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			'featuredPostPreview'		=> '<svg width="47" height="48" viewBox="0 0 47 48" fill="none"> <g filter="url(#filter0_ddfeaturedpos)"> <rect x="2.09375" y="1.84264" width="34.7288" height="34.7288" rx="1.44703" fill="white"/> </g> <path d="M11.4995 19.2068L2.09375 24.9949L2.09375 36.9329H36.8225V32.5918L11.4995 19.2068Z" fill="#B5E5FF"/> <path d="M27.4168 18.4833L2.09375 33.6772V36.933H36.8225V23.9097L27.4168 18.4833Z" fill="#43A6DB"/> <circle cx="24.523" cy="11.9718" r="2.89406" fill="#43A6DB"/> <g filter="url(#filter1_ddfeaturedpos)"> <rect x="26.0312" y="25.2824" width="16.875" height="16.875" rx="8.4375" fill="white"/> <path d="M37.75 34.1886H34.9375V37.0011H34V34.1886H31.1875V33.2511H34V30.4386H34.9375V33.2511H37.75V34.1886Z" fill="#0068A0"/> </g> <defs> <filter id="filter0_ddfeaturedpos" x="0.09375" y="0.842636" width="40.7288" height="40.7288" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"/> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/> <feOffset dx="1" dy="2"/> <feGaussianBlur stdDeviation="1.5"/> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.1 0"/> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/> <feOffset/> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> <feBlend mode="normal" in2="effect1_dropShadow" result="effect2_dropShadow"/> <feBlend mode="normal" in="SourceGraphic" in2="effect2_dropShadow" result="shape"/> </filter> <filter id="filter1_ddfeaturedpos" x="24.0312" y="24.2824" width="22.875" height="22.875" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"/> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/> <feOffset dx="1" dy="2"/> <feGaussianBlur stdDeviation="1.5"/> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.1 0"/> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/> <feOffset/> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/> <feBlend mode="normal" in2="effect1_dropShadow" result="effect2_dropShadow"/> <feBlend mode="normal" in="SourceGraphic" in2="effect2_dropShadow" result="shape"/> </filter> </defs> </svg>',
			'issueSinglePreview'		=> 	'<svg width="27" height="18" viewBox="0 0 27 18" fill="none"> <line x1="3.22082" y1="2.84915" x2="8.91471" y2="8.54304" stroke="#8C8F9A" stroke-width="3"/> <path d="M3.10938 8.65422L8.80327 2.96033" stroke="#8C8F9A" stroke-width="3"/> <line x1="18.3107" y1="2.84915" x2="24.0046" y2="8.54304" stroke="#8C8F9A" stroke-width="3"/> <path d="M18.1992 8.65422L23.8931 2.96033" stroke="#8C8F9A" stroke-width="3"/> <line x1="8.64062" y1="16.3863" x2="18.0351" y2="16.3863" stroke="#8C8F9A" stroke-width="3"/> </svg>',
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			'reviewsIconFree' => '<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#reviewsFreeclip0)"> <g filter="url(#reviewsFreefilter0_d)"> <rect x="3" y="3" width="26.1602" height="26.1602" rx="2" fill="#EC352F"/> </g> <path d="M15.5633 9.08746C15.7214 8.69383 16.2786 8.69383 16.4367 9.08746L17.9589 12.8781C18.0262 13.0457 18.1835 13.16 18.3638 13.1722L22.4393 13.4486C22.8625 13.4773 23.0347 14.0073 22.7092 14.2792L19.5744 16.8983C19.4358 17.0141 19.3757 17.1991 19.4198 17.3743L20.4164 21.3357C20.5199 21.7471 20.0691 22.0746 19.7098 21.849L16.2502 19.6771C16.0972 19.581 15.9028 19.581 15.7498 19.6771L12.2902 21.849C11.9309 22.0746 11.4801 21.747 11.5836 21.3357L12.5802 17.3743C12.6243 17.1991 12.5642 17.0141 12.4256 16.8983L9.29084 14.2792C8.96532 14.0073 9.13751 13.4773 9.56073 13.4486L13.6362 13.1722C13.8165 13.16 13.9738 13.0457 14.0411 12.8781L15.5633 9.08746Z" fill="white"/> </g> <defs> <filter id="reviewsFreefilter0_d" x="-3" y="0" width="38.1602" height="38.1602" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> <feFlood flood-opacity="0" result="BackgroundImageFix"/> <feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/> <feOffset dy="3"/> <feGaussianBlur stdDeviation="3"/> <feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.04 0"/> <feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/> <feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/> </filter> <clipPath id="reviewsFreeclip0"> <rect width="32" height="32" fill="white"/> </clipPath> </defs> </svg>',
			'featuredpostIconFree' => '<svg width="33" height="32" viewBox="0 0 33 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#featuredPostFreeclip0)"> <rect x="0.5" y="13" width="26" height="18" rx="1" fill="#D0D1D7"/> <rect x="3.5" y="22" width="16" height="2" fill="white"/> <rect x="3.5" y="26" width="12" height="2" fill="white"/> <circle cx="22.5" cy="10" r="10" fill="#FE544F"/> <path d="M24.7828 10.5642L25.649 8.15364L26.4759 8.55698C26.726 8.67892 27.0313 8.58978 27.1626 8.32053L27.6129 7.3974C27.7348 7.14739 27.6264 6.83265 27.3764 6.71071L22.1453 4.15935C21.8761 4.02802 21.5806 4.14578 21.4587 4.39579L21.0084 5.31892C20.8771 5.58817 20.9756 5.87429 21.2449 6.00561L22.0526 6.39957L20.6864 8.56623C19.5569 8.53909 18.4607 8.98054 17.9917 9.94213C17.8604 10.2114 17.9589 10.4975 18.2282 10.6288L20.8437 11.9045L19.8588 13.9239C19.8494 13.9431 19.84 13.9623 19.8307 13.9815L19.842 15.1298C19.8434 15.2733 20.0165 15.3578 20.1305 15.2705L21.0423 14.5725C21.0516 14.5533 21.0803 14.5434 21.0896 14.5242L22.0745 12.5048L24.6901 13.7805C24.9401 13.9024 25.2454 13.8133 25.3768 13.5441C25.8551 12.5632 25.4995 11.4375 24.7828 10.5642Z" fill="white"/> </g> <defs> <clipPath id="featuredPostFreeclip0"> <rect width="32" height="32" fill="white" transform="translate(0.5)"/> </clipPath> </defs> </svg>',
			'singlealbumIconFree' => '<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#singleAlbumFreeclip0)"> <rect x="9.42969" y="6.29321" width="21" height="21" transform="rotate(4 9.42969 6.29321)" fill="#B6DDAD"/> <rect x="17.9531" y="16.0992" width="14.4375" height="14.4375" transform="rotate(4 17.9531 16.0992)" fill="#96CE89"/> </g> <g clip-path="url(#singleAlbumFreeclip1)"> <rect x="1.86523" y="2" width="21" height="21" fill="#F6966B"/> <circle cx="-2.29102" cy="17.0938" r="17.7188" fill="#F9BBA0"/> </g> <circle cx="22" cy="21" r="10" fill="#FE544F"/> <path d="M18.0259 24.4121H19.6478V18H18.0214L16.3906 19.1109V20.5062L17.9948 19.4308H18.0259V24.4121Z" fill="white"/> <path d="M20.7075 24.4121H22.4405L23.6803 22.3325H23.7202L24.9689 24.4121H26.7997L24.7778 21.2038V21.1816L26.8174 18H25.0089L23.8402 20.1729H23.7913L22.6138 18H20.7119L22.6671 21.1638V21.1905L20.7075 24.4121Z" fill="white"/> <defs> <clipPath id="singleAlbumFreeclip0"> <rect x="9.42969" y="6.29321" width="21" height="21" rx="0.4375" transform="rotate(4 9.42969 6.29321)" fill="white"/> </clipPath> <clipPath id="singleAlbumFreeclip1"> <rect x="1.86523" y="2" width="21" height="21" rx="0.4375" fill="white"/> </clipPath> </defs> </svg>',
			'socialwallIconFree' => '<svg width="33" height="32" viewBox="0 0 33 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#socialWallFreeclip0)"> <path d="M8.49935 2.19C5.29102 2.19 2.66602 4.80917 2.66602 8.035C2.66602 10.9517 4.80102 13.3725 7.58935 13.81V9.72667H6.10768V8.035H7.58935V6.74584C7.58935 5.28167 8.45852 4.47667 9.79435 4.47667C10.4302 4.47667 11.0952 4.5875 11.0952 4.5875V6.02834H10.3602C9.63685 6.02834 9.40935 6.4775 9.40935 6.93834V8.035H11.031L10.7685 9.72667H9.40935V13.81C10.7839 13.5929 12.0356 12.8916 12.9385 11.8325C13.8413 10.7735 14.3358 9.42663 14.3327 8.035C14.3327 4.80917 11.7077 2.19 8.49935 2.19Z" fill="#006BFA"/> <path d="M8.5 21.3047C7 21.3047 5.80469 22.5234 5.80469 24C5.80469 25.5 7 26.6953 8.5 26.6953C9.97656 26.6953 11.1953 25.5 11.1953 24C11.1953 22.5234 9.97656 21.3047 8.5 21.3047ZM8.5 25.7578C7.53906 25.7578 6.74219 24.9844 6.74219 24C6.74219 23.0391 7.51562 22.2656 8.5 22.2656C9.46094 22.2656 10.2344 23.0391 10.2344 24C10.2344 24.9844 9.46094 25.7578 8.5 25.7578ZM11.9219 21.2109C11.9219 20.8594 11.6406 20.5781 11.2891 20.5781C10.9375 20.5781 10.6562 20.8594 10.6562 21.2109C10.6562 21.5625 10.9375 21.8438 11.2891 21.8438C11.6406 21.8438 11.9219 21.5625 11.9219 21.2109ZM13.7031 21.8438C13.6562 21 13.4688 20.25 12.8594 19.6406C12.25 19.0312 11.5 18.8438 10.6562 18.7969C9.78906 18.75 7.1875 18.75 6.32031 18.7969C5.47656 18.8438 4.75 19.0312 4.11719 19.6406C3.50781 20.25 3.32031 21 3.27344 21.8438C3.22656 22.7109 3.22656 25.3125 3.27344 26.1797C3.32031 27.0234 3.50781 27.75 4.11719 28.3828C4.75 28.9922 5.47656 29.1797 6.32031 29.2266C7.1875 29.2734 9.78906 29.2734 10.6562 29.2266C11.5 29.1797 12.25 28.9922 12.8594 28.3828C13.4688 27.75 13.6562 27.0234 13.7031 26.1797C13.75 25.3125 13.75 22.7109 13.7031 21.8438ZM12.5781 27.0938C12.4141 27.5625 12.0391 27.9141 11.5938 28.1016C10.8906 28.3828 9.25 28.3125 8.5 28.3125C7.72656 28.3125 6.08594 28.3828 5.40625 28.1016C4.9375 27.9141 4.58594 27.5625 4.39844 27.0938C4.11719 26.4141 4.1875 24.7734 4.1875 24C4.1875 23.25 4.11719 21.6094 4.39844 20.9062C4.58594 20.4609 4.9375 20.1094 5.40625 19.9219C6.08594 19.6406 7.72656 19.7109 8.5 19.7109C9.25 19.7109 10.8906 19.6406 11.5938 19.9219C12.0391 20.0859 12.3906 20.4609 12.5781 20.9062C12.8594 21.6094 12.7891 23.25 12.7891 24C12.7891 24.7734 12.8594 26.4141 12.5781 27.0938Z" fill="url(#socialWallFreepaint0_linear)"/> <path d="M30.6018 4.50001C30.1526 4.70418 29.6684 4.83834 29.1668 4.90251C29.6801 4.59334 30.0768 4.10334 30.2634 3.51418C29.7793 3.80584 29.2426 4.01001 28.6768 4.12668C28.2159 3.62501 27.5684 3.33334 26.8334 3.33334C25.4626 3.33334 24.3426 4.45334 24.3426 5.83584C24.3426 6.03418 24.3659 6.22668 24.4068 6.40751C22.3301 6.30251 20.4809 5.30501 19.2501 3.79418C19.0343 4.16168 18.9118 4.59334 18.9118 5.04834C18.9118 5.91751 19.3493 6.68751 20.0259 7.12501C19.6118 7.12501 19.2268 7.00834 18.8884 6.83334V6.85084C18.8884 8.06418 19.7518 9.07918 20.8951 9.30668C20.528 9.40713 20.1427 9.42111 19.7693 9.34751C19.9277 9.84479 20.238 10.2799 20.6565 10.5917C21.0751 10.9035 21.5808 11.0763 22.1026 11.0858C21.2181 11.7861 20.1216 12.1646 18.9934 12.1592C18.7951 12.1592 18.5968 12.1475 18.3984 12.1242C19.5068 12.8358 20.8251 13.25 22.2368 13.25C26.8334 13.25 29.3593 9.43501 29.3593 6.12751C29.3593 6.01668 29.3593 5.91168 29.3534 5.80084C29.8434 5.45084 30.2634 5.00751 30.6018 4.50001Z" fill="#1B90EF"/> <path d="M23.3327 25.75L26.3602 24L23.3327 22.25V25.75ZM30.076 21.1825C30.1518 21.4567 30.2043 21.8242 30.2393 22.2908C30.2802 22.7575 30.2977 23.16 30.2977 23.51L30.3327 24C30.3327 25.2775 30.2393 26.2167 30.076 26.8175C29.9302 27.3425 29.5918 27.6808 29.0668 27.8267C28.7927 27.9025 28.291 27.955 27.521 27.99C26.7627 28.0308 26.0685 28.0483 25.4268 28.0483L24.4993 28.0833C22.0552 28.0833 20.5327 27.99 19.9318 27.8267C19.4068 27.6808 19.0685 27.3425 18.9227 26.8175C18.8468 26.5433 18.7943 26.1758 18.7593 25.7092C18.7185 25.2425 18.701 24.84 18.701 24.49L18.666 24C18.666 22.7225 18.7593 21.7833 18.9227 21.1825C19.0685 20.6575 19.4068 20.3192 19.9318 20.1733C20.206 20.0975 20.7077 20.045 21.4777 20.01C22.236 19.9692 22.9302 19.9517 23.5718 19.9517L24.4993 19.9167C26.9435 19.9167 28.466 20.01 29.0668 20.1733C29.5918 20.3192 29.9302 20.6575 30.076 21.1825Z" fill="#EB2121"/> </g> <defs> <linearGradient id="socialWallFreepaint0_linear" x1="6.97891" y1="38.843" x2="29.0945" y2="16.268" gradientUnits="userSpaceOnUse"> <stop stop-color="white"/> <stop offset="0.147864" stop-color="#F6640E"/> <stop offset="0.443974" stop-color="#BA03A7"/> <stop offset="0.733337" stop-color="#6A01B9"/> <stop offset="1" stop-color="#6B01B9"/> </linearGradient> <clipPath id="socialWallFreeclip0"> <rect width="32" height="32" fill="white" transform="translate(0.5)"/> </clipPath> </defs> </svg>',
			'photosIconFree' => '<svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#freePhotosclip0)"> <rect x="2.90625" y="3" width="26.1602" height="26.1602" fill="#F6966B"/> <path d="M8.05548 12.265L28.7657 32.9752H-9.08398L8.05548 12.265Z" fill="#F9BBA0"/> </g> <defs> <clipPath id="freePhotosclip0"> <rect x="2.90625" y="3" width="26.1602" height="26.1602" rx="0.545005" fill="white"/> </clipPath> </defs> </svg>',
			'videosIconFree' => '<svg width="33" height="32" viewBox="0 0 33 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#videosFreeclip0)"> <path d="M0.25 4H32.25V28H0.25V4Z" fill="#43A6DB"/> <path d="M20.5716 15.576C20.8849 15.7718 20.8849 16.2282 20.5716 16.424L14.015 20.5219C13.682 20.73 13.25 20.4906 13.25 20.0979L13.25 11.9021C13.25 11.5094 13.682 11.27 14.015 11.4781L20.5716 15.576Z" fill="white"/> </g> <defs> <clipPath id="videosFreeclip0"> <rect width="32" height="32" fill="white" transform="translate(0.25)"/> </clipPath> </defs> </svg>',
			'albumsIconFree' => '<svg width="33" height="32" viewBox="0 0 33 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#albumsFreeclip0)"> <rect x="9.92969" y="6.29321" width="21" height="21" transform="rotate(4 9.92969 6.29321)" fill="#B6DDAD"/> <rect x="18.4531" y="16.0992" width="14.4375" height="14.4375" transform="rotate(4 18.4531 16.0992)" fill="#96CE89"/> </g> <g clip-path="url(#albumsFreeclip1)"> <rect x="2.36523" y="2" width="21" height="21" fill="#F6966B"/> <circle cx="-1.79102" cy="17.0938" r="17.7188" fill="#F9BBA0"/> </g> <defs> <clipPath id="albumsFreeclip0"> <rect x="9.92969" y="6.29321" width="21" height="21" rx="0.4375" transform="rotate(4 9.92969 6.29321)" fill="white"/> </clipPath> <clipPath id="albumsFreeclip1"> <rect x="2.36523" y="2" width="21" height="21" rx="0.4375" fill="white"/> </clipPath> </defs> </svg>',
			'eventsIconFree' => '<svg width="33" height="32" viewBox="0 0 33 32" fill="none" xmlns="http://www.w3.org/2000/svg"> <rect x="3.75" y="3" width="26.1602" height="26.1602" rx="2" fill="#43A6DB"/> <path d="M11.7852 21.9999L16.25 18.9999L20.7852 21.9999V11.1523C20.7852 10.5305 20.2591 10.0044 19.6373 10.0044L12.8978 9.99994C12.2522 9.99994 11.75 10.526 11.75 11.1478L11.7852 21.9999Z" fill="white"/> </svg>',
		];
		return $builder_svg_icons;
	}

	/**
	 * Color Overrides Manager
	 *
	 * @return array
	 *
	 * @since 4.0
	 */
	public static function get_color_overrides(){
		return [
			//Post Author
			[
				'heading' 		=> __( 'Post Author', 'custom-facebook-feed' ),
				'elements'		=> ['authorcolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						0,
						'section'
					],
					'id' => 'post_styling_author'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'authorcolor'
					]
				]
			],
			//Post Text
			[
				'heading' => __( 'Post', 'custom-facebook-feed' ),
				'elements'	=> ['textcolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						1,
						'section'
					],
					'id' => 'post_styling_text'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'textcolor'
					]
				]
			],
			//Post Date
			[
				'heading' => __( 'Post Date', 'custom-facebook-feed' ),
				'elements'	=> ['datecolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						2,
						'section'
					],
					'id' => 'post_styling_date'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'datecolor'
					]
				]
			],
			//Likes Shares & Comments
			[
				'heading' => __( 'Likes, Shares and Comments', 'custom-facebook-feed' ),
				'elements'	=> ['socialtextcolor','sociallinkcolor','socialbgcolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						4,
						'section'
					],
					'id' => 'post_styling_social'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'socialtextcolor'
					],
					[
						'heading' => __( 'Link', 'custom-facebook-feed' ),
						'id'	  => 'sociallinkcolor'
					],
					[
						'heading' => __( 'Background', 'custom-facebook-feed' ),
						'id'	  => 'socialbgcolor'
					]
				]
			],
			//Event Title
			[
				'heading' => __( 'Event Title', 'custom-facebook-feed' ),
				'elements'	=> ['eventtitlecolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						5,
						'section'
					],
					'id' => 'post_styling_eventtitle'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'eventtitlecolor'
					]
				]
			],
			//Event Details
			/*[
				'heading' => __( 'Event Details', 'custom-facebook-feed' ),
				'elements'	=> ['eventdetailscolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						6,
						'section'
					],
					'id' => 'post_styling_eventdetails'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'eventdetailscolor'
					]
				]
			],*/
			//Link
			[
				'heading' => __( 'Post Action Links', 'custom-facebook-feed' ),
				'elements'	=> ['linkcolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						7,
						'section'
					],
					'id' => 'post_styling_link'
				],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'linkcolor'
					]
				]
			],
			//Description
			/*
			[
				'heading' => __( 'Shared Post', 'custom-facebook-feed' ),
				'elements'	=> ['desccolor'],
				'controls' => [
					[
						'heading' => __( 'Text', 'custom-facebook-feed' ),
						'id'	  => 'desccolor'
					]
				]
			],*/
			[
				'heading' => __( 'Shared Link Box', 'custom-facebook-feed' ),
				'elements'	=> ['linkbgcolor','linktitlecolor','linkdesccolor','linkurlcolor'],
				'enableViewAction' 	=> [
					'sections' => [
						'customize',
						'sections',
						'customize_posts',
						'nested_sections',
						'individual_elements',
						'controls',
						8,
						'section'
					],
					'id' => 'post_styling_sharedlinks'
				],
				'controls' => [
					[
						'heading' => __( 'Background', 'custom-facebook-feed' ),
						'id'	  => 'linkbgcolor'
					],
					[
						'heading' => __( 'Title', 'custom-facebook-feed' ),
						'id'	  => 'linktitlecolor'
					],
					[
						'heading' => __( 'Description', 'custom-facebook-feed' ),
						'id'	  => 'linkdesccolor'
					],
					[
						'heading' => __( 'Url', 'custom-facebook-feed' ),
						'id'	  => 'linkurlcolor'
					]
				]
			]

		];

	}

	public static function get_social_wall_links() {
		return array(
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-feed-builder' ) ) . '">' . __( 'All Feeds', 'custom-facebook-feed' ) . '</a>',
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-settings' ) ) . '">' . __( 'Settings', 'custom-facebook-feed' ) . '</a>',
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-oembeds-manager' ) ) . '">' . __( 'oEmbeds', 'custom-facebook-feed' ) . '</a>',
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-extensions-manager' ) ) . '">' . __( 'Extensions', 'custom-facebook-feed' ) . '</a>',
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-about-us' ) ) . '">' . __( 'About Us', 'custom-facebook-feed' ) . '</a>',
			'<a href="'. esc_url( admin_url( 'admin.php?page=cff-support' ) ) . '">' . __( 'Support', 'custom-facebook-feed' ) . '</a>',
		);
	}

	/**
	 * Feed Builder Wrapper.
	 *
	 * @since 4.0
	 */
	public function feed_builder(){
		include_once CFF_BUILDER_DIR . 'templates/builder.php';
	}

}