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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Sales Executive Matrix</title>
<!-- Bootstrap CSS -->
<link href="https://cdn.jsdelivr.net/npm/[email protected]/dist/css/bootstrap.min.css" rel="stylesheet">
<!-- Font Awesome for Icons -->
<link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/font-awesome/6.0.0-beta3/css/all.min.css">
<!-- Custom CSS -->
<link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/font-awesome/6.0.0/css/all.min.css" />
<script src="https://cdnjs.cloudflare.com/ajax/libs/lottie-web/5.10.1/lottie.min.js"></script>
</head>
<style>
/* General Styles */
body {
font-family: 'Segoe UI', Tahoma, Geneva, Verdana, sans-serif;
background: linear-gradient(to bottom, #f0f2f5, #ffffff);
color: #333;
}
/* Header Styles */
.colorful-header {
background: linear-gradient(90deg, #9d0132, #244494);
color: #fff;
position: sticky;
top: 0;
z-index: 1000;
}
.logo {
width: 50px;
height: 50px;
border-radius: 50%;
}
/* Colorful Tabs */
.colorful-tabs .nav-link {
font-weight: 500;
border: none;
border-bottom: 3px solid transparent;
background: none;
padding: 10px 15px;
transition: all 0.3s ease-in-out;
color: #6c757d;
}
.colorful-tabs .nav-link i {
font-size: 18px;
}
.colorful-tabs .nav-link:hover {
color: #007bff;
}
.colorful-tabs .nav-link.active {
color: #6c757d;
;
/* background: linear-gradient(90deg, #6a11cb, #2575fc); */
border-bottom: 3px solid #2575fc;
border-radius: 4px 4px 0 0;
}
/* Tab Content */
.colorful-tab-content {
border: 2px solid #ddd;
padding: 20px;
border-radius: 8px;
background-color: #ffffff;
box-shadow: 0 4px 8px rgba(0, 0, 0, 0.1);
}
/* Colorful Text */
.text-primary {
color: #0d6efd !important;
}
.sub-text {
font-size: 0.85rem;
/* Smaller font size */
color: #f8f9fa;
/* Light color for the sub-text */
}
.text-success {
color: #28a745 !important;
}
.text-warning {
color: #ffc107 !important;
}
.text-danger {
color: #dc3545 !important;
}
/* Table Styling */
.table {
border-collapse: collapse;
width: 100%;
margin-top: 15px;
}
.table th {
background: linear-gradient(90deg, #244494, #244494);
color: #fff;
text-align: center;
padding: 10px;
border: 1px solid #ddd;
}
.table td {
padding: 8px;
border: 1px solid #c4c4c4;
}
.table tbody tr:nth-child(even) {
background-color: #f9f9f9;
}
.table tbody tr:hover {
background-color: #d4daea;
}
/* Footer Total Row */
tfoot td {
font-weight: bold;
background-color: #f0f2f5;
}
.table-container {
margin-top: 20px;
}
.table tbody tr.child-row {
display: table-row;
}
.table tbody tr.child-row.hidden {
display: none;
}
.expand-icon {
cursor: pointer;
}
.hidden {
display: none;
}
/* Remove the default blue background from the dropdown when focused */
#targetType:focus {
outline: none;
box-shadow: none;
background-color: transparent;
}
.state-achievement {
font-size: 0.9rem;
color: #555;
}
/* Line style */
hr.my-3 {
border-top: 2px solid #ddd;
/* Customize thickness and color */
}
/* Label styling */
.form-label {
font-size: 1rem;
font-weight: 600;
}
.highlighted-percentage {
color: #28a745;
/* Customize with your preferred color */
font-weight: bold;
}
/* Container for the circular progress bar */
.circular-progress {
width: 100px;
height: 100px;
border-radius: 50%;
background: conic-gradient(#ddd 0%, #ddd 100%);
/* Default empty progress */
display: flex;
align-items: center;
justify-content: center;
position: relative;
transition: background 0.3s ease;
/* Smooth background animation */
}
/* Inner Circle for Displaying Percentage */
.circular-progress .inner-circle {
width: 80%;
height: 80%;
background: linear-gradient(135deg, #f8e9ef, #e4ebf9);
border-radius: 50%;
display: flex;
align-items: center;
justify-content: center;
position: absolute;
/* Overlay on top of progress bar */
top: 50%;
left: 50%;
transform: translate(-50%, -50%);
font-size: 1rem;
font-weight: bold;
color: #333;
}
.legend {
display: flex;
flex-direction: column;
justify-content: center; /* Align vertically */
}
.legend span {
font-size: 0.9rem; /* Adjust font size as needed */
}
.legend .fa-bullseye,
.legend .fa-user-check,
.legend .fa-running {
font-size: 1.2rem; /* Icon size adjustment */
}
.d-flex.gap-4 {
gap: 1.5rem; /* Adjust space between chart and legend */
}
/* Optional: Styling for the progress bars' container */
.progress-bars-container {
margin-top: 20px;
padding-bottom: 30px;
}
/* Add tile background for each progress bar container */
.progress-bar-container {
background: linear-gradient(135deg, #f8e9ef, #e4ebf9);
padding: 20px;
border-radius: 10px;
box-shadow: 0px 4px 8px rgba(0, 0, 0, 0.1); /* Subtle shadow */
}
/* Headings for each progress bar */
.progress-bars-container h6 {
margin-top: 10px;
font-weight: bold;
font-size: 16px;
color: #333;
}
/* Section Title */
.progress-bars-container h5 {
font-size: 18px;
font-weight: bold;
color: #007bff;
margin-bottom: 20px;
text-align: center;
}
/* Reduce the width of input fields */
.form-control {
width: 110px;
/* Adjust the width */
padding: 2px;
/* Add spacing for better usability */
font-size: 12px;
/* Ensure consistent font size */
}
/* Remove blue highlight on focus */
.form-control:focus {
outline: none;
box-shadow: none;
border-color: #ccc;
/* Neutral border color */
}
/* Add responsiveness for smaller screens */
@media (max-width: 768px) {
.col-md-6 {
flex: 100%;
/* Stack tables vertically on smaller screens */
max-width: 100%;
/* Full width */
}
tbody, td, tfoot, th, thead, tr {
white-space: nowrap;
}
.progress-bars-container .d-flex.justify-content-center.gap-5 {
flex-direction: column;
}
#messages .d-flex.justify-content-between.align-items-center.mb-3,
#groups .d-flex.justify-content-between.align-items-center.mb-3{
flex-direction: column;
align-items: last baseline !important;
}
.text-end {
text-align: left !important;
}
#tabs {
overflow: scroll;
white-space: nowrap;
flex-wrap: nowrap;
}
.colorful-header .container {
flex-direction: column !important;
align-items: start !important;
}
.colorful-header .text-light.small {
padding-left: 45px;
}
#notifications .row {
display: flex !important;
/*flex-wrap: nowrap;*/
/* gap: 200px; */
overflow: scroll;
/*border-top: 1px solid #ccc;*/
padding-top: 12px;
}
#notifications .row .col-md-6 {
width: auto !important;
/*max-width: fit-content;*/
/*border-left: 1px solid #ccc;*/
}
#notifications .row .col-md-6 h5 {
/* border-bottom: 1px solid #ccc;*/
padding-bottom: 15px;
}
}
/* Align the total in the footer */
/* General alignment */
.text-end {
text-align: right;
}
.fw-bold {
font-weight: bold;
}
/* Colors for totals */
.total-main {
color: #28a745;
/* Blue for the main table total */
}
.total-secondary {
color: #007bff;
/* Green for the secondary table total */
}
/* Ensures totals are vertically aligned */
tfoot td {
vertical-align: middle;
}
</style>
<body>
<!-- Header -->
<header class="py-3 colorful-header">
<div class="container d-flex justify-content-between align-items-center">
<!-- Logo and Title -->
<div class="d-flex align-items-center">
<img 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" alt="Company Logo" class="logo me-2">
<div>
<h1 class="h5 mb-0 text-light">Welcome, Administrator</h1>
<div class="sub-text text-light small">Sales Executive Matrix</div>
</div>
</div>
<!-- Last Logged Info -->
<div class="text-light small d-flex align-items-center">
<i class="fas fa-clock me-2"></i>Last Updated on: <span id="lastLogged" class="fw-bold"> 20 Nov
2024</span>
</div>
</div>
</header>
<!-- Tab Navigation -->
<div class="container mt-4">
<ul class="nav nav-tabs colorful-tabs" id="tabs" role="tablist">
<li class="nav-item" role="presentation">
<button class="nav-link active d-flex align-items-center" id="messages-tab" data-bs-toggle="tab"
data-bs-target="#messages" type="button" role="tab" aria-controls="messages" aria-selected="true">
<i class="fas fa-chart-line text-primary me-2"></i> Matrix(FL)
</button>
</li>
<li class="nav-item" role="presentation">
<button class="nav-link d-flex align-items-center" id="groups-tab" data-bs-toggle="tab" data-bs-target="#groups"
type="button" role="tab" aria-controls="groups" aria-selected="false">
<i class="fas fa-chart-bar text-success me-2"></i> Matrix(SUP)
</button>
</li>
<li class="nav-item" role="presentation">
<button class="nav-link d-flex align-items-center" id="notifications-tab" data-bs-toggle="tab"
data-bs-target="#notifications" type="button" role="tab" aria-controls="notifications" aria-selected="false">
<i class="fas fa-chart-pie text-warning me-2"></i> Matrix Qualifier(Pride)
</button>
</li>
<li class="nav-item" role="presentation">
<button class="nav-link d-flex align-items-center" id="mentions-tab" data-bs-toggle="tab"
data-bs-target="#mentions" type="button" role="tab" aria-controls="mentions" aria-selected="false">
<i class="fas fa-chart-area text-danger me-2"></i> Matrix Qualifier(UB)
</button>
</li>
</ul>
<!-- Tab Content-->
<div class="tab-content mt-3 colorful-tab-content">
<!-- Tab Content Matrix (FL)-->
<div class="tab-pane fade show active" id="messages" role="tabpanel" aria-labelledby="messages-tab">
<div class="d-flex justify-content-between align-items-center mb-3">
<!-- Target Type Label and Dropdown -->
<div class="d-flex align-items-center">
<label for="targetType" class="form-label mb-0 me-2">Target Type:</label>
<select id="targetType" class="form-select w-auto">
<option value="1">Target Type 1</option>
<option value="2">Target Type 2</option>
<option value="3">Target Type 3</option>
</select>
</div>
<!-- State Achievement Info with Icon -->
<div class="d-flex align-items-center">
<i class="fas fa-trophy text-warning me-2"></i>
<div class="text-end">
State achievement as on <span class="date">14/11/2024</span> - <span
class="percentage highlighted-percentage">16.45%</span>
</div>
</div>
</div>
<!-- Line Below the Dropdown and State Achievement -->
<hr class="my-3">
<div class="table-responsive">
<table class="table colorful-table">
<thead>
<tr>
<th>Target Type</th>
<th>Targets</th>
<th>Actuals</th>
<th>Achievement</th>
</tr>
</thead>
<tbody>
<!-- Row Without Expand/Collapse -->
<tr>
<td><i class="fas fa-shopping-cart text-success me-2"></i> Total Volume</td>
<td>8,778</td>
<td>38</td>
<td class="text-success fw-bold">98%</td>
</tr>
<tr>
<td><i class="fas fa-snowflake text-primary me-2"></i> Cooler Share</td>
<td>8,778</td>
<td>38</td>
<td class="text-success fw-bold">98%</td>
</tr>
<!-- Parent Row -->
<tr class="parent-row">
<td>
<i class="fas fa-gem text-warning me-2"></i> Premium Brand Volumes
<i class="fas fa-chevron-down expand-icon text-primary" data-bs-toggle="child-rows"></i>
</td>
<td>48,455</td>
<td>7,478</td>
<td class="text-success fw-bold">78%</td>
</tr>
<!-- Child Rows -->
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Amstel</td>
<td>8,000</td>
<td>1,000</td>
<td class="text-success fw-bold">95%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken</td>
<td>4,654</td>
<td>456</td>
<td class="text-success fw-bold">56%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken Silver</td>
<td>4,565</td>
<td>345</td>
<td class="text-success fw-bold">23%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> KF Ultra Max</td>
<td>2,343</td>
<td>23</td>
<td class="text-success fw-bold">56%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Kingfisher Ultra</td>
<td>4,343</td>
<td>345</td>
<td class="text-success fw-bold">23%</td>
</tr>
<!-- Parent Row -->
<tr class="parent-row">
<td>
<i class="fas fa-crown text-danger me-2"></i> State Priority
<i class="fas fa-chevron-down expand-icon text-primary" data-bs-toggle="child-rows"></i>
</td>
<td>2,344</td>
<td>56,565</td>
<td class="text-success fw-bold">34%</td>
</tr>
<!-- Child Rows -->
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Amstel</td>
<td>5,646</td>
<td>4,564</td>
<td class="text-success fw-bold">43%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken</td>
<td>5,676</td>
<td>67</td>
<td class="text-success fw-bold">75%</td>
</tr>
</tbody>
</table>
</div>
</div>
<!-- Tab Content Matrix (SUP)-->
<div class="tab-pane fade" id="groups" role="tabpanel" aria-labelledby="groups-tab">
<!-- Tab Content Matrix (FL)-->
<div class="d-flex justify-content-between align-items-center mb-3">
<!-- Target Type Label and Dropdown -->
<div class="d-flex align-items-center">
<label for="targetType" class="form-label mb-0 me-2">User:</label>
<select id="targetType" class="form-select w-auto">
<option value="1">User 1</option>
<option value="2">User 2</option>
<option value="3">User 3</option>
</select>
</div>
<!-- State Achievement Info with Icon -->
<div class="d-flex align-items-center">
<i class="fas fa-trophy text-warning me-2"></i>
<div class="text-end">
State achievement as on <span class="date">14/11/2024</span> - <span
class="percentage highlighted-percentage">34.45%</span>
</div>
</div>
</div>
<!-- Line Below the Dropdown and State Achievement -->
<hr class="my-3">
<div class="table-responsive">
<table class="table colorful-table">
<thead>
<tr>
<th>Target Type</th>
<th>Targets</th>
<th>Actuals</th>
<th>Achievement</th>
</tr>
</thead>
<tbody>
<!-- Row Without Expand/Collapse -->
<tr>
<td><i class="fas fa-shopping-cart text-success me-2"></i> Total Volume</td>
<td>345</td>
<td>3,345</td>
<td class="text-success fw-bold">45%</td>
</tr>
<tr>
<td><i class="fas fa-snowflake text-primary me-2"></i> Cooler Share</td>
<td>35,435</td>
<td>345</td>
<td class="text-success fw-bold">57%</td>
</tr>
<!-- Parent Row -->
<tr class="parent-row">
<td>
<i class="fas fa-gem text-warning me-2"></i> Premium Brand Volumes
<i class="fas fa-chevron-down expand-icon text-primary" data-bs-toggle="child-rows"></i>
</td>
<td>48,455</td>
<td>7,478</td>
<td class="text-success fw-bold">78%</td>
</tr>
<!-- Child Rows -->
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Amstel</td>
<td>8,000</td>
<td>1,000</td>
<td class="text-success fw-bold">95%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken</td>
<td>4,343</td>
<td>345</td>
<td class="text-success fw-bold">45%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken Silver</td>
<td>7,000</td>
<td>900</td>
<td class="text-success fw-bold">60%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> KF Ultra Max</td>
<td>4,545</td>
<td>87</td>
<td class="text-success fw-bold">76%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Kingfisher Ultra</td>
<td>3,243</td>
<td>67</td>
<td class="text-success fw-bold">56%</td>
</tr>
<!-- Parent Row -->
<tr class="parent-row">
<td>
<i class="fas fa-crown text-danger me-2"></i> State Priority
<i class="fas fa-chevron-down expand-icon text-primary" data-bs-toggle="child-rows"></i>
</td>
<td>3,434</td>
<td>677</td>
<td class="text-success fw-bold">45%</td>
</tr>
<!-- Child Rows -->
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Amstel</td>
<td>5,676</td>
<td>343</td>
<td class="text-success fw-bold">34%</td>
</tr>
<tr class="child-row">
<td> <i class="fas fa-caret-right text-info"></i> Heineken</td>
<td>4,545</td>
<td>45</td>
<td class="text-success fw-bold">78%</td>
</tr>
</tbody>
</table>
</div>
</div>
<!-- Tab Content Matrix Qualifier (Pride) -->
<div class="tab-pane fade" id="notifications" role="tabpanel" aria-labelledby="notifications-tab">
<div class="progress-bars-container mt-4">
<h5 class="text-center mb-3">Progress Overview</h5>
<div class="d-flex justify-content-center gap-5">
<!-- Outlets Progress Bar with Legend -->
<div class="d-flex align-items-center gap-4 progress-bar-container">
<!-- Circular Progress -->
<div class="text-center">
<h6>Outlets</h6>
<div class="circular-progress position-relative" id="outletsProgress">
<div class="inner-circle">
<span id="outletsPercentage">75%</span> <!-- Percentage text -->
</div>
</div>
</div>
<!-- Legend -->
<div class="legend">
<div class="d-flex align-items-center mb-2">
<i class="fas fa-bullseye text-danger me-2"></i>
<span>Target: <b>230</b></span>
</div>
<div class="d-flex align-items-center mb-2">
<i class="fas fa-user-check text-warning me-2"></i>
<span>Achieved: <b>98 (42.6%)</b></span>
</div>
<div class="d-flex align-items-center">
<i class="fas fa-running text-success me-2"></i>
<span>To Do: <b>132</b></span>
</div>
</div>
</div>
<!-- Visits Progress Bar with Legend -->
<div class="d-flex align-items-center gap-4 progress-bar-container">
<!-- Circular Progress -->
<div class="text-center">
<h6>Visits</h6>
<div class="circular-progress position-relative" id="visitsProgress">
<div class="inner-circle">
<span id="visitsPercentage">100%</span> <!-- Percentage text -->
</div>
</div>
</div>
<!-- Legend -->
<div class="legend">
<div class="d-flex align-items-center mb-2">
<i class="fas fa-bullseye text-danger me-2"></i>
<span>Target: <b>150</b></span>
</div>
<div class="d-flex align-items-center mb-2">
<i class="fas fa-user-check text-warning me-2"></i>
<span>Achieved: <b>80 (53.3%)</b></span>
</div>
<div class="d-flex align-items-center">
<i class="fas fa-running text-success me-2"></i>
<span>To Do: <b>70</b></span>
</div>
</div>
</div>
</div>
</div>
<div class="row">
<div class="col-md-6">
<h5 class="text-center mb-3" style="font-size: 18px;font-weight: bold;color: #007bff;">Actuals</h5>
<div class="table-responsive">
<table class="table colorful-table" id="mainTable">
<thead>
<tr>
<th>Target Type</th>
<th>Target</th>
<th>Actual</th>
<th>% Ach</th>
<th>Est.Pay</th>
</tr>
</thead>
<tbody>
<tr>
<td><i class="fas fa-shopping-cart text-success me-2"></i> Total Volume</td>
<td>20,000</td>
<td>6,767</td>
<td class="text-success fw-bold">45%</td>
<td>3,252</td>
</tr>
<tr>
<td><i class="fas fa-snowflake text-primary me-2"></i> Cooler Share</td>
<td>85</td>
<td>456</td>
<td class="text-success fw-bold">34%</td>
<td>345</td>
</tr>
<tr>
<td><i class="fas fa-store text-warning me-2"></i> SKU Per Outlet</td>
<td>16</td>
<td>345</td>
<td class="text-success fw-bold">57%</td>
<td>47</td>
</tr>
</tbody>
<tfoot>
<tr>
<td colspan="4" class="text-end fw-bold">Current Est.Payout:</td>
<td id="mainTableTotal" class="fw-bold total-main">0</td>