469 lines
655 KiB
HTML
469 lines
655 KiB
HTML
<div class="pane">
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<meta charset="utf-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>HealthcareIO - Claims </title>
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<style>
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body{
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padding:8px;
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padding-left:4%;
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padding-right:4%;
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}
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.pane{
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padding:4px;
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display:grid;
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gap:16px;
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grid-template-columns:repeat(2,1fr) ;
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}
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.numbers {
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display:grid;
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grid-template-columns:repeat(2,1fr);
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gap:16px;
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/*padding:2px;*/
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/*border:1px solid #CAD5E0;*/
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}
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.numbers .scalar {
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padding:8px;
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background-image: linear-gradient(to bottom, #f3f3f3,#d3d3d3, #ffffff);
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border:1px solid #CAD5E0;
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font-family:sans-serif;
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text-transform:capitalize;
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text-align:right;
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font-size:12px;
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display:grid;
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grid-template-rows:auto 28px; gap:2px;
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}
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.numbers .scalar .value-text {
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border-top:1px solid #CAD5E0;
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padding:8px;
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font-weight:bold;
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align-items:center;
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font-size:14px;
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display:grid;
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}
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.numbers .scalar .value {
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display:grid;
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color:#004b79;
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align-content:center;
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font-size:48px; text-align:right; font-weight:bold;}
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.frame {
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background-image: linear-gradient(to bottom, #f3f3f3,#d3d3d3, #ffffff);
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padding:2px;
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border:1px solid #CAD5E0;
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}
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.figure {grid-area:figure; width:500px; height:350px; display:grid; align-items:center}
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.info {height:28px; width:100%; grid-area:info;
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display:grid;
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align-items:center;
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text-align:center; text-transform:capitalize; padding:4px; font-size:12px; font-family:sans-serif; border-top:1px solid #CAD5E0;}
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.grid {grid-area:grid; }
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.label {grid-area:label; font-weight:bold; font-size: 22px; text-align:center; text-transform:capitalize}
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.chart {
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padding:4px;
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padding:8px;
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display:grid; grid-template-areas:
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"label label label"
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"figure grid grid"
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"info info info" ;
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gap:2px;
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}
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img {height:auto; max-width:100% ;}
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table {width:100%; border-collapse: collapse;}
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table , TH, TD{ font-size:14px; padding:8px; font-family:sans-serif; border:1px; border:1px solid #CAD5E0;}
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table thead, tbody th { padding:4px; text-transform:capitalize; background-color:#4682B4; color:#ffffff; text-align:center}
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table thead tr th {text-align:center}
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table tbody td {text-align:right; font-weight: lighter}
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table tbody tr:nth-child(odd) {background: #95bce0}
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table tbody tr:nth-child(even) {background: #c8e5ff}
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</style>
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<div class="frame"><div class="chart donut">
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<div class="label"> Gender Count </div>
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<div class="figure"><img 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</div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th>gender</th>
|
|
<th>patient counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<td>F</td>
|
|
<td>27</td>
|
|
</tr>
|
|
<tr>
|
|
<td>M</td>
|
|
<td>16</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> Counts of gender within the dataset </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart spline">
|
|
<div class="label"> Monthly Patient Count </div>
|
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<div class="figure"><img 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"> </div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>claim counts</th>
|
|
<th>patient counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>1.0</td>
|
|
<td>1.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>NaN</td>
|
|
<td>NaN</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>50.0</td>
|
|
<td>43.0</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> monthy patient counts </div>
|
|
</div></div>
|
|
<div><div class="numbers">
|
|
<div class="scalar"><div class="value bold">50</div><div class="value-text">claim counts</div></div>
|
|
<div class="scalar"><div class="value bold">43</div><div class="value-text">patient counts</div></div>
|
|
<div class="scalar"><div class="value bold">11760.38</div><div class="value-text">amount</div></div>
|
|
<div class="scalar"><div class="value bold">6</div><div class="value-text">taxonomy count</div></div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart donut">
|
|
<div class="label"> Place of Service </div>
|
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<div class="figure"><img 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"> </div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th>codes</th>
|
|
<th>counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<td>11</td>
|
|
<td>50</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> distribution of the places of service in the claim. We have :count distinct places of service for a total of :rows records </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart barh">
|
|
<div class="label"> Diagnosis Code Distribution </div>
|
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<div class="figure"><img 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</div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>claim counts</th>
|
|
<th>patient counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>77.00</td>
|
|
<td>77.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>1.32</td>
|
|
<td>1.23</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>0.83</td>
|
|
<td>0.60</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>5.00</td>
|
|
<td>4.00</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> distribution of diagnosis codes for patients and by claims </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart scatter">
|
|
<div class="label"> Diagnosis Count by claims </div>
|
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<div class="figure"><img 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</div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>code counts</th>
|
|
<th>claim counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>6.00</td>
|
|
<td>6.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>4.50</td>
|
|
<td>8.33</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>3.62</td>
|
|
<td>10.11</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>2.25</td>
|
|
<td>2.25</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>3.50</td>
|
|
<td>5.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>5.50</td>
|
|
<td>8.50</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>11.00</td>
|
|
<td>28.00</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> The distribution of diagnosis codes for every claim </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart barh">
|
|
<div class="label"> procedure code counts </div>
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|
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</div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>claim counts</th>
|
|
<th>patient counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>27.00</td>
|
|
<td>27.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>2.96</td>
|
|
<td>2.89</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>4.64</td>
|
|
<td>4.30</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>2.00</td>
|
|
<td>2.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>24.00</td>
|
|
<td>22.00</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> procedure code counts per claim (distribution of procedure codes) </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart spline">
|
|
<div class="label"> Procedure Count by Claims </div>
|
|
<div class="figure"><img 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"> </div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>code counts</th>
|
|
<th>claim counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>4.00</td>
|
|
<td>4.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>2.50</td>
|
|
<td>12.50</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>1.29</td>
|
|
<td>11.82</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>1.00</td>
|
|
<td>1.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>1.75</td>
|
|
<td>4.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>2.50</td>
|
|
<td>11.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>3.25</td>
|
|
<td>19.50</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>4.00</td>
|
|
<td>27.00</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> Represents the distribution of the number of procedures by claim </div>
|
|
</div></div>
|
|
<div class="frame"><div class="chart barh">
|
|
<div class="label"> Taxonomy Code Distribution </div>
|
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<div class="figure"><img 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"> </div>
|
|
<div class="grid"> <table border="1" class="dataframe">
|
|
<thead>
|
|
<tr style="text-align: right;">
|
|
<th></th>
|
|
<th>claim counts</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody>
|
|
<tr>
|
|
<th>count</th>
|
|
<td>6.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>mean</th>
|
|
<td>8.33</td>
|
|
</tr>
|
|
<tr>
|
|
<th>std</th>
|
|
<td>7.37</td>
|
|
</tr>
|
|
<tr>
|
|
<th>min</th>
|
|
<td>2.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>25%</th>
|
|
<td>3.50</td>
|
|
</tr>
|
|
<tr>
|
|
<th>50%</th>
|
|
<td>5.00</td>
|
|
</tr>
|
|
<tr>
|
|
<th>75%</th>
|
|
<td>12.50</td>
|
|
</tr>
|
|
<tr>
|
|
<th>max</th>
|
|
<td>20.00</td>
|
|
</tr>
|
|
</tbody>
|
|
</table> </div>
|
|
<div class="info"> The distribution of the :limit of taxonomy codes </div>
|
|
</div></div></div></div> |