Code Context <div class="modal-body text-center">
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<source src="<?php echo $videos;?>" type="video/mp4">
$___viewFn = "/home/stafir/htdocs/stafir.com/app/View/Elements/users/services/services-detail.ctp"
$___dataForView = array(
"_user" => User
User::$name = "User"
User::$belongsTo = array
User::$useDbConfig = "default"
User::$useTable = "users"
User::$id = false
User::$data = array
User::$table = "users"
User::$primaryKey = "id"
User::$validate = array
User::$validationErrors = array
User::$validationDomain = NULL
User::$tablePrefix = "tbl_"
User::$alias = "User"
User::$tableToModel = array
User::$cacheQueries = false
User::$hasOne = array
User::$hasMany = array
User::$hasAndBelongsToMany = array
User::$actsAs = NULL
User::$Behaviors = BehaviorCollection object
User::$whitelist = array
User::$cacheSources = true
User::$findQueryType = NULL
User::$recursive = 1
User::$order = NULL
User::$virtualFields = array
User::$__backAssociation = array
User::$__backInnerAssociation = array
User::$__backOriginalAssociation = array
User::$__backContainableAssociation = array
User::$findMethods = array
User::$Country = Country object
User::$State = State object
User::$City = City object
User::$Industry = Industry object
User::$IndustrySubCategory = Industry object,
"service" => array(
"Service" => array(),
"User" => array(),
"Category" => array(),
"SubCategory" => array(),
"ServiceImage" => array()
),
"userid" => null,
"relatedServices" => array(),
"title_for_layout" => "Monthly Mathematics Course Subscription :: Stafir"
)
$_user = User
User::$name = "User"
User::$belongsTo = array
User::$useDbConfig = "default"
User::$useTable = "users"
User::$id = false
User::$data = array
User::$table = "users"
User::$primaryKey = "id"
User::$validate = array
User::$validationErrors = array
User::$validationDomain = NULL
User::$tablePrefix = "tbl_"
User::$alias = "User"
User::$tableToModel = array
User::$cacheQueries = false
User::$hasOne = array
User::$hasMany = array
User::$hasAndBelongsToMany = array
User::$actsAs = NULL
User::$Behaviors = BehaviorCollection object
User::$whitelist = array
User::$cacheSources = true
User::$findQueryType = NULL
User::$recursive = 1
User::$order = NULL
User::$virtualFields = array
User::$__backAssociation = array
User::$__backInnerAssociation = array
User::$__backOriginalAssociation = array
User::$__backContainableAssociation = array
User::$findMethods = array
User::$Country = Country object
User::$State = State object
User::$City = City object
User::$Industry = Industry object
User::$IndustrySubCategory = Industry object
$service = array(
"Service" => array(
"id" => "738",
"user_id" => "1390",
"name" => "Monthly Mathematics Course Subscription",
"category_id" => "1774",
"subcategory_id" => "1775",
"price" => "25.00",
"unit_type" => "0",
"unit_of_measure" => "",
"unit_value" => "",
"delivery_cost" => "0.00",
"minimum_orders" => "1",
"completed_orders" => null,
"description" => "<p>Our Mathematics And Advanced Mathematics Courses Are One Of The Best In Market. They Are Created To Help You Learn These Important Subjects With Or Without Presence Of Teacher. Ecah Course Has Multiple Sections With Each Section Having Quiz To Test Your Understanding Of The Section Of Subscribed Course. </p><p><br></p><p><img 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For More Information About Our Mathematics And Advanced Mathematics Mothly Course Subscription, Please, <a href="https://mazananews.com/mathematics-courses-monthly-subscription/" target="_blank">Click Here.</a> </p>",
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include - APP/View/Elements/users/services/services-detail.ctp, line 542
View::_render() - CORE/Cake/View/View.php, line 595
View::render() - CORE/Cake/View/View.php, line 362
Controller::render() - CORE/Cake/Controller/Controller.php, line 900
UsersController::servicesDetail() - APP/Controller/UsersController.php, line 5033
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 473
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 104
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 86
[main] - APP/webroot/index.php, line 96
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