diff --git a/lectures/02_NA_MNA/Lecture_SimExample_MNA_DPsim.html b/lectures/02_NA_MNA/Lecture_SimExample_MNA_DPsim.html index 282ffd199c5196de3b27c19d0b1dd89a29c0ab0b..7b0d3e53ca65b9eaa351a03954a86efc084a1024 100644 --- a/lectures/02_NA_MNA/Lecture_SimExample_MNA_DPsim.html +++ b/lectures/02_NA_MNA/Lecture_SimExample_MNA_DPsim.html @@ -1,6 +1,6 @@ <!DOCTYPE html> <html> -<head><meta charset="utf-8" /> +<head><meta charset="utf-8"> <title>Lecture_SimExample_MNA_DPsim</title> @@ -13116,21 +13116,21 @@ div#notebook { <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h1 id="MSP-Simulation-Example---Modified-Nodal-Analysis---with-DPsim">MSP Simulation Example - Modified Nodal Analysis - with DPsim<a class="anchor-link" href="#MSP-Simulation-Example---Modified-Nodal-Analysis---with-DPsim">¶</a></h1> +<h1 id="MSP-Simulation-Example---Modified-Nodal-Analysis---with-DPsim">MSP Simulation Example - Modified Nodal Analysis - with DPsim<a class="anchor-link" href="#MSP-Simulation-Example---Modified-Nodal-Analysis---with-DPsim">¶</a></h1> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> +<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<p><img src="Lecture_SimExample_MNA.png" width="500" align="left"></p> +<p><img src="data:image/png;base64,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" width="500" align="left"></p> </div> </div> @@ -13147,7 +13147,7 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Run-simulation">Run simulation<a class="anchor-link" href="#Run-simulation">¶</a></h2> +<h2 id="Run-simulation">Run simulation<a class="anchor-link" href="#Run-simulation">¶</a></h2> </div> </div> </div> @@ -13161,34 +13161,34 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [1]:</div> +<div class="prompt input_prompt">In [1]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">dpsim</span> -<span class="n">model_name</span> <span class="o">=</span> <span class="s1">'EMT_VS_CS_R4_AC'</span> +<span class="n">model_name</span> <span class="o">=</span> <span class="s1">'EMT_VS_CS_R4_AC'</span> <span class="n">final_time</span> <span class="o">=</span> <span class="mf">0.0002</span> <span class="n">time_step</span> <span class="o">=</span> <span class="mf">0.0001</span> <span class="c1"># Nodes</span> <span class="n">gnd</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="o">.</span><span class="n">GND</span><span class="p">()</span> -<span class="n">n1</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n1'</span><span class="p">)</span> -<span class="n">n2</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n2'</span><span class="p">)</span> -<span class="n">n3</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n3'</span><span class="p">)</span> +<span class="n">n1</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n1'</span><span class="p">)</span> +<span class="n">n2</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n2'</span><span class="p">)</span> +<span class="n">n3</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">Node</span><span class="p">(</span><span class="s1">'n3'</span><span class="p">)</span> <span class="c1"># Components</span> -<span class="n">vs</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">VoltageSource</span><span class="p">(</span><span class="s1">'vs'</span><span class="p">)</span> +<span class="n">vs</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">VoltageSource</span><span class="p">(</span><span class="s1">'vs'</span><span class="p">)</span> <span class="n">vs</span><span class="o">.</span><span class="n">V_ref</span> <span class="o">=</span> <span class="nb">complex</span><span class="p">(</span><span class="mi">10</span><span class="p">,</span><span class="mi">0</span><span class="p">)</span> <span class="n">vs</span><span class="o">.</span><span class="n">f_src</span> <span class="o">=</span> <span class="mi">0</span> -<span class="n">r1</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r1'</span><span class="p">)</span> +<span class="n">r1</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r1'</span><span class="p">)</span> <span class="n">r1</span><span class="o">.</span><span class="n">R</span> <span class="o">=</span> <span class="mi">1</span> -<span class="n">r2</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r2'</span><span class="p">)</span> +<span class="n">r2</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r2'</span><span class="p">)</span> <span class="n">r2</span><span class="o">.</span><span class="n">R</span> <span class="o">=</span> <span class="mi">1</span> -<span class="n">r3</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r3'</span><span class="p">)</span> +<span class="n">r3</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r3'</span><span class="p">)</span> <span class="n">r3</span><span class="o">.</span><span class="n">R</span> <span class="o">=</span> <span class="mi">10</span> -<span class="n">r4</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r4'</span><span class="p">)</span> +<span class="n">r4</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">Resistor</span><span class="p">(</span><span class="s1">'r4'</span><span class="p">)</span> <span class="n">r4</span><span class="o">.</span><span class="n">R</span> <span class="o">=</span> <span class="mi">5</span> -<span class="n">cs</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">CurrentSource</span><span class="p">(</span><span class="s1">'cs'</span><span class="p">)</span> +<span class="n">cs</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">emt</span><span class="o">.</span><span class="n">ph1</span><span class="o">.</span><span class="n">CurrentSource</span><span class="p">(</span><span class="s1">'cs'</span><span class="p">)</span> <span class="n">cs</span><span class="o">.</span><span class="n">I_ref</span> <span class="o">=</span> <span class="nb">complex</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="mi">0</span><span class="p">)</span> <span class="n">cs</span><span class="o">.</span><span class="n">f_src</span> <span class="o">=</span> <span class="mi">0</span> @@ -13203,11 +13203,11 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> <span class="n">system</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">SystemTopology</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="p">[</span><span class="n">gnd</span><span class="p">,</span> <span class="n">n1</span><span class="p">,</span> <span class="n">n2</span><span class="p">,</span> <span class="n">n3</span><span class="p">],</span> <span class="p">[</span><span class="n">vs</span><span class="p">,</span> <span class="n">r1</span><span class="p">,</span> <span class="n">r2</span><span class="p">,</span> <span class="n">r3</span><span class="p">,</span> <span class="n">r4</span><span class="p">,</span> <span class="n">cs</span><span class="p">])</span> <span class="n">logger</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">Logger</span><span class="p">(</span><span class="n">model_name</span><span class="p">)</span> -<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n1</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> -<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n2</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> -<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n3</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> -<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">r1</span><span class="p">,</span> <span class="s1">'i_intf'</span><span class="p">);</span> -<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">r3</span><span class="p">,</span> <span class="s1">'i_intf'</span><span class="p">);</span> +<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n1</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> +<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n2</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> +<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">n3</span><span class="p">,</span> <span class="s1">'v'</span><span class="p">);</span> +<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">r1</span><span class="p">,</span> <span class="s1">'i_intf'</span><span class="p">);</span> +<span class="n">logger</span><span class="o">.</span><span class="n">log_attribute</span><span class="p">(</span><span class="n">r3</span><span class="p">,</span> <span class="s1">'i_intf'</span><span class="p">);</span> <span class="n">sim</span> <span class="o">=</span> <span class="n">dpsim</span><span class="o">.</span><span class="n">Simulation</span><span class="p">(</span><span class="n">model_name</span><span class="p">,</span> <span class="n">system</span><span class="p">,</span> <span class="n">timestep</span><span class="o">=</span><span class="n">time_step</span><span class="p">,</span> <span class="n">duration</span><span class="o">=</span><span class="n">final_time</span><span class="p">,</span> <span class="n">pbar</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">sim_type</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span> <span class="n">log_level</span><span class="o">=</span><span class="mi">1</span><span class="p">)</span> <span class="n">sim</span><span class="o">.</span><span class="n">add_logger</span><span class="p">(</span><span class="n">logger</span><span class="p">)</span> @@ -13233,13 +13233,13 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> -<div id="8d001db7-778a-4c2d-be61-c366f5993e81"></div> +<div id="70956bbe-b03b-47fa-9a08-b24e4b5a34eb"></div> <div class="output_subarea output_widget_view "> <script type="text/javascript"> -var element = $('#8d001db7-778a-4c2d-be61-c366f5993e81'); +var element = $('#70956bbe-b03b-47fa-9a08-b24e4b5a34eb'); </script> <script type="application/vnd.jupyter.widget-view+json"> -{"model_id": "b35663df21a0440f9115443449650c99", "version_major": 2, "version_minor": 0} +{"model_id": "949b79bf3a8042178294e6d01eb9aab5", "version_major": 2, "version_minor": 0} </script> </div> @@ -13255,13 +13255,13 @@ var element = $('#8d001db7-778a-4c2d-be61-c366f5993e81'); -<div id="25551f11-30a7-4f2b-92db-6dcf5183d333"></div> +<div id="f6542b4b-9daf-4cc6-9f1e-ed82081bc8a2"></div> <div class="output_subarea output_widget_view "> <script type="text/javascript"> -var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); +var element = $('#f6542b4b-9daf-4cc6-9f1e-ed82081bc8a2'); </script> <script type="application/vnd.jupyter.widget-view+json"> -{"model_id": "55c29c1c07be44739961c66de07780c1", "version_major": 2, "version_minor": 0} +{"model_id": "c648b59fd286481a915245dbcd89294e", "version_major": 2, "version_minor": 0} </script> </div> @@ -13274,28 +13274,28 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Analyze-simulation-log">Analyze simulation log<a class="anchor-link" href="#Analyze-simulation-log">¶</a></h2> +<h2 id="Analyze-simulation-log">Analyze simulation log<a class="anchor-link" href="#Analyze-simulation-log">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Read-log">Read log<a class="anchor-link" href="#Read-log">¶</a></h3> +<h3 id="Read-log">Read log<a class="anchor-link" href="#Read-log">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [2]:</div> +<div class="prompt input_prompt">In [2]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">villas.dataprocessing.readtools</span> <span class="k">import</span> <span class="o">*</span> <span class="kn">from</span> <span class="nn">villas.dataprocessing.timeseries</span> <span class="k">import</span> <span class="o">*</span> <span class="kn">import</span> <span class="nn">re</span> -<span class="n">work_dir</span> <span class="o">=</span> <span class="s1">'logs/'</span> -<span class="n">log_path</span> <span class="o">=</span> <span class="n">work_dir</span> <span class="o">+</span> <span class="n">model_name</span> <span class="o">+</span> <span class="s1">'_Solver.log'</span> +<span class="n">work_dir</span> <span class="o">=</span> <span class="s1">'logs/'</span> +<span class="n">log_path</span> <span class="o">=</span> <span class="n">work_dir</span> <span class="o">+</span> <span class="n">model_name</span> <span class="o">+</span> <span class="s1">'_Solver.log'</span> <span class="n">log_lines</span><span class="p">,</span> <span class="n">log_sections</span> <span class="o">=</span> <span class="n">read_dpsim_log</span><span class="p">(</span><span class="n">log_path</span><span class="p">)</span> </pre></div> @@ -13307,16 +13307,16 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Show-node-detection-log">Show node detection log<a class="anchor-link" href="#Show-node-detection-log">¶</a></h3> +<h3 id="Show-node-detection-log">Show node detection log<a class="anchor-link" href="#Show-node-detection-log">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [3]:</div> +<div class="prompt input_prompt">In [3]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'nodenumbers'</span><span class="p">]:</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'nodenumbers'</span><span class="p">]:</span> <span class="nb">print</span><span class="p">(</span><span class="n">log_lines</span><span class="p">[</span><span class="n">line_pos</span><span class="p">])</span> </pre></div> @@ -13347,16 +13347,16 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Show-matrix-stamping-log">Show matrix stamping log<a class="anchor-link" href="#Show-matrix-stamping-log">¶</a></h3> +<h3 id="Show-matrix-stamping-log">Show matrix stamping log<a class="anchor-link" href="#Show-matrix-stamping-log">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [4]:</div> +<div class="prompt input_prompt">In [4]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sysmat_stamp'</span><span class="p">]:</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sysmat_stamp'</span><span class="p">]:</span> <span class="nb">print</span><span class="p">(</span><span class="n">log_lines</span><span class="p">[</span><span class="n">line_pos</span><span class="p">])</span> </pre></div> @@ -13415,16 +13415,16 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Show-source-vector-log">Show source vector log<a class="anchor-link" href="#Show-source-vector-log">¶</a></h3> +<h3 id="Show-source-vector-log">Show source vector log<a class="anchor-link" href="#Show-source-vector-log">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [5]:</div> +<div class="prompt input_prompt">In [5]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sourcevec_stamp'</span><span class="p">]:</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sourcevec_stamp'</span><span class="p">]:</span> <span class="nb">print</span><span class="p">(</span><span class="n">log_lines</span><span class="p">[</span><span class="n">line_pos</span><span class="p">])</span> </pre></div> @@ -13483,18 +13483,18 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Show-LU-decomposition-of-final-system-matrix">Show LU decomposition of final system matrix<a class="anchor-link" href="#Show-LU-decomposition-of-final-system-matrix">¶</a></h3> +<h3 id="Show-LU-decomposition-of-final-system-matrix">Show LU decomposition of final system matrix<a class="anchor-link" href="#Show-LU-decomposition-of-final-system-matrix">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [6]:</div> +<div class="prompt input_prompt">In [6]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sysmat_final'</span><span class="p">]:</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'sysmat_final'</span><span class="p">]:</span> <span class="nb">print</span><span class="p">(</span><span class="n">log_lines</span><span class="p">[</span><span class="n">line_pos</span><span class="p">])</span> -<span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'ludecomp'</span><span class="p">]:</span> +<span class="k">for</span> <span class="n">line_pos</span> <span class="ow">in</span> <span class="n">log_sections</span><span class="p">[</span><span class="s1">'ludecomp'</span><span class="p">]:</span> <span class="nb">print</span><span class="p">(</span><span class="n">log_lines</span><span class="p">[</span><span class="n">line_pos</span><span class="p">])</span> </pre></div> @@ -13533,21 +13533,21 @@ var element = $('#25551f11-30a7-4f2b-92db-6dcf5183d333'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Read-and-show-solution-log">Read and show solution log<a class="anchor-link" href="#Read-and-show-solution-log">¶</a></h2> +<h2 id="Read-and-show-solution-log">Read and show solution log<a class="anchor-link" href="#Read-and-show-solution-log">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [7]:</div> +<div class="prompt input_prompt">In [7]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="n">work_dir</span> <span class="o">=</span> <span class="s1">'logs/'</span> -<span class="n">model_name</span> <span class="o">=</span> <span class="s1">'EMT_VS_CS_R4_AC'</span> -<span class="n">log_path</span> <span class="o">=</span> <span class="n">work_dir</span> <span class="o">+</span> <span class="n">model_name</span> <span class="o">+</span> <span class="s1">'.csv'</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="n">work_dir</span> <span class="o">=</span> <span class="s1">'logs/'</span> +<span class="n">model_name</span> <span class="o">=</span> <span class="s1">'EMT_VS_CS_R4_AC'</span> +<span class="n">log_path</span> <span class="o">=</span> <span class="n">work_dir</span> <span class="o">+</span> <span class="n">model_name</span> <span class="o">+</span> <span class="s1">'.csv'</span> <span class="n">ts_dpsim_emt</span> <span class="o">=</span> <span class="n">read_timeseries_dpsim</span><span class="p">(</span><span class="n">log_path</span><span class="p">,</span> <span class="n">print_status</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span> <span class="k">for</span> <span class="n">key</span><span class="p">,</span> <span class="n">val</span> <span class="ow">in</span> <span class="n">ts_dpsim_emt</span><span class="o">.</span><span class="n">items</span><span class="p">():</span> - <span class="nb">print</span><span class="p">(</span><span class="n">key</span> <span class="o">+</span> <span class="s1">': '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">val</span><span class="o">.</span><span class="n">values</span><span class="p">[</span><span class="mi">0</span><span class="p">]))</span> + <span class="nb">print</span><span class="p">(</span><span class="n">key</span> <span class="o">+</span> <span class="s1">': '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">val</span><span class="o">.</span><span class="n">values</span><span class="p">[</span><span class="mi">0</span><span class="p">]))</span> </pre></div> </div> @@ -13579,7 +13579,7 @@ r3.i_intf: -0.0 </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [ ]:</div> +<div class="prompt input_prompt">In [ ]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span> @@ -13597,4 +13597,4 @@ r3.i_intf: -0.0 -</html> +</html> \ No newline at end of file diff --git a/lectures/02_NA_MNA/Lecture_SimExample_MNA_withoutDPsim.html b/lectures/02_NA_MNA/Lecture_SimExample_MNA_withoutDPsim.html index bcaca82af9117ddaaa4b5db4b250d78276f7d6fe..438167c0c50d75971c0ab996f117171d7b2292bd 100644 --- a/lectures/02_NA_MNA/Lecture_SimExample_MNA_withoutDPsim.html +++ b/lectures/02_NA_MNA/Lecture_SimExample_MNA_withoutDPsim.html @@ -1,6 +1,6 @@ <!DOCTYPE html> <html> -<head><meta charset="utf-8" /> +<head><meta charset="utf-8"> <title>Lecture_SimExample_MNA_withoutDPsim</title> @@ -13116,21 +13116,21 @@ div#notebook { <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h1 id="MSP-Simulation-Example---Modified-Nodal-Analysis---without-DPsim">MSP Simulation Example - Modified Nodal Analysis - without DPsim<a class="anchor-link" href="#MSP-Simulation-Example---Modified-Nodal-Analysis---without-DPsim">¶</a></h1> +<h1 id="MSP-Simulation-Example---Modified-Nodal-Analysis---without-DPsim">MSP Simulation Example - Modified Nodal Analysis - without DPsim<a class="anchor-link" href="#MSP-Simulation-Example---Modified-Nodal-Analysis---without-DPsim">¶</a></h1> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> +<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<p><img src="Lecture_SimExample_MNA.png" width="500" align="left"></p> +<p><img src="data:image/png;base64,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" width="500" align="left"></p> </div> </div> @@ -13147,17 +13147,17 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Circuit-and-Simulation-Setup">Circuit and Simulation Setup<a class="anchor-link" href="#Circuit-and-Simulation-Setup">¶</a></h2> +<h2 id="Circuit-and-Simulation-Setup">Circuit and Simulation Setup<a class="anchor-link" href="#Circuit-and-Simulation-Setup">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [1]:</div> +<div class="prompt input_prompt">In [1]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span> -<span class="n">np</span><span class="o">.</span><span class="n">set_printoptions</span><span class="p">(</span><span class="n">sign</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span> +<span class="n">np</span><span class="o">.</span><span class="n">set_printoptions</span><span class="p">(</span><span class="n">sign</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span> <span class="c1">#Components</span> <span class="n">R1</span><span class="o">=</span> <span class="mf">1.0</span> @@ -13189,13 +13189,13 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Modified-Nodal-Analysis">Modified Nodal Analysis<a class="anchor-link" href="#Modified-Nodal-Analysis">¶</a></h2> +<h2 id="Modified-Nodal-Analysis">Modified Nodal Analysis<a class="anchor-link" href="#Modified-Nodal-Analysis">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [2]:</div> +<div class="prompt input_prompt">In [2]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Building source vector</span> @@ -13222,18 +13222,18 @@ $I_1$=$1 A$, $V_{0}$=$10 V$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Problem-formulation">Problem formulation<a class="anchor-link" href="#Problem-formulation">¶</a></h3> +<h3 id="Problem-formulation">Problem formulation<a class="anchor-link" href="#Problem-formulation">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [3]:</div> +<div class="prompt input_prompt">In [3]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="s1">'Admitance matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">G</span><span class="p">))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Source vector: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">A_src</span><span class="p">))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Size: 4x4'</span><span class="p">)</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="s1">'Admitance matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">G</span><span class="p">))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Source vector: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">A_src</span><span class="p">))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Size: 4x4'</span><span class="p">)</span> </pre></div> </div> @@ -13274,17 +13274,17 @@ Size: 4x4 <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Problem-solution">Problem solution<a class="anchor-link" href="#Problem-solution">¶</a></h3> +<h3 id="Problem-solution">Problem solution<a class="anchor-link" href="#Problem-solution">¶</a></h3> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [4]:</div> +<div class="prompt input_prompt">In [4]:</div> <div class="inner_cell"> <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="s1">'Node Voltages: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">e_nodes</span><span class="p">[</span><span class="mi">0</span><span class="p">:</span><span class="mi">3</span> <span class="p">,</span> <span class="p">:]))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Current i_10 through the voltage source: </span><span class="se">\n</span><span class="s1">'</span><span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="o">-</span><span class="n">e_nodes</span><span class="p">[</span><span class="mi">1</span> <span class="p">,</span> <span class="p">:]))</span> +<div class=" highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="s1">'Node Voltages: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">e_nodes</span><span class="p">[</span><span class="mi">0</span><span class="p">:</span><span class="mi">3</span> <span class="p">,</span> <span class="p">:]))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Current i_10 through the voltage source: </span><span class="se">\n</span><span class="s1">'</span><span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="o">-</span><span class="n">e_nodes</span><span class="p">[</span><span class="mi">1</span> <span class="p">,</span> <span class="p">:]))</span> </pre></div> </div> @@ -13319,13 +13319,13 @@ Current i_10 through the voltage source: <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="LU-decomposition-of-final-system-matrix">LU decomposition of final system matrix<a class="anchor-link" href="#LU-decomposition-of-final-system-matrix">¶</a></h2> +<h2 id="LU-decomposition-of-final-system-matrix">LU decomposition of final system matrix<a class="anchor-link" href="#LU-decomposition-of-final-system-matrix">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [5]:</div> +<div class="prompt input_prompt">In [5]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">scipy.linalg</span> <span class="k">as</span> <span class="nn">linalg</span> @@ -13333,9 +13333,9 @@ Current i_10 through the voltage source: <span class="n">P</span><span class="p">,</span> <span class="n">L</span><span class="p">,</span> <span class="n">U</span> <span class="o">=</span> <span class="n">linalg</span><span class="o">.</span><span class="n">lu</span><span class="p">(</span><span class="n">G</span><span class="p">,</span> <span class="n">permute_l</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span> <span class="n">overwrite_a</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span> <span class="n">check_finite</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'Admitance matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">G</span><span class="p">))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Lower triangular matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">L</span><span class="p">))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Upper triangular matrix: </span><span class="se">\n</span><span class="s1">'</span><span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">U</span><span class="p">))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'Admitance matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">G</span><span class="p">))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Lower triangular matrix: </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">L</span><span class="p">))</span> +<span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1">Upper triangular matrix: </span><span class="se">\n</span><span class="s1">'</span><span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">U</span><span class="p">))</span> </pre></div> </div> @@ -13379,7 +13379,7 @@ Upper triangular matrix: </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [ ]:</div> +<div class="prompt input_prompt">In [ ]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span> @@ -13397,4 +13397,4 @@ Upper triangular matrix: -</html> +</html> \ No newline at end of file diff --git a/lectures/03_ResistiveCompanion/Lecture_SimExample_ResistiveCompanion_automated.html b/lectures/03_ResistiveCompanion/Lecture_SimExample_ResistiveCompanion_automated.html index 2343094c1cb53d9e8a865536fe326914b34bb08b..26882db116931496c6861b4b0c79935414a6ca13 100644 --- a/lectures/03_ResistiveCompanion/Lecture_SimExample_ResistiveCompanion_automated.html +++ b/lectures/03_ResistiveCompanion/Lecture_SimExample_ResistiveCompanion_automated.html @@ -1,6 +1,6 @@ <!DOCTYPE html> <html> -<head><meta charset="utf-8" /> +<head><meta charset="utf-8"> <title>Lecture_SimExample_ResistiveCompanion_automated</title> @@ -13116,21 +13116,21 @@ div#notebook { <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h1 id="MSP-Simulation-Example---Resistive-Companion">MSP Simulation Example - Resistive Companion<a class="anchor-link" href="#MSP-Simulation-Example---Resistive-Companion">¶</a></h1> +<h1 id="MSP-Simulation-Example---Resistive-Companion">MSP Simulation Example - Resistive Companion<a class="anchor-link" href="#MSP-Simulation-Example---Resistive-Companion">¶</a></h1> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> +<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<p><img src="VS_R2L3.png" width="500" align="left"></p> +<p><img 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" width="500" align="left"></p> </div> </div> @@ -13148,22 +13148,22 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Circuit-and-Simulation-Setup">Circuit and Simulation Setup<a class="anchor-link" href="#Circuit-and-Simulation-Setup">¶</a></h2> +<h2 id="Circuit-and-Simulation-Setup">Circuit and Simulation Setup<a class="anchor-link" href="#Circuit-and-Simulation-Setup">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [6]:</div> +<div class="prompt input_prompt">In [1]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span> <span class="kn">import</span> <span class="nn">ipywidgets</span> <span class="k">as</span> <span class="nn">widget</span> <span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span> <span class="kn">import</span> <span class="nn">warnings</span> -<span class="n">warnings</span><span class="o">.</span><span class="n">filterwarnings</span><span class="p">(</span><span class="s1">'ignore'</span><span class="p">)</span> +<span class="n">warnings</span><span class="o">.</span><span class="n">filterwarnings</span><span class="p">(</span><span class="s1">'ignore'</span><span class="p">)</span> <span class="o">%</span><span class="k">matplotlib</span> inline -<span class="n">np</span><span class="o">.</span><span class="n">set_printoptions</span><span class="p">(</span><span class="n">sign</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span> +<span class="n">np</span><span class="o">.</span><span class="n">set_printoptions</span><span class="p">(</span><span class="n">sign</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span> <span class="c1"># Circuit parameters</span> <span class="n">R1</span> <span class="o">=</span> <span class="mi">1</span> @@ -13189,13 +13189,13 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Euler-Backward-Integration-Method">Euler Backward Integration Method<a class="anchor-link" href="#Euler-Backward-Integration-Method">¶</a></h2> +<h2 id="Euler-Backward-Integration-Method">Euler Backward Integration Method<a class="anchor-link" href="#Euler-Backward-Integration-Method">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [7]:</div> +<div class="prompt input_prompt">In [2]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#function to perform the euler backward integration </span> @@ -13254,13 +13254,13 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Euler-Forward-Integration-Method">Euler Forward Integration Method<a class="anchor-link" href="#Euler-Forward-Integration-Method">¶</a></h2> +<h2 id="Euler-Forward-Integration-Method">Euler Forward Integration Method<a class="anchor-link" href="#Euler-Forward-Integration-Method">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [8]:</div> +<div class="prompt input_prompt">In [3]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#function to perform the euler forward integration </span> @@ -13315,13 +13315,13 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Trapezoidal-Integration-Method">Trapezoidal Integration Method<a class="anchor-link" href="#Trapezoidal-Integration-Method">¶</a></h2> +<h2 id="Trapezoidal-Integration-Method">Trapezoidal Integration Method<a class="anchor-link" href="#Trapezoidal-Integration-Method">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [9]:</div> +<div class="prompt input_prompt">In [4]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#function to perform the trapezoidal integration </span> @@ -13378,13 +13378,13 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Result-Comparison-for-different-Integration-Methods">Result Comparison for different Integration Methods<a class="anchor-link" href="#Result-Comparison-for-different-Integration-Methods">¶</a></h2> +<h2 id="Result-Comparison-for-different-Integration-Methods">Result Comparison for different Integration Methods<a class="anchor-link" href="#Result-Comparison-for-different-Integration-Methods">¶</a></h2> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [10]:</div> +<div class="prompt input_prompt">In [5]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Plot function</span> @@ -13400,29 +13400,29 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <span class="n">t</span><span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">multiply</span><span class="p">(</span><span class="n">t</span><span class="p">,</span> <span class="mf">10e+3</span><span class="p">)</span> <span class="c1">#Plot results E. Backward</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'E. Backward'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'E. Backward'</span><span class="p">)</span> <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="p">(</span><span class="n">npoint</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span><span class="o">*</span><span class="mf">10e+3</span><span class="p">])</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">'r'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'r:'</span><span class="p">)</span> - <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">'r'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'r:'</span><span class="p">)</span> + <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> <span class="c1">#Plot results E. Forward</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'E. Forward'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'E. Forward'</span><span class="p">)</span> <span class="c1">#Set axis limite and transform to milliseconds</span> <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="p">(</span><span class="n">npoint</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span><span class="o">*</span><span class="mf">10e+3</span><span class="p">])</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,:]</span> <span class="p">,</span><span class="s1">'g'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'g:'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> - <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,:]</span> <span class="p">,</span><span class="s1">'g'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'g:'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> + <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> <span class="c1">#Plot results Trapezoidal</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Trapezoidal'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Trapezoidal'</span><span class="p">)</span> <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="p">(</span><span class="n">npoint</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span><span class="o">*</span><span class="mf">10e+3</span><span class="p">])</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> - <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">'b'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'b:'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> - <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time [ms]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> + <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">'b'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="s1">'b:'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> + <span class="n">leg</span> <span class="o">=</span> <span class="n">ax</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'$I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'$I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> <span class="c1">#Slider function to forward the selected values to the simulation functions</span> @@ -13431,12 +13431,12 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <span class="k">global</span> <span class="n">in_back</span> <span class="p">,</span> <span class="n">in_forw</span> <span class="p">,</span> <span class="n">in_trap</span><span class="p">,</span> <span class="n">npoint</span> <span class="k">if</span> <span class="n">time_step</span><span class="o">==</span><span class="mi">0</span> <span class="ow">or</span> <span class="n">T_total</span><span class="o">==</span><span class="mi">0</span><span class="p">:</span> - <span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="s1">'Simulation time step is set to: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">time_step</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span><span class="p">)</span> - <span class="nb">print</span><span class="p">(</span><span class="s1">'Total simulation time: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">T_total</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span> <span class="o">+</span> <span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span><span class="p">)</span> + <span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="s1">'Simulation time step is set to: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">time_step</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span><span class="p">)</span> + <span class="nb">print</span><span class="p">(</span><span class="s1">'Total simulation time: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">T_total</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span> <span class="o">+</span> <span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span><span class="p">)</span> <span class="k">else</span><span class="p">:</span> - <span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="s1">'Simulation time step is set to: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">time_step</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span><span class="p">)</span> - <span class="nb">print</span><span class="p">(</span><span class="s1">'Total simulation time: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">T_total</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span> <span class="o">+</span> <span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span><span class="p">)</span> + <span class="nb">print</span><span class="p">(</span><span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span> <span class="o">+</span> <span class="s1">'Simulation time step is set to: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">time_step</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span><span class="p">)</span> + <span class="nb">print</span><span class="p">(</span><span class="s1">'Total simulation time: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">T_total</span><span class="p">)</span> <span class="o">+</span> <span class="s1">' seconds'</span> <span class="o">+</span> <span class="s1">'</span><span class="se">\n</span><span class="s1"> </span><span class="se">\n</span><span class="s1">'</span><span class="p">)</span> <span class="n">npoint</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">round</span><span class="p">(</span><span class="n">T_total</span><span class="o">/</span><span class="n">time_step</span><span class="p">))</span> @@ -13453,9 +13453,9 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> <span class="c1">#Values range for the simulation steps</span> <span class="n">values</span><span class="o">=</span><span class="p">[</span><span class="nb">round</span><span class="p">(</span><span class="n">i</span><span class="o">*</span><span class="mi">10</span><span class="o">**-</span><span class="mi">7</span><span class="p">,</span> <span class="mi">7</span><span class="p">)</span> <span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">101</span><span class="p">)]</span> -<span class="c1">#It is important to set the argument continous_update to 'false' so that the slider_fun is called after the user finishes dragging the slider. </span> +<span class="c1">#It is important to set the argument continous_update to 'false' so that the slider_fun is called after the user finishes dragging the slider. </span> <span class="c1">#Otherwise the function will be continuously called for several values in the dragging interval and the expected results will take alot of time to appear </span> -<span class="n">slider</span><span class="o">=</span> <span class="n">widget</span><span class="o">.</span><span class="n">interactive</span><span class="p">(</span><span class="n">slider_fun</span><span class="p">,</span> <span class="n">time_step</span><span class="o">=</span><span class="n">widget</span><span class="o">.</span><span class="n">SelectionSlider</span><span class="p">(</span><span class="n">description</span><span class="o">=</span><span class="s2">"Time step"</span><span class="p">,</span> <span class="n">continuous_update</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span> <span class="n">options</span><span class="o">=</span><span class="p">[(</span><span class="s2">"</span><span class="si">%g</span><span class="s2">"</span><span class="o">%</span><span class="k">i</span>,i) for i in values], layout=widget.Layout( width='50%', height='50px',))); +<span class="n">slider</span><span class="o">=</span> <span class="n">widget</span><span class="o">.</span><span class="n">interactive</span><span class="p">(</span><span class="n">slider_fun</span><span class="p">,</span> <span class="n">time_step</span><span class="o">=</span><span class="n">widget</span><span class="o">.</span><span class="n">SelectionSlider</span><span class="p">(</span><span class="n">description</span><span class="o">=</span><span class="s2">"Time step"</span><span class="p">,</span> <span class="n">continuous_update</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span> <span class="n">options</span><span class="o">=</span><span class="p">[(</span><span class="s2">"</span><span class="si">%g</span><span class="s2">"</span><span class="o">%</span><span class="k">i</span>,i) for i in values], layout=widget.Layout( width='50%', height='50px',))); <span class="n">display</span><span class="p">(</span><span class="n">slider</span><span class="p">)</span> </pre></div> @@ -13478,13 +13478,13 @@ $V_{in}(t)$=$10 V sin(\omega t)$</p> -<div id="78417292-1441-4d7f-8351-8add788827e6"></div> +<div id="597c5d28-f18a-430e-a6bf-05db57804547"></div> <div class="output_subarea output_widget_view "> <script type="text/javascript"> -var element = $('#78417292-1441-4d7f-8351-8add788827e6'); +var element = $('#597c5d28-f18a-430e-a6bf-05db57804547'); </script> <script type="application/vnd.jupyter.widget-view+json"> -{"model_id": "17d540b328594667ab10081c8d2e5192", "version_major": 2, "version_minor": 0} +{"model_id": "6720d5fee4e4471898a7d1b4d6e8bc6f", "version_major": 2, "version_minor": 0} </script> </div> @@ -13497,14 +13497,14 @@ var element = $('#78417292-1441-4d7f-8351-8add788827e6'); <div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> </div><div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Critical-time-step:">Critical time step:<a class="anchor-link" href="#Critical-time-step:">¶</a></h2><p>$7,6 \cdot 10^{-6} s < T_{critical} $</p> +<h2 id="Critical-time-step:">Critical time step:<a class="anchor-link" href="#Critical-time-step:">¶</a></h2><p>$7,6 \cdot 10^{-6} s < T_{critical} $</p> </div> </div> </div> <div class="cell border-box-sizing code_cell rendered"> <div class="input"> -<div class="prompt input_prompt">In [ ]:</div> +<div class="prompt input_prompt">In [ ]:</div> <div class="inner_cell"> <div class="input_area"> <div class=" highlight hl-ipython3"><pre><span></span> @@ -13522,4 +13522,4 @@ var element = $('#78417292-1441-4d7f-8351-8add788827e6'); -</html> +</html> \ No newline at end of file diff --git a/lectures/03_ResistiveCompanion/VS_R2L3.html b/lectures/03_ResistiveCompanion/VS_R2L3.html deleted file mode 100644 index a0e081ae20ba91ca6890eea3a43bde7391102e4a..0000000000000000000000000000000000000000 --- a/lectures/03_ResistiveCompanion/VS_R2L3.html +++ /dev/null @@ -1,12172 +0,0 @@ -<!DOCTYPE html> -<html> -<head><meta charset="utf-8" /> -<title>VS_R2L3</title><script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script> -<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/2.0.3/jquery.min.js"></script> - -<style type="text/css"> - /*! -* -* Twitter Bootstrap -* -*/ -/*! - * Bootstrap v3.3.7 (http://getbootstrap.com) - * Copyright 2011-2016 Twitter, Inc. - * Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE) - */ -/*! normalize.css v3.0.3 | MIT License | github.com/necolas/normalize.css */ -html { - font-family: sans-serif; - -ms-text-size-adjust: 100%; - -webkit-text-size-adjust: 100%; -} -body { - margin: 0; -} -article, -aside, -details, -figcaption, -figure, -footer, -header, -hgroup, -main, -menu, -nav, -section, -summary { - display: block; -} -audio, -canvas, -progress, -video { - display: inline-block; - vertical-align: baseline; -} -audio:not([controls]) { - display: none; - height: 0; -} -[hidden], -template { - display: none; -} -a { - background-color: transparent; -} -a:active, -a:hover { - outline: 0; -} -abbr[title] { - border-bottom: 1px dotted; -} -b, -strong { - font-weight: bold; -} -dfn { - font-style: italic; -} -h1 { - font-size: 2em; - margin: 0.67em 0; -} -mark { - background: #ff0; - color: #000; -} -small { - font-size: 80%; -} -sub, -sup { - font-size: 75%; - line-height: 0; - position: relative; - vertical-align: baseline; -} -sup { - top: -0.5em; -} -sub { - bottom: -0.25em; -} -img { - border: 0; -} -svg:not(:root) { - overflow: hidden; -} -figure { - margin: 1em 40px; -} -hr { - box-sizing: content-box; - height: 0; -} -pre { - overflow: auto; -} -code, -kbd, -pre, -samp { - font-family: monospace, monospace; - font-size: 1em; -} -button, -input, -optgroup, -select, -textarea { - color: inherit; - font: inherit; - margin: 0; -} -button { - overflow: visible; -} -button, -select { - text-transform: none; -} -button, -html input[type="button"], -input[type="reset"], -input[type="submit"] { - -webkit-appearance: button; - cursor: pointer; -} -button[disabled], -html input[disabled] { - cursor: default; -} -button::-moz-focus-inner, -input::-moz-focus-inner { - border: 0; - padding: 0; -} -input { - line-height: normal; -} -input[type="checkbox"], -input[type="radio"] { - box-sizing: border-box; - padding: 0; -} -input[type="number"]::-webkit-inner-spin-button, -input[type="number"]::-webkit-outer-spin-button { - height: auto; -} -input[type="search"] { - -webkit-appearance: textfield; - box-sizing: content-box; -} -input[type="search"]::-webkit-search-cancel-button, -input[type="search"]::-webkit-search-decoration { - -webkit-appearance: none; -} -fieldset { - border: 1px solid #c0c0c0; - margin: 0 2px; - padding: 0.35em 0.625em 0.75em; -} -legend { - border: 0; - padding: 0; -} -textarea { - overflow: auto; -} -optgroup { - font-weight: bold; -} -table { - border-collapse: collapse; - border-spacing: 0; -} -td, -th { - padding: 0; -} -/*! Source: https://github.com/h5bp/html5-boilerplate/blob/master/src/css/main.css */ -@media print { - *, - *:before, - *:after { - background: transparent !important; - color: #000 !important; - box-shadow: none !important; - text-shadow: none !important; - } - a, - a:visited { - text-decoration: underline; - } - a[href]:after { - content: " (" attr(href) ")"; - } - abbr[title]:after { - content: " (" attr(title) ")"; - } - a[href^="#"]:after, - a[href^="javascript:"]:after { - content: ""; - } - pre, - blockquote { - border: 1px solid #999; - page-break-inside: avoid; - } - thead { - display: table-header-group; - } - tr, - img { - page-break-inside: avoid; - } - img { - max-width: 100% !important; - } - p, - h2, - h3 { - orphans: 3; - widows: 3; - } - h2, - h3 { - page-break-after: avoid; - } - .navbar { - display: none; - } - .btn > .caret, - .dropup > .btn > .caret { - border-top-color: #000 !important; - } - .label { - border: 1px solid #000; - } - .table { - border-collapse: collapse !important; - } - .table td, - .table th { - background-color: #fff !important; - } - .table-bordered th, - .table-bordered td { - border: 1px solid #ddd !important; - } -} -@font-face { - font-family: 'Glyphicons Halflings'; - src: url('../components/bootstrap/fonts/glyphicons-halflings-regular.eot'); - src: url('../components/bootstrap/fonts/glyphicons-halflings-regular.eot?#iefix') format('embedded-opentype'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.woff2') format('woff2'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.woff') format('woff'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.ttf') format('truetype'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.svg#glyphicons_halflingsregular') format('svg'); -} -.glyphicon { - position: relative; - top: 1px; - display: inline-block; - font-family: 'Glyphicons Halflings'; - font-style: normal; - font-weight: normal; - line-height: 1; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; -} -.glyphicon-asterisk:before { - content: "\002a"; -} -.glyphicon-plus:before { - content: "\002b"; -} -.glyphicon-euro:before, -.glyphicon-eur:before { - content: "\20ac"; -} -.glyphicon-minus:before { - content: "\2212"; -} -.glyphicon-cloud:before { - content: "\2601"; -} -.glyphicon-envelope:before { - content: "\2709"; -} -.glyphicon-pencil:before { - content: "\270f"; -} -.glyphicon-glass:before { - content: "\e001"; -} -.glyphicon-music:before { - content: "\e002"; -} -.glyphicon-search:before { - content: "\e003"; -} -.glyphicon-heart:before { - content: "\e005"; -} -.glyphicon-star:before { - content: "\e006"; -} -.glyphicon-star-empty:before { - content: "\e007"; -} -.glyphicon-user:before { - content: "\e008"; -} -.glyphicon-film:before { - content: "\e009"; -} -.glyphicon-th-large:before { - content: "\e010"; -} -.glyphicon-th:before { - content: "\e011"; -} -.glyphicon-th-list:before { - content: "\e012"; -} -.glyphicon-ok:before { - content: "\e013"; -} -.glyphicon-remove:before { - content: "\e014"; -} -.glyphicon-zoom-in:before { - content: "\e015"; -} -.glyphicon-zoom-out:before { - content: "\e016"; -} -.glyphicon-off:before { - content: "\e017"; -} -.glyphicon-signal:before { - content: "\e018"; -} -.glyphicon-cog:before { - content: "\e019"; -} -.glyphicon-trash:before { - content: "\e020"; -} -.glyphicon-home:before { - content: "\e021"; -} -.glyphicon-file:before { - content: "\e022"; -} -.glyphicon-time:before { - content: "\e023"; -} -.glyphicon-road:before { - content: "\e024"; -} -.glyphicon-download-alt:before { - content: "\e025"; -} -.glyphicon-download:before { - content: "\e026"; -} -.glyphicon-upload:before { - content: "\e027"; -} -.glyphicon-inbox:before { - content: "\e028"; -} -.glyphicon-play-circle:before { - content: "\e029"; -} -.glyphicon-repeat:before { - content: "\e030"; -} -.glyphicon-refresh:before { - content: "\e031"; -} -.glyphicon-list-alt:before { - content: "\e032"; -} -.glyphicon-lock:before { - content: "\e033"; -} -.glyphicon-flag:before { - content: "\e034"; -} -.glyphicon-headphones:before { - content: "\e035"; -} -.glyphicon-volume-off:before { - content: "\e036"; -} -.glyphicon-volume-down:before { - content: "\e037"; -} -.glyphicon-volume-up:before { - content: "\e038"; -} -.glyphicon-qrcode:before { - content: "\e039"; -} -.glyphicon-barcode:before { - content: "\e040"; -} -.glyphicon-tag:before { - content: "\e041"; -} -.glyphicon-tags:before { - content: "\e042"; -} -.glyphicon-book:before { - content: "\e043"; -} -.glyphicon-bookmark:before { - content: "\e044"; -} -.glyphicon-print:before { - content: "\e045"; -} -.glyphicon-camera:before { - content: "\e046"; -} -.glyphicon-font:before { - content: "\e047"; -} -.glyphicon-bold:before { - content: "\e048"; -} -.glyphicon-italic:before { - content: "\e049"; -} -.glyphicon-text-height:before { - content: "\e050"; -} -.glyphicon-text-width:before { - content: "\e051"; -} -.glyphicon-align-left:before { - content: "\e052"; -} -.glyphicon-align-center:before { - content: "\e053"; -} -.glyphicon-align-right:before { - content: "\e054"; -} -.glyphicon-align-justify:before { - content: "\e055"; -} -.glyphicon-list:before { - content: "\e056"; -} -.glyphicon-indent-left:before { - content: "\e057"; -} -.glyphicon-indent-right:before { - content: "\e058"; -} -.glyphicon-facetime-video:before { - content: "\e059"; -} -.glyphicon-picture:before { - content: "\e060"; -} -.glyphicon-map-marker:before { - content: "\e062"; -} -.glyphicon-adjust:before { - content: "\e063"; -} -.glyphicon-tint:before { - content: "\e064"; -} -.glyphicon-edit:before { - content: "\e065"; -} -.glyphicon-share:before { - content: "\e066"; -} -.glyphicon-check:before { - content: "\e067"; -} -.glyphicon-move:before { - content: "\e068"; -} -.glyphicon-step-backward:before { - content: "\e069"; -} -.glyphicon-fast-backward:before { - content: "\e070"; -} -.glyphicon-backward:before { - content: "\e071"; -} -.glyphicon-play:before { - content: "\e072"; -} -.glyphicon-pause:before { - content: "\e073"; -} -.glyphicon-stop:before { - content: "\e074"; -} -.glyphicon-forward:before { - content: "\e075"; -} -.glyphicon-fast-forward:before { - content: "\e076"; -} -.glyphicon-step-forward:before { - content: "\e077"; -} -.glyphicon-eject:before { - content: "\e078"; -} -.glyphicon-chevron-left:before { - content: "\e079"; -} -.glyphicon-chevron-right:before { - content: "\e080"; -} -.glyphicon-plus-sign:before { - content: "\e081"; -} -.glyphicon-minus-sign:before { - content: "\e082"; -} -.glyphicon-remove-sign:before { - content: "\e083"; -} -.glyphicon-ok-sign:before { - content: "\e084"; -} -.glyphicon-question-sign:before { - content: "\e085"; -} -.glyphicon-info-sign:before { - content: "\e086"; -} -.glyphicon-screenshot:before { - content: "\e087"; -} -.glyphicon-remove-circle:before { - content: "\e088"; -} -.glyphicon-ok-circle:before { - content: "\e089"; -} -.glyphicon-ban-circle:before { - content: "\e090"; -} -.glyphicon-arrow-left:before { - content: "\e091"; -} -.glyphicon-arrow-right:before { - content: "\e092"; -} -.glyphicon-arrow-up:before { - content: "\e093"; -} -.glyphicon-arrow-down:before { - content: "\e094"; -} -.glyphicon-share-alt:before { - content: "\e095"; -} -.glyphicon-resize-full:before { - content: "\e096"; -} -.glyphicon-resize-small:before { - content: "\e097"; -} -.glyphicon-exclamation-sign:before { - content: "\e101"; -} -.glyphicon-gift:before { - content: "\e102"; -} -.glyphicon-leaf:before { - content: "\e103"; -} -.glyphicon-fire:before { - content: "\e104"; -} -.glyphicon-eye-open:before { - content: "\e105"; -} -.glyphicon-eye-close:before { - content: "\e106"; -} -.glyphicon-warning-sign:before { - content: "\e107"; -} -.glyphicon-plane:before { - content: "\e108"; -} -.glyphicon-calendar:before { - content: "\e109"; -} -.glyphicon-random:before { - content: "\e110"; -} -.glyphicon-comment:before { - content: "\e111"; -} -.glyphicon-magnet:before { - content: "\e112"; -} -.glyphicon-chevron-up:before { - content: "\e113"; -} -.glyphicon-chevron-down:before { - content: "\e114"; 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- margin-right: 0px; -} -.col-xs-1, .col-sm-1, .col-md-1, .col-lg-1, .col-xs-2, .col-sm-2, .col-md-2, .col-lg-2, .col-xs-3, .col-sm-3, .col-md-3, .col-lg-3, .col-xs-4, .col-sm-4, .col-md-4, .col-lg-4, .col-xs-5, .col-sm-5, .col-md-5, .col-lg-5, .col-xs-6, .col-sm-6, .col-md-6, .col-lg-6, .col-xs-7, .col-sm-7, .col-md-7, .col-lg-7, .col-xs-8, .col-sm-8, .col-md-8, .col-lg-8, .col-xs-9, .col-sm-9, .col-md-9, .col-lg-9, .col-xs-10, .col-sm-10, .col-md-10, .col-lg-10, .col-xs-11, .col-sm-11, .col-md-11, .col-lg-11, .col-xs-12, .col-sm-12, .col-md-12, .col-lg-12 { - position: relative; - min-height: 1px; - padding-left: 0px; - padding-right: 0px; -} -.col-xs-1, .col-xs-2, .col-xs-3, .col-xs-4, .col-xs-5, .col-xs-6, .col-xs-7, .col-xs-8, .col-xs-9, .col-xs-10, .col-xs-11, .col-xs-12 { - float: left; -} -.col-xs-12 { - width: 100%; -} -.col-xs-11 { - width: 91.66666667%; -} -.col-xs-10 { - width: 83.33333333%; -} -.col-xs-9 { - width: 75%; -} -.col-xs-8 { - width: 66.66666667%; -} -.col-xs-7 { - width: 58.33333333%; -} -.col-xs-6 { - width: 50%; -} -.col-xs-5 { - width: 41.66666667%; -} -.col-xs-4 { - width: 33.33333333%; -} -.col-xs-3 { - width: 25%; -} -.col-xs-2 { - width: 16.66666667%; -} -.col-xs-1 { - width: 8.33333333%; -} -.col-xs-pull-12 { - right: 100%; -} -.col-xs-pull-11 { - right: 91.66666667%; -} -.col-xs-pull-10 { - right: 83.33333333%; -} -.col-xs-pull-9 { - right: 75%; -} -.col-xs-pull-8 { - right: 66.66666667%; -} -.col-xs-pull-7 { - right: 58.33333333%; -} -.col-xs-pull-6 { - right: 50%; -} -.col-xs-pull-5 { - right: 41.66666667%; -} -.col-xs-pull-4 { - right: 33.33333333%; -} -.col-xs-pull-3 { - right: 25%; -} -.col-xs-pull-2 { - right: 16.66666667%; -} -.col-xs-pull-1 { - right: 8.33333333%; -} -.col-xs-pull-0 { - right: auto; -} -.col-xs-push-12 { - left: 100%; -} -.col-xs-push-11 { - left: 91.66666667%; -} -.col-xs-push-10 { - left: 83.33333333%; -} -.col-xs-push-9 { - left: 75%; -} -.col-xs-push-8 { - left: 66.66666667%; -} -.col-xs-push-7 { - left: 58.33333333%; -} -.col-xs-push-6 { - left: 50%; -} -.col-xs-push-5 { - left: 41.66666667%; -} -.col-xs-push-4 { - left: 33.33333333%; -} -.col-xs-push-3 { - left: 25%; -} -.col-xs-push-2 { - left: 16.66666667%; -} -.col-xs-push-1 { - left: 8.33333333%; -} -.col-xs-push-0 { - left: auto; -} -.col-xs-offset-12 { - margin-left: 100%; -} -.col-xs-offset-11 { - margin-left: 91.66666667%; -} -.col-xs-offset-10 { - margin-left: 83.33333333%; -} -.col-xs-offset-9 { - margin-left: 75%; -} -.col-xs-offset-8 { - margin-left: 66.66666667%; -} -.col-xs-offset-7 { - margin-left: 58.33333333%; -} -.col-xs-offset-6 { - margin-left: 50%; -} -.col-xs-offset-5 { - margin-left: 41.66666667%; -} -.col-xs-offset-4 { - margin-left: 33.33333333%; -} -.col-xs-offset-3 { - margin-left: 25%; -} -.col-xs-offset-2 { - margin-left: 16.66666667%; -} -.col-xs-offset-1 { - margin-left: 8.33333333%; -} -.col-xs-offset-0 { - margin-left: 0%; -} -@media (min-width: 768px) { - .col-sm-1, .col-sm-2, .col-sm-3, .col-sm-4, .col-sm-5, .col-sm-6, .col-sm-7, .col-sm-8, .col-sm-9, .col-sm-10, .col-sm-11, .col-sm-12 { - float: left; - } - .col-sm-12 { - width: 100%; - } - .col-sm-11 { - width: 91.66666667%; - } - .col-sm-10 { - width: 83.33333333%; - } - .col-sm-9 { - width: 75%; - } - .col-sm-8 { - width: 66.66666667%; - } - .col-sm-7 { - width: 58.33333333%; - } - .col-sm-6 { - width: 50%; - } - .col-sm-5 { - width: 41.66666667%; - } - .col-sm-4 { - width: 33.33333333%; - } - .col-sm-3 { - width: 25%; - } - .col-sm-2 { - width: 16.66666667%; - } - .col-sm-1 { - width: 8.33333333%; - } - .col-sm-pull-12 { - right: 100%; - } - .col-sm-pull-11 { - right: 91.66666667%; - } - .col-sm-pull-10 { - right: 83.33333333%; - } - .col-sm-pull-9 { - right: 75%; - } - .col-sm-pull-8 { - right: 66.66666667%; - } - .col-sm-pull-7 { - right: 58.33333333%; - } - .col-sm-pull-6 { - right: 50%; - } - .col-sm-pull-5 { - right: 41.66666667%; - } - .col-sm-pull-4 { - right: 33.33333333%; - } - .col-sm-pull-3 { - right: 25%; - } - .col-sm-pull-2 { - right: 16.66666667%; - } - .col-sm-pull-1 { - right: 8.33333333%; - } - .col-sm-pull-0 { - right: auto; - } - .col-sm-push-12 { - left: 100%; - } - .col-sm-push-11 { - left: 91.66666667%; - } - .col-sm-push-10 { - left: 83.33333333%; - } - .col-sm-push-9 { - left: 75%; - } - .col-sm-push-8 { - left: 66.66666667%; - } - .col-sm-push-7 { - left: 58.33333333%; - } - .col-sm-push-6 { - left: 50%; - } - .col-sm-push-5 { - left: 41.66666667%; - } - .col-sm-push-4 { - left: 33.33333333%; - } - .col-sm-push-3 { - left: 25%; - } - .col-sm-push-2 { - left: 16.66666667%; - } - .col-sm-push-1 { - left: 8.33333333%; - } - .col-sm-push-0 { - left: auto; - } - .col-sm-offset-12 { - margin-left: 100%; - } - .col-sm-offset-11 { - margin-left: 91.66666667%; - } - .col-sm-offset-10 { - margin-left: 83.33333333%; - } - .col-sm-offset-9 { - margin-left: 75%; - } - .col-sm-offset-8 { - margin-left: 66.66666667%; - } - .col-sm-offset-7 { - margin-left: 58.33333333%; - } - .col-sm-offset-6 { - margin-left: 50%; - } - .col-sm-offset-5 { - margin-left: 41.66666667%; - } - .col-sm-offset-4 { - margin-left: 33.33333333%; - } - .col-sm-offset-3 { - margin-left: 25%; - } - .col-sm-offset-2 { - margin-left: 16.66666667%; - } - .col-sm-offset-1 { - margin-left: 8.33333333%; - } - .col-sm-offset-0 { - margin-left: 0%; - } -} -@media (min-width: 992px) { - .col-md-1, .col-md-2, .col-md-3, .col-md-4, .col-md-5, .col-md-6, .col-md-7, .col-md-8, .col-md-9, .col-md-10, .col-md-11, .col-md-12 { - float: left; - } - .col-md-12 { - width: 100%; - } - .col-md-11 { - width: 91.66666667%; - } - .col-md-10 { - width: 83.33333333%; - } - .col-md-9 { - width: 75%; - } - .col-md-8 { - width: 66.66666667%; - } - .col-md-7 { - width: 58.33333333%; - } - .col-md-6 { - width: 50%; - } - .col-md-5 { - width: 41.66666667%; - } - .col-md-4 { - width: 33.33333333%; - } - .col-md-3 { - width: 25%; - } - .col-md-2 { - width: 16.66666667%; - } - .col-md-1 { - width: 8.33333333%; - } - .col-md-pull-12 { - right: 100%; - } - .col-md-pull-11 { - right: 91.66666667%; - } - .col-md-pull-10 { - right: 83.33333333%; - } - .col-md-pull-9 { - right: 75%; - } - .col-md-pull-8 { - right: 66.66666667%; - } - .col-md-pull-7 { - right: 58.33333333%; - } - .col-md-pull-6 { - right: 50%; - } - .col-md-pull-5 { - right: 41.66666667%; - } - .col-md-pull-4 { - right: 33.33333333%; - } - .col-md-pull-3 { - right: 25%; - } - .col-md-pull-2 { - right: 16.66666667%; - } - .col-md-pull-1 { - right: 8.33333333%; - } - .col-md-pull-0 { - right: auto; - } - .col-md-push-12 { - left: 100%; - } - .col-md-push-11 { - left: 91.66666667%; - } - .col-md-push-10 { - left: 83.33333333%; - } - .col-md-push-9 { - left: 75%; - } - .col-md-push-8 { - left: 66.66666667%; - } - .col-md-push-7 { - left: 58.33333333%; - } - .col-md-push-6 { - left: 50%; - } - .col-md-push-5 { - left: 41.66666667%; - } - .col-md-push-4 { - left: 33.33333333%; - } - .col-md-push-3 { - left: 25%; - } - .col-md-push-2 { - left: 16.66666667%; - } - .col-md-push-1 { - left: 8.33333333%; - } - .col-md-push-0 { - left: auto; - } - .col-md-offset-12 { - margin-left: 100%; - } - .col-md-offset-11 { - margin-left: 91.66666667%; - } - .col-md-offset-10 { - margin-left: 83.33333333%; - } - .col-md-offset-9 { - margin-left: 75%; - } - .col-md-offset-8 { - margin-left: 66.66666667%; - } - .col-md-offset-7 { - margin-left: 58.33333333%; - } - .col-md-offset-6 { - margin-left: 50%; - } - .col-md-offset-5 { - margin-left: 41.66666667%; - } - .col-md-offset-4 { - margin-left: 33.33333333%; - } - .col-md-offset-3 { - margin-left: 25%; - } - .col-md-offset-2 { - margin-left: 16.66666667%; - } - .col-md-offset-1 { - margin-left: 8.33333333%; - } - .col-md-offset-0 { - margin-left: 0%; - } -} -@media (min-width: 1200px) { - .col-lg-1, .col-lg-2, .col-lg-3, .col-lg-4, .col-lg-5, .col-lg-6, .col-lg-7, .col-lg-8, .col-lg-9, .col-lg-10, .col-lg-11, .col-lg-12 { - float: left; - } - .col-lg-12 { - width: 100%; - } - .col-lg-11 { - width: 91.66666667%; - } - .col-lg-10 { - width: 83.33333333%; - } - .col-lg-9 { - width: 75%; - } - .col-lg-8 { - width: 66.66666667%; - } - .col-lg-7 { - width: 58.33333333%; - } - .col-lg-6 { - width: 50%; - } - .col-lg-5 { - width: 41.66666667%; - } - .col-lg-4 { - width: 33.33333333%; - } - .col-lg-3 { - width: 25%; - } - .col-lg-2 { - width: 16.66666667%; - } - .col-lg-1 { - width: 8.33333333%; - } - .col-lg-pull-12 { - right: 100%; - } - .col-lg-pull-11 { - right: 91.66666667%; - } - .col-lg-pull-10 { - right: 83.33333333%; - } - .col-lg-pull-9 { - right: 75%; - } - .col-lg-pull-8 { - right: 66.66666667%; - } - .col-lg-pull-7 { - right: 58.33333333%; - } - .col-lg-pull-6 { - right: 50%; - } - .col-lg-pull-5 { - right: 41.66666667%; - } - .col-lg-pull-4 { - right: 33.33333333%; - } - .col-lg-pull-3 { - right: 25%; - } - .col-lg-pull-2 { - right: 16.66666667%; - } - .col-lg-pull-1 { - right: 8.33333333%; - } - .col-lg-pull-0 { - right: auto; - } - .col-lg-push-12 { - left: 100%; - } - .col-lg-push-11 { - left: 91.66666667%; - } - .col-lg-push-10 { - left: 83.33333333%; - } - .col-lg-push-9 { - left: 75%; - } - .col-lg-push-8 { - left: 66.66666667%; - } - .col-lg-push-7 { - left: 58.33333333%; - } - .col-lg-push-6 { - left: 50%; - } - .col-lg-push-5 { - left: 41.66666667%; - } - .col-lg-push-4 { - left: 33.33333333%; - } - .col-lg-push-3 { - left: 25%; - } - .col-lg-push-2 { - left: 16.66666667%; - } - .col-lg-push-1 { - left: 8.33333333%; - } - .col-lg-push-0 { - left: auto; - } - .col-lg-offset-12 { - margin-left: 100%; - } - .col-lg-offset-11 { - margin-left: 91.66666667%; - } - .col-lg-offset-10 { - margin-left: 83.33333333%; - } - .col-lg-offset-9 { - margin-left: 75%; - } - .col-lg-offset-8 { - margin-left: 66.66666667%; - } - .col-lg-offset-7 { - margin-left: 58.33333333%; - } - .col-lg-offset-6 { - margin-left: 50%; - } - .col-lg-offset-5 { - margin-left: 41.66666667%; - } - .col-lg-offset-4 { - margin-left: 33.33333333%; - } - .col-lg-offset-3 { - margin-left: 25%; - } - .col-lg-offset-2 { - margin-left: 16.66666667%; - } - .col-lg-offset-1 { - margin-left: 8.33333333%; - } - .col-lg-offset-0 { - margin-left: 0%; - } -} -table { - background-color: transparent; -} -caption { - padding-top: 8px; - padding-bottom: 8px; - color: #777777; - text-align: left; -} -th { - text-align: left; -} -.table { - width: 100%; - max-width: 100%; - margin-bottom: 18px; -} -.table > thead > tr > th, -.table > tbody > tr > th, -.table > tfoot > tr > th, -.table > thead > tr > td, -.table > tbody > tr > td, -.table > tfoot > tr > td { - padding: 8px; - line-height: 1.42857143; - vertical-align: top; - border-top: 1px solid #ddd; -} -.table > thead > tr > th { - vertical-align: bottom; - border-bottom: 2px solid #ddd; -} -.table > caption + thead > tr:first-child > th, -.table > colgroup + thead > tr:first-child > th, -.table > thead:first-child > tr:first-child > th, -.table > caption + thead > tr:first-child > td, -.table > colgroup + thead > tr:first-child > td, -.table > thead:first-child > tr:first-child > td { - border-top: 0; -} -.table > tbody + tbody { - border-top: 2px solid #ddd; -} -.table .table { - background-color: #fff; -} -.table-condensed > thead > tr > th, -.table-condensed > tbody > tr > th, -.table-condensed > tfoot > tr > th, -.table-condensed > thead > tr > td, -.table-condensed > tbody > tr > td, -.table-condensed > tfoot > tr > td { - padding: 5px; -} -.table-bordered { - border: 1px solid #ddd; -} -.table-bordered > thead > tr > th, -.table-bordered > tbody > tr > th, -.table-bordered > tfoot > tr > th, -.table-bordered > thead > tr > td, -.table-bordered > tbody > tr > td, -.table-bordered > tfoot > tr > td { - border: 1px solid #ddd; -} -.table-bordered > thead > tr > th, -.table-bordered > thead > tr > td { - border-bottom-width: 2px; -} -.table-striped > tbody > tr:nth-of-type(odd) { - background-color: #f9f9f9; -} -.table-hover > tbody > tr:hover { - background-color: #f5f5f5; -} -table col[class*="col-"] { - position: static; - float: none; - display: table-column; -} -table td[class*="col-"], -table th[class*="col-"] { - position: static; - float: none; - display: table-cell; -} -.table > thead > tr > td.active, -.table > tbody > tr > td.active, -.table > tfoot > tr > td.active, -.table > thead > tr > th.active, -.table > tbody > tr > th.active, -.table > tfoot > tr > th.active, -.table > thead > tr.active > td, -.table > tbody > tr.active > td, -.table > tfoot > tr.active > td, -.table > thead > tr.active > th, -.table > tbody > tr.active > th, -.table > tfoot > tr.active > th { - background-color: #f5f5f5; -} -.table-hover > tbody > tr > td.active:hover, -.table-hover > tbody > tr > th.active:hover, -.table-hover > tbody > tr.active:hover > td, -.table-hover > tbody > tr:hover > .active, -.table-hover > tbody > tr.active:hover > th { - background-color: #e8e8e8; -} -.table > thead > tr > td.success, -.table > tbody > tr > td.success, -.table > tfoot > tr > td.success, -.table > thead > tr > th.success, -.table > tbody > tr > th.success, -.table > tfoot > tr > th.success, -.table > thead > tr.success > td, -.table > tbody > tr.success > td, -.table > tfoot > tr.success > td, -.table > thead > tr.success > th, -.table > tbody > tr.success > th, -.table > tfoot > tr.success > th { - background-color: #dff0d8; -} -.table-hover > tbody > tr > td.success:hover, -.table-hover > tbody > tr > th.success:hover, -.table-hover > tbody > tr.success:hover > td, -.table-hover > tbody > tr:hover > .success, -.table-hover > tbody > tr.success:hover > th { - background-color: #d0e9c6; -} -.table > thead > tr > td.info, -.table > tbody > tr > td.info, -.table > tfoot > tr > td.info, -.table > thead > tr > th.info, -.table > tbody > tr > th.info, -.table > tfoot > tr > th.info, -.table > thead > tr.info > td, -.table > tbody > tr.info > td, -.table > tfoot > tr.info > td, -.table > thead > tr.info > th, -.table > tbody > tr.info > th, -.table > tfoot > tr.info > th { - background-color: #d9edf7; -} -.table-hover > tbody > tr > td.info:hover, -.table-hover > tbody > tr > th.info:hover, -.table-hover > tbody > tr.info:hover > td, -.table-hover > tbody > tr:hover > .info, -.table-hover > tbody > tr.info:hover > th { - background-color: #c4e3f3; -} -.table > thead > tr > td.warning, -.table > tbody > tr > td.warning, -.table > tfoot > tr > td.warning, -.table > thead > tr > th.warning, -.table > tbody > tr > th.warning, -.table > tfoot > tr > th.warning, -.table > thead > tr.warning > td, -.table > tbody > tr.warning > td, -.table > tfoot > tr.warning > td, -.table > thead > tr.warning > th, -.table > tbody > tr.warning > th, -.table > tfoot > tr.warning > th { - background-color: #fcf8e3; -} -.table-hover > tbody > tr > td.warning:hover, -.table-hover > tbody > tr > th.warning:hover, -.table-hover > tbody > tr.warning:hover > td, -.table-hover > tbody > tr:hover > .warning, -.table-hover > tbody > tr.warning:hover > th { - background-color: #faf2cc; -} -.table > thead > tr > td.danger, -.table > tbody > tr > td.danger, -.table > tfoot > tr > td.danger, -.table > thead > tr > th.danger, -.table > tbody > tr > th.danger, -.table > tfoot > tr > th.danger, -.table > thead > tr.danger > td, -.table > tbody > tr.danger > td, -.table > tfoot > tr.danger > td, -.table > thead > tr.danger > th, -.table > tbody > tr.danger > th, -.table > tfoot > tr.danger > th { - background-color: #f2dede; -} -.table-hover > tbody > tr > td.danger:hover, -.table-hover > tbody > tr > th.danger:hover, -.table-hover > tbody > tr.danger:hover > td, -.table-hover > tbody > tr:hover > .danger, -.table-hover > tbody > tr.danger:hover > th { - background-color: #ebcccc; -} -.table-responsive { - overflow-x: auto; - min-height: 0.01%; -} -@media screen and (max-width: 767px) { - .table-responsive { - width: 100%; - margin-bottom: 13.5px; - overflow-y: hidden; - -ms-overflow-style: -ms-autohiding-scrollbar; - border: 1px solid #ddd; - } - .table-responsive > .table { - margin-bottom: 0; - } - .table-responsive > .table > thead > tr > th, - .table-responsive > .table > tbody > tr > th, - .table-responsive > .table > tfoot > tr > th, - .table-responsive > .table > thead > tr > td, - .table-responsive > .table > tbody > tr > td, - .table-responsive > .table > tfoot > tr > td { - white-space: nowrap; - } - .table-responsive > .table-bordered { - border: 0; - } - .table-responsive > .table-bordered > thead > tr > th:first-child, - .table-responsive > .table-bordered > tbody > tr > th:first-child, - .table-responsive > .table-bordered > tfoot > tr > th:first-child, - .table-responsive > .table-bordered > thead > tr > td:first-child, - .table-responsive > .table-bordered > tbody > tr > td:first-child, - .table-responsive > .table-bordered > tfoot > tr > td:first-child { - border-left: 0; - } - .table-responsive > .table-bordered > thead > tr > th:last-child, - .table-responsive > .table-bordered > tbody > tr > th:last-child, - .table-responsive > .table-bordered > tfoot > tr > th:last-child, - .table-responsive > .table-bordered > thead > tr > td:last-child, - .table-responsive > .table-bordered > tbody > tr > td:last-child, - .table-responsive > .table-bordered > tfoot > tr > td:last-child { - border-right: 0; - } - .table-responsive > .table-bordered > tbody > tr:last-child > th, - .table-responsive > .table-bordered > tfoot > tr:last-child > th, - .table-responsive > .table-bordered > tbody > tr:last-child > td, - .table-responsive > .table-bordered > tfoot > tr:last-child > td { - border-bottom: 0; - } -} -fieldset { - padding: 0; - margin: 0; - border: 0; - min-width: 0; -} -legend { - display: block; - width: 100%; - padding: 0; - margin-bottom: 18px; - font-size: 19.5px; - line-height: inherit; - color: #333333; - border: 0; - border-bottom: 1px solid #e5e5e5; -} -label { - display: inline-block; - max-width: 100%; - margin-bottom: 5px; - font-weight: bold; -} -input[type="search"] { - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; -} -input[type="radio"], -input[type="checkbox"] { - margin: 4px 0 0; - margin-top: 1px \9; - line-height: normal; -} -input[type="file"] { - display: block; -} -input[type="range"] { - display: block; - width: 100%; -} -select[multiple], -select[size] { - height: auto; -} -input[type="file"]:focus, -input[type="radio"]:focus, -input[type="checkbox"]:focus { - outline: 5px auto -webkit-focus-ring-color; - outline-offset: -2px; -} -output { - display: block; - padding-top: 7px; - font-size: 13px; - line-height: 1.42857143; - color: #555555; -} -.form-control { - display: block; - width: 100%; - height: 32px; - padding: 6px 12px; - font-size: 13px; - line-height: 1.42857143; - color: #555555; - background-color: #fff; - background-image: none; - border: 1px solid #ccc; - border-radius: 2px; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - -webkit-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; - -o-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; - transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; -} -.form-control:focus { - border-color: #66afe9; - outline: 0; - -webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6); - box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6); -} -.form-control::-moz-placeholder { - color: #999; - opacity: 1; -} -.form-control:-ms-input-placeholder { - color: #999; -} -.form-control::-webkit-input-placeholder { - color: #999; -} -.form-control::-ms-expand { - border: 0; - background-color: transparent; -} -.form-control[disabled], -.form-control[readonly], -fieldset[disabled] .form-control { - background-color: #eeeeee; - opacity: 1; -} -.form-control[disabled], -fieldset[disabled] .form-control { - cursor: not-allowed; -} -textarea.form-control { - height: auto; -} -input[type="search"] { - -webkit-appearance: none; -} -@media screen and (-webkit-min-device-pixel-ratio: 0) { - input[type="date"].form-control, - input[type="time"].form-control, - input[type="datetime-local"].form-control, - input[type="month"].form-control { - line-height: 32px; - } - input[type="date"].input-sm, - input[type="time"].input-sm, - input[type="datetime-local"].input-sm, - input[type="month"].input-sm, - .input-group-sm input[type="date"], - .input-group-sm input[type="time"], - .input-group-sm input[type="datetime-local"], - .input-group-sm input[type="month"] { - line-height: 30px; - } - input[type="date"].input-lg, - input[type="time"].input-lg, - input[type="datetime-local"].input-lg, - input[type="month"].input-lg, - .input-group-lg input[type="date"], - .input-group-lg input[type="time"], - .input-group-lg input[type="datetime-local"], - .input-group-lg input[type="month"] { - line-height: 45px; - } -} -.form-group { - margin-bottom: 15px; -} -.radio, -.checkbox { - position: relative; - display: block; - margin-top: 10px; - margin-bottom: 10px; -} -.radio label, -.checkbox label { - min-height: 18px; - padding-left: 20px; - margin-bottom: 0; - font-weight: normal; - cursor: pointer; -} -.radio input[type="radio"], -.radio-inline input[type="radio"], -.checkbox input[type="checkbox"], -.checkbox-inline input[type="checkbox"] { - position: absolute; - margin-left: -20px; - margin-top: 4px \9; -} -.radio + .radio, -.checkbox + .checkbox { - margin-top: -5px; -} -.radio-inline, -.checkbox-inline { - position: relative; - display: inline-block; - padding-left: 20px; - margin-bottom: 0; - vertical-align: middle; - font-weight: normal; - cursor: pointer; -} -.radio-inline + .radio-inline, -.checkbox-inline + .checkbox-inline { - margin-top: 0; - margin-left: 10px; -} -input[type="radio"][disabled], -input[type="checkbox"][disabled], -input[type="radio"].disabled, -input[type="checkbox"].disabled, -fieldset[disabled] input[type="radio"], -fieldset[disabled] input[type="checkbox"] { - cursor: not-allowed; -} -.radio-inline.disabled, -.checkbox-inline.disabled, -fieldset[disabled] .radio-inline, -fieldset[disabled] .checkbox-inline { - cursor: not-allowed; -} -.radio.disabled label, -.checkbox.disabled label, -fieldset[disabled] .radio label, -fieldset[disabled] .checkbox label { - cursor: not-allowed; -} -.form-control-static { - padding-top: 7px; - padding-bottom: 7px; - margin-bottom: 0; - min-height: 31px; -} -.form-control-static.input-lg, -.form-control-static.input-sm { - padding-left: 0; - padding-right: 0; -} -.input-sm { - height: 30px; - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; -} -select.input-sm { - height: 30px; - line-height: 30px; -} -textarea.input-sm, -select[multiple].input-sm { - height: auto; -} -.form-group-sm .form-control { - height: 30px; - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; -} -.form-group-sm select.form-control { - height: 30px; - line-height: 30px; -} -.form-group-sm textarea.form-control, -.form-group-sm select[multiple].form-control { - height: auto; -} -.form-group-sm .form-control-static { - height: 30px; - min-height: 30px; - padding: 6px 10px; - font-size: 12px; - line-height: 1.5; -} -.input-lg { - height: 45px; - padding: 10px 16px; - font-size: 17px; - line-height: 1.3333333; - border-radius: 3px; -} -select.input-lg { - height: 45px; - line-height: 45px; -} -textarea.input-lg, -select[multiple].input-lg { - height: auto; -} -.form-group-lg .form-control { - height: 45px; - padding: 10px 16px; - font-size: 17px; - line-height: 1.3333333; - border-radius: 3px; -} -.form-group-lg select.form-control { - height: 45px; - line-height: 45px; -} -.form-group-lg textarea.form-control, -.form-group-lg select[multiple].form-control { - height: auto; -} -.form-group-lg .form-control-static { - height: 45px; - min-height: 35px; - padding: 11px 16px; - font-size: 17px; - line-height: 1.3333333; -} -.has-feedback { - position: relative; -} -.has-feedback .form-control { - padding-right: 40px; -} -.form-control-feedback { - position: absolute; - top: 0; - right: 0; - z-index: 2; - display: block; - width: 32px; - height: 32px; - line-height: 32px; - text-align: center; - pointer-events: none; -} -.input-lg + .form-control-feedback, -.input-group-lg + .form-control-feedback, -.form-group-lg .form-control + .form-control-feedback { - width: 45px; - height: 45px; - line-height: 45px; -} -.input-sm + .form-control-feedback, -.input-group-sm + .form-control-feedback, -.form-group-sm .form-control + .form-control-feedback { - width: 30px; - height: 30px; - line-height: 30px; -} -.has-success .help-block, -.has-success .control-label, -.has-success .radio, -.has-success .checkbox, -.has-success .radio-inline, -.has-success .checkbox-inline, -.has-success.radio label, -.has-success.checkbox label, -.has-success.radio-inline label, -.has-success.checkbox-inline label { - color: #3c763d; -} -.has-success .form-control { - border-color: #3c763d; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); -} -.has-success .form-control:focus { - border-color: #2b542c; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #67b168; - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #67b168; -} -.has-success .input-group-addon { - color: #3c763d; - border-color: #3c763d; - background-color: #dff0d8; -} -.has-success .form-control-feedback { - color: #3c763d; -} -.has-warning .help-block, -.has-warning .control-label, -.has-warning .radio, -.has-warning .checkbox, -.has-warning .radio-inline, -.has-warning .checkbox-inline, -.has-warning.radio label, -.has-warning.checkbox label, -.has-warning.radio-inline label, -.has-warning.checkbox-inline label { - color: #8a6d3b; -} -.has-warning .form-control { - border-color: #8a6d3b; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); -} -.has-warning .form-control:focus { - border-color: #66512c; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #c0a16b; - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #c0a16b; -} -.has-warning .input-group-addon { - color: #8a6d3b; - border-color: #8a6d3b; - background-color: #fcf8e3; -} -.has-warning .form-control-feedback { - color: #8a6d3b; -} -.has-error .help-block, -.has-error .control-label, -.has-error .radio, -.has-error .checkbox, -.has-error .radio-inline, -.has-error .checkbox-inline, -.has-error.radio label, -.has-error.checkbox label, -.has-error.radio-inline label, -.has-error.checkbox-inline label { - color: #a94442; -} -.has-error .form-control { - border-color: #a94442; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); -} -.has-error .form-control:focus { - border-color: #843534; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #ce8483; - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #ce8483; -} -.has-error .input-group-addon { - color: #a94442; - border-color: #a94442; - background-color: #f2dede; -} -.has-error .form-control-feedback { - color: #a94442; -} -.has-feedback label ~ .form-control-feedback { - top: 23px; -} -.has-feedback label.sr-only ~ .form-control-feedback { - top: 0; -} -.help-block { - display: block; - margin-top: 5px; - margin-bottom: 10px; - color: #404040; -} -@media (min-width: 768px) { - .form-inline .form-group { - display: inline-block; - margin-bottom: 0; - vertical-align: middle; - } - .form-inline .form-control { - display: inline-block; - width: auto; - vertical-align: middle; - } - .form-inline .form-control-static { - display: inline-block; - } - .form-inline .input-group { - display: inline-table; - vertical-align: middle; - } - .form-inline .input-group .input-group-addon, - .form-inline .input-group .input-group-btn, - .form-inline .input-group .form-control { - width: auto; - } - .form-inline .input-group > .form-control { - width: 100%; - } - .form-inline .control-label { - margin-bottom: 0; - vertical-align: middle; - } - .form-inline .radio, - .form-inline .checkbox { - display: inline-block; - margin-top: 0; - margin-bottom: 0; - vertical-align: middle; - } - .form-inline .radio label, - .form-inline .checkbox label { - padding-left: 0; - } - .form-inline .radio input[type="radio"], - .form-inline .checkbox input[type="checkbox"] { - position: relative; - margin-left: 0; - } - .form-inline .has-feedback .form-control-feedback { - top: 0; - } -} -.form-horizontal .radio, -.form-horizontal .checkbox, -.form-horizontal .radio-inline, -.form-horizontal .checkbox-inline { - margin-top: 0; - margin-bottom: 0; - padding-top: 7px; -} -.form-horizontal .radio, -.form-horizontal .checkbox { - min-height: 25px; -} -.form-horizontal .form-group { - margin-left: 0px; - margin-right: 0px; -} -@media (min-width: 768px) { - .form-horizontal .control-label { - text-align: right; - margin-bottom: 0; - padding-top: 7px; - } -} -.form-horizontal .has-feedback .form-control-feedback { - right: 0px; -} -@media (min-width: 768px) { - .form-horizontal .form-group-lg .control-label { - padding-top: 11px; - font-size: 17px; - } -} -@media (min-width: 768px) { - .form-horizontal .form-group-sm .control-label { - padding-top: 6px; - font-size: 12px; - } -} -.btn { - display: inline-block; - margin-bottom: 0; - font-weight: normal; - text-align: center; - vertical-align: middle; - touch-action: manipulation; - cursor: pointer; - background-image: none; - border: 1px solid transparent; - white-space: nowrap; - padding: 6px 12px; - font-size: 13px; - line-height: 1.42857143; - border-radius: 2px; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; -} -.btn:focus, -.btn:active:focus, -.btn.active:focus, -.btn.focus, -.btn:active.focus, -.btn.active.focus { - outline: 5px auto -webkit-focus-ring-color; - outline-offset: -2px; -} -.btn:hover, -.btn:focus, -.btn.focus { - color: #333; - text-decoration: none; -} -.btn:active, -.btn.active { - outline: 0; - background-image: none; - -webkit-box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125); - box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125); -} -.btn.disabled, -.btn[disabled], -fieldset[disabled] .btn { - cursor: not-allowed; - opacity: 0.65; - filter: alpha(opacity=65); - -webkit-box-shadow: none; - box-shadow: none; -} -a.btn.disabled, -fieldset[disabled] a.btn { - pointer-events: none; -} -.btn-default { - color: #333; - background-color: #fff; - border-color: #ccc; -} -.btn-default:focus, -.btn-default.focus { - color: #333; - background-color: #e6e6e6; - border-color: #8c8c8c; -} -.btn-default:hover { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -.btn-default:active, -.btn-default.active, -.open > .dropdown-toggle.btn-default { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -.btn-default:active:hover, -.btn-default.active:hover, -.open > .dropdown-toggle.btn-default:hover, -.btn-default:active:focus, -.btn-default.active:focus, -.open > .dropdown-toggle.btn-default:focus, -.btn-default:active.focus, -.btn-default.active.focus, -.open > .dropdown-toggle.btn-default.focus { - color: #333; - background-color: #d4d4d4; - border-color: #8c8c8c; -} -.btn-default:active, -.btn-default.active, -.open > .dropdown-toggle.btn-default { - background-image: none; -} -.btn-default.disabled:hover, -.btn-default[disabled]:hover, -fieldset[disabled] .btn-default:hover, -.btn-default.disabled:focus, -.btn-default[disabled]:focus, -fieldset[disabled] .btn-default:focus, -.btn-default.disabled.focus, -.btn-default[disabled].focus, -fieldset[disabled] .btn-default.focus { - background-color: #fff; - border-color: #ccc; -} -.btn-default .badge { - color: #fff; - background-color: #333; -} -.btn-primary { - color: #fff; - background-color: #337ab7; - border-color: #2e6da4; -} -.btn-primary:focus, -.btn-primary.focus { - color: #fff; - background-color: #286090; - border-color: #122b40; -} -.btn-primary:hover { - color: #fff; - background-color: #286090; - border-color: #204d74; -} -.btn-primary:active, -.btn-primary.active, -.open > .dropdown-toggle.btn-primary { - color: #fff; - background-color: #286090; - border-color: #204d74; -} -.btn-primary:active:hover, -.btn-primary.active:hover, -.open > .dropdown-toggle.btn-primary:hover, -.btn-primary:active:focus, -.btn-primary.active:focus, -.open > .dropdown-toggle.btn-primary:focus, -.btn-primary:active.focus, -.btn-primary.active.focus, -.open > .dropdown-toggle.btn-primary.focus { - color: #fff; - background-color: #204d74; - border-color: #122b40; -} -.btn-primary:active, -.btn-primary.active, -.open > .dropdown-toggle.btn-primary { - background-image: none; -} -.btn-primary.disabled:hover, -.btn-primary[disabled]:hover, -fieldset[disabled] .btn-primary:hover, -.btn-primary.disabled:focus, -.btn-primary[disabled]:focus, -fieldset[disabled] .btn-primary:focus, -.btn-primary.disabled.focus, -.btn-primary[disabled].focus, -fieldset[disabled] .btn-primary.focus { - background-color: #337ab7; - border-color: #2e6da4; -} -.btn-primary .badge { - color: #337ab7; - background-color: #fff; -} -.btn-success { - color: #fff; - background-color: #5cb85c; - border-color: #4cae4c; -} -.btn-success:focus, -.btn-success.focus { - color: #fff; - background-color: #449d44; - border-color: #255625; -} -.btn-success:hover { - color: #fff; - background-color: #449d44; - border-color: #398439; -} -.btn-success:active, -.btn-success.active, -.open > .dropdown-toggle.btn-success { - color: #fff; - background-color: #449d44; - border-color: #398439; -} -.btn-success:active:hover, -.btn-success.active:hover, -.open > .dropdown-toggle.btn-success:hover, -.btn-success:active:focus, -.btn-success.active:focus, -.open > .dropdown-toggle.btn-success:focus, -.btn-success:active.focus, -.btn-success.active.focus, -.open > .dropdown-toggle.btn-success.focus { - color: #fff; - background-color: #398439; - border-color: #255625; -} -.btn-success:active, -.btn-success.active, -.open > .dropdown-toggle.btn-success { - background-image: none; -} -.btn-success.disabled:hover, -.btn-success[disabled]:hover, -fieldset[disabled] .btn-success:hover, -.btn-success.disabled:focus, -.btn-success[disabled]:focus, -fieldset[disabled] .btn-success:focus, -.btn-success.disabled.focus, -.btn-success[disabled].focus, -fieldset[disabled] .btn-success.focus { - background-color: #5cb85c; - border-color: #4cae4c; -} -.btn-success .badge { - color: #5cb85c; - background-color: #fff; -} -.btn-info { - color: #fff; - background-color: #5bc0de; - border-color: #46b8da; -} -.btn-info:focus, -.btn-info.focus { - color: #fff; - background-color: #31b0d5; - border-color: #1b6d85; -} -.btn-info:hover { - color: #fff; - background-color: #31b0d5; - border-color: #269abc; -} -.btn-info:active, -.btn-info.active, -.open > .dropdown-toggle.btn-info { - color: #fff; - background-color: #31b0d5; - border-color: #269abc; -} -.btn-info:active:hover, -.btn-info.active:hover, -.open > .dropdown-toggle.btn-info:hover, -.btn-info:active:focus, -.btn-info.active:focus, -.open > .dropdown-toggle.btn-info:focus, -.btn-info:active.focus, -.btn-info.active.focus, -.open > .dropdown-toggle.btn-info.focus { - color: #fff; - background-color: #269abc; - border-color: #1b6d85; -} -.btn-info:active, -.btn-info.active, -.open > .dropdown-toggle.btn-info { - background-image: none; -} -.btn-info.disabled:hover, -.btn-info[disabled]:hover, -fieldset[disabled] .btn-info:hover, -.btn-info.disabled:focus, -.btn-info[disabled]:focus, -fieldset[disabled] .btn-info:focus, -.btn-info.disabled.focus, -.btn-info[disabled].focus, -fieldset[disabled] .btn-info.focus { - background-color: #5bc0de; - border-color: #46b8da; -} -.btn-info .badge { - color: #5bc0de; - background-color: #fff; -} -.btn-warning { - color: #fff; - background-color: #f0ad4e; - border-color: #eea236; -} -.btn-warning:focus, -.btn-warning.focus { - color: #fff; - background-color: #ec971f; - border-color: #985f0d; -} -.btn-warning:hover { - color: #fff; - background-color: #ec971f; - border-color: #d58512; -} -.btn-warning:active, -.btn-warning.active, -.open > .dropdown-toggle.btn-warning { - color: #fff; - background-color: #ec971f; - border-color: #d58512; -} -.btn-warning:active:hover, -.btn-warning.active:hover, -.open > .dropdown-toggle.btn-warning:hover, -.btn-warning:active:focus, -.btn-warning.active:focus, -.open > .dropdown-toggle.btn-warning:focus, -.btn-warning:active.focus, -.btn-warning.active.focus, -.open > .dropdown-toggle.btn-warning.focus { - color: #fff; - background-color: #d58512; - border-color: #985f0d; -} -.btn-warning:active, -.btn-warning.active, -.open > .dropdown-toggle.btn-warning { - background-image: none; -} -.btn-warning.disabled:hover, -.btn-warning[disabled]:hover, -fieldset[disabled] .btn-warning:hover, -.btn-warning.disabled:focus, -.btn-warning[disabled]:focus, -fieldset[disabled] .btn-warning:focus, -.btn-warning.disabled.focus, -.btn-warning[disabled].focus, -fieldset[disabled] .btn-warning.focus { - background-color: #f0ad4e; - border-color: #eea236; -} -.btn-warning .badge { - color: #f0ad4e; - background-color: #fff; -} -.btn-danger { - color: #fff; - background-color: #d9534f; - border-color: #d43f3a; -} -.btn-danger:focus, -.btn-danger.focus { - color: #fff; - background-color: #c9302c; - border-color: #761c19; -} -.btn-danger:hover { - color: #fff; - background-color: #c9302c; - border-color: #ac2925; -} -.btn-danger:active, -.btn-danger.active, -.open > .dropdown-toggle.btn-danger { - color: #fff; - background-color: #c9302c; - border-color: #ac2925; -} -.btn-danger:active:hover, -.btn-danger.active:hover, -.open > .dropdown-toggle.btn-danger:hover, -.btn-danger:active:focus, -.btn-danger.active:focus, -.open > .dropdown-toggle.btn-danger:focus, -.btn-danger:active.focus, -.btn-danger.active.focus, -.open > .dropdown-toggle.btn-danger.focus { - color: #fff; - background-color: #ac2925; - border-color: #761c19; -} -.btn-danger:active, -.btn-danger.active, -.open > .dropdown-toggle.btn-danger { - background-image: none; -} -.btn-danger.disabled:hover, -.btn-danger[disabled]:hover, -fieldset[disabled] .btn-danger:hover, -.btn-danger.disabled:focus, -.btn-danger[disabled]:focus, -fieldset[disabled] .btn-danger:focus, -.btn-danger.disabled.focus, -.btn-danger[disabled].focus, -fieldset[disabled] .btn-danger.focus { - background-color: #d9534f; - border-color: #d43f3a; -} -.btn-danger .badge { - color: #d9534f; - background-color: #fff; -} -.btn-link { - color: #337ab7; - font-weight: normal; - border-radius: 0; -} -.btn-link, -.btn-link:active, -.btn-link.active, -.btn-link[disabled], -fieldset[disabled] .btn-link { - background-color: transparent; - -webkit-box-shadow: none; - box-shadow: none; -} -.btn-link, -.btn-link:hover, -.btn-link:focus, -.btn-link:active { - border-color: transparent; -} -.btn-link:hover, -.btn-link:focus { - color: #23527c; - text-decoration: underline; - background-color: transparent; -} -.btn-link[disabled]:hover, -fieldset[disabled] .btn-link:hover, -.btn-link[disabled]:focus, -fieldset[disabled] .btn-link:focus { - color: #777777; - text-decoration: none; -} -.btn-lg, -.btn-group-lg > .btn { - padding: 10px 16px; - font-size: 17px; - line-height: 1.3333333; - border-radius: 3px; -} -.btn-sm, -.btn-group-sm > .btn { - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; -} -.btn-xs, -.btn-group-xs > .btn { - padding: 1px 5px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; -} -.btn-block { - display: block; - width: 100%; -} -.btn-block + .btn-block { - margin-top: 5px; -} -input[type="submit"].btn-block, -input[type="reset"].btn-block, -input[type="button"].btn-block { - width: 100%; -} -.fade { - opacity: 0; - -webkit-transition: opacity 0.15s linear; - -o-transition: opacity 0.15s linear; - transition: opacity 0.15s linear; -} -.fade.in { - opacity: 1; -} -.collapse { - display: none; -} -.collapse.in { - display: block; -} -tr.collapse.in { - display: table-row; -} -tbody.collapse.in { - display: table-row-group; -} -.collapsing { - position: relative; - height: 0; - overflow: hidden; - -webkit-transition-property: height, visibility; - transition-property: height, visibility; - -webkit-transition-duration: 0.35s; - transition-duration: 0.35s; - -webkit-transition-timing-function: ease; - transition-timing-function: ease; -} -.caret { - display: inline-block; - width: 0; - height: 0; - margin-left: 2px; - vertical-align: middle; - border-top: 4px dashed; - border-top: 4px solid \9; - border-right: 4px solid transparent; - border-left: 4px solid transparent; -} -.dropup, -.dropdown { - position: relative; -} -.dropdown-toggle:focus { - outline: 0; -} -.dropdown-menu { - position: absolute; - top: 100%; - left: 0; - z-index: 1000; - display: none; - float: left; - min-width: 160px; - padding: 5px 0; - margin: 2px 0 0; - list-style: none; - font-size: 13px; - text-align: left; - background-color: #fff; - border: 1px solid #ccc; - border: 1px solid rgba(0, 0, 0, 0.15); - border-radius: 2px; - -webkit-box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175); - box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175); - background-clip: padding-box; -} -.dropdown-menu.pull-right { - right: 0; - left: auto; -} -.dropdown-menu .divider { - height: 1px; - margin: 8px 0; - overflow: hidden; - background-color: #e5e5e5; -} -.dropdown-menu > li > a { - display: block; - padding: 3px 20px; - clear: both; - font-weight: normal; - line-height: 1.42857143; - color: #333333; - white-space: nowrap; -} -.dropdown-menu > li > a:hover, -.dropdown-menu > li > a:focus { - text-decoration: none; - color: #262626; - background-color: #f5f5f5; -} -.dropdown-menu > .active > a, -.dropdown-menu > .active > a:hover, -.dropdown-menu > .active > a:focus { - color: #fff; - text-decoration: none; - outline: 0; - background-color: #337ab7; -} -.dropdown-menu > .disabled > a, -.dropdown-menu > .disabled > a:hover, -.dropdown-menu > .disabled > a:focus { - color: #777777; -} -.dropdown-menu > .disabled > a:hover, -.dropdown-menu > .disabled > a:focus { - text-decoration: none; - background-color: transparent; - background-image: none; - filter: progid:DXImageTransform.Microsoft.gradient(enabled = false); - cursor: not-allowed; -} -.open > .dropdown-menu { - display: block; -} -.open > a { - outline: 0; -} -.dropdown-menu-right { - left: auto; - right: 0; -} -.dropdown-menu-left { - left: 0; - right: auto; -} -.dropdown-header { - display: block; - padding: 3px 20px; - font-size: 12px; - line-height: 1.42857143; - color: #777777; - white-space: nowrap; -} -.dropdown-backdrop { - position: fixed; - left: 0; - right: 0; - bottom: 0; - top: 0; - z-index: 990; -} -.pull-right > .dropdown-menu { - right: 0; - left: auto; -} -.dropup .caret, -.navbar-fixed-bottom .dropdown .caret { - border-top: 0; - border-bottom: 4px dashed; - border-bottom: 4px solid \9; - content: ""; -} -.dropup .dropdown-menu, -.navbar-fixed-bottom .dropdown .dropdown-menu { - top: auto; - bottom: 100%; - margin-bottom: 2px; -} -@media (min-width: 541px) { - .navbar-right .dropdown-menu { - left: auto; - right: 0; - } - .navbar-right .dropdown-menu-left { - left: 0; - right: auto; - } -} -.btn-group, -.btn-group-vertical { - position: relative; - display: inline-block; - vertical-align: middle; -} -.btn-group > .btn, -.btn-group-vertical > .btn { - position: relative; - float: left; -} -.btn-group > .btn:hover, -.btn-group-vertical > .btn:hover, -.btn-group > .btn:focus, -.btn-group-vertical > .btn:focus, -.btn-group > .btn:active, -.btn-group-vertical > .btn:active, -.btn-group > .btn.active, -.btn-group-vertical > .btn.active { - z-index: 2; -} -.btn-group .btn + .btn, -.btn-group .btn + .btn-group, -.btn-group .btn-group + .btn, -.btn-group .btn-group + .btn-group { - margin-left: -1px; -} -.btn-toolbar { - margin-left: -5px; -} -.btn-toolbar .btn, -.btn-toolbar .btn-group, -.btn-toolbar .input-group { - float: left; -} -.btn-toolbar > .btn, -.btn-toolbar > .btn-group, -.btn-toolbar > .input-group { - margin-left: 5px; -} -.btn-group > .btn:not(:first-child):not(:last-child):not(.dropdown-toggle) { - border-radius: 0; -} -.btn-group > .btn:first-child { - margin-left: 0; -} -.btn-group > .btn:first-child:not(:last-child):not(.dropdown-toggle) { - border-bottom-right-radius: 0; - border-top-right-radius: 0; -} -.btn-group > .btn:last-child:not(:first-child), -.btn-group > .dropdown-toggle:not(:first-child) { - border-bottom-left-radius: 0; - border-top-left-radius: 0; -} -.btn-group > .btn-group { - float: left; -} -.btn-group > .btn-group:not(:first-child):not(:last-child) > .btn { - border-radius: 0; -} -.btn-group > .btn-group:first-child:not(:last-child) > .btn:last-child, -.btn-group > .btn-group:first-child:not(:last-child) > .dropdown-toggle { - border-bottom-right-radius: 0; - border-top-right-radius: 0; -} -.btn-group > .btn-group:last-child:not(:first-child) > .btn:first-child { - border-bottom-left-radius: 0; - border-top-left-radius: 0; -} -.btn-group .dropdown-toggle:active, -.btn-group.open .dropdown-toggle { - outline: 0; -} -.btn-group > .btn + .dropdown-toggle { - padding-left: 8px; - padding-right: 8px; -} -.btn-group > .btn-lg + .dropdown-toggle { - padding-left: 12px; - padding-right: 12px; -} -.btn-group.open .dropdown-toggle { - -webkit-box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125); - box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125); -} -.btn-group.open .dropdown-toggle.btn-link { - -webkit-box-shadow: none; - box-shadow: none; -} -.btn .caret { - margin-left: 0; -} -.btn-lg .caret { - border-width: 5px 5px 0; - border-bottom-width: 0; -} -.dropup .btn-lg .caret { - border-width: 0 5px 5px; -} -.btn-group-vertical > .btn, -.btn-group-vertical > .btn-group, -.btn-group-vertical > .btn-group > .btn { - display: block; - float: none; - width: 100%; - max-width: 100%; -} -.btn-group-vertical > .btn-group > .btn { - float: none; -} -.btn-group-vertical > .btn + .btn, -.btn-group-vertical > .btn + .btn-group, -.btn-group-vertical > .btn-group + .btn, -.btn-group-vertical > .btn-group + .btn-group { - margin-top: -1px; - margin-left: 0; -} -.btn-group-vertical > .btn:not(:first-child):not(:last-child) { - border-radius: 0; -} -.btn-group-vertical > .btn:first-child:not(:last-child) { - border-top-right-radius: 2px; - border-top-left-radius: 2px; - border-bottom-right-radius: 0; - border-bottom-left-radius: 0; -} -.btn-group-vertical > .btn:last-child:not(:first-child) { - border-top-right-radius: 0; - border-top-left-radius: 0; - border-bottom-right-radius: 2px; - border-bottom-left-radius: 2px; -} -.btn-group-vertical > .btn-group:not(:first-child):not(:last-child) > .btn { - border-radius: 0; -} -.btn-group-vertical > .btn-group:first-child:not(:last-child) > .btn:last-child, -.btn-group-vertical > .btn-group:first-child:not(:last-child) > .dropdown-toggle { - border-bottom-right-radius: 0; - border-bottom-left-radius: 0; -} -.btn-group-vertical > .btn-group:last-child:not(:first-child) > .btn:first-child { - border-top-right-radius: 0; - border-top-left-radius: 0; -} -.btn-group-justified { - display: table; - width: 100%; - table-layout: fixed; - border-collapse: separate; -} -.btn-group-justified > .btn, -.btn-group-justified > .btn-group { - float: none; - display: table-cell; - width: 1%; -} -.btn-group-justified > .btn-group .btn { - width: 100%; -} -.btn-group-justified > .btn-group .dropdown-menu { - left: auto; -} -[data-toggle="buttons"] > .btn input[type="radio"], -[data-toggle="buttons"] > .btn-group > .btn input[type="radio"], -[data-toggle="buttons"] > .btn input[type="checkbox"], -[data-toggle="buttons"] > .btn-group > .btn input[type="checkbox"] { - position: absolute; - clip: rect(0, 0, 0, 0); - pointer-events: none; -} -.input-group { - position: relative; - display: table; - border-collapse: separate; -} -.input-group[class*="col-"] { - float: none; - padding-left: 0; - padding-right: 0; -} -.input-group .form-control { - position: relative; - z-index: 2; - float: left; - width: 100%; - margin-bottom: 0; -} -.input-group .form-control:focus { - z-index: 3; -} -.input-group-lg > .form-control, -.input-group-lg > .input-group-addon, -.input-group-lg > .input-group-btn > .btn { - height: 45px; - padding: 10px 16px; - font-size: 17px; - line-height: 1.3333333; - border-radius: 3px; -} -select.input-group-lg > .form-control, -select.input-group-lg > .input-group-addon, -select.input-group-lg > .input-group-btn > .btn { - height: 45px; - line-height: 45px; -} -textarea.input-group-lg > .form-control, -textarea.input-group-lg > .input-group-addon, -textarea.input-group-lg > .input-group-btn > .btn, -select[multiple].input-group-lg > .form-control, -select[multiple].input-group-lg > .input-group-addon, -select[multiple].input-group-lg > .input-group-btn > .btn { - height: auto; -} -.input-group-sm > .form-control, -.input-group-sm > .input-group-addon, -.input-group-sm > .input-group-btn > .btn { - height: 30px; - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; -} -select.input-group-sm > .form-control, -select.input-group-sm > .input-group-addon, -select.input-group-sm > .input-group-btn > .btn { - height: 30px; - line-height: 30px; -} -textarea.input-group-sm > .form-control, -textarea.input-group-sm > .input-group-addon, -textarea.input-group-sm > .input-group-btn > .btn, -select[multiple].input-group-sm > .form-control, -select[multiple].input-group-sm > .input-group-addon, -select[multiple].input-group-sm > .input-group-btn > .btn { - height: auto; -} -.input-group-addon, -.input-group-btn, -.input-group .form-control { - display: table-cell; -} -.input-group-addon:not(:first-child):not(:last-child), -.input-group-btn:not(:first-child):not(:last-child), -.input-group .form-control:not(:first-child):not(:last-child) { - border-radius: 0; -} -.input-group-addon, -.input-group-btn { - width: 1%; - white-space: nowrap; - vertical-align: middle; -} -.input-group-addon { - padding: 6px 12px; - font-size: 13px; - font-weight: normal; - line-height: 1; - color: #555555; - text-align: center; - background-color: #eeeeee; - border: 1px solid #ccc; - border-radius: 2px; -} -.input-group-addon.input-sm { - padding: 5px 10px; - font-size: 12px; - border-radius: 1px; -} -.input-group-addon.input-lg { - padding: 10px 16px; - font-size: 17px; - border-radius: 3px; -} -.input-group-addon input[type="radio"], -.input-group-addon input[type="checkbox"] { - margin-top: 0; -} -.input-group .form-control:first-child, -.input-group-addon:first-child, -.input-group-btn:first-child > .btn, -.input-group-btn:first-child > .btn-group > .btn, -.input-group-btn:first-child > .dropdown-toggle, -.input-group-btn:last-child > .btn:not(:last-child):not(.dropdown-toggle), -.input-group-btn:last-child > .btn-group:not(:last-child) > .btn { - border-bottom-right-radius: 0; - border-top-right-radius: 0; -} -.input-group-addon:first-child { - border-right: 0; -} -.input-group .form-control:last-child, -.input-group-addon:last-child, -.input-group-btn:last-child > .btn, -.input-group-btn:last-child > .btn-group > .btn, -.input-group-btn:last-child > .dropdown-toggle, -.input-group-btn:first-child > .btn:not(:first-child), -.input-group-btn:first-child > .btn-group:not(:first-child) > .btn { - border-bottom-left-radius: 0; - border-top-left-radius: 0; -} -.input-group-addon:last-child { - border-left: 0; -} -.input-group-btn { - position: relative; - font-size: 0; - white-space: nowrap; -} -.input-group-btn > .btn { - position: relative; -} -.input-group-btn > .btn + .btn { - margin-left: -1px; -} -.input-group-btn > .btn:hover, -.input-group-btn > .btn:focus, -.input-group-btn > .btn:active { - z-index: 2; -} -.input-group-btn:first-child > .btn, -.input-group-btn:first-child > .btn-group { - margin-right: -1px; -} -.input-group-btn:last-child > .btn, -.input-group-btn:last-child > .btn-group { - z-index: 2; - margin-left: -1px; -} -.nav { - margin-bottom: 0; - padding-left: 0; - list-style: none; -} -.nav > li { - position: relative; - display: block; -} -.nav > li > a { - position: relative; - display: block; - padding: 10px 15px; -} -.nav > li > a:hover, -.nav > li > a:focus { - text-decoration: none; - background-color: #eeeeee; -} -.nav > li.disabled > a { - color: #777777; -} -.nav > li.disabled > a:hover, -.nav > li.disabled > a:focus { - color: #777777; - text-decoration: none; - background-color: transparent; - cursor: not-allowed; -} -.nav .open > a, -.nav .open > a:hover, -.nav .open > a:focus { - background-color: #eeeeee; - border-color: #337ab7; -} -.nav .nav-divider { - height: 1px; - margin: 8px 0; - overflow: hidden; - background-color: #e5e5e5; -} -.nav > li > a > img { - max-width: none; -} -.nav-tabs { - border-bottom: 1px solid #ddd; -} -.nav-tabs > li { - float: left; - margin-bottom: -1px; -} -.nav-tabs > li > a { - margin-right: 2px; - line-height: 1.42857143; - border: 1px solid transparent; - border-radius: 2px 2px 0 0; -} -.nav-tabs > li > a:hover { - border-color: #eeeeee #eeeeee #ddd; -} -.nav-tabs > li.active > a, -.nav-tabs > li.active > a:hover, -.nav-tabs > li.active > a:focus { - color: #555555; - background-color: #fff; - border: 1px solid #ddd; - border-bottom-color: transparent; - cursor: default; -} -.nav-tabs.nav-justified { - width: 100%; - border-bottom: 0; -} -.nav-tabs.nav-justified > li { - float: none; -} -.nav-tabs.nav-justified > li > a { - text-align: center; - margin-bottom: 5px; -} -.nav-tabs.nav-justified > .dropdown .dropdown-menu { - top: auto; - left: auto; -} -@media (min-width: 768px) { - .nav-tabs.nav-justified > li { - display: table-cell; - width: 1%; - } - .nav-tabs.nav-justified > li > a { - margin-bottom: 0; - } -} -.nav-tabs.nav-justified > li > a { - margin-right: 0; - border-radius: 2px; -} -.nav-tabs.nav-justified > .active > a, -.nav-tabs.nav-justified > .active > a:hover, -.nav-tabs.nav-justified > .active > a:focus { - border: 1px solid #ddd; -} -@media (min-width: 768px) { - .nav-tabs.nav-justified > li > a { - border-bottom: 1px solid #ddd; - border-radius: 2px 2px 0 0; - } - .nav-tabs.nav-justified > .active > a, - .nav-tabs.nav-justified > .active > a:hover, - .nav-tabs.nav-justified > .active > a:focus { - border-bottom-color: #fff; - } -} -.nav-pills > li { - float: left; -} -.nav-pills > li > a { - border-radius: 2px; -} -.nav-pills > li + li { - margin-left: 2px; -} -.nav-pills > li.active > a, -.nav-pills > li.active > a:hover, -.nav-pills > li.active > a:focus { - color: #fff; - background-color: #337ab7; -} -.nav-stacked > li { - float: none; -} -.nav-stacked > li + li { - margin-top: 2px; - margin-left: 0; -} -.nav-justified { - width: 100%; -} -.nav-justified > li { - float: none; -} -.nav-justified > li > a { - text-align: center; - margin-bottom: 5px; -} -.nav-justified > .dropdown .dropdown-menu { - top: auto; - left: auto; -} -@media (min-width: 768px) { - .nav-justified > li { - display: table-cell; - width: 1%; - } - .nav-justified > li > a { - margin-bottom: 0; - } -} -.nav-tabs-justified { - border-bottom: 0; -} -.nav-tabs-justified > li > a { - margin-right: 0; - border-radius: 2px; -} -.nav-tabs-justified > .active > a, -.nav-tabs-justified > .active > a:hover, -.nav-tabs-justified > .active > a:focus { - border: 1px solid #ddd; -} -@media (min-width: 768px) { - .nav-tabs-justified > li > a { - border-bottom: 1px solid #ddd; - border-radius: 2px 2px 0 0; - } - .nav-tabs-justified > .active > a, - .nav-tabs-justified > .active > a:hover, - .nav-tabs-justified > .active > a:focus { - border-bottom-color: #fff; - } -} -.tab-content > .tab-pane { - display: none; -} -.tab-content > .active { - display: block; -} -.nav-tabs .dropdown-menu { - margin-top: -1px; - border-top-right-radius: 0; - border-top-left-radius: 0; -} -.navbar { - position: relative; - min-height: 30px; - margin-bottom: 18px; - border: 1px solid transparent; -} -@media (min-width: 541px) { - .navbar { - border-radius: 2px; - } -} -@media (min-width: 541px) { - .navbar-header { - float: left; - } -} -.navbar-collapse { - overflow-x: visible; - padding-right: 0px; - padding-left: 0px; - border-top: 1px solid transparent; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1); - -webkit-overflow-scrolling: touch; -} -.navbar-collapse.in { - overflow-y: auto; -} -@media (min-width: 541px) { - .navbar-collapse { - width: auto; - border-top: 0; - box-shadow: none; - } - .navbar-collapse.collapse { - display: block !important; - height: auto !important; - padding-bottom: 0; - overflow: visible !important; - } - .navbar-collapse.in { - overflow-y: visible; - } - .navbar-fixed-top .navbar-collapse, - .navbar-static-top .navbar-collapse, - .navbar-fixed-bottom .navbar-collapse { - padding-left: 0; - padding-right: 0; - } -} -.navbar-fixed-top .navbar-collapse, -.navbar-fixed-bottom .navbar-collapse { - max-height: 340px; -} -@media (max-device-width: 540px) and (orientation: landscape) { - .navbar-fixed-top .navbar-collapse, - .navbar-fixed-bottom .navbar-collapse { - max-height: 200px; - } -} -.container > .navbar-header, -.container-fluid > .navbar-header, -.container > .navbar-collapse, -.container-fluid > .navbar-collapse { - margin-right: 0px; - margin-left: 0px; -} -@media (min-width: 541px) { - .container > .navbar-header, - .container-fluid > .navbar-header, - .container > .navbar-collapse, - .container-fluid > .navbar-collapse { - margin-right: 0; - margin-left: 0; - } -} -.navbar-static-top { - z-index: 1000; - border-width: 0 0 1px; -} -@media (min-width: 541px) { - .navbar-static-top { - border-radius: 0; - } -} -.navbar-fixed-top, -.navbar-fixed-bottom { - position: fixed; - right: 0; - left: 0; - z-index: 1030; -} -@media (min-width: 541px) { - .navbar-fixed-top, - .navbar-fixed-bottom { - border-radius: 0; - } -} -.navbar-fixed-top { - top: 0; - border-width: 0 0 1px; -} -.navbar-fixed-bottom { - bottom: 0; - margin-bottom: 0; - border-width: 1px 0 0; -} -.navbar-brand { - float: left; - padding: 6px 0px; - font-size: 17px; - line-height: 18px; - height: 30px; -} -.navbar-brand:hover, -.navbar-brand:focus { - text-decoration: none; -} -.navbar-brand > img { - display: block; -} -@media (min-width: 541px) { - .navbar > .container .navbar-brand, - .navbar > .container-fluid .navbar-brand { - margin-left: 0px; - } -} -.navbar-toggle { - position: relative; - float: right; - margin-right: 0px; - padding: 9px 10px; - margin-top: -2px; - margin-bottom: -2px; - background-color: transparent; - background-image: none; - border: 1px solid transparent; - border-radius: 2px; -} -.navbar-toggle:focus { - outline: 0; -} -.navbar-toggle .icon-bar { - display: block; - width: 22px; - height: 2px; - border-radius: 1px; -} -.navbar-toggle .icon-bar + .icon-bar { - margin-top: 4px; -} -@media (min-width: 541px) { - .navbar-toggle { - display: none; - } -} -.navbar-nav { - margin: 3px 0px; -} -.navbar-nav > li > a { - padding-top: 10px; - padding-bottom: 10px; - line-height: 18px; -} -@media (max-width: 540px) { - .navbar-nav .open .dropdown-menu { - position: static; - float: none; - width: auto; - margin-top: 0; - background-color: transparent; - border: 0; - box-shadow: none; - } - .navbar-nav .open .dropdown-menu > li > a, - .navbar-nav .open .dropdown-menu .dropdown-header { - padding: 5px 15px 5px 25px; - } - .navbar-nav .open .dropdown-menu > li > a { - line-height: 18px; - } - .navbar-nav .open .dropdown-menu > li > a:hover, - .navbar-nav .open .dropdown-menu > li > a:focus { - background-image: none; - } -} -@media (min-width: 541px) { - .navbar-nav { - float: left; - margin: 0; - } - .navbar-nav > li { - float: left; - } - .navbar-nav > li > a { - padding-top: 6px; - padding-bottom: 6px; - } -} -.navbar-form { - margin-left: 0px; - margin-right: 0px; - padding: 10px 0px; - border-top: 1px solid transparent; - border-bottom: 1px solid transparent; - -webkit-box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1), 0 1px 0 rgba(255, 255, 255, 0.1); - box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1), 0 1px 0 rgba(255, 255, 255, 0.1); - margin-top: -1px; - margin-bottom: -1px; -} -@media (min-width: 768px) { - .navbar-form .form-group { - display: inline-block; - margin-bottom: 0; - vertical-align: middle; - } - .navbar-form .form-control { - display: inline-block; - width: auto; - vertical-align: middle; - } - .navbar-form .form-control-static { - display: inline-block; - } - .navbar-form .input-group { - display: inline-table; - vertical-align: middle; - } - .navbar-form .input-group .input-group-addon, - .navbar-form .input-group .input-group-btn, - .navbar-form .input-group .form-control { - width: auto; - } - .navbar-form .input-group > .form-control { - width: 100%; - } - .navbar-form .control-label { - margin-bottom: 0; - vertical-align: middle; - } - .navbar-form .radio, - .navbar-form .checkbox { - display: inline-block; - margin-top: 0; - margin-bottom: 0; - vertical-align: middle; - } - .navbar-form .radio label, - .navbar-form .checkbox label { - padding-left: 0; - } - .navbar-form .radio input[type="radio"], - .navbar-form .checkbox input[type="checkbox"] { - position: relative; - margin-left: 0; - } - .navbar-form .has-feedback .form-control-feedback { - top: 0; - } -} -@media (max-width: 540px) { - .navbar-form .form-group { - margin-bottom: 5px; - } - .navbar-form .form-group:last-child { - margin-bottom: 0; - } -} -@media (min-width: 541px) { - .navbar-form { - width: auto; - border: 0; - margin-left: 0; - margin-right: 0; - padding-top: 0; - padding-bottom: 0; - -webkit-box-shadow: none; - box-shadow: none; - } -} -.navbar-nav > li > .dropdown-menu { - margin-top: 0; - border-top-right-radius: 0; - border-top-left-radius: 0; -} -.navbar-fixed-bottom .navbar-nav > li > .dropdown-menu { - margin-bottom: 0; - border-top-right-radius: 2px; - border-top-left-radius: 2px; - border-bottom-right-radius: 0; - border-bottom-left-radius: 0; -} -.navbar-btn { - margin-top: -1px; - margin-bottom: -1px; -} -.navbar-btn.btn-sm { - margin-top: 0px; - margin-bottom: 0px; -} -.navbar-btn.btn-xs { - margin-top: 4px; - margin-bottom: 4px; -} -.navbar-text { - margin-top: 6px; - margin-bottom: 6px; -} -@media (min-width: 541px) { - .navbar-text { - float: left; - margin-left: 0px; - margin-right: 0px; - } -} -@media (min-width: 541px) { - .navbar-left { - float: left !important; - float: left; - } - .navbar-right { - float: right !important; - float: right; - margin-right: 0px; - } - .navbar-right ~ .navbar-right { - margin-right: 0; - } -} -.navbar-default { - background-color: #f8f8f8; - border-color: #e7e7e7; -} -.navbar-default .navbar-brand { - color: #777; -} -.navbar-default .navbar-brand:hover, -.navbar-default .navbar-brand:focus { - color: #5e5e5e; - background-color: transparent; -} -.navbar-default .navbar-text { - color: #777; -} -.navbar-default .navbar-nav > li > a { - color: #777; -} -.navbar-default .navbar-nav > li > a:hover, -.navbar-default .navbar-nav > li > a:focus { - color: #333; - background-color: transparent; -} -.navbar-default .navbar-nav > .active > a, -.navbar-default .navbar-nav > .active > a:hover, -.navbar-default .navbar-nav > .active > a:focus { - color: #555; - background-color: #e7e7e7; -} -.navbar-default .navbar-nav > .disabled > a, -.navbar-default .navbar-nav > .disabled > a:hover, -.navbar-default .navbar-nav > .disabled > a:focus { - color: #ccc; - background-color: transparent; -} -.navbar-default .navbar-toggle { - border-color: #ddd; -} -.navbar-default .navbar-toggle:hover, -.navbar-default .navbar-toggle:focus { - background-color: #ddd; -} -.navbar-default .navbar-toggle .icon-bar { - background-color: #888; -} -.navbar-default .navbar-collapse, -.navbar-default .navbar-form { - border-color: #e7e7e7; -} -.navbar-default .navbar-nav > .open > a, -.navbar-default .navbar-nav > .open > a:hover, -.navbar-default .navbar-nav > .open > a:focus { - background-color: #e7e7e7; - color: #555; -} -@media (max-width: 540px) { - .navbar-default .navbar-nav .open .dropdown-menu > li > a { - color: #777; - } - .navbar-default .navbar-nav .open .dropdown-menu > li > a:hover, - .navbar-default .navbar-nav .open .dropdown-menu > li > a:focus { - color: #333; - background-color: transparent; - } - .navbar-default .navbar-nav .open .dropdown-menu > .active > a, - .navbar-default .navbar-nav .open .dropdown-menu > .active > a:hover, - .navbar-default .navbar-nav .open .dropdown-menu > .active > a:focus { - color: #555; - background-color: #e7e7e7; - } - .navbar-default .navbar-nav .open .dropdown-menu > .disabled > a, - .navbar-default .navbar-nav .open .dropdown-menu > .disabled > a:hover, - .navbar-default .navbar-nav .open .dropdown-menu > .disabled > a:focus { - color: #ccc; - background-color: transparent; - } -} -.navbar-default .navbar-link { - color: #777; -} -.navbar-default .navbar-link:hover { - color: #333; -} -.navbar-default .btn-link { - color: #777; -} -.navbar-default .btn-link:hover, -.navbar-default .btn-link:focus { - color: #333; -} -.navbar-default .btn-link[disabled]:hover, -fieldset[disabled] .navbar-default .btn-link:hover, -.navbar-default .btn-link[disabled]:focus, -fieldset[disabled] .navbar-default .btn-link:focus { - color: #ccc; -} -.navbar-inverse { - background-color: #222; - border-color: #080808; -} -.navbar-inverse .navbar-brand { - color: #9d9d9d; -} -.navbar-inverse .navbar-brand:hover, -.navbar-inverse .navbar-brand:focus { - color: #fff; - background-color: transparent; -} -.navbar-inverse .navbar-text { - color: #9d9d9d; -} -.navbar-inverse .navbar-nav > li > a { - color: #9d9d9d; -} -.navbar-inverse .navbar-nav > li > a:hover, -.navbar-inverse .navbar-nav > li > a:focus { - color: #fff; - background-color: transparent; -} -.navbar-inverse .navbar-nav > .active > a, -.navbar-inverse .navbar-nav > .active > a:hover, -.navbar-inverse .navbar-nav > .active > a:focus { - color: #fff; - background-color: #080808; -} -.navbar-inverse .navbar-nav > .disabled > a, -.navbar-inverse .navbar-nav > .disabled > a:hover, -.navbar-inverse .navbar-nav > .disabled > a:focus { - color: #444; - background-color: transparent; -} -.navbar-inverse .navbar-toggle { - border-color: #333; -} -.navbar-inverse .navbar-toggle:hover, -.navbar-inverse .navbar-toggle:focus { - background-color: #333; -} -.navbar-inverse .navbar-toggle .icon-bar { - background-color: #fff; -} -.navbar-inverse .navbar-collapse, -.navbar-inverse .navbar-form { - border-color: #101010; -} -.navbar-inverse .navbar-nav > .open > a, -.navbar-inverse .navbar-nav > .open > a:hover, -.navbar-inverse .navbar-nav > .open > a:focus { - background-color: #080808; - color: #fff; -} -@media (max-width: 540px) { - .navbar-inverse .navbar-nav .open .dropdown-menu > .dropdown-header { - border-color: #080808; - } - .navbar-inverse .navbar-nav .open .dropdown-menu .divider { - background-color: #080808; - } - .navbar-inverse .navbar-nav .open .dropdown-menu > li > a { - color: #9d9d9d; - } - .navbar-inverse .navbar-nav .open .dropdown-menu > li > a:hover, - .navbar-inverse .navbar-nav .open .dropdown-menu > li > a:focus { - color: #fff; - background-color: transparent; - } - .navbar-inverse .navbar-nav .open .dropdown-menu > .active > a, - .navbar-inverse .navbar-nav .open .dropdown-menu > .active > a:hover, - .navbar-inverse .navbar-nav .open .dropdown-menu > .active > a:focus { - color: #fff; - background-color: #080808; - } - .navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a, - .navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a:hover, - .navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a:focus { - color: #444; - background-color: transparent; - } -} -.navbar-inverse .navbar-link { - color: #9d9d9d; -} -.navbar-inverse .navbar-link:hover { - color: #fff; -} -.navbar-inverse .btn-link { - color: #9d9d9d; -} -.navbar-inverse .btn-link:hover, -.navbar-inverse .btn-link:focus { - color: #fff; -} -.navbar-inverse .btn-link[disabled]:hover, -fieldset[disabled] .navbar-inverse .btn-link:hover, -.navbar-inverse .btn-link[disabled]:focus, -fieldset[disabled] .navbar-inverse .btn-link:focus { - color: #444; -} -.breadcrumb { - padding: 8px 15px; - margin-bottom: 18px; - list-style: none; - background-color: #f5f5f5; - border-radius: 2px; -} -.breadcrumb > li { - display: inline-block; -} -.breadcrumb > li + li:before { - content: "/\00a0"; - padding: 0 5px; - color: #5e5e5e; -} -.breadcrumb > .active { - color: #777777; -} -.pagination { - display: inline-block; - padding-left: 0; - margin: 18px 0; - border-radius: 2px; -} -.pagination > li { - display: inline; -} -.pagination > li > a, -.pagination > li > span { - position: relative; - float: left; - padding: 6px 12px; - line-height: 1.42857143; - text-decoration: none; - color: #337ab7; - background-color: #fff; - border: 1px solid #ddd; - margin-left: -1px; -} -.pagination > li:first-child > a, -.pagination > li:first-child > span { - margin-left: 0; - border-bottom-left-radius: 2px; - border-top-left-radius: 2px; -} -.pagination > li:last-child > a, -.pagination > li:last-child > span { - border-bottom-right-radius: 2px; - border-top-right-radius: 2px; -} -.pagination > li > a:hover, -.pagination > li > span:hover, -.pagination > li > a:focus, -.pagination > li > span:focus { - z-index: 2; - color: #23527c; - background-color: #eeeeee; - border-color: #ddd; -} -.pagination > .active > a, -.pagination > .active > span, -.pagination > .active > a:hover, -.pagination > .active > span:hover, -.pagination > .active > a:focus, -.pagination > .active > span:focus { - z-index: 3; - color: #fff; - background-color: #337ab7; - border-color: #337ab7; - cursor: default; -} -.pagination > .disabled > span, -.pagination > .disabled > span:hover, -.pagination > .disabled > span:focus, -.pagination > .disabled > a, -.pagination > .disabled > a:hover, -.pagination > .disabled > a:focus { - color: #777777; - background-color: #fff; - border-color: #ddd; - cursor: not-allowed; -} -.pagination-lg > li > a, -.pagination-lg > li > span { - padding: 10px 16px; - font-size: 17px; - line-height: 1.3333333; -} -.pagination-lg > li:first-child > a, -.pagination-lg > li:first-child > span { - border-bottom-left-radius: 3px; - border-top-left-radius: 3px; -} -.pagination-lg > li:last-child > a, -.pagination-lg > li:last-child > span { - border-bottom-right-radius: 3px; - border-top-right-radius: 3px; -} -.pagination-sm > li > a, -.pagination-sm > li > span { - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; -} -.pagination-sm > li:first-child > a, -.pagination-sm > li:first-child > span { - border-bottom-left-radius: 1px; - border-top-left-radius: 1px; -} -.pagination-sm > li:last-child > a, -.pagination-sm > li:last-child > span { - border-bottom-right-radius: 1px; - border-top-right-radius: 1px; -} -.pager { - padding-left: 0; - margin: 18px 0; - list-style: none; - text-align: center; -} -.pager li { - display: inline; -} -.pager li > a, -.pager li > span { - display: inline-block; - padding: 5px 14px; - background-color: #fff; - border: 1px solid #ddd; - border-radius: 15px; -} -.pager li > a:hover, -.pager li > a:focus { - text-decoration: none; - background-color: #eeeeee; -} -.pager .next > a, -.pager .next > span { - float: right; -} -.pager .previous > a, -.pager .previous > span { - float: left; -} -.pager .disabled > a, -.pager .disabled > a:hover, -.pager .disabled > a:focus, -.pager .disabled > span { - color: #777777; - background-color: #fff; - cursor: not-allowed; -} -.label { - display: inline; - padding: .2em .6em .3em; - font-size: 75%; - font-weight: bold; - line-height: 1; - color: #fff; - text-align: center; - white-space: nowrap; - vertical-align: baseline; - border-radius: .25em; -} -a.label:hover, -a.label:focus { - color: #fff; - text-decoration: none; - cursor: pointer; -} -.label:empty { - display: none; -} -.btn .label { - position: relative; - top: -1px; -} -.label-default { - background-color: #777777; -} -.label-default[href]:hover, -.label-default[href]:focus { - background-color: #5e5e5e; -} -.label-primary { - background-color: #337ab7; -} -.label-primary[href]:hover, -.label-primary[href]:focus { - background-color: #286090; -} -.label-success { - background-color: #5cb85c; -} -.label-success[href]:hover, -.label-success[href]:focus { - background-color: #449d44; -} -.label-info { - background-color: #5bc0de; -} -.label-info[href]:hover, -.label-info[href]:focus { - background-color: #31b0d5; -} -.label-warning { - background-color: #f0ad4e; -} -.label-warning[href]:hover, -.label-warning[href]:focus { - background-color: #ec971f; -} -.label-danger { - background-color: #d9534f; -} -.label-danger[href]:hover, -.label-danger[href]:focus { - background-color: #c9302c; -} -.badge { - display: inline-block; - min-width: 10px; - padding: 3px 7px; - font-size: 12px; - font-weight: bold; - color: #fff; - line-height: 1; - vertical-align: middle; - white-space: nowrap; - text-align: center; - background-color: #777777; - border-radius: 10px; -} -.badge:empty { - display: none; -} -.btn .badge { - position: relative; - top: -1px; -} -.btn-xs .badge, -.btn-group-xs > .btn .badge { - top: 0; - padding: 1px 5px; -} -a.badge:hover, -a.badge:focus { - color: #fff; - text-decoration: none; - cursor: pointer; -} -.list-group-item.active > .badge, -.nav-pills > .active > a > .badge { - color: #337ab7; - background-color: #fff; -} -.list-group-item > .badge { - float: right; -} -.list-group-item > .badge + .badge { - margin-right: 5px; -} -.nav-pills > li > a > .badge { - margin-left: 3px; -} -.jumbotron { - padding-top: 30px; - padding-bottom: 30px; - margin-bottom: 30px; - color: inherit; - background-color: #eeeeee; -} -.jumbotron h1, -.jumbotron .h1 { - color: inherit; -} -.jumbotron p { - margin-bottom: 15px; - font-size: 20px; - font-weight: 200; -} -.jumbotron > hr { - border-top-color: #d5d5d5; -} -.container .jumbotron, -.container-fluid .jumbotron { - border-radius: 3px; - padding-left: 0px; - padding-right: 0px; -} -.jumbotron .container { - max-width: 100%; -} -@media screen and (min-width: 768px) { - .jumbotron { - padding-top: 48px; - padding-bottom: 48px; - } - .container .jumbotron, - .container-fluid .jumbotron { - padding-left: 60px; - padding-right: 60px; - } - .jumbotron h1, - .jumbotron .h1 { - font-size: 59px; - } -} -.thumbnail { - display: block; - padding: 4px; - margin-bottom: 18px; - line-height: 1.42857143; - background-color: #fff; - border: 1px solid #ddd; - border-radius: 2px; - -webkit-transition: border 0.2s ease-in-out; - -o-transition: border 0.2s ease-in-out; - transition: border 0.2s ease-in-out; -} -.thumbnail > img, -.thumbnail a > img { - margin-left: auto; - margin-right: auto; -} -a.thumbnail:hover, -a.thumbnail:focus, -a.thumbnail.active { - border-color: #337ab7; -} -.thumbnail .caption { - padding: 9px; - color: #000; -} -.alert { - padding: 15px; - margin-bottom: 18px; - border: 1px solid transparent; - border-radius: 2px; -} -.alert h4 { - margin-top: 0; - color: inherit; -} -.alert .alert-link { - font-weight: bold; -} -.alert > p, -.alert > ul { - margin-bottom: 0; -} -.alert > p + p { - margin-top: 5px; -} -.alert-dismissable, -.alert-dismissible { - padding-right: 35px; -} -.alert-dismissable .close, -.alert-dismissible .close { - position: relative; - top: -2px; - right: -21px; - color: inherit; -} -.alert-success { - background-color: #dff0d8; - border-color: #d6e9c6; - color: #3c763d; -} -.alert-success hr { - border-top-color: #c9e2b3; -} -.alert-success .alert-link { - color: #2b542c; -} -.alert-info { - background-color: #d9edf7; - border-color: #bce8f1; - color: #31708f; -} -.alert-info hr { - border-top-color: #a6e1ec; -} -.alert-info .alert-link { - color: #245269; -} -.alert-warning { - background-color: #fcf8e3; - border-color: #faebcc; - color: #8a6d3b; -} -.alert-warning hr { - border-top-color: #f7e1b5; -} -.alert-warning .alert-link { - color: #66512c; -} -.alert-danger { - background-color: #f2dede; - border-color: #ebccd1; - color: #a94442; -} -.alert-danger hr { - border-top-color: #e4b9c0; -} -.alert-danger .alert-link { - color: #843534; -} -@-webkit-keyframes progress-bar-stripes { - from { - background-position: 40px 0; - } - to { - background-position: 0 0; - } -} -@keyframes progress-bar-stripes { - from { - background-position: 40px 0; - } - to { - background-position: 0 0; - } -} -.progress { - overflow: hidden; - height: 18px; - margin-bottom: 18px; - background-color: #f5f5f5; - border-radius: 2px; - -webkit-box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1); - box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1); -} -.progress-bar { - float: left; - width: 0%; - height: 100%; - font-size: 12px; - line-height: 18px; - color: #fff; - text-align: center; - background-color: #337ab7; - -webkit-box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.15); - box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.15); - -webkit-transition: width 0.6s ease; - -o-transition: width 0.6s ease; - transition: width 0.6s ease; -} -.progress-striped .progress-bar, -.progress-bar-striped { - background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-size: 40px 40px; -} -.progress.active .progress-bar, -.progress-bar.active { - -webkit-animation: progress-bar-stripes 2s linear infinite; - -o-animation: progress-bar-stripes 2s linear infinite; - animation: progress-bar-stripes 2s linear infinite; -} -.progress-bar-success { - background-color: #5cb85c; -} -.progress-striped .progress-bar-success { - background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); -} -.progress-bar-info { - background-color: #5bc0de; -} -.progress-striped .progress-bar-info { - background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); -} -.progress-bar-warning { - background-color: #f0ad4e; -} -.progress-striped .progress-bar-warning { - background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); -} -.progress-bar-danger { - background-color: #d9534f; -} -.progress-striped .progress-bar-danger { - background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); - background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent); -} -.media { - margin-top: 15px; -} -.media:first-child { - margin-top: 0; -} -.media, -.media-body { - zoom: 1; - overflow: hidden; -} -.media-body { - width: 10000px; -} -.media-object { - display: block; -} -.media-object.img-thumbnail { - max-width: none; -} -.media-right, -.media > .pull-right { - padding-left: 10px; -} -.media-left, -.media > .pull-left { - padding-right: 10px; -} -.media-left, -.media-right, -.media-body { - display: table-cell; - vertical-align: top; -} -.media-middle { - vertical-align: middle; -} -.media-bottom { - vertical-align: bottom; -} -.media-heading { - margin-top: 0; - margin-bottom: 5px; -} -.media-list { - padding-left: 0; - list-style: none; -} -.list-group { - margin-bottom: 20px; - padding-left: 0; -} -.list-group-item { - position: relative; - display: block; - padding: 10px 15px; - margin-bottom: -1px; - background-color: #fff; - border: 1px solid #ddd; -} -.list-group-item:first-child { - border-top-right-radius: 2px; - border-top-left-radius: 2px; -} -.list-group-item:last-child { - margin-bottom: 0; - border-bottom-right-radius: 2px; - border-bottom-left-radius: 2px; 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-} -.modal { - display: none; - overflow: hidden; - position: fixed; - top: 0; - right: 0; - bottom: 0; - left: 0; - z-index: 1050; - -webkit-overflow-scrolling: touch; - outline: 0; -} -.modal.fade .modal-dialog { - -webkit-transform: translate(0, -25%); - -ms-transform: translate(0, -25%); - -o-transform: translate(0, -25%); - transform: translate(0, -25%); - -webkit-transition: -webkit-transform 0.3s ease-out; - -moz-transition: -moz-transform 0.3s ease-out; - -o-transition: -o-transform 0.3s ease-out; - transition: transform 0.3s ease-out; -} -.modal.in .modal-dialog { - -webkit-transform: translate(0, 0); - -ms-transform: translate(0, 0); - -o-transform: translate(0, 0); - transform: translate(0, 0); -} -.modal-open .modal { - overflow-x: hidden; - overflow-y: auto; -} -.modal-dialog { - position: relative; - width: auto; - margin: 10px; -} -.modal-content { - position: relative; - background-color: #fff; - border: 1px solid #999; - border: 1px solid rgba(0, 0, 0, 0.2); - border-radius: 3px; - -webkit-box-shadow: 0 3px 9px rgba(0, 0, 0, 0.5); - box-shadow: 0 3px 9px rgba(0, 0, 0, 0.5); - background-clip: padding-box; - outline: 0; -} -.modal-backdrop { - position: fixed; - top: 0; - right: 0; - bottom: 0; - left: 0; - z-index: 1040; - background-color: #000; -} -.modal-backdrop.fade { - opacity: 0; - filter: alpha(opacity=0); -} -.modal-backdrop.in { - opacity: 0.5; - filter: alpha(opacity=50); -} -.modal-header { - padding: 15px; - border-bottom: 1px solid #e5e5e5; -} -.modal-header .close { - margin-top: -2px; -} -.modal-title { - margin: 0; - line-height: 1.42857143; -} -.modal-body { - position: relative; - padding: 15px; -} -.modal-footer { - padding: 15px; - text-align: right; - border-top: 1px solid #e5e5e5; -} -.modal-footer .btn + .btn { - margin-left: 5px; - margin-bottom: 0; -} -.modal-footer .btn-group .btn + .btn { - margin-left: -1px; -} -.modal-footer .btn-block + .btn-block { - margin-left: 0; -} -.modal-scrollbar-measure { - position: absolute; - top: -9999px; - width: 50px; - height: 50px; - overflow: scroll; -} -@media (min-width: 768px) { - .modal-dialog { - width: 600px; - margin: 30px auto; - } - .modal-content { - -webkit-box-shadow: 0 5px 15px rgba(0, 0, 0, 0.5); - box-shadow: 0 5px 15px rgba(0, 0, 0, 0.5); - } - .modal-sm { - width: 300px; - } -} -@media (min-width: 992px) { - .modal-lg { - width: 900px; - } -} -.tooltip { - position: absolute; - z-index: 1070; - display: block; - font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; - font-style: normal; - font-weight: normal; - letter-spacing: normal; - line-break: auto; - line-height: 1.42857143; - text-align: left; - text-align: start; - text-decoration: none; - text-shadow: none; - text-transform: none; - white-space: normal; - word-break: normal; - word-spacing: normal; - word-wrap: normal; - font-size: 12px; - opacity: 0; - filter: alpha(opacity=0); -} -.tooltip.in { - opacity: 0.9; - filter: alpha(opacity=90); -} -.tooltip.top { - margin-top: -3px; - padding: 5px 0; -} -.tooltip.right { - margin-left: 3px; - padding: 0 5px; -} -.tooltip.bottom { - margin-top: 3px; - padding: 5px 0; -} -.tooltip.left { - margin-left: -3px; - padding: 0 5px; -} -.tooltip-inner { - max-width: 200px; - padding: 3px 8px; - color: #fff; - text-align: center; - background-color: #000; - border-radius: 2px; -} -.tooltip-arrow { - position: absolute; - width: 0; - height: 0; - border-color: transparent; - border-style: solid; -} -.tooltip.top .tooltip-arrow { - bottom: 0; - left: 50%; - margin-left: -5px; - border-width: 5px 5px 0; - border-top-color: #000; -} -.tooltip.top-left .tooltip-arrow { - bottom: 0; - right: 5px; - margin-bottom: -5px; - border-width: 5px 5px 0; - border-top-color: #000; -} -.tooltip.top-right .tooltip-arrow { - bottom: 0; - left: 5px; - margin-bottom: -5px; - border-width: 5px 5px 0; - border-top-color: #000; -} -.tooltip.right .tooltip-arrow { - top: 50%; - left: 0; - margin-top: -5px; - border-width: 5px 5px 5px 0; - border-right-color: #000; -} -.tooltip.left .tooltip-arrow { - top: 50%; - right: 0; - margin-top: -5px; - border-width: 5px 0 5px 5px; - border-left-color: #000; -} -.tooltip.bottom .tooltip-arrow { - top: 0; - left: 50%; - margin-left: -5px; - border-width: 0 5px 5px; - border-bottom-color: #000; -} -.tooltip.bottom-left .tooltip-arrow { - top: 0; - right: 5px; - margin-top: -5px; - border-width: 0 5px 5px; - border-bottom-color: #000; -} -.tooltip.bottom-right .tooltip-arrow { - top: 0; - left: 5px; - margin-top: -5px; - border-width: 0 5px 5px; - border-bottom-color: #000; -} -.popover { - position: absolute; - top: 0; - left: 0; - z-index: 1060; - display: none; - max-width: 276px; - padding: 1px; - font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; - font-style: normal; - font-weight: normal; - letter-spacing: normal; - line-break: auto; - line-height: 1.42857143; - text-align: left; - text-align: start; - text-decoration: none; - text-shadow: none; - text-transform: none; - white-space: normal; - word-break: normal; - word-spacing: normal; - word-wrap: normal; - font-size: 13px; - background-color: #fff; - background-clip: padding-box; - border: 1px solid #ccc; - border: 1px solid rgba(0, 0, 0, 0.2); - border-radius: 3px; - -webkit-box-shadow: 0 5px 10px rgba(0, 0, 0, 0.2); - box-shadow: 0 5px 10px rgba(0, 0, 0, 0.2); -} -.popover.top { - margin-top: -10px; -} -.popover.right { - margin-left: 10px; -} -.popover.bottom { - margin-top: 10px; -} -.popover.left { - margin-left: -10px; -} -.popover-title { - margin: 0; - padding: 8px 14px; - font-size: 13px; - background-color: #f7f7f7; - border-bottom: 1px solid #ebebeb; - border-radius: 2px 2px 0 0; -} -.popover-content { - padding: 9px 14px; -} -.popover > .arrow, -.popover > .arrow:after { - position: absolute; - display: block; - width: 0; - height: 0; - border-color: transparent; - border-style: solid; -} -.popover > .arrow { - border-width: 11px; -} -.popover > .arrow:after { - border-width: 10px; - content: ""; -} -.popover.top > .arrow { - left: 50%; - margin-left: -11px; 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- border-left-color: rgba(0, 0, 0, 0.25); -} -.popover.left > .arrow:after { - content: " "; - right: 1px; - border-right-width: 0; - border-left-color: #fff; - bottom: -10px; -} -.carousel { - position: relative; -} -.carousel-inner { - position: relative; - overflow: hidden; - width: 100%; -} -.carousel-inner > .item { - display: none; - position: relative; - -webkit-transition: 0.6s ease-in-out left; - -o-transition: 0.6s ease-in-out left; - transition: 0.6s ease-in-out left; -} -.carousel-inner > .item > img, -.carousel-inner > .item > a > img { - line-height: 1; -} -@media all and (transform-3d), (-webkit-transform-3d) { - .carousel-inner > .item { - -webkit-transition: -webkit-transform 0.6s ease-in-out; - -moz-transition: -moz-transform 0.6s ease-in-out; - -o-transition: -o-transform 0.6s ease-in-out; - transition: transform 0.6s ease-in-out; - -webkit-backface-visibility: hidden; - -moz-backface-visibility: hidden; - backface-visibility: hidden; - -webkit-perspective: 1000px; - -moz-perspective: 1000px; - perspective: 1000px; - } - .carousel-inner > .item.next, - .carousel-inner > .item.active.right { - -webkit-transform: translate3d(100%, 0, 0); - transform: translate3d(100%, 0, 0); - left: 0; - } - .carousel-inner > .item.prev, - .carousel-inner > .item.active.left { - -webkit-transform: translate3d(-100%, 0, 0); - transform: translate3d(-100%, 0, 0); - left: 0; - } - .carousel-inner > .item.next.left, - .carousel-inner > .item.prev.right, - .carousel-inner > .item.active { - -webkit-transform: translate3d(0, 0, 0); - transform: translate3d(0, 0, 0); - left: 0; - } -} -.carousel-inner > .active, -.carousel-inner > .next, -.carousel-inner > .prev { - display: block; -} -.carousel-inner > .active { - left: 0; -} -.carousel-inner > .next, -.carousel-inner > .prev { - position: absolute; - top: 0; - width: 100%; -} -.carousel-inner > .next { - left: 100%; -} -.carousel-inner > .prev { - left: -100%; -} -.carousel-inner > .next.left, -.carousel-inner > .prev.right { - left: 0; -} -.carousel-inner > .active.left { - left: -100%; -} -.carousel-inner > .active.right { - left: 100%; -} -.carousel-control { - position: absolute; - top: 0; - left: 0; - bottom: 0; - width: 15%; - opacity: 0.5; - filter: alpha(opacity=50); - font-size: 20px; - color: #fff; - text-align: center; - text-shadow: 0 1px 2px rgba(0, 0, 0, 0.6); - background-color: rgba(0, 0, 0, 0); -} -.carousel-control.left { - background-image: -webkit-linear-gradient(left, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%); - background-image: -o-linear-gradient(left, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%); - background-image: linear-gradient(to right, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%); - background-repeat: repeat-x; - filter: progid:DXImageTransform.Microsoft.gradient(startColorstr='#80000000', endColorstr='#00000000', GradientType=1); -} -.carousel-control.right { - left: auto; - right: 0; - background-image: -webkit-linear-gradient(left, rgba(0, 0, 0, 0.0001) 0%, rgba(0, 0, 0, 0.5) 100%); - background-image: -o-linear-gradient(left, rgba(0, 0, 0, 0.0001) 0%, rgba(0, 0, 0, 0.5) 100%); 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- font-family: serif; -} -.carousel-control .icon-prev:before { - content: '\2039'; -} -.carousel-control .icon-next:before { - content: '\203a'; -} -.carousel-indicators { - position: absolute; - bottom: 10px; - left: 50%; - z-index: 15; - width: 60%; - margin-left: -30%; - padding-left: 0; - list-style: none; - text-align: center; -} -.carousel-indicators li { - display: inline-block; - width: 10px; - height: 10px; - margin: 1px; - text-indent: -999px; - border: 1px solid #fff; - border-radius: 10px; - cursor: pointer; - background-color: #000 \9; - background-color: rgba(0, 0, 0, 0); -} -.carousel-indicators .active { - margin: 0; - width: 12px; - height: 12px; - background-color: #fff; -} -.carousel-caption { - position: absolute; - left: 15%; - right: 15%; - bottom: 20px; - z-index: 10; - padding-top: 20px; - padding-bottom: 20px; - color: #fff; - text-align: center; - text-shadow: 0 1px 2px rgba(0, 0, 0, 0.6); -} -.carousel-caption .btn { - text-shadow: none; -} -@media screen and (min-width: 768px) { - .carousel-control .glyphicon-chevron-left, - .carousel-control .glyphicon-chevron-right, - .carousel-control .icon-prev, - .carousel-control .icon-next { - width: 30px; - height: 30px; - margin-top: -10px; - font-size: 30px; - } - .carousel-control .glyphicon-chevron-left, - .carousel-control .icon-prev { - margin-left: -10px; - } - .carousel-control .glyphicon-chevron-right, - .carousel-control .icon-next { - margin-right: -10px; - } - .carousel-caption { - left: 20%; - right: 20%; - padding-bottom: 30px; - } - .carousel-indicators { - bottom: 20px; - } -} -.clearfix:before, -.clearfix:after, -.dl-horizontal dd:before, -.dl-horizontal dd:after, -.container:before, -.container:after, -.container-fluid:before, -.container-fluid:after, -.row:before, -.row:after, -.form-horizontal .form-group:before, -.form-horizontal .form-group:after, -.btn-toolbar:before, -.btn-toolbar:after, -.btn-group-vertical > .btn-group:before, -.btn-group-vertical > .btn-group:after, -.nav:before, -.nav:after, -.navbar:before, -.navbar:after, -.navbar-header:before, -.navbar-header:after, -.navbar-collapse:before, -.navbar-collapse:after, -.pager:before, -.pager:after, -.panel-body:before, -.panel-body:after, -.modal-header:before, -.modal-header:after, -.modal-footer:before, -.modal-footer:after, -.item_buttons:before, -.item_buttons:after { - content: " "; - display: table; -} -.clearfix:after, -.dl-horizontal dd:after, -.container:after, -.container-fluid:after, -.row:after, -.form-horizontal .form-group:after, -.btn-toolbar:after, -.btn-group-vertical > .btn-group:after, -.nav:after, -.navbar:after, -.navbar-header:after, -.navbar-collapse:after, -.pager:after, -.panel-body:after, -.modal-header:after, -.modal-footer:after, -.item_buttons:after { - clear: both; -} -.center-block { - display: block; - margin-left: auto; - margin-right: auto; -} -.pull-right { - float: right !important; -} -.pull-left { - float: left !important; -} -.hide { - display: none !important; -} -.show { - display: block !important; -} -.invisible { - visibility: hidden; -} -.text-hide { - font: 0/0 a; - color: transparent; - text-shadow: none; - background-color: transparent; - border: 0; -} -.hidden { - display: none !important; -} -.affix { - position: fixed; -} -@-ms-viewport { - width: device-width; -} -.visible-xs, -.visible-sm, -.visible-md, -.visible-lg { - display: none !important; -} -.visible-xs-block, -.visible-xs-inline, -.visible-xs-inline-block, -.visible-sm-block, -.visible-sm-inline, -.visible-sm-inline-block, -.visible-md-block, -.visible-md-inline, -.visible-md-inline-block, -.visible-lg-block, -.visible-lg-inline, -.visible-lg-inline-block { - display: none !important; -} -@media (max-width: 767px) { - .visible-xs { - display: block !important; - } - table.visible-xs { - display: table !important; - } - tr.visible-xs { - display: table-row !important; - } - th.visible-xs, - td.visible-xs { - display: table-cell !important; - } -} -@media (max-width: 767px) { - .visible-xs-block { - display: block !important; - } -} -@media (max-width: 767px) { - .visible-xs-inline { - display: inline !important; - } -} -@media (max-width: 767px) { - .visible-xs-inline-block { - display: inline-block !important; - } -} -@media (min-width: 768px) and (max-width: 991px) { - .visible-sm { - display: block !important; - } - table.visible-sm { - display: table !important; - } - tr.visible-sm { - display: table-row !important; - } - th.visible-sm, - td.visible-sm { - display: table-cell !important; - } -} -@media (min-width: 768px) and (max-width: 991px) { - .visible-sm-block { - display: block !important; - } -} -@media (min-width: 768px) and (max-width: 991px) { - .visible-sm-inline { - display: inline !important; - } -} -@media (min-width: 768px) and (max-width: 991px) { - .visible-sm-inline-block { - display: inline-block !important; - } -} -@media (min-width: 992px) and (max-width: 1199px) { - .visible-md { - display: block !important; - } - table.visible-md { - display: table !important; - } - tr.visible-md { - display: table-row !important; - } - th.visible-md, - td.visible-md { - display: table-cell !important; - } -} -@media (min-width: 992px) and (max-width: 1199px) { - .visible-md-block { - display: block !important; - } -} -@media (min-width: 992px) and (max-width: 1199px) { - .visible-md-inline { - display: inline !important; - } -} -@media (min-width: 992px) and (max-width: 1199px) { - .visible-md-inline-block { - display: inline-block !important; - } -} -@media (min-width: 1200px) { - .visible-lg { - display: block !important; - } - table.visible-lg { - display: table !important; - } - tr.visible-lg { - display: table-row !important; - } - th.visible-lg, - td.visible-lg { - display: table-cell !important; - } -} -@media (min-width: 1200px) { - .visible-lg-block { - display: block !important; - } -} -@media (min-width: 1200px) { - .visible-lg-inline { - display: inline !important; - } -} -@media (min-width: 1200px) { - .visible-lg-inline-block { - display: inline-block !important; - } -} -@media (max-width: 767px) { - .hidden-xs { - display: none !important; - } -} -@media (min-width: 768px) and (max-width: 991px) { - .hidden-sm { - display: none !important; - } -} -@media (min-width: 992px) and (max-width: 1199px) { - .hidden-md { - display: none !important; - } -} -@media (min-width: 1200px) { - .hidden-lg { - display: none !important; - } -} -.visible-print { - display: none !important; -} -@media print { - .visible-print { - display: block !important; - } - table.visible-print { - display: table !important; - } - tr.visible-print { - display: table-row !important; - } - th.visible-print, - td.visible-print { - display: table-cell !important; - } -} -.visible-print-block { - display: none !important; -} -@media print { - .visible-print-block { - display: block !important; - } -} -.visible-print-inline { - display: none !important; -} -@media print { - .visible-print-inline { - display: inline !important; - } -} -.visible-print-inline-block { - display: none !important; -} -@media print { - .visible-print-inline-block { - display: inline-block !important; - } -} -@media print { - .hidden-print { - display: none !important; - } -} -/*! -* -* Font Awesome -* -*/ -/*! - * Font Awesome 4.2.0 by @davegandy - http://fontawesome.io - @fontawesome - * License - http://fontawesome.io/license (Font: SIL OFL 1.1, CSS: MIT License) - */ -/* FONT PATH - * -------------------------- */ -@font-face { - font-family: 'FontAwesome'; - src: url('../components/font-awesome/fonts/fontawesome-webfont.eot?v=4.2.0'); - src: url('../components/font-awesome/fonts/fontawesome-webfont.eot?#iefix&v=4.2.0') format('embedded-opentype'), url('../components/font-awesome/fonts/fontawesome-webfont.woff?v=4.2.0') format('woff'), url('../components/font-awesome/fonts/fontawesome-webfont.ttf?v=4.2.0') format('truetype'), url('../components/font-awesome/fonts/fontawesome-webfont.svg?v=4.2.0#fontawesomeregular') format('svg'); - font-weight: normal; - font-style: normal; -} -.fa { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; -} -/* makes the font 33% larger relative to the icon container */ -.fa-lg { - font-size: 1.33333333em; - line-height: 0.75em; - vertical-align: -15%; -} -.fa-2x { - font-size: 2em; -} -.fa-3x { - font-size: 3em; -} -.fa-4x { - font-size: 4em; -} -.fa-5x { - font-size: 5em; -} -.fa-fw { - width: 1.28571429em; - text-align: center; -} -.fa-ul { - padding-left: 0; - margin-left: 2.14285714em; - list-style-type: none; -} -.fa-ul > li { - position: relative; -} -.fa-li { - position: absolute; - left: -2.14285714em; - width: 2.14285714em; - top: 0.14285714em; - text-align: center; -} -.fa-li.fa-lg { - left: -1.85714286em; -} -.fa-border { - padding: .2em .25em .15em; - border: solid 0.08em #eee; - border-radius: .1em; -} -.pull-right { - float: right; -} -.pull-left { - float: left; -} -.fa.pull-left { - margin-right: .3em; -} -.fa.pull-right { - margin-left: .3em; -} -.fa-spin { - -webkit-animation: fa-spin 2s infinite linear; - animation: fa-spin 2s infinite linear; -} -@-webkit-keyframes fa-spin { - 0% { - -webkit-transform: rotate(0deg); - transform: rotate(0deg); - } - 100% { - -webkit-transform: rotate(359deg); - transform: rotate(359deg); - } -} -@keyframes fa-spin { - 0% { - -webkit-transform: rotate(0deg); - transform: rotate(0deg); - } - 100% { - -webkit-transform: rotate(359deg); - transform: rotate(359deg); - } -} -.fa-rotate-90 { - filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=1); - -webkit-transform: rotate(90deg); - -ms-transform: rotate(90deg); - transform: rotate(90deg); -} -.fa-rotate-180 { - filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=2); - -webkit-transform: rotate(180deg); - -ms-transform: rotate(180deg); - transform: rotate(180deg); -} -.fa-rotate-270 { - filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=3); - -webkit-transform: rotate(270deg); - -ms-transform: rotate(270deg); - transform: rotate(270deg); -} -.fa-flip-horizontal { - filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1); - -webkit-transform: scale(-1, 1); - -ms-transform: scale(-1, 1); - transform: scale(-1, 1); -} -.fa-flip-vertical { - filter: progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1); - -webkit-transform: scale(1, -1); - -ms-transform: scale(1, -1); - transform: scale(1, -1); -} -:root .fa-rotate-90, -:root .fa-rotate-180, -:root .fa-rotate-270, -:root .fa-flip-horizontal, -:root .fa-flip-vertical { - filter: none; -} -.fa-stack { - position: relative; - display: inline-block; - width: 2em; - height: 2em; - line-height: 2em; - vertical-align: middle; -} -.fa-stack-1x, -.fa-stack-2x { - position: absolute; - left: 0; - width: 100%; - text-align: center; -} -.fa-stack-1x { - line-height: inherit; -} -.fa-stack-2x { - font-size: 2em; -} -.fa-inverse { - color: #fff; -} -/* Font Awesome uses the Unicode Private Use Area (PUA) to ensure screen - readers do not read off random characters that represent icons */ -.fa-glass:before { - content: "\f000"; -} -.fa-music:before { - content: "\f001"; -} -.fa-search:before { - content: "\f002"; -} -.fa-envelope-o:before { - content: "\f003"; -} -.fa-heart:before { - content: "\f004"; -} -.fa-star:before { - content: "\f005"; -} -.fa-star-o:before { - content: "\f006"; -} -.fa-user:before { - content: "\f007"; -} -.fa-film:before { - content: "\f008"; -} -.fa-th-large:before { - content: "\f009"; -} -.fa-th:before { - content: "\f00a"; -} -.fa-th-list:before { - content: "\f00b"; -} -.fa-check:before { - content: "\f00c"; -} -.fa-remove:before, -.fa-close:before, -.fa-times:before { - content: "\f00d"; -} -.fa-search-plus:before { - content: "\f00e"; -} -.fa-search-minus:before { - content: "\f010"; -} -.fa-power-off:before { - content: "\f011"; -} -.fa-signal:before { - content: "\f012"; -} -.fa-gear:before, -.fa-cog:before { - content: "\f013"; -} -.fa-trash-o:before { - content: "\f014"; -} -.fa-home:before { - content: "\f015"; -} -.fa-file-o:before { - content: "\f016"; -} -.fa-clock-o:before { - content: "\f017"; -} -.fa-road:before { - content: "\f018"; -} -.fa-download:before { - content: "\f019"; -} -.fa-arrow-circle-o-down:before { - content: "\f01a"; -} -.fa-arrow-circle-o-up:before { - content: "\f01b"; -} -.fa-inbox:before { - content: "\f01c"; -} -.fa-play-circle-o:before { - content: "\f01d"; -} -.fa-rotate-right:before, -.fa-repeat:before { - content: "\f01e"; -} -.fa-refresh:before { - content: "\f021"; -} -.fa-list-alt:before { - content: "\f022"; -} -.fa-lock:before { - content: "\f023"; -} -.fa-flag:before { - content: "\f024"; -} -.fa-headphones:before { - content: "\f025"; -} -.fa-volume-off:before { - content: "\f026"; -} -.fa-volume-down:before { - content: "\f027"; -} -.fa-volume-up:before { - content: "\f028"; -} -.fa-qrcode:before { - content: "\f029"; -} -.fa-barcode:before { - content: "\f02a"; -} -.fa-tag:before { - content: "\f02b"; -} -.fa-tags:before { - content: "\f02c"; -} -.fa-book:before { - content: "\f02d"; -} -.fa-bookmark:before { - content: "\f02e"; -} -.fa-print:before { - content: "\f02f"; -} -.fa-camera:before { - content: "\f030"; -} -.fa-font:before { - content: "\f031"; -} -.fa-bold:before { - content: "\f032"; -} -.fa-italic:before { - content: "\f033"; -} -.fa-text-height:before { - content: "\f034"; -} -.fa-text-width:before { - content: "\f035"; -} -.fa-align-left:before { - content: "\f036"; -} -.fa-align-center:before { - content: "\f037"; -} -.fa-align-right:before { - content: "\f038"; -} -.fa-align-justify:before { - content: "\f039"; -} -.fa-list:before { - content: "\f03a"; -} -.fa-dedent:before, -.fa-outdent:before { - content: "\f03b"; -} -.fa-indent:before { - content: "\f03c"; -} -.fa-video-camera:before { - content: "\f03d"; -} -.fa-photo:before, -.fa-image:before, -.fa-picture-o:before { - content: "\f03e"; -} -.fa-pencil:before { - content: "\f040"; -} -.fa-map-marker:before { - content: "\f041"; -} -.fa-adjust:before { - content: "\f042"; -} -.fa-tint:before { - content: "\f043"; -} -.fa-edit:before, -.fa-pencil-square-o:before { - content: "\f044"; -} -.fa-share-square-o:before { - content: "\f045"; -} -.fa-check-square-o:before { - content: "\f046"; -} -.fa-arrows:before { - content: "\f047"; -} -.fa-step-backward:before { - content: "\f048"; -} -.fa-fast-backward:before { - content: "\f049"; -} -.fa-backward:before { - content: "\f04a"; -} -.fa-play:before { - content: "\f04b"; -} -.fa-pause:before { - content: "\f04c"; -} -.fa-stop:before { - content: "\f04d"; -} -.fa-forward:before { - content: "\f04e"; -} -.fa-fast-forward:before { - content: "\f050"; -} -.fa-step-forward:before { - content: "\f051"; -} -.fa-eject:before { - content: "\f052"; -} -.fa-chevron-left:before { - content: "\f053"; -} -.fa-chevron-right:before { - content: "\f054"; -} -.fa-plus-circle:before { - content: "\f055"; -} -.fa-minus-circle:before { - content: "\f056"; -} -.fa-times-circle:before { - content: "\f057"; -} -.fa-check-circle:before { - content: "\f058"; -} -.fa-question-circle:before { - content: "\f059"; -} -.fa-info-circle:before { - content: "\f05a"; -} -.fa-crosshairs:before { - content: "\f05b"; -} -.fa-times-circle-o:before { - content: "\f05c"; -} -.fa-check-circle-o:before { - content: "\f05d"; -} -.fa-ban:before { - content: "\f05e"; -} -.fa-arrow-left:before { - content: "\f060"; -} -.fa-arrow-right:before { - content: "\f061"; -} -.fa-arrow-up:before { - content: "\f062"; -} -.fa-arrow-down:before { - content: "\f063"; -} -.fa-mail-forward:before, -.fa-share:before { - content: "\f064"; -} -.fa-expand:before { - content: "\f065"; -} -.fa-compress:before { - content: "\f066"; -} -.fa-plus:before { - content: "\f067"; -} -.fa-minus:before { - content: "\f068"; -} -.fa-asterisk:before { - content: "\f069"; -} -.fa-exclamation-circle:before { - content: "\f06a"; -} -.fa-gift:before { - content: "\f06b"; -} -.fa-leaf:before { - content: "\f06c"; -} -.fa-fire:before { - content: "\f06d"; -} -.fa-eye:before { - content: "\f06e"; -} -.fa-eye-slash:before { - content: "\f070"; -} -.fa-warning:before, -.fa-exclamation-triangle:before { - content: "\f071"; -} -.fa-plane:before { - content: "\f072"; -} -.fa-calendar:before { - content: "\f073"; -} -.fa-random:before { - content: "\f074"; -} -.fa-comment:before { - content: "\f075"; -} -.fa-magnet:before { - content: "\f076"; -} -.fa-chevron-up:before { - content: "\f077"; -} -.fa-chevron-down:before { - content: "\f078"; -} -.fa-retweet:before { - content: "\f079"; -} -.fa-shopping-cart:before { - content: "\f07a"; -} -.fa-folder:before { - content: "\f07b"; -} -.fa-folder-open:before { - content: "\f07c"; -} -.fa-arrows-v:before { - content: "\f07d"; -} -.fa-arrows-h:before { - content: "\f07e"; -} -.fa-bar-chart-o:before, -.fa-bar-chart:before { - content: "\f080"; -} -.fa-twitter-square:before { - content: "\f081"; -} -.fa-facebook-square:before { - content: "\f082"; -} -.fa-camera-retro:before { - content: "\f083"; -} -.fa-key:before { - content: "\f084"; -} -.fa-gears:before, -.fa-cogs:before { - content: "\f085"; -} -.fa-comments:before { - content: "\f086"; -} -.fa-thumbs-o-up:before { - content: "\f087"; -} -.fa-thumbs-o-down:before { - content: "\f088"; -} -.fa-star-half:before { - content: "\f089"; -} -.fa-heart-o:before { - content: "\f08a"; -} -.fa-sign-out:before { - content: "\f08b"; -} -.fa-linkedin-square:before { - content: "\f08c"; -} -.fa-thumb-tack:before { - content: "\f08d"; -} -.fa-external-link:before { - content: "\f08e"; -} -.fa-sign-in:before { - content: "\f090"; -} -.fa-trophy:before { - content: "\f091"; -} -.fa-github-square:before { - content: "\f092"; -} -.fa-upload:before { - content: "\f093"; -} -.fa-lemon-o:before { - content: "\f094"; -} -.fa-phone:before { - content: "\f095"; -} -.fa-square-o:before { - content: "\f096"; -} -.fa-bookmark-o:before { - content: "\f097"; -} -.fa-phone-square:before { - content: "\f098"; -} -.fa-twitter:before { - content: "\f099"; -} -.fa-facebook:before { - content: "\f09a"; -} -.fa-github:before { - content: "\f09b"; -} -.fa-unlock:before { - content: "\f09c"; -} -.fa-credit-card:before { - content: "\f09d"; -} -.fa-rss:before { - content: "\f09e"; -} -.fa-hdd-o:before { - content: "\f0a0"; -} -.fa-bullhorn:before { - content: "\f0a1"; -} -.fa-bell:before { - content: "\f0f3"; -} -.fa-certificate:before { - content: "\f0a3"; -} -.fa-hand-o-right:before { - content: "\f0a4"; -} -.fa-hand-o-left:before { - content: "\f0a5"; -} -.fa-hand-o-up:before { - content: "\f0a6"; -} -.fa-hand-o-down:before { - content: "\f0a7"; -} -.fa-arrow-circle-left:before { - content: "\f0a8"; -} -.fa-arrow-circle-right:before { - content: "\f0a9"; -} -.fa-arrow-circle-up:before { - content: "\f0aa"; -} -.fa-arrow-circle-down:before { - content: "\f0ab"; -} -.fa-globe:before { - content: "\f0ac"; -} -.fa-wrench:before { - content: "\f0ad"; -} -.fa-tasks:before { - content: "\f0ae"; -} -.fa-filter:before { - content: "\f0b0"; -} -.fa-briefcase:before { - content: "\f0b1"; -} -.fa-arrows-alt:before { - content: "\f0b2"; -} -.fa-group:before, -.fa-users:before { - content: "\f0c0"; -} -.fa-chain:before, -.fa-link:before { - content: "\f0c1"; -} -.fa-cloud:before { - content: "\f0c2"; -} -.fa-flask:before { - content: "\f0c3"; -} -.fa-cut:before, -.fa-scissors:before { - content: "\f0c4"; -} -.fa-copy:before, -.fa-files-o:before { - content: "\f0c5"; -} -.fa-paperclip:before { - content: "\f0c6"; -} -.fa-save:before, -.fa-floppy-o:before { - content: "\f0c7"; -} -.fa-square:before { - content: "\f0c8"; -} -.fa-navicon:before, -.fa-reorder:before, -.fa-bars:before { - content: "\f0c9"; -} -.fa-list-ul:before { - content: "\f0ca"; -} -.fa-list-ol:before { - content: "\f0cb"; -} -.fa-strikethrough:before { - content: "\f0cc"; -} -.fa-underline:before { - content: "\f0cd"; -} -.fa-table:before { - content: "\f0ce"; -} -.fa-magic:before { - content: "\f0d0"; -} -.fa-truck:before { - content: "\f0d1"; -} -.fa-pinterest:before { - content: "\f0d2"; -} -.fa-pinterest-square:before { - content: "\f0d3"; -} -.fa-google-plus-square:before { - content: "\f0d4"; -} -.fa-google-plus:before { - content: "\f0d5"; -} -.fa-money:before { - content: "\f0d6"; -} -.fa-caret-down:before { - content: "\f0d7"; -} -.fa-caret-up:before { - content: "\f0d8"; -} -.fa-caret-left:before { - content: "\f0d9"; -} -.fa-caret-right:before { - content: "\f0da"; -} -.fa-columns:before { - content: "\f0db"; -} -.fa-unsorted:before, -.fa-sort:before { - content: "\f0dc"; -} -.fa-sort-down:before, -.fa-sort-desc:before { - content: "\f0dd"; -} -.fa-sort-up:before, -.fa-sort-asc:before { - content: "\f0de"; -} -.fa-envelope:before { - content: "\f0e0"; -} -.fa-linkedin:before { - content: "\f0e1"; -} -.fa-rotate-left:before, -.fa-undo:before { - content: "\f0e2"; -} -.fa-legal:before, -.fa-gavel:before { - content: "\f0e3"; -} -.fa-dashboard:before, -.fa-tachometer:before { - content: "\f0e4"; -} -.fa-comment-o:before { - content: "\f0e5"; -} -.fa-comments-o:before { - content: "\f0e6"; -} -.fa-flash:before, -.fa-bolt:before { - content: "\f0e7"; -} -.fa-sitemap:before { - content: "\f0e8"; -} -.fa-umbrella:before { - content: "\f0e9"; -} -.fa-paste:before, -.fa-clipboard:before { - content: "\f0ea"; -} -.fa-lightbulb-o:before { - content: "\f0eb"; -} -.fa-exchange:before { - content: "\f0ec"; -} -.fa-cloud-download:before { - content: "\f0ed"; -} -.fa-cloud-upload:before { - content: "\f0ee"; -} -.fa-user-md:before { - content: "\f0f0"; -} -.fa-stethoscope:before { - content: "\f0f1"; -} -.fa-suitcase:before { - content: "\f0f2"; -} -.fa-bell-o:before { - content: "\f0a2"; -} -.fa-coffee:before { - content: "\f0f4"; -} -.fa-cutlery:before { - content: "\f0f5"; -} -.fa-file-text-o:before { - content: "\f0f6"; -} -.fa-building-o:before { - content: "\f0f7"; -} -.fa-hospital-o:before { - content: "\f0f8"; -} -.fa-ambulance:before { - content: "\f0f9"; -} -.fa-medkit:before { - content: "\f0fa"; -} -.fa-fighter-jet:before { - content: "\f0fb"; -} -.fa-beer:before { - content: "\f0fc"; -} -.fa-h-square:before { - content: "\f0fd"; -} -.fa-plus-square:before { - content: "\f0fe"; -} -.fa-angle-double-left:before { - content: "\f100"; -} -.fa-angle-double-right:before { - content: "\f101"; -} -.fa-angle-double-up:before { - content: "\f102"; -} -.fa-angle-double-down:before { - content: "\f103"; -} -.fa-angle-left:before { - content: "\f104"; -} -.fa-angle-right:before { - content: "\f105"; -} -.fa-angle-up:before { - content: "\f106"; -} -.fa-angle-down:before { - content: "\f107"; -} -.fa-desktop:before { - content: "\f108"; -} -.fa-laptop:before { - content: "\f109"; -} -.fa-tablet:before { - content: "\f10a"; -} -.fa-mobile-phone:before, -.fa-mobile:before { - content: "\f10b"; -} -.fa-circle-o:before { - content: "\f10c"; -} -.fa-quote-left:before { - content: "\f10d"; -} -.fa-quote-right:before { - content: "\f10e"; -} -.fa-spinner:before { - content: "\f110"; -} -.fa-circle:before { - content: "\f111"; -} -.fa-mail-reply:before, -.fa-reply:before { - content: "\f112"; -} -.fa-github-alt:before { - content: "\f113"; -} -.fa-folder-o:before { - content: "\f114"; -} -.fa-folder-open-o:before { - content: "\f115"; -} -.fa-smile-o:before { - content: "\f118"; -} -.fa-frown-o:before { - content: "\f119"; -} -.fa-meh-o:before { - content: "\f11a"; -} -.fa-gamepad:before { - content: "\f11b"; -} -.fa-keyboard-o:before { - content: "\f11c"; -} -.fa-flag-o:before { - content: "\f11d"; -} -.fa-flag-checkered:before { - content: "\f11e"; -} -.fa-terminal:before { - content: "\f120"; -} -.fa-code:before { - content: "\f121"; -} -.fa-mail-reply-all:before, -.fa-reply-all:before { - content: "\f122"; -} -.fa-star-half-empty:before, -.fa-star-half-full:before, -.fa-star-half-o:before { - content: "\f123"; -} -.fa-location-arrow:before { - content: "\f124"; -} -.fa-crop:before { - content: "\f125"; -} -.fa-code-fork:before { - content: "\f126"; -} -.fa-unlink:before, -.fa-chain-broken:before { - content: "\f127"; -} -.fa-question:before { - content: "\f128"; -} -.fa-info:before { - content: "\f129"; -} -.fa-exclamation:before { - content: "\f12a"; -} -.fa-superscript:before { - content: "\f12b"; -} -.fa-subscript:before { - content: "\f12c"; -} -.fa-eraser:before { - content: "\f12d"; -} -.fa-puzzle-piece:before { - content: "\f12e"; -} -.fa-microphone:before { - content: "\f130"; -} -.fa-microphone-slash:before { - content: "\f131"; -} -.fa-shield:before { - content: "\f132"; -} -.fa-calendar-o:before { - content: "\f133"; -} -.fa-fire-extinguisher:before { - content: "\f134"; -} -.fa-rocket:before { - content: "\f135"; -} -.fa-maxcdn:before { - content: "\f136"; -} -.fa-chevron-circle-left:before { - content: "\f137"; -} -.fa-chevron-circle-right:before { - content: "\f138"; -} -.fa-chevron-circle-up:before { - content: "\f139"; -} -.fa-chevron-circle-down:before { - content: "\f13a"; -} -.fa-html5:before { - content: "\f13b"; -} -.fa-css3:before { - content: "\f13c"; -} -.fa-anchor:before { - content: "\f13d"; -} -.fa-unlock-alt:before { - content: "\f13e"; -} -.fa-bullseye:before { - content: "\f140"; -} -.fa-ellipsis-h:before { - content: "\f141"; -} -.fa-ellipsis-v:before { - content: "\f142"; -} -.fa-rss-square:before { - content: "\f143"; -} -.fa-play-circle:before { - content: "\f144"; -} -.fa-ticket:before { - content: "\f145"; -} -.fa-minus-square:before { - content: "\f146"; -} -.fa-minus-square-o:before { - content: "\f147"; -} -.fa-level-up:before { - content: "\f148"; -} -.fa-level-down:before { - content: "\f149"; -} -.fa-check-square:before { - content: "\f14a"; -} -.fa-pencil-square:before { - content: "\f14b"; -} -.fa-external-link-square:before { - content: "\f14c"; -} -.fa-share-square:before { - content: "\f14d"; -} -.fa-compass:before { - content: "\f14e"; -} -.fa-toggle-down:before, -.fa-caret-square-o-down:before { - content: "\f150"; -} -.fa-toggle-up:before, -.fa-caret-square-o-up:before { - content: "\f151"; -} -.fa-toggle-right:before, -.fa-caret-square-o-right:before { - content: "\f152"; -} -.fa-euro:before, -.fa-eur:before { - content: "\f153"; -} -.fa-gbp:before { - content: "\f154"; -} -.fa-dollar:before, -.fa-usd:before { - content: "\f155"; -} -.fa-rupee:before, -.fa-inr:before { - content: "\f156"; -} -.fa-cny:before, -.fa-rmb:before, -.fa-yen:before, -.fa-jpy:before { - content: "\f157"; -} -.fa-ruble:before, -.fa-rouble:before, -.fa-rub:before { - content: "\f158"; -} -.fa-won:before, -.fa-krw:before { - content: "\f159"; -} -.fa-bitcoin:before, -.fa-btc:before { - content: "\f15a"; -} -.fa-file:before { - content: "\f15b"; -} -.fa-file-text:before { - content: "\f15c"; -} -.fa-sort-alpha-asc:before { - content: "\f15d"; -} -.fa-sort-alpha-desc:before { - content: "\f15e"; -} -.fa-sort-amount-asc:before { - content: "\f160"; -} -.fa-sort-amount-desc:before { - content: "\f161"; -} -.fa-sort-numeric-asc:before { - content: "\f162"; -} -.fa-sort-numeric-desc:before { - content: "\f163"; -} -.fa-thumbs-up:before { - content: "\f164"; -} -.fa-thumbs-down:before { - content: "\f165"; -} -.fa-youtube-square:before { - content: "\f166"; -} -.fa-youtube:before { - content: "\f167"; -} -.fa-xing:before { - content: "\f168"; -} -.fa-xing-square:before { - content: "\f169"; -} -.fa-youtube-play:before { - content: "\f16a"; -} -.fa-dropbox:before { - content: "\f16b"; -} -.fa-stack-overflow:before { - content: "\f16c"; -} -.fa-instagram:before { - content: "\f16d"; -} -.fa-flickr:before { - content: "\f16e"; -} -.fa-adn:before { - content: "\f170"; -} -.fa-bitbucket:before { - content: "\f171"; -} -.fa-bitbucket-square:before { - content: "\f172"; -} -.fa-tumblr:before { - content: "\f173"; -} -.fa-tumblr-square:before { - content: "\f174"; -} -.fa-long-arrow-down:before { - content: "\f175"; -} -.fa-long-arrow-up:before { - content: "\f176"; -} -.fa-long-arrow-left:before { - content: "\f177"; -} -.fa-long-arrow-right:before { - content: "\f178"; -} -.fa-apple:before { - content: "\f179"; -} -.fa-windows:before { - content: "\f17a"; -} -.fa-android:before { - content: "\f17b"; -} -.fa-linux:before { - content: "\f17c"; -} -.fa-dribbble:before { - content: "\f17d"; -} -.fa-skype:before { - content: "\f17e"; -} -.fa-foursquare:before { - content: "\f180"; -} -.fa-trello:before { - content: "\f181"; -} -.fa-female:before { - content: "\f182"; -} -.fa-male:before { - content: "\f183"; -} -.fa-gittip:before { - content: "\f184"; -} -.fa-sun-o:before { - content: "\f185"; -} -.fa-moon-o:before { - content: "\f186"; -} -.fa-archive:before { - content: "\f187"; -} -.fa-bug:before { - content: "\f188"; -} -.fa-vk:before { - content: "\f189"; -} -.fa-weibo:before { - content: "\f18a"; -} -.fa-renren:before { - content: "\f18b"; -} -.fa-pagelines:before { - content: "\f18c"; -} -.fa-stack-exchange:before { - content: "\f18d"; -} -.fa-arrow-circle-o-right:before { - content: "\f18e"; -} -.fa-arrow-circle-o-left:before { - content: "\f190"; -} -.fa-toggle-left:before, -.fa-caret-square-o-left:before { - content: "\f191"; -} -.fa-dot-circle-o:before { - content: "\f192"; -} -.fa-wheelchair:before { - content: "\f193"; -} -.fa-vimeo-square:before { - content: "\f194"; -} -.fa-turkish-lira:before, -.fa-try:before { - content: "\f195"; -} -.fa-plus-square-o:before { - content: "\f196"; -} -.fa-space-shuttle:before { - content: "\f197"; -} -.fa-slack:before { - content: "\f198"; -} -.fa-envelope-square:before { - content: "\f199"; -} -.fa-wordpress:before { - content: "\f19a"; -} -.fa-openid:before { - content: "\f19b"; -} -.fa-institution:before, -.fa-bank:before, -.fa-university:before { - content: "\f19c"; -} -.fa-mortar-board:before, -.fa-graduation-cap:before { - content: "\f19d"; -} -.fa-yahoo:before { - content: "\f19e"; -} -.fa-google:before { - content: "\f1a0"; -} -.fa-reddit:before { - content: "\f1a1"; -} -.fa-reddit-square:before { - content: "\f1a2"; -} -.fa-stumbleupon-circle:before { - content: "\f1a3"; -} -.fa-stumbleupon:before { - content: "\f1a4"; -} -.fa-delicious:before { - content: "\f1a5"; -} -.fa-digg:before { - content: "\f1a6"; -} -.fa-pied-piper:before { - content: "\f1a7"; -} -.fa-pied-piper-alt:before { - content: "\f1a8"; -} -.fa-drupal:before { - content: "\f1a9"; -} -.fa-joomla:before { - content: "\f1aa"; -} -.fa-language:before { - content: "\f1ab"; -} -.fa-fax:before { - content: "\f1ac"; -} -.fa-building:before { - content: "\f1ad"; -} -.fa-child:before { - content: "\f1ae"; -} -.fa-paw:before { - content: "\f1b0"; -} -.fa-spoon:before { - content: "\f1b1"; -} -.fa-cube:before { - content: "\f1b2"; -} -.fa-cubes:before { - content: "\f1b3"; -} -.fa-behance:before { - content: "\f1b4"; -} -.fa-behance-square:before { - content: "\f1b5"; -} -.fa-steam:before { - content: "\f1b6"; -} -.fa-steam-square:before { - content: "\f1b7"; -} -.fa-recycle:before { - content: "\f1b8"; -} -.fa-automobile:before, -.fa-car:before { - content: "\f1b9"; -} -.fa-cab:before, -.fa-taxi:before { - content: "\f1ba"; -} -.fa-tree:before { - content: "\f1bb"; -} -.fa-spotify:before { - content: "\f1bc"; -} -.fa-deviantart:before { - content: "\f1bd"; -} -.fa-soundcloud:before { - content: "\f1be"; -} -.fa-database:before { - content: "\f1c0"; -} -.fa-file-pdf-o:before { - content: "\f1c1"; -} -.fa-file-word-o:before { - content: "\f1c2"; -} -.fa-file-excel-o:before { - content: "\f1c3"; -} -.fa-file-powerpoint-o:before { - content: "\f1c4"; -} -.fa-file-photo-o:before, -.fa-file-picture-o:before, -.fa-file-image-o:before { - content: "\f1c5"; -} -.fa-file-zip-o:before, -.fa-file-archive-o:before { - content: "\f1c6"; -} -.fa-file-sound-o:before, -.fa-file-audio-o:before { - content: "\f1c7"; -} -.fa-file-movie-o:before, -.fa-file-video-o:before { - content: "\f1c8"; -} -.fa-file-code-o:before { - content: "\f1c9"; -} -.fa-vine:before { - content: "\f1ca"; -} -.fa-codepen:before { - content: "\f1cb"; -} -.fa-jsfiddle:before { - content: "\f1cc"; -} -.fa-life-bouy:before, -.fa-life-buoy:before, -.fa-life-saver:before, -.fa-support:before, -.fa-life-ring:before { - content: "\f1cd"; -} -.fa-circle-o-notch:before { - content: "\f1ce"; -} -.fa-ra:before, -.fa-rebel:before { - content: "\f1d0"; -} -.fa-ge:before, -.fa-empire:before { - content: "\f1d1"; -} -.fa-git-square:before { - content: "\f1d2"; -} -.fa-git:before { - content: "\f1d3"; -} -.fa-hacker-news:before { - content: "\f1d4"; -} -.fa-tencent-weibo:before { - content: "\f1d5"; -} -.fa-qq:before { - content: "\f1d6"; -} -.fa-wechat:before, -.fa-weixin:before { - content: "\f1d7"; -} -.fa-send:before, -.fa-paper-plane:before { - content: "\f1d8"; -} -.fa-send-o:before, -.fa-paper-plane-o:before { - content: "\f1d9"; -} -.fa-history:before { - content: "\f1da"; -} -.fa-circle-thin:before { - content: "\f1db"; -} -.fa-header:before { - content: "\f1dc"; -} -.fa-paragraph:before { - content: "\f1dd"; -} -.fa-sliders:before { - content: "\f1de"; -} -.fa-share-alt:before { - content: "\f1e0"; -} -.fa-share-alt-square:before { - content: "\f1e1"; -} -.fa-bomb:before { - content: "\f1e2"; -} -.fa-soccer-ball-o:before, -.fa-futbol-o:before { - content: "\f1e3"; -} -.fa-tty:before { - content: "\f1e4"; -} -.fa-binoculars:before { - content: "\f1e5"; -} -.fa-plug:before { - content: "\f1e6"; -} -.fa-slideshare:before { - content: "\f1e7"; -} -.fa-twitch:before { - content: "\f1e8"; -} -.fa-yelp:before { - content: "\f1e9"; -} -.fa-newspaper-o:before { - content: "\f1ea"; -} -.fa-wifi:before { - content: "\f1eb"; -} -.fa-calculator:before { - content: "\f1ec"; -} -.fa-paypal:before { - content: "\f1ed"; -} -.fa-google-wallet:before { - content: "\f1ee"; -} -.fa-cc-visa:before { - content: "\f1f0"; -} -.fa-cc-mastercard:before { - content: "\f1f1"; -} -.fa-cc-discover:before { - content: "\f1f2"; -} -.fa-cc-amex:before { - content: "\f1f3"; -} -.fa-cc-paypal:before { - content: "\f1f4"; -} -.fa-cc-stripe:before { - content: "\f1f5"; -} -.fa-bell-slash:before { - content: "\f1f6"; -} -.fa-bell-slash-o:before { - content: "\f1f7"; -} -.fa-trash:before { - content: "\f1f8"; -} -.fa-copyright:before { - content: "\f1f9"; -} -.fa-at:before { - content: "\f1fa"; -} -.fa-eyedropper:before { - content: "\f1fb"; -} -.fa-paint-brush:before { - content: "\f1fc"; -} -.fa-birthday-cake:before { - content: "\f1fd"; -} -.fa-area-chart:before { - content: "\f1fe"; -} -.fa-pie-chart:before { - content: "\f200"; -} -.fa-line-chart:before { - content: "\f201"; -} -.fa-lastfm:before { - content: "\f202"; -} -.fa-lastfm-square:before { - content: "\f203"; -} -.fa-toggle-off:before { - content: "\f204"; -} -.fa-toggle-on:before { - content: "\f205"; -} -.fa-bicycle:before { - content: "\f206"; -} -.fa-bus:before { - content: "\f207"; -} -.fa-ioxhost:before { - content: "\f208"; -} -.fa-angellist:before { - content: "\f209"; -} -.fa-cc:before { - content: "\f20a"; -} -.fa-shekel:before, -.fa-sheqel:before, -.fa-ils:before { - content: "\f20b"; -} -.fa-meanpath:before { - content: "\f20c"; -} -/*! -* -* IPython base -* -*/ -.modal.fade .modal-dialog { - -webkit-transform: translate(0, 0); - -ms-transform: translate(0, 0); - -o-transform: translate(0, 0); - transform: translate(0, 0); -} -code { - color: #000; -} -pre { - font-size: inherit; - line-height: inherit; -} -label { - font-weight: normal; -} -/* Make the page background atleast 100% the height of the view port */ -/* Make the page itself atleast 70% the height of the view port */ -.border-box-sizing { - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; -} -.corner-all { - border-radius: 2px; -} -.no-padding { - padding: 0px; -} -/* Flexible box model classes */ -/* Taken from Alex Russell http://infrequently.org/2009/08/css-3-progress/ */ -/* This file is a compatability layer. It allows the usage of flexible box -model layouts accross multiple browsers, including older browsers. The newest, -universal implementation of the flexible box model is used when available (see -`Modern browsers` comments below). Browsers that are known to implement this -new spec completely include: - - Firefox 28.0+ - Chrome 29.0+ - Internet Explorer 11+ - Opera 17.0+ - -Browsers not listed, including Safari, are supported via the styling under the -`Old browsers` comments below. -*/ -.hbox { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; -} -.hbox > * { - /* Old browsers */ - -webkit-box-flex: 0; - -moz-box-flex: 0; - box-flex: 0; - /* Modern browsers */ - flex: none; -} -.vbox { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; -} -.vbox > * { - /* Old browsers */ - -webkit-box-flex: 0; - -moz-box-flex: 0; - box-flex: 0; - /* Modern browsers */ - flex: none; -} -.hbox.reverse, -.vbox.reverse, -.reverse { - /* Old browsers */ - -webkit-box-direction: reverse; - -moz-box-direction: reverse; - box-direction: reverse; - /* Modern browsers */ - flex-direction: row-reverse; -} -.hbox.box-flex0, -.vbox.box-flex0, -.box-flex0 { - /* Old browsers */ - -webkit-box-flex: 0; - -moz-box-flex: 0; - box-flex: 0; - /* Modern browsers */ - flex: none; - width: auto; -} -.hbox.box-flex1, -.vbox.box-flex1, -.box-flex1 { - /* Old browsers */ - -webkit-box-flex: 1; - -moz-box-flex: 1; - box-flex: 1; - /* Modern browsers */ - flex: 1; -} -.hbox.box-flex, -.vbox.box-flex, -.box-flex { - /* Old browsers */ - /* Old browsers */ - -webkit-box-flex: 1; - -moz-box-flex: 1; - box-flex: 1; - /* Modern browsers */ - flex: 1; -} -.hbox.box-flex2, -.vbox.box-flex2, -.box-flex2 { - /* Old browsers */ - -webkit-box-flex: 2; - -moz-box-flex: 2; - box-flex: 2; - /* Modern browsers */ - flex: 2; -} -.box-group1 { - /* Deprecated */ - -webkit-box-flex-group: 1; - -moz-box-flex-group: 1; - box-flex-group: 1; -} -.box-group2 { - /* Deprecated */ - -webkit-box-flex-group: 2; - -moz-box-flex-group: 2; - box-flex-group: 2; -} -.hbox.start, -.vbox.start, -.start { - /* Old browsers */ - -webkit-box-pack: start; - -moz-box-pack: start; - box-pack: start; - /* Modern browsers */ - justify-content: flex-start; -} -.hbox.end, -.vbox.end, -.end { - /* Old browsers */ - -webkit-box-pack: end; - -moz-box-pack: end; - box-pack: end; - /* Modern browsers */ - justify-content: flex-end; -} -.hbox.center, -.vbox.center, -.center { - /* Old browsers */ - -webkit-box-pack: center; - -moz-box-pack: center; - box-pack: center; - /* Modern browsers */ - justify-content: center; -} -.hbox.baseline, -.vbox.baseline, -.baseline { - /* Old browsers */ - -webkit-box-pack: baseline; - -moz-box-pack: baseline; - box-pack: baseline; - /* Modern browsers */ - justify-content: baseline; -} -.hbox.stretch, -.vbox.stretch, -.stretch { - /* Old browsers */ - -webkit-box-pack: stretch; - -moz-box-pack: stretch; - box-pack: stretch; - /* Modern browsers */ - justify-content: stretch; -} -.hbox.align-start, -.vbox.align-start, -.align-start { - /* Old browsers */ - -webkit-box-align: start; - -moz-box-align: start; - box-align: start; - /* Modern browsers */ - align-items: flex-start; -} -.hbox.align-end, -.vbox.align-end, -.align-end { - /* Old browsers */ - -webkit-box-align: end; - -moz-box-align: end; - box-align: end; - /* Modern browsers */ - align-items: flex-end; -} -.hbox.align-center, -.vbox.align-center, -.align-center { - /* Old browsers */ - -webkit-box-align: center; - -moz-box-align: center; - box-align: center; - /* Modern browsers */ - align-items: center; -} -.hbox.align-baseline, -.vbox.align-baseline, -.align-baseline { - /* Old browsers */ - -webkit-box-align: baseline; - -moz-box-align: baseline; - box-align: baseline; - /* Modern browsers */ - align-items: baseline; -} -.hbox.align-stretch, -.vbox.align-stretch, -.align-stretch { - /* Old browsers */ - -webkit-box-align: stretch; - -moz-box-align: stretch; - box-align: stretch; - /* Modern browsers */ - align-items: stretch; -} -div.error { - margin: 2em; - text-align: center; -} -div.error > h1 { - font-size: 500%; - line-height: normal; -} -div.error > p { - font-size: 200%; - line-height: normal; -} -div.traceback-wrapper { - text-align: left; - max-width: 800px; - margin: auto; -} -/** - * Primary styles - * - * Author: Jupyter Development Team - */ -body { - background-color: #fff; - /* This makes sure that the body covers the entire window and needs to - be in a different element than the display: box in wrapper below */ - position: absolute; - left: 0px; - right: 0px; - top: 0px; - bottom: 0px; - overflow: visible; -} -body > #header { - /* Initially hidden to prevent FLOUC */ - display: none; - background-color: #fff; - /* Display over codemirror */ - position: relative; - z-index: 100; -} -body > #header #header-container { - padding-bottom: 5px; - padding-top: 5px; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; -} -body > #header .header-bar { - width: 100%; - height: 1px; - background: #e7e7e7; - margin-bottom: -1px; -} -@media print { - body > #header { - display: none !important; - } -} -#header-spacer { - width: 100%; - visibility: hidden; -} -@media print { - #header-spacer { - display: none; - } -} -#ipython_notebook { - padding-left: 0px; - padding-top: 1px; - padding-bottom: 1px; -} -@media (max-width: 991px) { - #ipython_notebook { - margin-left: 10px; - } -} -[dir="rtl"] #ipython_notebook { - float: right !important; -} -#noscript { - width: auto; - padding-top: 16px; - padding-bottom: 16px; - text-align: center; - font-size: 22px; - color: red; - font-weight: bold; -} -#ipython_notebook img { - height: 28px; -} -#site { - width: 100%; - display: none; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - overflow: auto; -} -@media print { - #site { - height: auto !important; - } -} -/* Smaller buttons */ -.ui-button .ui-button-text { - padding: 0.2em 0.8em; - font-size: 77%; -} -input.ui-button { - padding: 0.3em 0.9em; -} -span#login_widget { - float: right; -} -span#login_widget > .button, -#logout { - color: #333; - background-color: #fff; - border-color: #ccc; -} -span#login_widget > .button:focus, -#logout:focus, -span#login_widget > .button.focus, -#logout.focus { - color: #333; - background-color: #e6e6e6; - border-color: #8c8c8c; -} -span#login_widget > .button:hover, -#logout:hover { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -span#login_widget > .button:active, -#logout:active, -span#login_widget > .button.active, -#logout.active, -.open > .dropdown-togglespan#login_widget > .button, -.open > .dropdown-toggle#logout { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -span#login_widget > .button:active:hover, -#logout:active:hover, -span#login_widget > .button.active:hover, -#logout.active:hover, -.open > .dropdown-togglespan#login_widget > .button:hover, -.open > .dropdown-toggle#logout:hover, -span#login_widget > .button:active:focus, -#logout:active:focus, -span#login_widget > .button.active:focus, -#logout.active:focus, -.open > .dropdown-togglespan#login_widget > .button:focus, -.open > .dropdown-toggle#logout:focus, -span#login_widget > .button:active.focus, -#logout:active.focus, -span#login_widget > .button.active.focus, -#logout.active.focus, -.open > .dropdown-togglespan#login_widget > .button.focus, -.open > .dropdown-toggle#logout.focus { - color: #333; - background-color: #d4d4d4; - border-color: #8c8c8c; -} -span#login_widget > .button:active, -#logout:active, -span#login_widget > .button.active, -#logout.active, -.open > .dropdown-togglespan#login_widget > .button, -.open > .dropdown-toggle#logout { - background-image: none; -} -span#login_widget > .button.disabled:hover, -#logout.disabled:hover, -span#login_widget > .button[disabled]:hover, -#logout[disabled]:hover, -fieldset[disabled] span#login_widget > .button:hover, -fieldset[disabled] #logout:hover, -span#login_widget > .button.disabled:focus, -#logout.disabled:focus, -span#login_widget > .button[disabled]:focus, -#logout[disabled]:focus, -fieldset[disabled] span#login_widget > .button:focus, -fieldset[disabled] #logout:focus, -span#login_widget > .button.disabled.focus, -#logout.disabled.focus, -span#login_widget > .button[disabled].focus, -#logout[disabled].focus, -fieldset[disabled] span#login_widget > .button.focus, -fieldset[disabled] #logout.focus { - background-color: #fff; - border-color: #ccc; -} -span#login_widget > .button .badge, -#logout .badge { - color: #fff; - background-color: #333; -} -.nav-header { - text-transform: none; -} -#header > span { - margin-top: 10px; -} -.modal_stretch .modal-dialog { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - min-height: 80vh; -} -.modal_stretch .modal-dialog .modal-body { - max-height: calc(100vh - 200px); - overflow: auto; - flex: 1; -} -@media (min-width: 768px) { - .modal .modal-dialog { - width: 700px; - } -} -@media (min-width: 768px) { - select.form-control { - margin-left: 12px; - margin-right: 12px; - } -} -/*! -* -* IPython auth -* -*/ -.center-nav { - display: inline-block; - margin-bottom: -4px; -} -/*! -* -* IPython tree view -* -*/ -/* We need an invisible input field on top of the sentense*/ -/* "Drag file onto the list ..." */ -.alternate_upload { - background-color: none; - display: inline; -} -.alternate_upload.form { - padding: 0; - margin: 0; -} -.alternate_upload input.fileinput { - text-align: center; - vertical-align: middle; - display: inline; - opacity: 0; - z-index: 2; - width: 12ex; - margin-right: -12ex; -} -.alternate_upload .btn-upload { - height: 22px; -} -/** - * Primary styles - * - * Author: Jupyter Development Team - */ -[dir="rtl"] #tabs li { - float: right; -} -ul#tabs { - margin-bottom: 4px; -} -[dir="rtl"] ul#tabs { - margin-right: 0px; -} -ul#tabs a { - padding-top: 6px; - padding-bottom: 4px; -} -ul.breadcrumb a:focus, -ul.breadcrumb a:hover { - text-decoration: none; -} -ul.breadcrumb i.icon-home { - font-size: 16px; - margin-right: 4px; -} -ul.breadcrumb span { - color: #5e5e5e; -} -.list_toolbar { - padding: 4px 0 4px 0; - vertical-align: middle; -} -.list_toolbar .tree-buttons { - padding-top: 1px; -} -[dir="rtl"] .list_toolbar .tree-buttons { - float: left !important; -} -[dir="rtl"] .list_toolbar .pull-right { - padding-top: 1px; - float: left !important; -} -[dir="rtl"] .list_toolbar .pull-left { - float: right !important; -} -.dynamic-buttons { - padding-top: 3px; - display: inline-block; -} -.list_toolbar [class*="span"] { - min-height: 24px; -} -.list_header { - font-weight: bold; - background-color: #EEE; -} -.list_placeholder { - font-weight: bold; - padding-top: 4px; - padding-bottom: 4px; - padding-left: 7px; - padding-right: 7px; -} -.list_container { - margin-top: 4px; - margin-bottom: 20px; - border: 1px solid #ddd; - border-radius: 2px; -} -.list_container > div { - border-bottom: 1px solid #ddd; -} -.list_container > div:hover .list-item { - background-color: red; -} -.list_container > div:last-child { - border: none; -} -.list_item:hover .list_item { - background-color: #ddd; -} -.list_item a { - text-decoration: none; -} -.list_item:hover { - background-color: #fafafa; -} -.list_header > div, -.list_item > div { - padding-top: 4px; - padding-bottom: 4px; - padding-left: 7px; - padding-right: 7px; 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- } -} -@media print { - #texteditor-backdrop #texteditor-container .CodeMirror-gutter, - #texteditor-backdrop #texteditor-container .CodeMirror-gutters { - background-color: #fff; - } -} -@media not print { - #texteditor-backdrop #texteditor-container .CodeMirror-gutter, - #texteditor-backdrop #texteditor-container .CodeMirror-gutters { - background-color: #fff; - } -} -@media not print { - #texteditor-backdrop #texteditor-container { - padding: 0px; - background-color: #fff; - -webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); - box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); - } -} -/*! -* -* IPython notebook -* -*/ -/* CSS font colors for translated ANSI colors. */ -.ansibold { - font-weight: bold; -} -/* use dark versions for foreground, to improve visibility */ -.ansiblack { - color: black; -} -.ansired { - color: darkred; -} -.ansigreen { - color: darkgreen; -} -.ansiyellow { - color: #c4a000; -} -.ansiblue { - color: darkblue; -} -.ansipurple { - color: darkviolet; -} -.ansicyan { - color: steelblue; -} -.ansigray { - color: gray; -} -/* and light for background, for the same reason */ -.ansibgblack { - background-color: black; -} -.ansibgred { - background-color: red; -} -.ansibggreen { - background-color: green; -} -.ansibgyellow { - background-color: yellow; -} -.ansibgblue { - background-color: blue; -} -.ansibgpurple { - background-color: magenta; -} -.ansibgcyan { - background-color: cyan; -} -.ansibggray { - background-color: gray; -} -div.cell { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - border-radius: 2px; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - border-width: 1px; - border-style: solid; - border-color: transparent; - width: 100%; - padding: 5px; - /* This acts as a spacer between cells, that is outside the border */ - margin: 0px; - outline: none; - border-left-width: 1px; - padding-left: 5px; - background: linear-gradient(to right, transparent -40px, transparent 1px, transparent 1px, transparent 100%); -} -div.cell.jupyter-soft-selected { - border-left-color: #90CAF9; - border-left-color: #E3F2FD; - border-left-width: 1px; - padding-left: 5px; - border-right-color: #E3F2FD; - border-right-width: 1px; - background: #E3F2FD; -} -@media print { - div.cell.jupyter-soft-selected { - border-color: transparent; - } -} -div.cell.selected { - border-color: #ababab; - border-left-width: 0px; - padding-left: 6px; - background: linear-gradient(to right, #42A5F5 -40px, #42A5F5 5px, transparent 5px, transparent 100%); -} -@media print { - div.cell.selected { - border-color: transparent; - } -} -div.cell.selected.jupyter-soft-selected { - border-left-width: 0; - padding-left: 6px; - background: linear-gradient(to right, #42A5F5 -40px, #42A5F5 7px, #E3F2FD 7px, #E3F2FD 100%); -} -.edit_mode div.cell.selected { - border-color: #66BB6A; - border-left-width: 0px; - padding-left: 6px; - background: linear-gradient(to right, #66BB6A -40px, #66BB6A 5px, transparent 5px, transparent 100%); -} -@media print { - .edit_mode div.cell.selected { - border-color: transparent; - } -} -.prompt { - /* This needs to be wide enough for 3 digit prompt numbers: In[100]: */ - min-width: 14ex; - /* This padding is tuned to match the padding on the CodeMirror editor. */ - padding: 0.4em; - margin: 0px; - font-family: monospace; - text-align: right; - /* This has to match that of the the CodeMirror class line-height below */ - line-height: 1.21429em; - /* Don't highlight prompt number selection */ - -webkit-touch-callout: none; - -webkit-user-select: none; - -khtml-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - /* Use default cursor */ - cursor: default; -} -@media (max-width: 540px) { - .prompt { - text-align: left; - } -} -div.inner_cell { - min-width: 0; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - /* Old browsers */ - -webkit-box-flex: 1; - -moz-box-flex: 1; - box-flex: 1; - /* Modern browsers */ - flex: 1; -} -/* input_area and input_prompt must match in top border and margin for alignment */ -div.input_area { - border: 1px solid #cfcfcf; - border-radius: 2px; - background: #f7f7f7; - line-height: 1.21429em; -} -/* This is needed so that empty prompt areas can collapse to zero height when there - is no content in the output_subarea and the prompt. The main purpose of this is - to make sure that empty JavaScript output_subareas have no height. */ -div.prompt:empty { - padding-top: 0; - padding-bottom: 0; -} -div.unrecognized_cell { - padding: 5px 5px 5px 0px; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; -} -div.unrecognized_cell .inner_cell { - border-radius: 2px; - padding: 5px; - font-weight: bold; - color: red; - border: 1px solid #cfcfcf; - background: #eaeaea; -} -div.unrecognized_cell .inner_cell a { - color: inherit; - text-decoration: none; -} -div.unrecognized_cell .inner_cell a:hover { - color: inherit; - text-decoration: none; -} -@media (max-width: 540px) { - div.unrecognized_cell > div.prompt { - display: none; - } -} -div.code_cell { - /* avoid page breaking on code cells when printing */ -} -@media print { - div.code_cell { - page-break-inside: avoid; - } -} -/* any special styling for code cells that are currently running goes here */ -div.input { - page-break-inside: avoid; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; -} -@media (max-width: 540px) { - div.input { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - } -} -/* input_area and input_prompt must match in top border and margin for alignment */ -div.input_prompt { - color: #303F9F; - border-top: 1px solid transparent; -} -div.input_area > div.highlight { - margin: 0.4em; - border: none; - padding: 0px; - background-color: transparent; -} -div.input_area > div.highlight > pre { - margin: 0px; - border: none; - padding: 0px; - background-color: transparent; -} -/* The following gets added to the <head> if it is detected that the user has a - * monospace font with inconsistent normal/bold/italic height. See - * notebookmain.js. Such fonts will have keywords vertically offset with - * respect to the rest of the text. The user should select a better font. - * See: https://github.com/ipython/ipython/issues/1503 - * - * .CodeMirror span { - * vertical-align: bottom; - * } - */ -.CodeMirror { - line-height: 1.21429em; - /* Changed from 1em to our global default */ - font-size: 14px; - height: auto; - /* Changed to auto to autogrow */ - background: none; - /* Changed from white to allow our bg to show through */ -} -.CodeMirror-scroll { - /* The CodeMirror docs are a bit fuzzy on if overflow-y should be hidden or visible.*/ - /* We have found that if it is visible, vertical scrollbars appear with font size changes.*/ - overflow-y: hidden; - overflow-x: auto; -} -.CodeMirror-lines { - /* In CM2, this used to be 0.4em, but in CM3 it went to 4px. 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- display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - z-index: 1; -} -/* class for the output area when it should be height-limited */ -div.output_scroll { - /* ideally, this would be max-height, but FF barfs all over that */ - height: 24em; - /* FF needs this *and the wrapper* to specify full width, or it will shrinkwrap */ - width: 100%; - overflow: auto; - border-radius: 2px; - -webkit-box-shadow: inset 0 2px 8px rgba(0, 0, 0, 0.8); - box-shadow: inset 0 2px 8px rgba(0, 0, 0, 0.8); - display: block; -} -/* output div while it is collapsed */ -div.output_collapsed { - margin: 0px; - padding: 0px; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; -} -div.out_prompt_overlay { - height: 100%; - padding: 0px 0.4em; - position: absolute; - border-radius: 2px; -} -div.out_prompt_overlay:hover { - /* use inner shadow to get border that is computed the same on WebKit/FF */ - -webkit-box-shadow: inset 0 0 1px #000; - box-shadow: inset 0 0 1px #000; - background: rgba(240, 240, 240, 0.5); -} -div.output_prompt { - color: #D84315; -} -/* This class is the outer container of all output sections. */ -div.output_area { - padding: 0px; - page-break-inside: avoid; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; -} -div.output_area .MathJax_Display { - text-align: left !important; -} -div.output_area .rendered_html table { - margin-left: 0; - margin-right: 0; -} -div.output_area .rendered_html img { - margin-left: 0; - margin-right: 0; -} -div.output_area img, -div.output_area svg { - max-width: 100%; - height: auto; -} -div.output_area img.unconfined, -div.output_area svg.unconfined { - max-width: none; -} -/* This is needed to protect the pre formating from global settings such - as that of bootstrap */ -.output { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; -} -@media (max-width: 540px) { - div.output_area { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: vertical; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: vertical; - -moz-box-align: stretch; - display: box; - box-orient: vertical; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: column; - align-items: stretch; - } -} -div.output_area pre { - margin: 0; - padding: 0; - border: 0; - vertical-align: baseline; - color: black; - background-color: transparent; - border-radius: 0; -} -/* This class is for the output subarea inside the output_area and after - the prompt div. */ -div.output_subarea { - overflow-x: auto; - padding: 0.4em; - /* Old browsers */ - -webkit-box-flex: 1; - -moz-box-flex: 1; - box-flex: 1; - /* Modern browsers */ - flex: 1; - max-width: calc(100% - 14ex); -} -div.output_scroll div.output_subarea { - overflow-x: visible; -} -/* The rest of the output_* classes are for special styling of the different - output types */ -/* all text output has this class: */ -div.output_text { - text-align: left; - color: #000; - /* This has to match that of the the CodeMirror class line-height below */ - line-height: 1.21429em; -} -/* stdout/stderr are 'text' as well as 'stream', but execute_result/error are *not* streams */ -div.output_stderr { - background: #fdd; - /* very light red background for stderr */ -} -div.output_latex { - text-align: left; -} -/* Empty output_javascript divs should have no height */ -div.output_javascript:empty { - padding: 0; -} -.js-error { - color: darkred; -} -/* raw_input styles */ -div.raw_input_container { - line-height: 1.21429em; - padding-top: 5px; -} -pre.raw_input_prompt { - /* nothing needed here. */ -} -input.raw_input { - font-family: monospace; - font-size: inherit; - color: inherit; - width: auto; - /* make sure input baseline aligns with prompt */ - vertical-align: baseline; - /* padding + margin = 0.5em between prompt and cursor */ - padding: 0em 0.25em; - margin: 0em 0.25em; -} -input.raw_input:focus { - box-shadow: none; -} -p.p-space { - margin-bottom: 10px; -} -div.output_unrecognized { - padding: 5px; - font-weight: bold; - color: red; -} -div.output_unrecognized a { - color: inherit; - text-decoration: none; -} -div.output_unrecognized a:hover { - color: inherit; - text-decoration: none; -} -.rendered_html { - color: #000; - /* any extras will just be numbers: */ -} -.rendered_html em { - font-style: italic; -} -.rendered_html strong { - font-weight: bold; -} -.rendered_html u { - text-decoration: underline; -} -.rendered_html :link { - text-decoration: underline; -} -.rendered_html :visited { - text-decoration: underline; -} -.rendered_html h1 { - font-size: 185.7%; - margin: 1.08em 0 0 0; - font-weight: bold; - line-height: 1.0; -} -.rendered_html h2 { - font-size: 157.1%; - margin: 1.27em 0 0 0; - font-weight: bold; - line-height: 1.0; -} -.rendered_html h3 { - font-size: 128.6%; - margin: 1.55em 0 0 0; - font-weight: bold; - line-height: 1.0; -} -.rendered_html h4 { - font-size: 100%; - margin: 2em 0 0 0; - font-weight: bold; - line-height: 1.0; -} -.rendered_html h5 { - font-size: 100%; - margin: 2em 0 0 0; - font-weight: bold; - line-height: 1.0; - font-style: italic; -} -.rendered_html h6 { - font-size: 100%; - margin: 2em 0 0 0; - font-weight: bold; - line-height: 1.0; - font-style: italic; -} -.rendered_html h1:first-child { - margin-top: 0.538em; -} -.rendered_html h2:first-child { - margin-top: 0.636em; -} -.rendered_html h3:first-child { - margin-top: 0.777em; -} -.rendered_html h4:first-child { - margin-top: 1em; -} -.rendered_html h5:first-child { - margin-top: 1em; -} -.rendered_html h6:first-child { - margin-top: 1em; -} -.rendered_html ul { - list-style: disc; - margin: 0em 2em; - padding-left: 0px; -} -.rendered_html ul ul { - list-style: square; - margin: 0em 2em; -} -.rendered_html ul ul ul { - list-style: circle; - margin: 0em 2em; -} -.rendered_html ol { - list-style: decimal; - margin: 0em 2em; - padding-left: 0px; -} -.rendered_html ol ol { - list-style: upper-alpha; - margin: 0em 2em; -} -.rendered_html ol ol ol { - list-style: lower-alpha; - margin: 0em 2em; -} -.rendered_html ol ol ol ol { - list-style: lower-roman; - margin: 0em 2em; -} -.rendered_html ol ol ol ol ol { - list-style: decimal; - margin: 0em 2em; -} -.rendered_html * + ul { - margin-top: 1em; -} -.rendered_html * + ol { - margin-top: 1em; -} -.rendered_html hr { - color: black; - background-color: black; -} -.rendered_html pre { - margin: 1em 2em; -} -.rendered_html pre, -.rendered_html code { - border: 0; - background-color: #fff; - color: #000; - font-size: 100%; - padding: 0px; -} -.rendered_html blockquote { - margin: 1em 2em; -} -.rendered_html table { - margin-left: auto; - margin-right: auto; - border: 1px solid black; - border-collapse: collapse; -} -.rendered_html tr, -.rendered_html th, -.rendered_html td { - border: 1px solid black; - border-collapse: collapse; - margin: 1em 2em; -} -.rendered_html td, -.rendered_html th { - text-align: left; - vertical-align: middle; - padding: 4px; -} -.rendered_html th { - font-weight: bold; -} -.rendered_html * + table { - margin-top: 1em; -} -.rendered_html p { - text-align: left; -} -.rendered_html * + p { - margin-top: 1em; -} -.rendered_html img { - display: block; - margin-left: auto; - margin-right: auto; -} -.rendered_html * + img { - margin-top: 1em; -} -.rendered_html img, -.rendered_html svg { - max-width: 100%; - height: auto; -} -.rendered_html img.unconfined, -.rendered_html svg.unconfined { - max-width: none; -} -div.text_cell { - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; -} -@media (max-width: 540px) { - div.text_cell > div.prompt { - display: none; - } -} -div.text_cell_render { - /*font-family: "Helvetica Neue", Arial, Helvetica, Geneva, sans-serif;*/ - outline: none; - resize: none; - width: inherit; - border-style: none; - padding: 0.5em 0.5em 0.5em 0.4em; - color: #000; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; -} -a.anchor-link:link { - text-decoration: none; - padding: 0px 20px; - visibility: hidden; -} -h1:hover .anchor-link, -h2:hover .anchor-link, -h3:hover .anchor-link, -h4:hover .anchor-link, -h5:hover .anchor-link, -h6:hover .anchor-link { - visibility: visible; -} -.text_cell.rendered .input_area { - display: none; -} -.text_cell.rendered .rendered_html { - overflow-x: auto; - overflow-y: hidden; -} -.text_cell.unrendered .text_cell_render { - display: none; -} -.cm-header-1, -.cm-header-2, -.cm-header-3, -.cm-header-4, -.cm-header-5, -.cm-header-6 { - font-weight: bold; - font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; -} -.cm-header-1 { - font-size: 185.7%; -} -.cm-header-2 { - font-size: 157.1%; -} -.cm-header-3 { - font-size: 128.6%; -} -.cm-header-4 { - font-size: 110%; -} -.cm-header-5 { - font-size: 100%; - font-style: italic; -} -.cm-header-6 { - font-size: 100%; - font-style: italic; -} -/*! -* -* IPython notebook webapp -* -*/ -@media (max-width: 767px) { - .notebook_app { - padding-left: 0px; - padding-right: 0px; - } -} -#ipython-main-app { - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - height: 100%; -} -div#notebook_panel { - margin: 0px; - padding: 0px; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - height: 100%; -} -div#notebook { - font-size: 14px; - line-height: 20px; - overflow-y: hidden; - overflow-x: auto; - width: 100%; - /* This spaces the page away from the edge of the notebook area */ - padding-top: 20px; - margin: 0px; - outline: none; - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - min-height: 100%; -} -@media not print { - #notebook-container { - padding: 15px; - background-color: #fff; - min-height: 0; - -webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); - box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); - } -} -@media print { - #notebook-container { - width: 100%; - } -} -div.ui-widget-content { - border: 1px solid #ababab; - outline: none; -} -pre.dialog { - background-color: #f7f7f7; - border: 1px solid #ddd; - border-radius: 2px; - padding: 0.4em; - padding-left: 2em; -} -p.dialog { - padding: 0.2em; -} -/* Word-wrap output correctly. This is the CSS3 spelling, though Firefox seems - to not honor it correctly. Webkit browsers (Chrome, rekonq, Safari) do. - */ -pre, -code, -kbd, -samp { - white-space: pre-wrap; -} -#fonttest { - font-family: monospace; -} -p { - margin-bottom: 0; -} -.end_space { - min-height: 100px; - transition: height .2s ease; -} -.notebook_app > #header { - -webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); - box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2); -} -@media not print { - .notebook_app { - background-color: #EEE; - } -} -kbd { - border-style: solid; - border-width: 1px; - box-shadow: none; - margin: 2px; - padding-left: 2px; - padding-right: 2px; - padding-top: 1px; - padding-bottom: 1px; -} -/* CSS for the cell toolbar */ -.celltoolbar { - border: thin solid #CFCFCF; - border-bottom: none; - background: #EEE; - border-radius: 2px 2px 0px 0px; - width: 100%; - height: 29px; - padding-right: 4px; - /* Old browsers */ - display: -webkit-box; - -webkit-box-orient: horizontal; - -webkit-box-align: stretch; - display: -moz-box; - -moz-box-orient: horizontal; - -moz-box-align: stretch; - display: box; - box-orient: horizontal; - box-align: stretch; - /* Modern browsers */ - display: flex; - flex-direction: row; - align-items: stretch; - /* Old browsers */ - -webkit-box-pack: end; - -moz-box-pack: end; - box-pack: end; - /* Modern browsers */ - justify-content: flex-end; - display: -webkit-flex; -} -@media print { - .celltoolbar { - display: none; - } -} -.ctb_hideshow { - display: none; - vertical-align: bottom; -} -/* ctb_show is added to the ctb_hideshow div to show the cell toolbar. - Cell toolbars are only shown when the ctb_global_show class is also set. -*/ -.ctb_global_show .ctb_show.ctb_hideshow { - display: block; -} -.ctb_global_show .ctb_show + .input_area, -.ctb_global_show .ctb_show + div.text_cell_input, -.ctb_global_show .ctb_show ~ div.text_cell_render { - border-top-right-radius: 0px; - border-top-left-radius: 0px; -} -.ctb_global_show .ctb_show ~ div.text_cell_render { - border: 1px solid #cfcfcf; -} -.celltoolbar { - font-size: 87%; - padding-top: 3px; -} -.celltoolbar select { - display: block; - width: 100%; - height: 32px; - padding: 6px 12px; - font-size: 13px; - line-height: 1.42857143; - color: #555555; - background-color: #fff; - background-image: none; - border: 1px solid #ccc; - border-radius: 2px; - -webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075); - -webkit-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; - -o-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; - transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s; - height: 30px; - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 1px; - width: inherit; - font-size: inherit; - height: 22px; - padding: 0px; - display: inline-block; -} -.celltoolbar select:focus { - border-color: #66afe9; - outline: 0; - -webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6); - box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6); -} -.celltoolbar select::-moz-placeholder { - color: #999; - opacity: 1; -} -.celltoolbar select:-ms-input-placeholder { - color: #999; -} -.celltoolbar select::-webkit-input-placeholder { - color: #999; -} -.celltoolbar select::-ms-expand { - border: 0; - background-color: transparent; -} -.celltoolbar select[disabled], -.celltoolbar select[readonly], -fieldset[disabled] .celltoolbar select { - background-color: #eeeeee; - opacity: 1; -} -.celltoolbar select[disabled], -fieldset[disabled] .celltoolbar select { - cursor: not-allowed; -} -textarea.celltoolbar select { - height: auto; -} -select.celltoolbar select { - height: 30px; - line-height: 30px; -} -textarea.celltoolbar select, -select[multiple].celltoolbar select { - height: auto; -} -.celltoolbar label { - margin-left: 5px; - margin-right: 5px; -} -.completions { - position: absolute; - z-index: 110; - overflow: hidden; - border: 1px solid #ababab; - border-radius: 2px; - -webkit-box-shadow: 0px 6px 10px -1px #adadad; - box-shadow: 0px 6px 10px -1px #adadad; - line-height: 1; -} -.completions select { - background: white; - outline: none; - border: none; - padding: 0px; - margin: 0px; - overflow: auto; - font-family: monospace; - font-size: 110%; - color: #000; - width: auto; -} -.completions select option.context { - color: #286090; -} -#kernel_logo_widget { - float: right !important; - float: right; -} -#kernel_logo_widget .current_kernel_logo { - display: none; - margin-top: -1px; - margin-bottom: -1px; - width: 32px; - height: 32px; -} -#menubar { - box-sizing: border-box; - -moz-box-sizing: border-box; - -webkit-box-sizing: border-box; - margin-top: 1px; -} -#menubar .navbar { - border-top: 1px; - border-radius: 0px 0px 2px 2px; - margin-bottom: 0px; -} -#menubar .navbar-toggle { - float: left; - padding-top: 7px; - padding-bottom: 7px; - border: none; -} -#menubar .navbar-collapse { - clear: left; -} -.nav-wrapper { - border-bottom: 1px solid #e7e7e7; -} -i.menu-icon { - padding-top: 4px; -} -ul#help_menu li a { - overflow: hidden; - padding-right: 2.2em; -} -ul#help_menu li a i { - margin-right: -1.2em; -} -.dropdown-submenu { - position: relative; -} -.dropdown-submenu > .dropdown-menu { - top: 0; - left: 100%; - margin-top: -6px; - margin-left: -1px; -} -.dropdown-submenu:hover > .dropdown-menu { - display: block; -} -.dropdown-submenu > a:after { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - display: block; - content: "\f0da"; - float: right; - color: #333333; - margin-top: 2px; - margin-right: -10px; -} -.dropdown-submenu > a:after.pull-left { - margin-right: .3em; -} -.dropdown-submenu > a:after.pull-right { - margin-left: .3em; -} -.dropdown-submenu:hover > a:after { - color: #262626; -} -.dropdown-submenu.pull-left { - float: none; -} -.dropdown-submenu.pull-left > .dropdown-menu { - left: -100%; - margin-left: 10px; -} -#notification_area { - float: right !important; - float: right; - z-index: 10; -} -.indicator_area { - float: right !important; - float: right; - color: #777; - margin-left: 5px; - margin-right: 5px; - width: 11px; - z-index: 10; - text-align: center; - width: auto; -} -#kernel_indicator { - float: right !important; - float: right; - color: #777; - margin-left: 5px; - margin-right: 5px; - width: 11px; - z-index: 10; - text-align: center; - width: auto; - border-left: 1px solid; -} -#kernel_indicator .kernel_indicator_name { - padding-left: 5px; - padding-right: 5px; -} -#modal_indicator { - float: right !important; - float: right; - color: #777; - margin-left: 5px; - margin-right: 5px; - width: 11px; - z-index: 10; - text-align: center; - width: auto; -} -#readonly-indicator { - float: right !important; - float: right; - color: #777; - margin-left: 5px; - margin-right: 5px; - width: 11px; - z-index: 10; - text-align: center; - width: auto; - margin-top: 2px; - margin-bottom: 0px; - margin-left: 0px; - margin-right: 0px; - display: none; -} -.modal_indicator:before { - width: 1.28571429em; - text-align: center; -} -.edit_mode .modal_indicator:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: "\f040"; -} -.edit_mode .modal_indicator:before.pull-left { - margin-right: .3em; -} -.edit_mode .modal_indicator:before.pull-right { - margin-left: .3em; -} -.command_mode .modal_indicator:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: ' '; -} -.command_mode .modal_indicator:before.pull-left { - margin-right: .3em; -} -.command_mode .modal_indicator:before.pull-right { - margin-left: .3em; -} -.kernel_idle_icon:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: "\f10c"; -} -.kernel_idle_icon:before.pull-left { - margin-right: .3em; -} -.kernel_idle_icon:before.pull-right { - margin-left: .3em; -} -.kernel_busy_icon:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: "\f111"; -} -.kernel_busy_icon:before.pull-left { - margin-right: .3em; -} -.kernel_busy_icon:before.pull-right { - margin-left: .3em; -} -.kernel_dead_icon:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: "\f1e2"; -} -.kernel_dead_icon:before.pull-left { - margin-right: .3em; -} -.kernel_dead_icon:before.pull-right { - margin-left: .3em; -} -.kernel_disconnected_icon:before { - display: inline-block; - font: normal normal normal 14px/1 FontAwesome; - font-size: inherit; - text-rendering: auto; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - content: "\f127"; -} -.kernel_disconnected_icon:before.pull-left { - margin-right: .3em; -} -.kernel_disconnected_icon:before.pull-right { - margin-left: .3em; -} -.notification_widget { - color: #777; - z-index: 10; - background: rgba(240, 240, 240, 0.5); - margin-right: 4px; - color: #333; - background-color: #fff; - border-color: #ccc; -} -.notification_widget:focus, -.notification_widget.focus { - color: #333; - background-color: #e6e6e6; - border-color: #8c8c8c; -} -.notification_widget:hover { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -.notification_widget:active, -.notification_widget.active, -.open > .dropdown-toggle.notification_widget { - color: #333; - background-color: #e6e6e6; - border-color: #adadad; -} -.notification_widget:active:hover, -.notification_widget.active:hover, -.open > .dropdown-toggle.notification_widget:hover, -.notification_widget:active:focus, -.notification_widget.active:focus, -.open > .dropdown-toggle.notification_widget:focus, -.notification_widget:active.focus, -.notification_widget.active.focus, -.open > .dropdown-toggle.notification_widget.focus { - color: #333; - background-color: #d4d4d4; - border-color: #8c8c8c; -} -.notification_widget:active, -.notification_widget.active, -.open > .dropdown-toggle.notification_widget { - background-image: none; -} -.notification_widget.disabled:hover, -.notification_widget[disabled]:hover, -fieldset[disabled] .notification_widget:hover, -.notification_widget.disabled:focus, -.notification_widget[disabled]:focus, -fieldset[disabled] .notification_widget:focus, -.notification_widget.disabled.focus, -.notification_widget[disabled].focus, -fieldset[disabled] .notification_widget.focus { - background-color: #fff; - border-color: #ccc; -} -.notification_widget .badge { - color: #fff; - background-color: #333; -} -.notification_widget.warning { - color: #fff; - background-color: #f0ad4e; - border-color: #eea236; -} -.notification_widget.warning:focus, -.notification_widget.warning.focus { - color: #fff; - background-color: #ec971f; - border-color: #985f0d; -} -.notification_widget.warning:hover { - color: #fff; 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Elsewhere - // we use CSS to left justify single line equations in code cells. - displayAlign: 'center', - "HTML-CSS": { - styles: {'.MathJax_Display': {"margin": 0}}, - linebreaks: { automatic: true } - } - }); - </script> - <!-- End of mathjax configuration --></head> -<body> - <div tabindex="-1" id="notebook" class="border-box-sizing"> - <div class="container" id="notebook-container"> - -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h1 id="MSP-Simulation-Example---Resistive-Companion">MSP Simulation Example - Resistive Companion<a class="anchor-link" href="#MSP-Simulation-Example---Resistive-Companion">¶</a></h1> -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Sample-Circuit">Sample Circuit<a class="anchor-link" href="#Sample-Circuit">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<p><img src="data:image/png;base64, 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" width="500" align="left" alt="Sample Circuit" /></p> - -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<p>$R_1$: $1 \Omega$, $R_2$: $2 \Omega$<br> -$L_1$: $20 mH$, $L_2$: $100 mH$, $L_3$: $50 mH$<br> -$V_{in}(t)$: $10 V sin(\omega t)$</p> - -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Circuit-and-Simulation-Setup">Circuit and Simulation Setup<a class="anchor-link" href="#Circuit-and-Simulation-Setup">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [10]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span> -<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span> -<span class="n">np</span><span class="o">.</span><span class="n">set_printoptions</span><span class="p">(</span><span class="n">sign</span><span class="o">=</span><span class="s1">' '</span><span class="p">)</span> - -<span class="c1"># Circuit parameters</span> -<span class="n">R1</span> <span class="o">=</span> <span class="mi">1</span> -<span class="n">R2</span> <span class="o">=</span> <span class="mi">2</span> -<span class="n">L1</span> <span class="o">=</span> <span class="mf">20e-3</span> -<span class="n">L2</span> <span class="o">=</span> <span class="mf">100e-3</span> -<span class="n">L3</span> <span class="o">=</span> <span class="mf">50e-3</span> -<span class="n">Emax</span> <span class="o">=</span> <span class="mi">10</span> - -<span class="n">G1</span> <span class="o">=</span> <span class="mi">1</span><span class="o">/</span><span class="n">R1</span> -<span class="n">G2</span> <span class="o">=</span> <span class="mi">1</span><span class="o">/</span><span class="n">R2</span> - -<span class="c1"># Simulation parameters</span> -<span class="c1"># Note: Euler forward is numerically unstable for Ts>7.51e-6</span> -<span class="n">T_total</span> <span class="o">=</span> <span class="mf">0.05</span> -<span class="n">Ts</span> <span class="o">=</span> <span class="mf">1e-6</span> -<span class="n">npoint</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">round</span><span class="p">(</span><span class="n">T_total</span><span class="o">/</span><span class="n">Ts</span><span class="p">))</span> - -<span class="nb">print</span><span class="p">(</span><span class="s1">'Total simulation time: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">T_total</span><span class="p">))</span> -<span class="nb">print</span><span class="p">(</span><span class="s1">'Simulation time step: '</span> <span class="o">+</span> <span class="nb">str</span><span class="p">(</span><span class="n">Ts</span><span class="p">))</span> -</pre></div> - -</div> -</div> -</div> - -<div class="output_wrapper"> -<div class="output"> - - -<div class="output_area"> - -<div class="prompt"></div> - - -<div class="output_subarea output_stream output_stdout output_text"> -<pre>Total simulation time: 0.05 -Simulation time step: 1e-06 -</pre> -</div> -</div> - -</div> -</div> - -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Euler-Backward-Integration-Method">Euler Backward Integration Method<a class="anchor-link" href="#Euler-Backward-Integration-Method">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [11]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="n">GL1_back</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="n">L1</span><span class="p">)</span> -<span class="n">GL2_back</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="n">L2</span><span class="p">)</span> -<span class="n">GL3_back</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="n">L3</span><span class="p">)</span> - -<span class="c1"># Conductance matrix</span> -<span class="n">Gn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">([</span> <span class="p">[</span><span class="n">G1</span><span class="o">+</span><span class="n">GL1_back</span><span class="p">,</span> <span class="o">-</span><span class="n">GL1_back</span><span class="p">,</span> <span class="mi">0</span><span class="p">],</span> - <span class="p">[</span><span class="o">-</span><span class="n">GL1_back</span><span class="p">,</span> <span class="n">GL1_back</span><span class="o">+</span><span class="n">GL2_back</span><span class="o">+</span><span class="n">GL3_back</span><span class="p">,</span> <span class="o">-</span><span class="n">GL3_back</span><span class="p">],</span> - <span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="o">-</span><span class="n">GL3_back</span><span class="p">,</span> <span class="n">GL3_back</span><span class="o">+</span><span class="n">G2</span><span class="p">]])</span> - -<span class="c1"># Node voltage vector</span> -<span class="n">vn_back</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Current vector in the 3 inductances</span> -<span class="n">in_back</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Intial conditions</span> -<span class="c1"># Voltage source at E(t=0)=0;</span> -<span class="c1"># i_L(t=0)=0 -> e1 = E(t=0) =0; e2 = 0; e3 = 0;</span> -<span class="n">in_back</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> -<span class="n">vn_back</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> - -<span class="c1"># Enter Loop</span> -<span class="c1"># tic %Start a timer</span> -<span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="n">npoint</span><span class="p">):</span> - <span class="c1"># Update source vector</span> - <span class="n">AL1_back</span> <span class="o">=</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span> - <span class="n">AL2_back</span> <span class="o">=</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span> - <span class="n">AL3_back</span> <span class="o">=</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span> - <span class="n">E</span> <span class="o">=</span> <span class="n">Emax</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">sin</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">pi</span><span class="o">*</span><span class="mi">60</span><span class="o">*</span><span class="n">i</span><span class="o">*</span><span class="n">Ts</span><span class="p">)</span> - <span class="n">Jn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">([</span><span class="n">E</span><span class="o">/</span><span class="n">R1</span><span class="o">-</span><span class="n">AL1_back</span><span class="p">,</span> <span class="n">AL1_back</span><span class="o">-</span><span class="n">AL2_back</span><span class="o">-</span><span class="n">AL3_back</span><span class="p">,</span> <span class="n">AL3_back</span><span class="p">])</span> - - <span class="c1"># Matrix inversion and solution of the equation G*e=J;</span> - <span class="n">vn_back</span><span class="p">[:,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">linalg</span><span class="o">.</span><span class="n">solve</span><span class="p">(</span><span class="n">Gn</span><span class="p">,</span> <span class="n">Jn</span><span class="p">)</span> - - <span class="c1"># post step</span> - <span class="n">in_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">AL1_back</span><span class="o">+</span><span class="n">GL1_back</span><span class="o">*</span><span class="p">(</span><span class="n">vn_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">-</span><span class="n">vn_back</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> - <span class="n">in_back</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">AL2_back</span><span class="o">+</span><span class="n">GL2_back</span><span class="o">*</span><span class="p">(</span><span class="n">vn_back</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> - <span class="n">in_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">AL3_back</span><span class="o">+</span><span class="n">GL3_back</span><span class="o">*</span><span class="p">(</span><span class="n">vn_back</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">-</span><span class="n">vn_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> - -<span class="c1"># toc %stop the timer </span> -</pre></div> - -</div> -</div> -</div> - -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Euler-Forward-Integration-Method">Euler Forward Integration Method<a class="anchor-link" href="#Euler-Forward-Integration-Method">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [12]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Large resistor added in parallel with inductors (3 current sources coincide at a node)</span> -<span class="n">Gadd</span> <span class="o">=</span> <span class="mf">1e-4</span> -<span class="c1"># Conductance matrix</span> -<span class="n">Gn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">(</span> <span class="p">[[</span><span class="n">G1</span><span class="o">+</span><span class="n">Gadd</span><span class="p">,</span> <span class="o">-</span><span class="n">Gadd</span><span class="p">,</span> <span class="mi">0</span><span class="p">],</span> - <span class="p">[</span><span class="o">-</span><span class="n">Gadd</span><span class="p">,</span> <span class="mi">3</span><span class="o">*</span><span class="n">Gadd</span><span class="p">,</span> <span class="o">-</span><span class="n">Gadd</span><span class="p">],</span> - <span class="p">[</span> <span class="mi">0</span><span class="p">,</span> <span class="o">-</span><span class="n">Gadd</span><span class="p">,</span> <span class="n">Gadd</span><span class="o">+</span><span class="n">G2</span><span class="p">]])</span> - -<span class="c1"># Node voltage vector</span> -<span class="n">vn_forw</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Current vector in the 3 inductances</span> -<span class="n">in_forw</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Intial conditions</span> -<span class="c1"># Voltage source at E(t=0)=0;</span> -<span class="c1"># i_L(t=0)=0 -> e1 = E(t=0) =0; e2 = 0; e3 = 0;</span> -<span class="n">in_forw</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> -<span class="n">vn_forw</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> - -<span class="c1">#Enter Loop</span> -<span class="c1"># tic % Start a timer</span> -<span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="n">npoint</span><span class="p">):</span> - <span class="c1"># Update source vector</span> - <span class="n">AL1_forw</span> <span class="o">=</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">-</span><span class="n">vn_forw</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="n">L1</span> - <span class="n">AL2_forw</span> <span class="o">=</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_forw</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="n">L2</span> - <span class="n">AL3_forw</span> <span class="o">=</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_forw</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">-</span><span class="n">vn_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="n">L3</span> - <span class="n">E</span> <span class="o">=</span> <span class="n">Emax</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">sin</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">pi</span><span class="o">*</span><span class="mi">60</span><span class="o">*</span><span class="n">i</span><span class="o">*</span><span class="n">Ts</span><span class="p">)</span> - <span class="n">Jn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">([</span><span class="n">E</span><span class="o">/</span><span class="n">R1</span><span class="o">-</span><span class="n">AL1_forw</span><span class="p">,</span> <span class="n">AL1_forw</span><span class="o">-</span><span class="n">AL2_forw</span><span class="o">-</span><span class="n">AL3_forw</span><span class="p">,</span> <span class="n">AL3_forw</span><span class="p">])</span> - - <span class="c1"># Matrix inversion and solution of the equation G*e=J </span> - <span class="n">vn_forw</span><span class="p">[:,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">linalg</span><span class="o">.</span><span class="n">solve</span><span class="p">(</span><span class="n">Gn</span><span class="p">,</span> <span class="n">Jn</span><span class="p">)</span> - - <span class="c1"># post step</span> - <span class="n">in_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL1_forw</span> - <span class="n">in_forw</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL2_forw</span> - <span class="n">in_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL3_forw</span> -</pre></div> - -</div> -</div> -</div> - -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Trapezoidal-Integration-Method">Trapezoidal Integration Method<a class="anchor-link" href="#Trapezoidal-Integration-Method">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [13]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="n">GL1_trap</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L1</span><span class="p">)</span> -<span class="n">GL2_trap</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L2</span><span class="p">)</span> -<span class="n">GL3_trap</span> <span class="o">=</span> <span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L3</span><span class="p">)</span> - -<span class="c1"># Conductance matrix</span> -<span class="n">Gn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">(</span> <span class="p">[[</span><span class="n">G1</span><span class="o">+</span><span class="n">GL1_trap</span><span class="p">,</span> <span class="o">-</span><span class="n">GL1_trap</span><span class="p">,</span> <span class="mi">0</span><span class="p">],</span> - <span class="p">[</span><span class="o">-</span><span class="n">GL1_trap</span><span class="p">,</span> <span class="n">GL1_trap</span><span class="o">+</span><span class="n">GL2_trap</span><span class="o">+</span><span class="n">GL3_trap</span><span class="p">,</span> <span class="o">-</span><span class="n">GL3_trap</span><span class="p">],</span> - <span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="o">-</span><span class="n">GL3_trap</span><span class="p">,</span> <span class="n">GL3_trap</span><span class="o">+</span><span class="n">G2</span><span class="p">]])</span> - -<span class="c1"># Node voltage vector</span> -<span class="n">vn_trap</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Current vector in the 3 inductances</span> -<span class="n">in_trap</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="mi">3</span><span class="p">,</span><span class="n">npoint</span><span class="p">))</span> - -<span class="c1"># Intial conditions</span> -<span class="c1"># Voltage source at E(t=0)=0</span> -<span class="c1"># i_L(t=0)=0 -> e1 = E(t=0) =0; e2 = 0; e3 = 0;</span> -<span class="n">in_trap</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> -<span class="n">vn_trap</span><span class="p">[:,</span><span class="mi">0</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="mi">3</span><span class="p">)</span> - -<span class="c1">#Enter Loop</span> -<span class="c1">#tic</span> -<span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span><span class="n">npoint</span><span class="p">):</span> - <span class="c1"># Update source vector</span> - <span class="n">AL1</span> <span class="o">=</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">-</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L1</span><span class="p">)</span> - <span class="n">AL2</span> <span class="o">=</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L2</span><span class="p">)</span> - <span class="n">AL3</span> <span class="o">=</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span><span class="o">-</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span><span class="o">*</span><span class="n">Ts</span><span class="o">/</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">L3</span><span class="p">)</span> - <span class="n">E</span> <span class="o">=</span> <span class="n">Emax</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">sin</span><span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">np</span><span class="o">.</span><span class="n">pi</span><span class="o">*</span><span class="mi">60</span><span class="o">*</span><span class="n">i</span><span class="o">*</span><span class="n">Ts</span><span class="p">)</span> - <span class="n">Jn</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">([</span><span class="n">E</span><span class="o">/</span><span class="n">R1</span><span class="o">-</span><span class="n">AL1</span><span class="p">,</span> <span class="n">AL1</span><span class="o">-</span><span class="n">AL2</span><span class="o">-</span><span class="n">AL3</span><span class="p">,</span> <span class="n">AL3</span><span class="p">])</span> - - <span class="c1"># Matrix inversion and solution of the equation G*e=J</span> - <span class="n">vn_trap</span><span class="p">[:,</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">linalg</span><span class="o">.</span><span class="n">solve</span><span class="p">(</span><span class="n">Gn</span><span class="p">,</span> <span class="n">Jn</span><span class="p">)</span> - - <span class="c1"># post step</span> - <span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL1</span><span class="o">+</span><span class="n">GL1_trap</span><span class="o">*</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">-</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> - <span class="n">in_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL2</span><span class="o">+</span><span class="n">GL2_trap</span><span class="o">*</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> - <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">=</span> <span class="n">AL3</span><span class="o">+</span><span class="n">GL3_trap</span><span class="o">*</span><span class="p">(</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span><span class="n">i</span><span class="p">]</span><span class="o">-</span><span class="n">vn_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span><span class="n">i</span><span class="p">])</span> -<span class="c1">#toc</span> -</pre></div> - -</div> -</div> -</div> - -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h2 id="Result-Comparison-for-different-Integration-Methods">Result Comparison for different Integration Methods<a class="anchor-link" href="#Result-Comparison-for-different-Integration-Methods">¶</a></h2> -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<p>Considering current through inductors $L_1$ and $L_2$</p> - -</div> -</div> -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Euler-Backward-vs-Trapezoidal">Euler Backward vs Trapezoidal<a class="anchor-link" href="#Euler-Backward-vs-Trapezoidal">¶</a></h3> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [14]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="n">t</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="n">npoint</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span> -<span class="n">plt</span><span class="o">.</span><span class="n">figure</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> -<span class="n">plt</span><span class="o">.</span><span class="n">xlabel</span><span class="p">(</span><span class="s1">'Time [s]'</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_back</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">':'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_back</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span><span class="s1">':'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="p">(</span><span class="n">npoint</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span><span class="p">])</span> -<span class="n">plt</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'Trapezoidal $I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span> <span class="s1">'Trapezoidal $I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'E. Backward $I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span> <span class="s1">'E. Backward $I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> -<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span> -</pre></div> - -</div> -</div> -</div> - -<div class="output_wrapper"> -<div class="output"> - - -<div class="output_area"> - -<div class="prompt"></div> - - - - -<div class="output_png output_subarea "> -<img 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 -" -> -</div> - -</div> - -</div> -</div> - -</div> -<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt"> -</div> -<div class="inner_cell"> -<div class="text_cell_render border-box-sizing rendered_html"> -<h3 id="Euler-Forward-vs-Trapezoidal">Euler Forward vs Trapezoidal<a class="anchor-link" href="#Euler-Forward-vs-Trapezoidal">¶</a></h3> -</div> -</div> -</div> -<div class="cell border-box-sizing code_cell rendered"> -<div class="input"> -<div class="prompt input_prompt">In [15]:</div> -<div class="inner_cell"> - <div class="input_area"> -<div class=" highlight hl-ipython3"><pre><span></span><span class="n">plt</span><span class="o">.</span><span class="n">figure</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> -<span class="n">plt</span><span class="o">.</span><span class="n">xlabel</span><span class="p">(</span><span class="s1">'Time [s]'</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">ylabel</span><span class="p">(</span><span class="s1">'Current [A]'</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_trap</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_trap</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">t</span><span class="p">,</span><span class="n">in_forw</span><span class="p">[</span><span class="mi">0</span><span class="p">,:],</span> <span class="s1">':'</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">in_forw</span><span class="p">[</span><span class="mi">2</span><span class="p">,:],</span><span class="s1">':'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span> -<span class="n">plt</span><span class="o">.</span><span class="n">xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="p">(</span><span class="n">npoint</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span><span class="o">*</span><span class="n">Ts</span><span class="p">])</span> -<span class="n">plt</span><span class="o">.</span><span class="n">legend</span><span class="p">([</span><span class="s1">'Trapezoidal $I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span> <span class="s1">'Trapezoidal $I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">,</span><span class="s1">'E. Forward $I_</span><span class="si">{L1}</span><span class="s1">$(t)'</span><span class="p">,</span> <span class="s1">'E. Forward $I_</span><span class="si">{L2}</span><span class="s1">$(t)'</span><span class="p">])</span> -<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span> -</pre></div> - -</div> -</div> -</div> - -<div class="output_wrapper"> -<div class="output"> - - -<div class="output_area"> - -<div class="prompt"></div> - - - - -<div class="output_png output_subarea "> -<img src="data:image/png;base64,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