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301 Moved Permanently - fisyn.com

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HTTP Code 301 Moved Permanently

301 Moved Permanently means that the requested resource has been permanently moved to a new URL. All future requests should use the new address.

When is Code 301 used?

When changing a website domain
When modifying URL structures
When setting up redirects for SEO

What does Code 301 mean for the user?

The browser will automatically redirect the user to the new address, and search engines will update their indexes.

200 OK - https://www.fisyn.com/

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HTTP Code 200 OK

200 OK is a standard successful HTTP server response. It means that the client’s request (e.g., from a browser) was successfully processed, and the server is delivering the requested data.

When is Code 200 used?

When loading a web page
When successfully receiving an API response
When processing a form or another HTTP request

What does Code 200 mean for the user?

The user receives content without errors, and the page or application functions properly. If Code 200 is accompanied by data, the browser or program processes and displays it to the user.

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					<h2 class="elementor-heading-title elementor-size-default">   INCOME & GROWTH WITHOUT THE RISK</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">F</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">I</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">S</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">N</h2>				</div>
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				<span class="elementor-counter-number" data-duration="2000" data-to-value="31.3" data-from-value="0" data-delimiter=",">0</span>
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					<h2 class="elementor-heading-title elementor-size-default">LAST 5 YEARS</h2>				</div>
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				<span class="elementor-counter-number" data-duration="2000" data-to-value="2" data-from-value="0" data-delimiter=",">0</span>
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					<h2 class="elementor-heading-title elementor-size-default">30 MONTHS</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Unlocking Real Potential Others Don't See</h2>				</div>
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									<p>Our focus is identifying undeveloped commercial land, ideally situated to </p><p>meet the growing development need for multi-family, self storage and </p><p>office-warehouse, in major and tertiary markets in Texas </p><p> </p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">INNOVATIVE</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Proprietary Data <br>Sources & Entitlement <br>Procedures</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">STRATEGIC</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">A variety of alternative <br>investment solutions</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">QUALITY</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Investments for <br>institutional-caliber <br>assets</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">TENURE</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Decades of Expertise</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">ADVANTAGES</h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Experience the FISYN Advantage</h2>				</div>
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									<p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Texas Leads the Nation in&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;Commercial Development</p>								</div>
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									<p>                   Expertise Enables Sustained                     Income and Growth</p>								</div>
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									<p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Tax Free (ROC) Monthly Income&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Plus Capital Growth</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><i>Lets Compare</i></h2>				</div>
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					<h2 class="elementor-heading-title elementor-size-default">Features</h2>				</div>
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				<div class="elementor-element elementor-element-b196bce elementor-align-center elementor-widget elementor-widget-button" data-id="b196bce" data-element_type="widget" data-widget_type="button.default">
				<div class="elementor-widget-container">
									<div class="elementor-button-wrapper">
					<a class="elementor-button elementor-button-link elementor-size-sm" href="#">
						<span class="elementor-button-content-wrapper">
									<span class="elementor-button-text">Our Competitors</span>
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					</a>
				</div>
								</div>
				</div>
				</div>
		<div class="elementor-element elementor-element-c00fa94 e-con-full e-flex e-con e-child" data-id="c00fa94" data-element_type="container">
				<div class="elementor-element elementor-element-1b32280 elementor-align-center elementor-widget elementor-widget-button" data-id="1b32280" data-element_type="widget" data-widget_type="button.default">
				<div class="elementor-widget-container">
									<div class="elementor-button-wrapper">
					<a class="elementor-button elementor-button-link elementor-size-sm" href="#">
						<span class="elementor-button-content-wrapper">
									<span class="elementor-button-text">Fisyn Fund</span>
					</span>
					</a>
				</div>
								</div>
				</div>
				</div>
				</div>
					</div>
				</div>
		<div class="elementor-element elementor-element-1ab6986 e-con-full e-flex elementor-invisible e-con e-parent" data-id="1ab6986" data-element_type="container" data-settings="{&quot;animation&quot;:&quot;fadeInUp&quot;}">
		<div class="elementor-element elementor-element-adb6271 e-flex e-con-boxed e-con e-child" data-id="adb6271" data-element_type="container">
					<div class="e-con-inner">
		<div class="elementor-element elementor-element-2a6d08a e-con-full e-flex e-con e-child" data-id="2a6d08a" data-element_type="container" data-settings="{&quot;background_background&quot;:&quot;classic&quot;}">
				<div class="elementor-element elementor-element-bd867c3 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list" data-id="bd867c3" data-element_type="widget" data-widget_type="icon-list.default">
				<div class="elementor-widget-container">
							<ul class="elementor-icon-list-items">
							<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Annual Return, Paid Monthly</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Profit Participation</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Accreditation required</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Investment Secured by Real Estate</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Tax advantages</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Liquidity features</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Minimum Investment</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">IRA Compatible</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Invest immediately</span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Uses Debt Leverage</span>
									</li>
						</ul>
						</div>
				</div>
				</div>
		<div class="elementor-element elementor-element-8168d18 e-con-full e-flex e-con e-child" data-id="8168d18" data-element_type="container">
				<div class="elementor-element elementor-element-997be05 elementor-align-center elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list" data-id="997be05" data-element_type="widget" data-widget_type="icon-list.default">
				<div class="elementor-widget-container">
							<ul class="elementor-icon-list-items">
							<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">6-10%</span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="35" height="36" viewBox="0 0 35 36" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M31.9377 27.6873C33.8536 24.8195 34.8762 21.448 34.876 17.999C34.876 15.7091 34.425 13.4415 33.5486 11.3259C32.6722 9.21031 31.3878 7.28802 29.7685 5.66884C28.1492 4.04965 26.2268 2.76527 24.1112 1.88904C21.9955 1.0128 19.7279 0.56188 17.438 0.562012C13.9891 0.562012 10.6176 1.58476 7.74987 3.50091C4.88218 5.41707 2.64711 8.14057 1.3273 11.327C0.00748932 14.5134 -0.337783 18.0197 0.335147 21.4024C1.00808 24.785 2.66899 27.8922 5.10783 30.3309C7.54668 32.7696 10.6539 34.4303 14.0366 35.1031C17.4193 35.7758 20.9256 35.4303 24.1119 34.1103C27.2983 32.7903 30.0217 30.5551 31.9377 27.6873ZM9.29004 13.0336C8.89951 12.6431 8.89951 12.0099 9.29004 11.6194L11.0573 9.8521C11.4478 9.46157 12.081 9.46157 12.4715 9.8521L17.438 14.8186L22.4045 9.8521C22.795 9.46157 23.4282 9.46157 23.8187 9.8521L25.586 11.6194C25.9765 12.0099 25.9765 12.6431 25.586 13.0336L20.6195 18.0001L25.5858 22.9664C25.9763 23.3569 25.9763 23.9901 25.5858 24.3806L23.8185 26.1479C23.428 26.5384 22.7949 26.5384 22.4043 26.1479L17.438 21.1816L12.4717 26.1479C12.0812 26.5384 11.448 26.5384 11.0575 26.1479L9.2902 24.3806C8.89968 23.9901 8.89968 23.3569 9.2902 22.9664L14.2565 18.0001L9.29004 13.0336Z" fill="#44B3E1"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="36" height="36" viewBox="0 0 36 36" fill="none"><path d="M35.376 17.751C35.3762 21.1999 34.3537 24.5715 32.4377 27.4393C30.5217 30.3071 27.7983 32.5423 24.6119 33.8623C21.4256 35.1823 17.9193 35.5278 14.5366 34.855C11.1539 34.1823 8.04668 32.5216 5.60783 30.0828C3.16899 27.6441 1.50808 24.537 0.835147 21.1543C0.162217 17.7716 0.507489 14.2654 1.8273 11.079C3.14711 7.89253 5.38218 5.16902 8.24987 3.25287C11.1176 1.33671 14.4891 0.313965 17.938 0.313965C20.228 0.313834 22.4955 0.764758 24.6112 1.64099C26.7268 2.51722 28.6492 3.8016 30.2685 5.42079C31.8878 7.03998 33.1722 8.96226 34.0486 11.0779C34.925 13.1935 35.376 15.461 35.376 17.751ZM15.921 26.984L28.859 14.051C28.9635 13.9465 29.0463 13.8225 29.1029 13.686C29.1594 13.5495 29.1885 13.4032 29.1885 13.2555C29.1885 13.1077 29.1594 12.9614 29.1029 12.8249C29.0463 12.6885 28.9635 12.5644 28.859 12.46L27.268 10.865C27.1635 10.7605 27.0395 10.6776 26.903 10.6211C26.7665 10.5646 26.6202 10.5355 26.4725 10.5355C26.3248 10.5355 26.1785 10.5646 26.042 10.6211C25.9055 10.6776 25.7815 10.7605 25.677 10.865L15.126 21.416L10.2 16.49C10.0955 16.3855 9.97152 16.3026 9.83503 16.2461C9.69854 16.1896 9.55225 16.1605 9.40451 16.1605C9.25677 16.1605 9.11048 16.1896 8.97399 16.2461C8.83749 16.3026 8.71347 16.3855 8.60901 16.49L7.01701 18.08C6.91254 18.1844 6.82967 18.3085 6.77313 18.4449C6.7166 18.5814 6.6875 18.7277 6.6875 18.8755C6.6875 19.0232 6.7166 19.1695 6.77313 19.306C6.82967 19.4425 6.91254 19.5665 7.01701 19.671L14.33 26.984C14.4345 27.0884 14.5585 27.1713 14.695 27.2278C14.8315 27.2844 14.9778 27.3135 15.1255 27.3135C15.2732 27.3135 15.4195 27.2844 15.556 27.2278C15.6925 27.1713 15.8165 27.0884 15.921 26.984Z" fill="#074F69"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="35" height="36" viewBox="0 0 35 36" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M31.9377 27.6873C33.8536 24.8195 34.8762 21.448 34.876 17.999C34.876 15.7091 34.425 13.4415 33.5486 11.3259C32.6722 9.21031 31.3878 7.28802 29.7685 5.66884C28.1492 4.04965 26.2268 2.76527 24.1112 1.88904C21.9955 1.0128 19.7279 0.56188 17.438 0.562012C13.9891 0.562012 10.6176 1.58476 7.74987 3.50091C4.88218 5.41707 2.64711 8.14057 1.3273 11.327C0.00748932 14.5134 -0.337783 18.0197 0.335147 21.4024C1.00808 24.785 2.66899 27.8922 5.10783 30.3309C7.54668 32.7696 10.6539 34.4303 14.0366 35.1031C17.4193 35.7758 20.9256 35.4303 24.1119 34.1103C27.2983 32.7903 30.0217 30.5551 31.9377 27.6873ZM9.29004 13.0336C8.89951 12.6431 8.89951 12.0099 9.29004 11.6194L11.0573 9.8521C11.4478 9.46157 12.081 9.46157 12.4715 9.8521L17.438 14.8186L22.4045 9.8521C22.795 9.46157 23.4282 9.46157 23.8187 9.8521L25.586 11.6194C25.9765 12.0099 25.9765 12.6431 25.586 13.0336L20.6195 18.0001L25.5858 22.9664C25.9763 23.3569 25.9763 23.9901 25.5858 24.3806L23.8185 26.1479C23.428 26.5384 22.7949 26.5384 22.4043 26.1479L17.438 21.1816L12.4717 26.1479C12.0812 26.5384 11.448 26.5384 11.0575 26.1479L9.2902 24.3806C8.89968 23.9901 8.89968 23.3569 9.2902 22.9664L14.2565 18.0001L9.29004 13.0336Z" fill="#44B3E1"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="35" height="36" viewBox="0 0 35 36" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M31.9377 27.6873C33.8536 24.8195 34.8762 21.448 34.876 17.999C34.876 15.7091 34.425 13.4415 33.5486 11.3259C32.6722 9.21031 31.3878 7.28802 29.7685 5.66884C28.1492 4.04965 26.2268 2.76527 24.1112 1.88904C21.9955 1.0128 19.7279 0.56188 17.438 0.562012C13.9891 0.562012 10.6176 1.58476 7.74987 3.50091C4.88218 5.41707 2.64711 8.14057 1.3273 11.327C0.00748932 14.5134 -0.337783 18.0197 0.335147 21.4024C1.00808 24.785 2.66899 27.8922 5.10783 30.3309C7.54668 32.7696 10.6539 34.4303 14.0366 35.1031C17.4193 35.7758 20.9256 35.4303 24.1119 34.1103C27.2983 32.7903 30.0217 30.5551 31.9377 27.6873ZM9.29004 13.0336C8.89951 12.6431 8.89951 12.0099 9.29004 11.6194L11.0573 9.8521C11.4478 9.46157 12.081 9.46157 12.4715 9.8521L17.438 14.8186L22.4045 9.8521C22.795 9.46157 23.4282 9.46157 23.8187 9.8521L25.586 11.6194C25.9765 12.0099 25.9765 12.6431 25.586 13.0336L20.6195 18.0001L25.5858 22.9664C25.9763 23.3569 25.9763 23.9901 25.5858 24.3806L23.8185 26.1479C23.428 26.5384 22.7949 26.5384 22.4043 26.1479L17.438 21.1816L12.4717 26.1479C12.0812 26.5384 11.448 26.5384 11.0575 26.1479L9.2902 24.3806C8.89968 23.9901 8.89968 23.3569 9.2902 22.9664L14.2565 18.0001L9.29004 13.0336Z" fill="#44B3E1"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="35" height="36" viewBox="0 0 35 36" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M31.9377 27.6873C33.8536 24.8195 34.8762 21.448 34.876 17.999C34.876 15.7091 34.425 13.4415 33.5486 11.3259C32.6722 9.21031 31.3878 7.28802 29.7685 5.66884C28.1492 4.04965 26.2268 2.76527 24.1112 1.88904C21.9955 1.0128 19.7279 0.56188 17.438 0.562012C13.9891 0.562012 10.6176 1.58476 7.74987 3.50091C4.88218 5.41707 2.64711 8.14057 1.3273 11.327C0.00748932 14.5134 -0.337783 18.0197 0.335147 21.4024C1.00808 24.785 2.66899 27.8922 5.10783 30.3309C7.54668 32.7696 10.6539 34.4303 14.0366 35.1031C17.4193 35.7758 20.9256 35.4303 24.1119 34.1103C27.2983 32.7903 30.0217 30.5551 31.9377 27.6873ZM9.29004 13.0336C8.89951 12.6431 8.89951 12.0099 9.29004 11.6194L11.0573 9.8521C11.4478 9.46157 12.081 9.46157 12.4715 9.8521L17.438 14.8186L22.4045 9.8521C22.795 9.46157 23.4282 9.46157 23.8187 9.8521L25.586 11.6194C25.9765 12.0099 25.9765 12.6431 25.586 13.0336L20.6195 18.0001L25.5858 22.9664C25.9763 23.3569 25.9763 23.9901 25.5858 24.3806L23.8185 26.1479C23.428 26.5384 22.7949 26.5384 22.4043 26.1479L17.438 21.1816L12.4717 26.1479C12.0812 26.5384 11.448 26.5384 11.0575 26.1479L9.2902 24.3806C8.89968 23.9901 8.89968 23.3569 9.2902 22.9664L14.2565 18.0001L9.29004 13.0336Z" fill="#44B3E1"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
										<span class="elementor-icon-list-text">Variable</span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="36" height="36" viewBox="0 0 36 36" fill="none"><path d="M35.376 17.751C35.3762 21.1999 34.3537 24.5715 32.4377 27.4393C30.5217 30.3071 27.7983 32.5423 24.6119 33.8623C21.4256 35.1823 17.9193 35.5278 14.5366 34.855C11.1539 34.1823 8.04668 32.5216 5.60783 30.0828C3.16899 27.6441 1.50808 24.537 0.835147 21.1543C0.162217 17.7716 0.507489 14.2654 1.8273 11.079C3.14711 7.89253 5.38218 5.16902 8.24987 3.25287C11.1176 1.33671 14.4891 0.313965 17.938 0.313965C20.228 0.313834 22.4955 0.764758 24.6112 1.64099C26.7268 2.51722 28.6492 3.8016 30.2685 5.42079C31.8878 7.03998 33.1722 8.96226 34.0486 11.0779C34.925 13.1935 35.376 15.461 35.376 17.751ZM15.921 26.984L28.859 14.051C28.9635 13.9465 29.0463 13.8225 29.1029 13.686C29.1594 13.5495 29.1885 13.4032 29.1885 13.2555C29.1885 13.1077 29.1594 12.9614 29.1029 12.8249C29.0463 12.6885 28.9635 12.5644 28.859 12.46L27.268 10.865C27.1635 10.7605 27.0395 10.6776 26.903 10.6211C26.7665 10.5646 26.6202 10.5355 26.4725 10.5355C26.3248 10.5355 26.1785 10.5646 26.042 10.6211C25.9055 10.6776 25.7815 10.7605 25.677 10.865L15.126 21.416L10.2 16.49C10.0955 16.3855 9.97152 16.3026 9.83503 16.2461C9.69854 16.1896 9.55225 16.1605 9.40451 16.1605C9.25677 16.1605 9.11048 16.1896 8.97399 16.2461C8.83749 16.3026 8.71347 16.3855 8.60901 16.49L7.01701 18.08C6.91254 18.1844 6.82967 18.3085 6.77313 18.4449C6.7166 18.5814 6.6875 18.7277 6.6875 18.8755C6.6875 19.0232 6.7166 19.1695 6.77313 19.306C6.82967 19.4425 6.91254 19.5665 7.01701 19.671L14.33 26.984C14.4345 27.0884 14.5585 27.1713 14.695 27.2278C14.8315 27.2844 14.9778 27.3135 15.1255 27.3135C15.2732 27.3135 15.4195 27.2844 15.556 27.2278C15.6925 27.1713 15.8165 27.0884 15.921 26.984Z" fill="#074F69"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
								<li class="elementor-icon-list-item">
											<span class="elementor-icon-list-icon">
							<svg xmlns="http://www.w3.org/2000/svg" width="35" height="36" viewBox="0 0 35 36" fill="none"><path fill-rule="evenodd" clip-rule="evenodd" d="M31.9377 27.6873C33.8536 24.8195 34.8762 21.448 34.876 17.999C34.876 15.7091 34.425 13.4415 33.5486 11.3259C32.6722 9.21031 31.3878 7.28802 29.7685 5.66884C28.1492 4.04965 26.2268 2.76527 24.1112 1.88904C21.9955 1.0128 19.7279 0.56188 17.438 0.562012C13.9891 0.562012 10.6176 1.58476 7.74987 3.50091C4.88218 5.41707 2.64711 8.14057 1.3273 11.327C0.00748932 14.5134 -0.337783 18.0197 0.335147 21.4024C1.00808 24.785 2.66899 27.8922 5.10783 30.3309C7.54668 32.7696 10.6539 34.4303 14.0366 35.1031C17.4193 35.7758 20.9256 35.4303 24.1119 34.1103C27.2983 32.7903 30.0217 30.5551 31.9377 27.6873ZM9.29004 13.0336C8.89951 12.6431 8.89951 12.0099 9.29004 11.6194L11.0573 9.8521C11.4478 9.46157 12.081 9.46157 12.4715 9.8521L17.438 14.8186L22.4045 9.8521C22.795 9.46157 23.4282 9.46157 23.8187 9.8521L25.586 11.6194C25.9765 12.0099 25.9765 12.6431 25.586 13.0336L20.6195 18.0001L25.5858 22.9664C25.9763 23.3569 25.9763 23.9901 25.5858 24.3806L23.8185 26.1479C23.428 26.5384 22.7949 26.5384 22.4043 26.1479L17.438 21.1816L12.4717 26.1479C12.0812 26.5384 11.448 26.5384 11.0575 26.1479L9.2902 24.3806C8.89968 23.9901 8.89968 23.3569 9.2902 22.9664L14.2565 18.0001L9.29004 13.0336Z" fill="#44B3E1"></path></svg>						</span>
										<span class="elementor-icon-list-text"></span>
									</li>
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Whois info of domain

Domain Name: FISYN.COM

Registry Domain ID: 2026419227_DOMAIN_COM-VRSN

Registrar WHOIS Server: whois.wix.com

Registrar URL: http://www.wix.com

Updated Date: 2025-04-06T21:05:58Z

Creation Date: 2016-05-06T21:02:39Z

Registry Expiry Date: 2027-05-06T21:02:39Z

Registrar: Wix.com Ltd.

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Registrar Abuse Contact Phone: +14154291173

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