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					    size: A3 portrait;
					    margin-left: 0px;
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					    margin-top: 0px;
					    margin-bottom: 0px;
					    margin: 0;
					    -webkit-print-color-adjust: exact;
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.header {
					    background-color: white;
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.header .top {
					    width: 100%;
					    height: 10px;
					    background-color: #8a1111 !important;
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.header .header-content {
					    display: flex;
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					    padding: 12px 50px;
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.header .header-content .logo svg {
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.header .header-content .title-By {
					    padding: 5px 35px;
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.header .header-content .title-By .title {
					    font-size: 10px;
					    font-size: 30px;
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.header .header-content .title-By .By {
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					    color: #989898;
					    font-weight: 600;
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.body {
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.body-content {
					    width: 90%;
					    max-width: 90%;
					    display: flex;
					    justify-content: space-between;
					    padding: 50px 0px;
					    margin: auto;
					    align-items: start;
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.body-content-img {
					    width: 30%;
					    text-align: center;
					    padding: 100px 30px;
					    background-color: #efefef;
					    box-sizing: border-box;
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					.body-content-img img {
						max-width:100%;

}
					.body-content-table {
					    width: 66%;
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.body-content-table .table-header {
					    font-size: 30px;
					    font-weight: 700;
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.body-content-table table {
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.body-content-table table tr:nth-of-type(odd) {
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.body-content-table table th {
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					    padding: 10px 10px 10px 20px;
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.body-content-table table td {
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.body-content-table table td a {
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.footer {
					    width: 100%;
					    height: 10px;
					    background-color: #8a1111 !important;
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Korovkin Type Approximation Theory For Spaces Of Continuous Functions/ BY Fairooz Mustafa Abu-oda ؛ W. roth

Korovkin Type Approximation Theory For Spaces Of Continuous Functions/ BY Fairooz Mustafa Abu-oda ؛ W. roth

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