﻿<?xml version="1.0"?>
<oembed><version>1.0</version><provider_name>Gemma &amp; Partners | Studio Legale e Tributario | Roma Milano</provider_name><provider_url>https://gemmaandpartners.com/wp</provider_url><author_name>Segesit</author_name><author_url>https://gemmaandpartners.com/wp/author/segesit/</author_url><title>&#x3A0;&#x3B1;&#x3AF;&#x3BE;&#x3C4;&#x3B5; On-line &#x39A;&#x3B1;&#x3B6;&#x3AF;&#x3BD;&#x3BF; &#x3A3;&#x3C4;&#x3B7;&#x3BD; &#x395;&#x3BB;&#x3BB;&#x3AC;&#x3B4;&#x3B1; &#x3A3;&#x3CD;&#x3BD;&#x3B4;&#x3B5;&#x3C3;&#x3B7; - Gemma &amp; Partners | Studio Legale e Tributario | Roma Milano</title><type>rich</type><width>600</width><height>338</height><html>&lt;blockquote class="wp-embedded-content"&gt;&lt;a href="https://gemmaandpartners.com/wp/455764408809928868-2/"&gt;&#x3A0;&#x3B1;&#x3AF;&#x3BE;&#x3C4;&#x3B5; On-line &#x39A;&#x3B1;&#x3B6;&#x3AF;&#x3BD;&#x3BF; &#x3A3;&#x3C4;&#x3B7;&#x3BD; &#x395;&#x3BB;&#x3BB;&#x3AC;&#x3B4;&#x3B1; &#x3A3;&#x3CD;&#x3BD;&#x3B4;&#x3B5;&#x3C3;&#x3B7;&lt;/a&gt;&lt;/blockquote&gt;
&lt;script type='text/javascript'&gt;
&lt;!--//--&gt;&lt;![CDATA[//&gt;&lt;!--
		/*! This file is auto-generated */
		!function(d,l){"use strict";var e=!1,n=!1;if(l.querySelector)if(d.addEventListener)e=!0;if(d.wp=d.wp||{},!d.wp.receiveEmbedMessage)if(d.wp.receiveEmbedMessage=function(e){var t=e.data;if(t)if(t.secret||t.message||t.value)if(!/[^a-zA-Z0-9]/.test(t.secret)){for(var r,i,a,s=l.querySelectorAll('iframe[data-secret="'+t.secret+'"]'),n=l.querySelectorAll('blockquote[data-secret="'+t.secret+'"]'),o=new RegExp("^https?:$","i"),c=0;c&lt;n.length;c++)n[c].style.display="none";for(c=0;c&lt;s.length;c++)if(r=s[c],e.source===r.contentWindow){if(r.removeAttribute("style"),"height"===t.message){if(1e3&lt;(a=parseInt(t.value,10)))a=1e3;else if(~~a&lt;200)a=200;r.height=a}if("link"===t.message)if(i=l.createElement("a"),a=l.createElement("a"),i.href=r.getAttribute("src"),a.href=t.value,o.test(a.protocol))if(a.host===i.host)if(l.activeElement===r)d.top.location.href=t.value}}},e)d.addEventListener("message",d.wp.receiveEmbedMessage,!1),l.addEventListener("DOMContentLoaded",t,!1),d.addEventListener("load",t,!1);function t(){if(!n){n=!0;for(var e,t,r=-1!==navigator.appVersion.indexOf("MSIE 10"),i=!!navigator.userAgent.match(/Trident.*rv:11\./),a=l.querySelectorAll("iframe.wp-embedded-content"),s=0;s&lt;a.length;s++){if(!(e=a[s]).getAttribute("data-secret"))t=Math.random().toString(36).substr(2,10),e.src+="#?secret="+t,e.setAttribute("data-secret",t);if(r||i)(t=e.cloneNode(!0)).removeAttribute("security"),e.parentNode.replaceChild(t,e)}}}}(window,document);
//--&gt;&lt;!]]&gt;
&lt;/script&gt;&lt;iframe sandbox="allow-scripts" security="restricted" src="https://gemmaandpartners.com/wp/455764408809928868-2/embed/" width="600" height="338" title="&#x201C;&#x3A0;&#x3B1;&#x3AF;&#x3BE;&#x3C4;&#x3B5; On-line &#x39A;&#x3B1;&#x3B6;&#x3AF;&#x3BD;&#x3BF; &#x3A3;&#x3C4;&#x3B7;&#x3BD; &#x395;&#x3BB;&#x3BB;&#x3AC;&#x3B4;&#x3B1; &#x3A3;&#x3CD;&#x3BD;&#x3B4;&#x3B5;&#x3C3;&#x3B7;&#x201D; &#x2014; Gemma &amp; Partners | Studio Legale e Tributario | Roma Milano" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" class="wp-embedded-content"&gt;&lt;/iframe&gt;</html><description>&#x386;&#x3BB;&#x3BB;&#x3B5;&#x3C2; &#x3C0;&#x3C1;&#x3BF;&#x3C3;&#x3C6;&#x3BF;&#x3C1;&#x3AD;&#x3C2; &#x3C0;&#x3B5;&#x3C1;&#x3B9;&#x3BB;&#x3B1;&#x3BC;&#x3B2;&#x3AC;&#x3BD;&#x3BF;&#x3C5;&#x3BD; &#x3C4;&#x3BF; &#x2018;Tie one hundred pc Return&#x2019;, &#x3C4;&#x3BF; &#x3BF;&#x3C0;&#x3BF;&#x3AF;&#x3BF; &#x3B5;&#x3C0;&#x3B9;&#x3C4;&#x3C1;&#x3AD;&#x3C0;&#x3B5;&#x3B9; &#x3C4;&#x3B7;&#x3BD; &#x3B5;&#x3C0;&#x3B9;&#x3C3;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3AE; &#x3C7;&#x3C1;&#x3B7;&#x3BC;&#x3AC;&#x3C4;&#x3C9;&#x3BD; &#x3C3;&#x3B5; &#x3C0;&#x3B5;&#x3C1;&#x3AF;&#x3C0;&#x3C4;&#x3C9;&#x3C3;&#x3B7; &#x3BC;&#x3B7;&#x3B4;&#x3B5;&#x3BD;&#x3B9;&#x3BA;&#x3BF;&#x3CD; &#x3B1;&#x3B3;&#x3CE;&#x3BD;&#x3B1;, &#x3BA;&#x3B1;&#x3B9; &#x3C4;&#x3BF; &#x2018;Early Payout&#x2019;. &#x3A4;&#x3B1; &#x3BC;&#x3C0;&#x3CC;&#x3BD;&#x3BF;&#x3C5;&#x3C2; &#x3BA;&#x3C5;&#x3BC;&#x3B1;&#x3AF;&#x3BD;&#x3BF;&#x3BD;&#x3C4;&#x3B1;&#x3B9; &#x3B1;&#x3C0;&#x3CC; &#x3AD;&#x3BD;&#x3B1; &#x3C0;&#x3B1;&#x3BA;&#x3AD;&#x3C4;&#x3BF; &#x3BA;&#x3B1;&#x3BB;&#x3C9;&#x3C3;&#x3BF;&#x3C1;&#x3AF;&#x3C3;&#x3BC;&#x3B1;&#x3C4;&#x3BF;&#x3C2; &#x3C0;&#x3BF;&#x3C5; &#x3C0;&#x3C1;&#x3BF;&#x3C3;&#x3C6;&#x3AD;&#x3C1;&#x3B5;&#x3B9; &#x3AD;&#x3BD;&#x3B1; &#x3BC;&#x3C0;&#x3CC;&#x3BD;&#x3BF;&#x3C5;&#x3C2; &#x3BA;&#x3B1;&#x3C4;&#x3AC;&#x3B8;&#x3B5;&#x3C3;&#x3B7;&#x3C2; &#x3BC;&#x3AD;&#x3C7;&#x3C1;&#x3B9; &#x3AD;&#x3BD;&#x3B1; &#x3C3;&#x3C5;&#x3B3;&#x3BA;&#x3B5;&#x3BA;&#x3C1;&#x3B9;&#x3BC;&#x3AD;&#x3BD;&#x3BF; &#x3C0;&#x3BF;&#x3C3;&#x3CC; &#x3BC;&#x3B1;&#x3B6;&#x3AF; &#x3BC;&#x3B5; &#x3AD;&#x3BD;&#x3B1;&#x3BD; &#x3C3;&#x3B7;&#x3BC;&#x3B1;&#x3BD;&#x3C4;&#x3B9;&#x3BA;&#x3CC; &#x3B1;&#x3C1;&#x3B9;&#x3B8;&#x3BC;&#x3CC; &#x3B4;&#x3C9;&#x3C1;&#x3B5;&#x3AC;&#x3BD; &#x3C0;&#x3B5;&#x3C1;&#x3B9;&#x3C3;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3CE;&#x3BD;, &#x3BC;&#x3AD;&#x3C7;&#x3C1;&#x3B9; &#x3B5;&#x3B2;&#x3B4;&#x3BF;&#x3BC;&#x3B1;&#x3B4;&#x3B9;&#x3B1;&#x3AF;&#x3B1; &#x3BC;&#x3C0;&#x3CC;&#x3BD;&#x3BF;&#x3C5;&#x3C2; &#x3BA;&#x3B1;&#x3C4;&#x3AC;&#x3B8;&#x3B5;&#x3C3;&#x3B7;&#x3C2; &#x3BA;&#x3B1;&#x3B9; &#x3B5;&#x3C0;&#x3B9;&#x3C3;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3AE; &#x3BC;&#x3B5;&#x3C4;&#x3C1;&#x3B7;&#x3C4;&#x3CE;&#x3BD;. &#x3A3;&#x3C4;&#x3BF; &#x3BA;&#x3B1;&#x3B6;&#x3AF;&#x3BD;&#x3BF; Spinanga, &#x3B7; &#x3B5;&#x3C0;&#x3B9;&#x3BB;&#x3BF;&#x3B3;&#x3AE; &#x3B5;&#x3C0;&#x3B9;&#x3C4;&#x3C1;&#x3B1;&#x3C0;&#x3AD;&#x3B6;&#x3B9;&#x3C9;&#x3BD; &#x3C0;&#x3B1;&#x3B9;&#x3C7;&#x3BD;&#x3B9;&#x3B4;&#x3B9;&#x3CE;&#x3BD; &#x3B5;&#x3AF;&#x3BD;&#x3B1;&#x3B9; &#x3C0;&#x3C1;&#x3B1;&#x3B3;&#x3BC;&#x3B1;&#x3C4;&#x3B9;&#x3BA;&#x3AC; &#x3B5;&#x3BD;&#x3C4;&#x3C5;&#x3C0;&#x3C9;&#x3C3;&#x3B9;&#x3B1;&#x3BA;&#x3AE;, &#x3C0;&#x3C1;&#x3BF;&#x3C3;&#x3C6;&#x3AD;&#x3C1;&#x3BF;&#x3BD;&#x3C4;&#x3B1;&#x3C2; &#x3BC;&#x3B9;&#x3B1; &#x3C0;&#x3BF;&#x3B9;&#x3BA;&#x3B9;&#x3BB;&#x3AF;&#x3B1; &#x3B1;&#x3C0;&#x3CC; &#x3BA;&#x3BB;&#x3B1;&#x3C3;&#x3B9;&#x3BA;&#x3AD;&#x3C2; &#x3BA;&#x3B1;&#x3B9; &#x3BC;&#x3BF;&#x3BD;&#x3C4;&#x3AD;&#x3C1;&#x3BD;&#x3B5;&#x3C2; &#x3B5;&#x3C0;&#x3B9;&#x3BB;&#x3BF;&#x3B3;&#x3AD;&#x3C2; &#x3C0;&#x3BF;&#x3C5; &#x3B9;&#x3BA;&#x3B1;&#x3BD;&#x3BF;&#x3C0;&#x3BF;&#x3B9;&#x3BF;&#x3CD;&#x3BD; &#x3BA;&#x3AC;&#x3B8;&#x3B5; &#x3C0;&#x3B1;&#x3AF;&#x3BA;&#x3C4;&#x3B7;. &#x391;&#x3C0;&#x3CC; &#x3C4;&#x3B7;&#x3BD; &#x3B1;&#x3AD;&#x3BD;&#x3B1;&#x3B7; &#x3B3;&#x3BF;&#x3B7;&#x3C4;&#x3B5;&#x3AF;&#x3B1; &#x3C4;&#x3BF;&#x3C5; &#x3BC;&#x3C0;&#x3BB;&#x3AC;&#x3BA;&#x3C4;&#x3B6;&#x3B1;&#x3BA; &#x3BA;&#x3B1;&#x3B9; &#x3C4;&#x3B7;&#x3C2; &#x3C1;&#x3BF;&#x3C5;&#x3BB;&#x3AD;&#x3C4;&#x3B1;&#x3C2; &#x3BC;&#x3AD;&#x3C7;&#x3C1;&#x3B9; &#x3C4;&#x3BF;&#x3BD; &#x3B5;&#x3BD;&#x3B8;&#x3BF;&#x3C5;&#x3C3;&#x3B9;&#x3B1;&#x3C3;&#x3BC;&#x3CC; &#x3C4;&#x3BF;&#x3C5; &#x3BC;&#x3C0;&#x3B1;&#x3BA;&#x3B1;&#x3C1;&#x3AC; &#x3BA;&#x3B1;&#x3B9; &#x3C4;&#x3BF;&#x3C5; &#x3BA;&#x3C1;&#x3B1;&#x3C8;, &#x3C5;&#x3C0;&#x3AC;&#x3C1;&#x3C7;&#x3B5;&#x3B9; &#x3BA;&#x3AC;&#x3C4;&#x3B9; &#x3B3;&#x3B9;&#x3B1; &#x3CC;&#x3BB;&#x3BF;&#x3C5;&#x3C2;. &#x39F;&#x3B9; &#x3BB;&#x3B5;&#x3AF;&#x3B5;&#x3C2; &#x3C0;&#x3AF;&#x3BD;&#x3B1;&#x3BA;&#x3B5;&#x3C2; &#x3BA;&#x3B1;&#x3B9; &#x3BF;&#x3B9; &#x3B5;&#x3C0;&#x3B1;&#x3B3;&#x3B3;&#x3B5;&#x3BB;&#x3BC;&#x3B1;&#x3C4;&#x3AF;&#x3B5;&#x3C2; &#x3B4;&#x3B9;&#x3B1;&#x3BD;&#x3BF;&#x3BC;&#x3B5;&#x3AF;&#x3C2; &#x3B4;&#x3B7;&#x3BC;&#x3B9;&#x3BF;&#x3C5;&#x3C1;&#x3B3;&#x3BF;&#x3CD;&#x3BD; &#x3BC;&#x3B9;&#x3B1; &#x3B1;&#x3C5;&#x3B8;&#x3B5;&#x3BD;&#x3C4;&#x3B9;&#x3BA;&#x3AE; &#x3B1;&#x3C4;&#x3BC;&#x3CC;&#x3C3;&#x3C6;&#x3B1;&#x3B9;&#x3C1;&#x3B1; &#x3BA;&#x3B1;&#x3B6;&#x3AF;&#x3BD;&#x3BF;, &#x3B5;&#x3BD;&#x3B9;&#x3C3;&#x3C7;&#x3CD;&#x3BF;&#x3BD;&#x3C4;&#x3B1;&#x3C2; &#x3C4;&#x3B7;&#x3BD; &#x3B5;&#x3BC;&#x3C0;&#x3B5;&#x3B9;&#x3C1;&#x3AF;&#x3B1; &#x3C4;&#x3BF;&#x3C5; &#x3C0;&#x3B1;&#x3B9;&#x3C7;&#x3BD;&#x3B9;&#x3B4;&#x3B9;&#x3BF;&#x3CD;. &#x397; &#x3C0;&#x3BB;&#x3B1;&#x3C4;&#x3C6;&#x3CC;&#x3C1;&#x3BC;&#x3B1; &#x3B5;&#x3C0;&#x3B9;&#x3C4;&#x3C1;&#x3AD;&#x3C0;&#x3B5;&#x3B9; &#x3B5;&#x3C0;&#x3AF;&#x3C3;&#x3B7;&#x3C2; &#x3C4;&#x3B1; &#x3C3;&#x3C4;&#x3BF;&#x3B9;&#x3C7;&#x3AE;&#x3BC;&#x3B1;&#x3C4;&#x3B1; &#x3C3;&#x3B5; &#x3C0;&#x3C1;&#x3B1;&#x3B3;&#x3BC;&#x3B1;&#x3C4;&#x3B9;&#x3BA;&#x3CC; &#x3C7;&#x3C1;&#x3CC;&#x3BD;&#x3BF;, &#x3C0;&#x3B1;&#x3C1;&#x3AD;&#x3C7;&#x3BF;&#x3BD;&#x3C4;&#x3B1;&#x3C2; &#x3C3;&#x3C4;&#x3B7; &#x3B4;&#x3B9;&#x3B1;&#x3B4;&#x3B9;&#x3BA;&#x3B1;&#x3C3;&#x3AF;&#x3B1; &#x3B1;&#x3C0;&#x3BF;&#x3B4;&#x3CC;&#x3C3;&#x3B5;&#x3B9;&#x3C2; &#x3C0;&#x3BF;&#x3C5; &#x3B5;&#x3BD;&#x3B7;&#x3BC;&#x3B5;&#x3C1;&#x3CE;&#x3BD;&#x3BF;&#x3BD;&#x3C4;&#x3B1;&#x3B9; &#x3C3;&#x3B5; &#x3C0;&#x3C1;&#x3B1;&#x3B3;&#x3BC;&#x3B1;&#x3C4;&#x3B9;&#x3BA;&#x3CC; &#x3C7;&#x3C1;&#x3CC;&#x3BD;&#x3BF; &#x3BA;&#x3B1;&#x3B8;&#x3CE;&#x3C2; &#x3B5;&#x3BE;&#x3B5;&#x3BB;&#x3AF;&#x3C3;&#x3C3;&#x3B5;&#x3C4;&#x3B1;&#x3B9; &#x3C4;&#x3BF; &#x3B3;&#x3B5;&#x3B3;&#x3BF;&#x3BD;&#x3CC;&#x3C2;.</description><thumbnail_url>data:image/jpeg;base64,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</thumbnail_url></oembed>
