfmcFcRAAyuPRS2MNMBn6m3Y55j4+rHSC9F/9nYuviizGGCy9EEu7xxxEM3bULx1dWIvFHYEdNjTYW8/mKuXFZVpxK6fWIqOR9ZpJyagq0UdznVFZqqXI+j3OHwwD7XHABfK2XX1a+RYq5x+L+wem0aDYsOffknAgWMvCydSsCQSxDXrQIm2OvF05SOq3lUFQY1dXYiD/yCBTWgw/ifIcPwykKBHCe+npF79HY+Xz4YXaIDsbSpdiMHz8OhyGbRUfa2lpFH4pAcVVV4fOdnRqIYgt6Bmc8HjgxbDSyYwcUY22tOgh0KLq7ofDXrcNm/p3vBGrS7LL74IMY24oVuD67J4tgbSIR/NDQ0eitWYN1GBtTFEs4jDWMRmHsqNyZUfP74eRGIsXB0UIB92rFimLovQgMBjtsLV1aXMblduM6ZpCRQceRETS6OXQInycK56qrNHtYWYlysYMHsY7XXrvwM9XZCaQnSf+bmpSAPh5XvgyHAzyXJkp1oee1lJcwldLNTX097rdIcZCZDl0yqQFbojjHx7H23GBMTmJ9mptxjx99FM+D6ditXi1yyy0o4WdpADOudN7XrClffneqsm9LLLHkzMRuh77u6zuZ67SvTzsVsoSUiRmi08jnevSoyLveJfKWtyBZRLQhdQd5BksbgpC7h86Ky4XvPkuN2HG3qgq68MgR6BmizxnoM9GKTCRVVeH61KN0PHI5nJfj4eadQcbKSqzD1BR0Lcdqkq+bTVtYdrtkCc5vJuPYiGx8HImzRYtgg1geTS7iUAhjHhxUm8wElylcl0wGNqKmRjtE1tbCxm7dinH5/bimGTSkXmdZFe8ROzjTSTIrGUSKg4UM6nKtPR6ck+j/vXvhQBP9z8Dn5KQmmuiUmVUDLA2jMy+ijmtPj8hnPqPdPS2kuSWWWHIq6exEMIn6n7y2JjUDE98ixV14qbvIi57LQZ+Sg11EbdnevdC7NpvSUSUSeG3PHrVfra3YzwYCmhxnYym3G/v7cBjnTSRgNzweRdaLlEdEMknmcOAagQDmvm8f7AltGBHxTAAS7MD/OR4z6bZzJ67HUufSYNfpoAyZnLPZ4Bf/+Mc478aNur+/8EKMmc09Ewm1LQ5HMVXKkiW4B//5n7gvVVVqb+NxXItrysZcHo9y9fK+MojJ+899DZNfoRDO29MD3+PGG1FSnUjgdfIO19ZiTJdeCv/l8cfx2WuugX9FEIr5zLhcStvkcFjBQkvOPTnrg4UMvOzdCyeJvD+JhAaVnn1WA3xjY7qxFkEwauVKGJL9+6HsGhu1021PD67h8+F4OjAmVx8NAznezjsPx4RCOg46fxMT2tmKnbl6evC7qgqZGga2GJw5cADj6uvD+QghT6cV/UfniS3q3e6TUWBEuLndWDOO6eKLsS6EhV9wgSIexsdh7Coq8P7Bg0BMvve9Il/9qnL2VVXB+WLXzupqvNfeDoMRjWK+LS04509/qs7HJz9Z7HT092snrVgMipsIDRrNiQmRp59GUDQaxXlNFOHMjJaXbd8OQ8ggbbnS5YUQiZdfDqPU16fGJRZTFB+vNzgo8qUv4flZvbr882ryEnZ0KJelx4MSNnaMW7xYnd/aWpxbBMdt3Yo5sxybBlVEHWduhtatw/0uV6bNLmTr1mHeY2NqLLkpGx3F94Pfl1OVfVtiiSW/vMzHdRoKaeCKSQOzwy45gAIBdWQefxzJI7Oj/LFjWhrM85gcQG63buAHBjTARqeFdoc2hsE6s3SqFLHo8ymXL51E8h2JaAKOToPPp3QYU1Nqe0w7a3Incg2amjDP/n4NTlIYbON1Rka0IZTNpgj5mRnoNXIzEfGfTCKJQykUoKfJIbh/P+xVJAJbRmqPdBrNxogAZdKHyRiWk4lgzo2NmGNPz8kcihUVsBcsRea60fk0A7QMClZUKLk+URXJJObNwCgDuHQg+VmnU3ltWQbGZ6al5fQbjFliiSXnttBP6+mBTmJyh3rM78ffZqCQHHWkcuD/+TzAHNT7Jv+u262crAxA7dihgTSW07rd0IGVlUBgj4xgH06dX1urzf1SKQ1YRSJqM6gXRU4O0s3N4dwrVsB3mJuDferv1+YcLINOpxXtT7/Q5AY0m6ak08VNp0wajtMtR6bQfrhcmP8TT8A2LFkCnf5HfwQbt3NncRMVcgO63bDpTDwtWQIbcPgwfEQRfGZyEn7p7CzsClH/BJeEQkAfjo3pPXC7tekmm2tyTTwekbe/HeONxRAEzOdxX/v7cY9uuw2v/+M/4pi6OqAdu7rKB3d5Xr8fz6cllpxrclYHCxl4OXoUmQ0iB0lczu6GhQI2yn6/Bv2IriCx+LFj2KhfdhmUU3e3lu6YpTgs0SVaweRT8noR8DGDUuedh3MvWQKFW1eH601MKA9cfb0i+8oFthYtQkasr083/CSdHRvDGOio0CC63fOjwEodUiIjyenxs58VZ/xMwnVy/OXzKENraNAujZWVUMzbtilapKICjuLOneqMbd2K4y+7DAGt0vJWnm/TJhgecgUyo0deiYEBGKtLLtF5s3xvZATzra3F62ysIoKxpdNakmWWBJdDJIZCuCfxuGa2GJj1+3GeRAKf2b0bJMH33FM+YEhOTJ8PGS5yWTqdGN+yZRjPSy/hnvn9QAcSMWuz4bkk0oUExCyRpzMXCCCrFonoWpXycHAs55+P783UFM6bSMCwBgLFHImU+bgmLbHEkl9dSrlO/X4kIfJ5BOf7+qALzMw7eQNbWhD87+mBznA4oLttNuVeGhhQO8IS2ro63fx7PNBP6TTOm0jgePKfEg3BTpa0j0wykGfP51PS81278B4J303+PQYsRfA5Ok7hMHRPNqtBMiLwWPpFx8nthi067zzo43S6mPeRc6Izsm+fcimJKErQTMq43Zp8fOEFLZOifjYR7izVom1fskR5hlta0GDE7PJoJl/4s3gxbJ7TCc4oBmC5zqEQ1uTYMUV6mB2LRYrL4dxuvedE9hOVMjmpaEqTo5ABYBEcy06jZpdolwvns5DmllhiyanETJAvXow9slmGTAocJk5oOyIR/M19KUuRTd54JlqYNDI7vRPl3tmp+pB0Pj4fdP6ePRhPOKylrLQVDgf+po9y6JCivxl8JH0HfyhOJ3y6Bx+Evg0ElDaIviTHyf9dLk3k0SejvmUptteLpI3JV+z3w+YstB+fD3XIJo1scvnTn8IfZYKsokKTSEw8senZ9DQCoPQRrrxSk3q0XVyLTAbUWH19sF/JJK5RV4f77Pcr+n5kBNerrVUbTjqspiYkAoeHixtBisDWLlumVWNLl6qvtW2bgj0YH+B6cB/FZCyrOSyx5FySszpY2NsLQzA+DuUTDKoxcLnwP40QN+jT01BioZBmj3buxG+Sno+O4n2WA5Fclkoml4PS2rQJyoeQ98WLtXyU4vdrFyuSrX7720ALLl4MBZzNwpBUVxcHtqgEfT4E7FjedOiQOouVlZqhESku9V0IBUaH9JlnwIGRzWKtTEQBeTfY7ermm5Xj78QJJZhlIxIRjHHjRhjgoSE4hjU1Iu97H4J6P/whgnEXX6zGpNTpeO97sS4+H1B9RCF6PDBo5Brx+TBWBuzMxiAs3yWBcSwGIzU4qKjAfB4Ev8zWESF44AB+m4HbpUsxxsOHsd4tLbj+wICibqqqsOk4dEjks58V+du/PRltkUjg+WL2k/yZMzNYr4oKGNAVK7STdy6HZ4PoSpbFmTxT5PNiyUIup5yO83FDmt1XWcLMtTNLEktL8OY7nyWWWPLKiMl1euIE9ADLYyMRLfNhoGxuDnrjda/D93LzZuiK1tbiUqXaWuiSgQHYhKYmtXXj4/jeL1umPIQXXQT7MTkJPVFfj003S6DJc0oxg2DT04ogZICppga/GZgjqq2iQrmbaMPpDNF+BwJK5WEiGJn0m5gQefObgbw/eFBRFxyPz6fBMRLDE93CTpFsbJLPK9J+0yacc/t2cLwSJU+nlnqQ3LOjozhXKITP9vQoko/NaMyO0eGw8nlFIniNDpHdrp2uya1I55IOtIiWoZsoFAaJRTTp1NOD/9NpLR13uZAoDYW0yZbpTJmcXFyrRAJjtJDmllhiyULCpHRLCyrAyIdOMAdRcmyaSP5Yk/ZiyRL4K7t2gYKHes9sfMW9r4gG9BIJRV5PT8P+kGpJRAORIppwJ0c63+vpwZ44HodOLk32UMwGXIUCbCNlfLy4MRT366RXoj3jPBjAIpJybk6bVvH8XCubDWvEwCVtG8EZIvMHCrmGLBHO5TBHNr7s6dFGW+b1yGfMSr25OfXHSrn5yVXv9yNgyBLviYliGg12mOaakBqJjVyIwozF8HPJJcXckbxfwSDsf3c3zsFgJqlPMpliND75EIniJ42ZJZacS3JWBwtZJhuPKxm4KTQY5OChs2MG0+x2GLPKSmyY2X2WSIvJSTg1+bxmUVIpfY2E6GyEYhoPEQ2sVFZiI33iBJyJVat0g08FaQa2TDTX8DDO09EBo5DLQdHW1Sk0PZdTFEhjo/LMLYQC6+pCuS0bv5hGe2pKO2GxwYXJ8bcQGX9tLcZw+eUiv//7GEtrK9Z5chKfK0UgmE6HiJ67qUnRkxMTikgJhxFwrKmBE5VKKfluZaWW7w4N4ZhYDBsNll5NT2PDsG0b1u366/E6s1oNDScHbjs6cC/GxjB+dqQmJD8S0SYxo6Pl0RZ+P66RTGJuZnAzEsFzNTcn8md/pg77gw9qUPaZZ3Ct48fV2OVyGkAsff4W4oacr/sq1663V1G0lLk5ZP8uugj31BJLLHl1JZGAjqmvh+4IBjUQxu97MgmdGw7DHrLMq5yQwJwJlvXrVT9WVuL7Ho1CP9XWasItHlcUYTarDg7PSYQdA3JmwMnrLW5O9brX4XxPPAEdt3w5rktuYXZkttk0y19VhWPpUJl8i7zOj38s8o53IDF04ACuFQ7DbvT3Q3cGg1re5HKpc0LCfKL+nU6M66KLMI7nnituyiKC8UxPIxCXTGKMl1yC9aP93L8fY2QCiw6KiZQMBLRjcW8vxjo6is+xAyedado5lqyJ6LzYXTKT0d9ETaTTsLGLFmmTl+Fh7TBJ59oM/nKdTclkgLTs7YWdrqqykOaWWGJJeWFSOp+HnYlE8D9fo/42Ucv19dDbgQBAChdeiGNvuAH6mn4Q0XkiigKnkNOWOow0VA6HJuHZfDKd1sZdpOKYnFQ0P3lgGQBkQsukACJCnMGyhYS2iyhuBuRENPlHG8FgWjarwAC+zrkz4BUIKEpSBP4U7TBtZSnKkH6ySU3icsFXTSbhZzIpSH+W1x4fx71i9VJ9vZYYE9VOAIvbjWNWrYKfs3YtwBcM/rERmMejjTi5B2CAmX5qLAa7yu7Vhw5plRb3PVdeiXUZGcGY2KyS+wcGV9nQhKhDSyw5F+WsfvSDQc20s5TJ/LKTi4mktZWVWp7EIAvLqxoaNOhmdp+Nx1URExpO7gWi3NrbFTZtSrnACpFlJmG9wwElnErBQTM7Bs/NQeGn0/hNtN/0NJQjuzZnMnBQqquLg5bzocBYGnDwoGaHSMTOrluzs1gXoiRM9MBCZPzkjbjllmJknYlkKycMbKZSeu4dO6DsGZBjYxny8C1bBoOTSuGzXi/uw6pV+JmagkPE4GdlJeZbWQm04I4dWM89e0Re//ryiEQGbiMRzGdoCPeOmU8iXnw+LZcLh7Eu86EtSoN6pUJk0YkTmH9rq6Ip5+aUx4ulF4GAdsL0erGWx4/DaZ6PG5IB31274OwSvVlZiWf6xIni7CPvbW0tStGtkjNLLHn1hd1+W1uLS4LZBIOBr/Z2HE+bMzYGPcVSYCbJRLAxb2zEOQcHlaenUNBA16pV0D3ses/MPku0nE51dkTU9pKeg4kTdtcVgRMRCEDHhMPQcXv34j2i39h1kvNjE7Lh4WLnkoE+E9lw9CjOR8dmago62OPBGDZuxHno7JBrlt2c6UwwkDg7Cxvx858rmtNsssKAHUt9k0nMi9UHu3drybAZ1CRFB3kIr7wS9+MHP1CniU4NHSR2eSYygnaKnE6zs7jOBRfgM+RcJoKnokKbsDQ0qHMUDKo9IiqFJeVmiTNlbg73iPug1astpLklllhSXpiUJhcufZjqaugScrmy8zwbCK5eDd186BASQE89BV3GvS/RZmZH4NImWaWIOh4/OakciEQkcj9ts0EnM7FD/u7qauhoIstNdDrtkIiixk8l8x3D9eHYTaqOZFKvaaIOUyl9raFBKbdOnNCE0UL8ivT5RDDXxkboeFZMVVRoBQADp0TiNTUBkLB9uzYYY5lxbS3WktUMkYjI294m8q1vYXxXXIF7sXUrzmsmIM37mMko5ZLLpdQkO3fqvoRVWgQRPfec+mSNjUoVYlYkmE3DZmYQGK2vt8qQLTn35KwOFjLYsXevZiPIVcFgIDtnRSIo8+nqghJMJKCAq6uRYWdwpKmpuPssS1SZ2WEwiY7B9LTIe94DpVUuaFYaWBkZQQBnbk6bgGQyigRg2S9h+AcPaidDl0u5CtNpGC0R5V/M5zEXQuwXQoGxhDuRKDbQNHwMso6PQwmzk6aJHpiPjJ+8hqUluOywaHaONB0RM7DZ1iZy++0iH/6wEv0WCniPgbn+fhgElwsGkujCoSGs3caNuOc/+pE2XmH3Tp8PAcKhIcz34EGs17p1xYjE0sBtIoHXiXDhs0a4OzumESG5Z09xsDCVgjGKRhE0rqjQuWWzCFCyzFCkOMBKDsbeXs3+EVHK7J3Xq4T2+/bhc/NxQ3Z0wLF85BE4xB6Pdh0LBICQaWjAnBhQmO/eWmKJJa+OmChu2jDy1xJtsHIl7MnBg9ARH/gAbM0Pfwg9w+AeufhERN70JpEPfhABqpde0jKspiZcTwTnMx0XctqZGXwR6K+xseJxp9Oa5GHnS5Ya9/ero3H4MMbo9ULHEAnIJlfLlqGsmtQLHAvP6XbjWCIURkehQy+4QBuMmby6AwNa+kuuW+pxovccDqUN2bxZE4WsRjAdDjqa3H/09uL8b3sb7GI2C31KGy+ifFh00FjqXCjAvvBYl0vL18jVmExqYo/ON5GBS5aAAuPf/13kv/9bk1d0FvfvRwDx+uvxel8f1pxNbBIJnT8J90u7LxNNw+dl1y6R3/1dC2luiSWWnCy0X88/D71CRCCTHbQl9LWiUfx/7Bj06I4d2vGYXLnj48WNtEyhXi9XgstEEP0b8hqy3JVVZem0AkaGhzEO0hyR+sntxriopzkPcsyejhBxx2CVWTrMuYgUo9nZEIZchURPcm1Z+ZTLaaCQ1ylthEJbRh/X41EwyMSE+oKBgKIIOVfScx07pk0w6UuyUQybQNbWooLhxhvha2/fXlyVlslowJJ7Bq4lk1aFApKJDoeu+4kT8AlZpUW/f9ky/K6sxPXZ0MwsdefzQAR+QwPGKGIlviw59+SsDhba7XCKNm+G0mDJEo0QFWF1tTYAiUSU24Cw6PXr0V3pq1/F/1SMJGY1SXfTaUWSVVdjg79vHwJbP/jBwkEz8hsS5k5OBTMbRjLc7m4o3bk5KO98HkaLfErMpvn9eI0O3IEDqiD7++F4XHIJXg8GYbjtds2+EL1hBr7MLovkgszni9ED7B6cz8NREMHam9cwpbNT5H//F+sViyFbxc6RbMzS349yg0IBazo1hRLodBrGubYWYzAdu3gcAb5162CA4nGs39gYSqWIPvX7kV3yemGAens1s1RRoVwdLM8iItHpLA7cDgxgM2Fyg0xMKPrR70fAuFDA+n7/+3Dk+QwEg/g8y9OGh2EIHQ48TytX4v5xnUtLhYmWZFcxnw/rEQxiQ3P55fguTE3hPJdccjI35IEDIv/xHwgiPvSQdkplYLK/H4bzz/5M5C1v0UYL891bSyyx5NUTE8XN8mAi0Yl8n5iAbr30UtgcEaXfYKDLzNCvXg27R/39nveIfOUrCNxdfDF0yvPPQ8dUVGiAimh98u4tJAzskSOwulqDes8/D92aSkGnMHDFDT2do6kpBP+YnCFdh1lKxWAZE182G+yez6dE+T090McHD2o1ArmTiHihMFiWSGAsRFHwx+xATOHfuRzQhDfdBMqO4WFFr5vNQxiwdbsxxsZGkf/8T6x1VZVyArPMjqgIli0T1chgoc2G56KiQlHl5IM00fLsLDo1JXL33SL/v/8fgs/kP6yvx7PEY8t1jmSnUpNCZeNGyy5YYoklJwvtV28vfpJJLU8lCp2Ibq9X6RB+/nPocXKLv/WtCgagfSjXuMMMrJUTlvKyIi2bxXm9XtgpcqJzPASW0Lckor2jA/t+Ivspp4MqFMFn2tpwrmPHyh9D/U8bUFGhST/aRFJmkG6CwAE2SzGpL2i7KWbyjdy1pEmiz5dKwSax2UxtLdZleFgbh77hDbgXLAf2enGdxYtF/uIv4NeZvoNZlcYmKkw+ORx4ze3Wyjuz7JrVXHNz2A9VVRVXCvp8uDduN8ZyxRUAjJTuH9ggjInEZcvwfF53nZX4suTck18qWPi1r31NvvCFL8jw8LCsXbtWvvKVr8iGDRvmPf773/++/P3f/72cOHFCVqxYIZ///OflLW95yy896DOR1atF/v7vRT71KW1Lzwy/04ls0Ac+APQhkX+BAJQFy2UZ0CNKbts2VYQsRaJCc7mUw25mBgGUvj4ozI99bOHASm8vgoB1dSiXosNiNk4hopEO1ugouB0CAYwnGtWOWgxetraio+3ICM77wgsInrW04Fzf+paSr7MMlUG02VlFQhJJUEquGwrh2uvX41pm9+DS85Yrue3sFLnvPijuCy5AkCyRwHpMTGDsdGJHR1EuS8TliRMIcB09qqgHEuayDLi1FWu6cSMQnuyMTT4mduUMBHB8NFpsQNkFKxLRMvFLLsFmxeXCurJMLxxW50tEkZYkIG5t1YY0y5bh3CZ3YWsrxvLCC5rFMzNi+/cjcE1jVcoNyQYyTieepYkJzGvpUhjmWAznd7tx/VIHLhbDZmvXLgS3s1kcR+JhM4i+bx+ChRZpvSVng7yW7Fqp0D498AA2viy7IaIwkYAeePvboWs+9znoNqLbhobgAFCvHjok8vGPQz8uXQqd8oY3QP93dkLn07FjGatZslXOGSvnuNEGi6g9Y3MQ8suyEcfMjKIT2WTL4YAu5fUZyGNyjYgDsyTa1M+plPIMT0/DKYtEkHxyOPCbPFRmQJABVrPbJgN8ZmCRQiSLeW0RBGK/9S3sP5qb9T06boOD0Ot+P4J7DQ06J/JRcV3NsikiJHjtRAJrNzGBcr3t2/F5n08RmEwq5XJ43+tFl+3PfAZr3NKCYOHgIO5Tafkxx2EGjR0OOJj19SeviSWWWPLqymvFpnV0iHzkI9hHP/64ogvNphkMxCWTquPZsOLwYYAN5qNGKBXaBNoF2iXu+Rkk8/mKg4tEt01Pa2Aul4M+ZJKICR6/H/Yrl9Og06nGRaEurqpS4AKr4Pi+w1HcDIudj9vbYfP371fgi7luZpMrM0jIcmraKtpxIv5DIQUviGhQNJWC7V60SHmTEwmMp7oa1Q51dfhMba2Oif7shRee7EOY/jarGqantQPy8DCO43NgNrQRwTpEIsprODaGYxobFYBCHsWrroK/5fUqUIdj5LrE4wAdMaG3bh34MS2x5FyRMw4Wfu9735M77rhD7r//ftm4caPce++9cv3110tXV5fUUSMY8uKLL8r73vc++exnPys33HCDfPe735Ubb7xRdu3aJeeff/4rMolTyQ03oPzmm9/UTsF+PxTSzTcjoGgGuOZD/rFDcG8vykd//nOUcfX2FnPTEfEXj2NzTxSC2cGynJDj8MQJzZAQJWhuwicmNPNy4ACCNpddBofu5Zfh+BHZ4PFgfu3tcBzb2rDxv/56oDdIYs+AIMtQb79dS7grKxWlwIwfA5YsTWVQtatLA3/lzsvyVgq5Ec0294EA7gNLcfftE7n6ahiIgQE97+AgxtfZqcFQlpDT4aypwT2g5PMwwpEI7g+5nZjBrK1VAn0RLX2gMQoGcV2PBxmpd78bBnJqSuQf/xFrPzGhwcdjx7QBAYOr5Pxidqtcp0huVlgWyDK2Ume7HDdkVRUQRG43xtLQgCDm3Bye6fPOE/nOd07mhoxGEQgn7wlL3hgY37hRnT673epwacnZI69Fu1Yq7e3QX8uXI4nAxlkM4hw8KPLoo9gUHzoEPUpag2PHkCAwy0i9Xuir48ehe/r6gN7Yu1fkJz+BHnQ6lQuIDpGJ6GCiS+RkpAf/TqWAeH7hBehbvx/6sqEBNqimRuThh/HasmVaRlxRgQAauzOSR5dk7NTtIrgGCe2rqrSr4cCABvFoa+ko0BkzhcFCE3FBITqQpWtlHfDdAAAdv0lEQVTmXPl72TLY4bEx1Z1//ucif/3XsF+RiFJ+DA9jbdnMikLkCxHndFgptBNmMJEoe48HzwCR5URPcL0cDnx+agr34+abRf7u73RvdOQInguS3psISp6DzdpYqhYKWWVblljy65bXmk3r6BC55x74a//5nyLPPqsNR8jJSl7YUEgroBYvBtr9pZeQxKmo0PJUU0+XJquoP+mvZTIafGPgbMUKXHNoSHl5RWBnc7liCgiWC5P3jlRBLS04z0svaTPGU6ELmchhooeVa6aeNwOGZtKNZdRXXSWyZQv+Z0KNjTtZzkuuQyaZXC6sBxvMBIPKp0sOfQbnaKfMsl1W1C1aBL/zJz8pRuHZbNqYM58HoGG+xlf0t0+cANjnJz9B0JE8vkR0mvRfDof63S4X/P4LL1Q/1aS2Iq3VokVIiPJ+cm7xOH5o19jXoLcX9lrEChhacu7IGQcL77nnHvnQhz4kt9xyi4iI3H///fL444/LN77xDfnYxz520vFf/vKX5U1vepN89KMfFRGRu+++W37yk5/IV7/6Vbn//vt/xeGfvqxeLfL5z8+P7DMDgQuVVDLg19YGVMa6dSJ/+7dQQCwfJbmqz4dzzM2d3mY5GFQEQDCoxqdQUHQDW9IPDWn5dCKBjfwVVwCZF43CmJJrgsEyliIlEih9Ghsr7lTMMlQ6le9/Pzj/Bge1PHtyUlEVzNRcf73Iu96liBUz8Fd63tIOwL296rjy+EhEM1BjY9ptc3a2+LwtLXC+urvhWF1xBdad6NGnn8Y9qazEPTh0CGvX1KSZrbk5rM/gID5DZIsJQa+rw3jIE5VOw/h/+MMa+NyzB041j2cgtbkZjjj5O5JJRQOa2S0azN5eGKwrrwSy1eTPbGrC+UxHk89uOW7IN78ZSCK/v/iZ7u1FFtbscmyuT2Wldl8LBPC5aLS48/NCXbQtseS1Jq9Vu2YKkemrVhV3Lxcp7ibf3X1yI6nBwWK0msuljZBI2B6NInHzl3+JDfyhQ9CdRM8nk4pgIDKkHFk6x+N04piJCegRliWtXYvzcmM/OamcTYUCEhZmB3Z2Vg4EimlGGJzM5/Vac3PaCTIWUwQ+Ha7qap0r+QZFNPBINAbLqNjZmZ0T6YSZ6Ep2gr72WpE1a/A500miw3HffQjGxWJYx9WrESi84QbYkOpq2IamJow5mdSOytwfmKXdXBuWJZMbMRZTB8hEZVA4F5Z9mXujQ4cw/jVrNDHJa5IzmU4oqUDYLMsSSyz59clr0abZ7SjzvPZakX/7N5EvfEEbjpCSqbJSkxp2O3wHux1JpelpBKMYxCOfOQNo1NfUfUTwESk4Pa06takJYxkbAz0UgQqXXw4/4/HHoQvDYb0OqT0qKqAvyYd/wQXwlZ55Bq+z8WA5sdk0GBqLKX+ty6XVPSLFyEsiGScmoGtpi0mjRDqIclQQwSDWllyI5MWvrQUqcGAA1BncM/A81Pn0TZYsAcfxqlXqZzz/fLGfYcp8zTVLn4elS0U++lGleWpuhi1Mp4s5C0kH5XZjXIsXw27xvpmoTpOvf+VK+Gw1NVrB5XIBCMQS9Lk5nMPr1eTqV74CXmerQ7Il54Kc0WM+PT0tO3fulDvvvPMXr9ntdrnuuutky5YtZT+zZcsWueOOO4peu/766+WRRx6Z9zq5XE5yRgolHo+fyTDnlVMh+071frnjf+/3kDH66U+hcBnYamyEoopGyzcQKSetrWrwSEhOx4cIB8LEk0kor0gESjkahaKsqICid7m0yxOdIxFF0PX1aYmrKaZT+b73oRTt7rsRjHO74ah5vZq1ufVWGHa7XR3IUsVcel4z0DVfB2RmoAIBOCVdXQjQmee12eCIxGIoQ16yBPO12bAejY163qkpHMe1iMe1rDifx98TEzh+chLrZLNhLTdtwrkZvEylUDKxdKmOJZHA6+Fw8RgZbCOsf9264oBnqcHkerS3Y42IcmFWrNTRpJxusJvPmVm6bLPp+rCknGvDwGlp5+fTMfSWWPJakF+HXXu1bJopp9tNXqSY55TffSL1WAJM9FgoBL23ZAn09/btsHVLlypyjEgL6otMRmkwRLSch4E1EUX6ZbOa4Lr88mIkuEixc0QaDAptHfmlyC3FcmoG71auxPvHj+s1TQQ5S44aGmBbQyENejJJVK60mjxJpeVsRNwR3X7eeQiwkTe5VHfecAMcj61bgTCsrwc6nI5IWxvQ9Y8+ioRWKIQ50H6V6z7NkjiWmjEByaoF0qaUOlFcl9Wri8/V1qaJq9Wr4QD/6EdwuoikpDObTuNZam4GOtHiK7TEkl+fnA2+2hvfiOottxs6s7MTPgZ9ITYipL1gEDEY1GAZEeVM4Iho+SwDjvE49rRVVTiegb/ly7W8t7YWeq+hAbYqn4eOJv1UNKp2o64OnxsY0AojEbx+7bUiP/4xdDxLfEWK7WJlJfbypHqorsZx9EkYBGRSqFDAWpAq4n3vE3nwQU2SEWnOz3B9iTA0G2mxAWc8jgDg0qW4/rFjOA9pklhpxqQQy4Sbm9W3K+dnUMxg3en4xqtXF/ui9Ie4/kz20S81uZnvu2/h5qJtbSePkxRY5OMnNzzXLhJB6fvWrQCpWGLJ2S5nF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<p>Now, we will find the differences of the geometries. We will find the difference of <code>cartesian</code> and <code>ellipsoid_no_border</code>.</p>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [10]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="n">cart_ellipse_nb_difference</span> <span class="o">=</span> <span class="n">Difference</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">])</span>
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<span class="n">c_e_nb_d_points</span> <span class="o">=</span> <span class="n">cart_ellipse_nb_difference</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
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<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">8</span><span class="p">,</span> <span class="mi">6</span><span class="p">))</span>
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<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">c_e_nb_d_points</span><span class="p">,</span> <span class="s2">"Difference"</span><span class="p">)</span>
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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Create-Custom-DomainInterface">Create Custom DomainInterface<a class="anchor-link" href="#Create-Custom-DomainInterface">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We will take a look on how to create our own geometry. The one we will try to make is a heart defined by the function $$(x^2+y^2-1)^3-x^2y^3 \le 0$$</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>Let's start by importing what we will need to create our own geometry based on this equation.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [11]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="kn">import</span><span class="w"> </span><span class="nn">torch</span>
|
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<span class="kn">from</span><span class="w"> </span><span class="nn">pina</span><span class="w"> </span><span class="kn">import</span> <span class="n">LabelTensor</span>
|
||
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<p>Next, we will create the <code>Heart(DomainInterface)</code> class and initialize it.</p>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [12]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
</pre></div>
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<p>Because the <code>DomainInterface</code> class we are inheriting from requires both a <code>sample</code> method and <code>is_inside</code> method, we will create them and just add in "pass" for the moment. We also observe that the methods <code>sample_modes</code> and <code>variables</code> of the <code>DomainInterface</code> class are initialized as <code>abstractmethod</code>, so we need to redefine them both in the subclass <code>Heart</code> .</p>
|
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<div class="jp-InputPrompt jp-InputArea-prompt">In [13]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">is_inside</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample_modes</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">variables</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
</pre></div>
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||
<p>Now we have the skeleton for our <code>Heart</code> class. Also the <code>sample</code> method is where most of the work is done so let's fill it out.</p>
|
||
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|
||
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<div class="jp-InputPrompt jp-InputArea-prompt">In [14]:</div>
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||
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<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">is_inside</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">n</span><span class="p">):</span>
|
||
<span class="n">sampled_points</span> <span class="o">=</span> <span class="p">[]</span>
|
||
|
||
<span class="k">while</span> <span class="nb">len</span><span class="p">(</span><span class="n">sampled_points</span><span class="p">)</span> <span class="o"><</span> <span class="n">n</span><span class="p">:</span>
|
||
<span class="n">x</span> <span class="o">=</span> <span class="n">torch</span><span class="o">.</span><span class="n">rand</span><span class="p">(</span><span class="mi">1</span><span class="p">)</span> <span class="o">*</span> <span class="mf">3.0</span> <span class="o">-</span> <span class="mf">1.5</span>
|
||
<span class="n">y</span> <span class="o">=</span> <span class="n">torch</span><span class="o">.</span><span class="n">rand</span><span class="p">(</span><span class="mi">1</span><span class="p">)</span> <span class="o">*</span> <span class="mf">3.0</span> <span class="o">-</span> <span class="mf">1.5</span>
|
||
<span class="k">if</span> <span class="p">((</span><span class="n">x</span><span class="o">**</span><span class="mi">2</span> <span class="o">+</span> <span class="n">y</span><span class="o">**</span><span class="mi">2</span> <span class="o">-</span> <span class="mi">1</span><span class="p">)</span> <span class="o">**</span> <span class="mi">3</span> <span class="o">-</span> <span class="p">(</span><span class="n">x</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span> <span class="o">*</span> <span class="p">(</span><span class="n">y</span><span class="o">**</span><span class="mi">3</span><span class="p">))</span> <span class="o"><=</span> <span class="mi">0</span><span class="p">:</span>
|
||
<span class="n">sampled_points</span><span class="o">.</span><span class="n">append</span><span class="p">([</span><span class="n">x</span><span class="o">.</span><span class="n">item</span><span class="p">(),</span> <span class="n">y</span><span class="o">.</span><span class="n">item</span><span class="p">()])</span>
|
||
|
||
<span class="k">return</span> <span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">(</span><span class="n">sampled_points</span><span class="p">),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">])</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample_modes</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">variables</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
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|
||
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|
||
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|
||
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|
||
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|
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|
||
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|
||
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|
||
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|
||
<p>To create the Heart geometry we simply run:</p>
|
||
</div>
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [15]:</div>
|
||
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|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">heart</span> <span class="o">=</span> <span class="n">Heart</span><span class="p">()</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
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|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>To sample from the Heart geometry we simply run:</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
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||
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|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [16]:</div>
|
||
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|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">pts_heart</span> <span class="o">=</span> <span class="n">heart</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">1500</span><span class="p">)</span>
|
||
|
||
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">()</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts_heart</span><span class="p">,</span> <span class="s2">"Heart Domain"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
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<img alt="No description has been provided for this image" class="" 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<h2 id="What's-next?">What's next?<a class="anchor-link" href="#What's-next?">¶</a></h2><p>We have made a very simple tutorial on how to build custom geometries and use domain operation to compose base geometries. Now you can play around with different geometries and build your own!</p>
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