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                  <text>&lt;p&gt;&lt;strong&gt;The Antikythera Mechanism&lt;/strong&gt;&amp;nbsp;is the oldest existing complex geared device, an amazing&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47379"&gt;&lt;strong&gt;geared analogue computer&lt;/strong&gt;&lt;/a&gt;. It was built approximately 2150 years ago and was used to calculate astronomical phenomena.&lt;/p&gt;&#13;
&lt;p&gt;The device was operated manually by a user, to set a date on a dial and notice the astronomical phenomena that occur on that day. Respectively, by choosing an astronomical phenomenon he can observe at which date it will happen.&amp;nbsp; All necessary calculations were made using a set of gears (at least 39).&lt;/p&gt;&#13;
&lt;p&gt;The Mechanism was used to calculate the diurnal and annual motion of the Sun, the Moon and probably the planets among the stars. It calculated the position of the Sun and the Moon on the Sky and the phases of the Moon for every day of the year and predict eclipses of the Sun and the Moon.&lt;/p&gt;&#13;
&lt;p&gt;It implemented the astronomical knowledge of ancient Greeks about the motion of these heavenly bodies with astonishing accuracy, considering the&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47380"&gt;&lt;strong&gt;anomalous motion of the Moon&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;around the Earth, using a&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47382"&gt;&lt;span&gt;&lt;strong&gt;system of eccentric gears&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;Essentially, in the Antikythera Mechanism, the epicyclic theory of Hipparchus is integrated. This theory was formulated to interpret the retrograde motions of the planets as well as the change in the angular velocity of the rotation of the moon around the Earth. Today we know that the moon's anomalous motion is due to its elliptical orbit as it turned around the Earth (Kepler's laws). It could, also, predict&amp;nbsp;&lt;strong&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47381"&gt;&lt;span&gt;eclipses of the Sun and the Moon&lt;/span&gt;&lt;/a&gt;.&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;In addition, the Mechanism calculated the celebration date of the ancient Panhellenic Games. On the circumference of a corresponding dial found on the fragments of the Mechanism, the words Olympia, Pythia, Isthmia, Nemea and Naa have been deciphered. Internally, in each quadrant, the four years of the Olympic cycle are indicated. All these games were crowned Games, with winners being rewarded with olive wreaths.&lt;/p&gt;&#13;
&lt;p&gt;The Antikythera Mechanism was a complicated instrument. Therefore, it is not surprising that it was accompanied by an extensive User&amp;rsquo;s Manual. New inscriptions that had not been read for more than 2000 years were revealed, mainly with the X-ray micro-focusing tomography. About 3500 letters and symbols have been deciphered up to now.&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;&lt;strong&gt;The collection is dedicated to Ioannis Seiradakis, whose contribution was a catalyst for the inception of the research for the Antikythera Mechanism, in 2005, which led to its decoding.&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;span&gt;&lt;a href="https://en.wikipedia.org/wiki/John_Hugh_Seiradakis"&gt;John H. Seiradakis&lt;/a&gt;&lt;/span&gt;&amp;nbsp;(5 March 1948 &amp;ndash; 3 May 2020)&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;&amp;Omicron; &lt;a href="https://apsida.cut.ac.cy/collections/show/479"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt; &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;eta; &amp;pi;&amp;alpha;&amp;lambda;&amp;alpha;&amp;iota;ό&amp;tau;&amp;epsilon;&amp;rho;&amp;eta; &amp;sigma;ύ&amp;nu;&amp;theta;&amp;epsilon;&amp;tau;&amp;eta; &amp;mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;kappa;ή &amp;delta;&amp;iota;ά&amp;tau;&amp;alpha;&amp;xi;&amp;eta; &amp;omicron;&amp;delta;&amp;omicron;&amp;nu;&amp;tau;&amp;omega;&amp;tau;ώ&amp;nu; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;ώ&amp;nu; (&amp;gamma;&amp;rho;&amp;alpha;&amp;nu;&amp;alpha;&amp;zeta;&amp;iota;ώ&amp;nu;) &amp;pi;&amp;omicron;&amp;upsilon; έ&amp;chi;&amp;epsilon;&amp;iota; &amp;beta;&amp;rho;&amp;epsilon;&amp;theta;&amp;epsilon;ί &amp;omega;&amp;sigmaf; &amp;sigma;ή&amp;mu;&amp;epsilon;&amp;rho;&amp;alpha;. &amp;Kappa;&amp;alpha;&amp;tau;&amp;alpha;&amp;sigma;&amp;kappa;&amp;epsilon;&amp;upsilon;ά&amp;sigma;&amp;tau;&amp;eta;&amp;kappa;&amp;epsilon; &amp;pi;&amp;rho;&amp;iota;&amp;nu; &amp;alpha;&amp;pi;ό &amp;pi;&amp;epsilon;&amp;rho;ί&amp;pi;&amp;omicron;&amp;upsilon; 2150 &amp;chi;&amp;rho;ό&amp;nu;&amp;iota;&amp;alpha; &amp;kappa;&amp;alpha;&amp;iota; &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;omicron;&amp;upsilon;&amp;sigma;&amp;iota;&amp;alpha;&amp;sigma;&amp;tau;&amp;iota;&amp;kappa;ά έ&amp;nu;&amp;alpha;&amp;sigmaf; &amp;alpha;&amp;nu;&amp;alpha;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;kappa;ό&amp;sigmaf; &lt;a href="https://apsida.cut.ac.cy/items/show/47379"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;sigma;&amp;tau;ή&amp;sigmaf; &amp;mu;&amp;epsilon; &amp;gamma;&amp;rho;&amp;alpha;&amp;nu;ά&amp;zeta;&amp;iota;&amp;alpha;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;, &amp;omicron; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;omicron;&amp;sigmaf; &amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;iota;&amp;zeta;&amp;epsilon; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ά &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;alpha;. &amp;Eta; &amp;sigma;&amp;upsilon;&amp;sigma;&amp;kappa;&amp;epsilon;&amp;upsilon;ή &amp;lambda;&amp;epsilon;&amp;iota;&amp;tau;&amp;omicron;&amp;upsilon;&amp;rho;&amp;gamma;&amp;omicron;ύ&amp;sigma;&amp;epsilon; &amp;chi;&amp;epsilon;&amp;iota;&amp;rho;&amp;omicron;&amp;kappa;ί&amp;nu;&amp;eta;&amp;tau;&amp;alpha;. &amp;Omicron; &amp;chi;&amp;rho;ή&amp;sigma;&amp;tau;&amp;eta;&amp;sigmaf; &amp;mu;&amp;pi;&amp;omicron;&amp;rho;&amp;omicron;ύ&amp;sigma;&amp;epsilon; &amp;nu;&amp;alpha; &amp;epsilon;&amp;pi;&amp;iota;&amp;lambda;έ&amp;xi;&amp;epsilon;&amp;iota; &amp;mu;&amp;iota;&amp;alpha; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;&amp;omicron;&amp;mu;&amp;eta;&amp;nu;ί&amp;alpha; &amp;alpha;&amp;pi;ό &amp;tau;&amp;iota;&amp;sigmaf; &amp;kappa;&amp;lambda;ί&amp;mu;&amp;alpha;&amp;kappa;&amp;epsilon;&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;epsilon;&amp;nu;&amp;delta;&amp;epsilon;ί&amp;xi;&amp;epsilon;&amp;omega;&amp;nu; &amp;kappa;&amp;alpha;&amp;iota; &amp;nu;&amp;alpha; &amp;delta;&amp;epsilon;&amp;iota; &amp;tau;&amp;alpha; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ά &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;alpha; &amp;pi;&amp;omicron;&amp;upsilon; &amp;theta;&amp;alpha; &amp;sigma;&amp;upsilon;&amp;nu;έ&amp;beta;&amp;alpha;&amp;iota;&amp;nu;&amp;alpha;&amp;nu; &amp;epsilon;&amp;kappa;&amp;epsilon;ί&amp;nu;&amp;eta; &amp;tau;&amp;eta;&amp;nu; &amp;eta;&amp;mu;έ&amp;rho;&amp;alpha; ή &amp;alpha;&amp;nu;&amp;tau;ί&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;phi;&amp;alpha;, &amp;delta;&amp;eta;&amp;lambda;. &amp;nu;&amp;alpha; &amp;epsilon;&amp;pi;&amp;iota;&amp;lambda;έ&amp;xi;&amp;epsilon;&amp;iota; έ&amp;nu;&amp;alpha; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ό &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;omicron; &amp;kappa;&amp;alpha;&amp;iota; &amp;nu;&amp;alpha; &amp;delta;&amp;epsilon;&amp;iota; &amp;sigma;&amp;epsilon; &amp;pi;&amp;omicron;&amp;iota;&amp;alpha; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;&amp;omicron;&amp;mu;&amp;eta;&amp;nu;ί&amp;alpha; &amp;theta;&amp;alpha; &amp;sigma;&amp;upsilon;&amp;mu;&amp;beta;&amp;epsilon;ί. 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&amp;tau;&amp;eta; &amp;theta;έ&amp;sigma;&amp;eta; &amp;tau;&amp;omicron;&amp;upsilon; Ή&amp;lambda;&amp;iota;&amp;omicron;&amp;upsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;sigma;&amp;tau;&amp;omicron;&amp;nu; &amp;omicron;&amp;upsilon;&amp;rho;&amp;alpha;&amp;nu;ό &amp;kappa;&amp;alpha;&amp;iota; &amp;pi;&amp;rho;&amp;omicron;&amp;sigma;&amp;delta;&amp;iota;ό&amp;rho;&amp;iota;&amp;zeta;&amp;epsilon; &amp;tau;&amp;iota;&amp;sigmaf; &amp;phi;ά&amp;sigma;&amp;epsilon;&amp;iota;&amp;sigmaf; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;gamma;&amp;iota;&amp;alpha; &amp;kappa;ά&amp;theta;&amp;epsilon; &amp;eta;&amp;mu;έ&amp;rho;&amp;alpha; &amp;tau;&amp;omicron;&amp;upsilon; &amp;chi;&amp;rho;ό&amp;nu;&amp;omicron;&amp;upsilon;. &amp;Pi;&amp;epsilon;&amp;rho;&amp;iota;&amp;epsilon;ί&amp;chi;&amp;epsilon; &amp;tau;&amp;iota;&amp;sigmaf; 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&amp;sigma;&amp;tau;&amp;epsilon;&amp;phi;&amp;alpha;&amp;nu;&amp;iota;&amp;tau;ώ&amp;nu; &amp;alpha;&amp;gamma;ώ&amp;nu;&amp;omega;&amp;nu; &amp;pi;&amp;omicron;&amp;upsilon; &amp;lambda;ά&amp;mu;&amp;beta;&amp;alpha;&amp;nu;&amp;alpha;&amp;nu; &amp;chi;ώ&amp;rho;&amp;alpha; &amp;sigma;&amp;tau;&amp;eta;&amp;nu; &amp;Alpha;&amp;rho;&amp;chi;&amp;alpha;ί&amp;alpha; &amp;Epsilon;&amp;lambda;&amp;lambda;ά&amp;delta;&amp;alpha;. &amp;Sigma;&amp;tau;&amp;epsilon;&amp;phi;&amp;alpha;&amp;nu;ί&amp;tau;&amp;epsilon;&amp;sigmaf; ή&amp;tau;&amp;alpha;&amp;nu; &amp;omicron;&amp;iota; &amp;alpha;&amp;gamma;ώ&amp;nu;&amp;epsilon;&amp;sigmaf; &amp;pi;&amp;omicron;&amp;upsilon; &amp;omicron; &amp;nu;&amp;iota;&amp;kappa;&amp;eta;&amp;tau;ή&amp;sigmaf; &amp;beta;&amp;rho;&amp;alpha;&amp;beta;&amp;epsilon;&amp;upsilon;ό&amp;tau;&amp;alpha;&amp;nu; &amp;sigma;&amp;tau;&amp;epsilon;&amp;phi;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;omicron;&amp;sigmaf; &amp;mu;&amp;epsilon; &amp;kappa;&amp;lambda;&amp;alpha;&amp;delta;ί &amp;epsilon;&amp;lambda;&amp;iota;ά&amp;sigmaf;. &amp;Omicron;&amp;iota; &amp;alpha;&amp;gamma;ώ&amp;nu;&amp;epsilon;&amp;sigmaf; &amp;pi;&amp;omicron;&amp;upsilon; &amp;alpha;&amp;nu;&amp;alpha;&amp;gamma;&amp;nu;ώ&amp;sigma;&amp;tau;&amp;eta;&amp;kappa;&amp;alpha;&amp;nu; &amp;sigma;&amp;tau;&amp;omicron;&amp;nu; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu; &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;omicron;&amp;iota; &amp;Omicron;&amp;lambda;&amp;upsilon;&amp;mu;&amp;pi;&amp;iota;&amp;alpha;&amp;kappa;&amp;omicron;ί &amp;Alpha;&amp;gamma;ώ&amp;nu;&amp;epsilon;&amp;sigmaf;, &amp;tau;&amp;alpha; &amp;Pi;ύ&amp;theta;&amp;iota;&amp;alpha;, &amp;tau;&amp;alpha; Ί&amp;sigma;&amp;theta;&amp;mu;&amp;iota;&amp;alpha;, &amp;tau;&amp;alpha; &amp;Nu;έ&amp;mu;&amp;epsilon;&amp;alpha;, &amp;tau;&amp;alpha; &amp;Nu;ά&amp;alpha; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;alpha; &amp;Alpha;&amp;lambda;ί&amp;epsilon;&amp;iota;&amp;alpha;. &amp;Tau;έ&amp;lambda;&amp;omicron;&amp;sigmaf;, &amp;omicron; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&amp;sigmaf; &amp;pi;&amp;epsilon;&amp;rho;&amp;iota;&amp;epsilon;ί&amp;chi;&amp;epsilon; &amp;kappa;&amp;alpha;&amp;iota; έ&amp;nu;&amp;alpha; &amp;epsilon;&amp;kappa;&amp;tau;&amp;epsilon;&amp;tau;&amp;alpha;&amp;mu;έ&amp;nu;&amp;omicron; &amp;epsilon;&amp;gamma;&amp;chi;&amp;epsilon;&amp;iota;&amp;rho;ί&amp;delta;&amp;iota;&amp;omicron; &amp;chi;&amp;rho;ή&amp;sigma;&amp;eta;&amp;sigmaf;.&lt;br /&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47655"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;Beta;&amp;iota;&amp;beta;&amp;lambda;&amp;iota;&amp;omicron;&amp;gamma;&amp;rho;&amp;alpha;&amp;phi;ί&amp;alpha;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&amp;Tau;&amp;omicron; 2005 &amp;sigma;&amp;upsilon;&amp;sigma;&amp;tau;ά&amp;theta;&amp;eta;&amp;kappa;&amp;epsilon; &amp;mu;&amp;iota;&amp;alpha; &lt;a href="https://apsida.cut.ac.cy/collections/show/485"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;delta;&amp;iota;&amp;epsilon;&amp;pi;&amp;iota;&amp;sigma;&amp;tau;&amp;eta;&amp;mu;&amp;omicron;&amp;nu;&amp;iota;&amp;kappa;ή &amp;omicron;&amp;mu;ά&amp;delta;&amp;alpha; &amp;sigma;&amp;tau;&amp;omicron; &amp;Alpha;&amp;rho;&amp;iota;&amp;sigma;&amp;tau;&amp;omicron;&amp;tau;έ&amp;lambda;&amp;epsilon;&amp;iota;&amp;omicron; &amp;Pi;&amp;alpha;&amp;nu;&amp;epsilon;&amp;pi;&amp;iota;&amp;sigma;&amp;tau;ή&amp;mu;&amp;iota;&amp;omicron; &amp;Theta;&amp;epsilon;&amp;sigma;&amp;sigma;&amp;alpha;&amp;lambda;&amp;omicron;&amp;nu;ί&amp;kappa;&amp;eta;&amp;sigmaf;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;, &amp;eta; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;alpha; &amp;delta;&amp;iota;&amp;epsilon;&amp;rho;&amp;epsilon;&amp;upsilon;&amp;nu;ά &amp;tau;&amp;omicron;&amp;nu; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu;.&amp;nbsp; &amp;Eta; &amp;omicron;&amp;mu;ά&amp;delta;&amp;alpha; &amp;alpha;&amp;rho;&amp;chi;&amp;iota;&amp;kappa;ά &amp;alpha;&amp;pi;&amp;omicron;&amp;tau;&amp;epsilon;&amp;lambda;&amp;omicron;ύ&amp;nu;&amp;tau;&amp;alpha;&amp;nu; &amp;alpha;&amp;pi;&amp;omicron; &amp;tau;&amp;omicron;&amp;nu; &amp;Iota;&amp;omega;ά&amp;nu;&amp;nu;&amp;eta; &amp;Sigma;&amp;epsilon;&amp;iota;&amp;rho;&amp;alpha;&amp;delta;ά&amp;kappa;&amp;eta;,&amp;nbsp;&amp;Kappa;&amp;alpha;&amp;theta;&amp;eta;&amp;gamma;&amp;eta;&amp;tau;ή &amp;Alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;ί&amp;alpha;&amp;sigmaf;, &amp;tau;&amp;omicron;&amp;nu; &amp;Kappa;&amp;upsilon;&amp;rho;&amp;iota;ά&amp;kappa;&amp;omicron;&amp;nbsp;&amp;Epsilon;&amp;upsilon;&amp;sigma;&amp;tau;&amp;alpha;&amp;theta;ί&amp;omicron;&amp;upsilon;,&amp;nbsp;&amp;Kappa;&amp;alpha;&amp;theta;&amp;eta;&amp;gamma;&amp;eta;&amp;tau;ή &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;ί&amp;alpha;&amp;sigmaf;,&amp;nbsp;&amp;tau;&amp;eta;&amp;nu; &amp;Sigma;&amp;tau;έ&amp;lambda;&amp;lambda;&amp;alpha; &amp;Delta;&amp;rho;&amp;omicron;ύ&amp;gamma;&amp;omicron;&amp;upsilon;,&amp;nbsp;&amp;Kappa;&amp;alpha;&amp;theta;&amp;eta;&amp;gamma;ή&amp;tau;&amp;rho;&amp;iota;&amp;alpha; &amp;Alpha;&amp;rho;&amp;chi;&amp;alpha;&amp;iota;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;ί&amp;alpha;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;nu;&amp;nbsp;&amp;Mu;&amp;alpha;&amp;gamma;&amp;delta;&amp;alpha;&amp;lambda;&amp;eta;&amp;nu;ή &amp;Alpha;&amp;nu;&amp;alpha;&amp;sigma;&amp;tau;&amp;alpha;&amp;sigma;ί&amp;omicron;&amp;upsilon;, &amp;upsilon;&amp;pi;&amp;omicron;&amp;psi;ή&amp;phi;&amp;iota;&amp;alpha; &amp;delta;&amp;iota;&amp;delta;ά&amp;kappa;&amp;tau;&amp;omicron;&amp;rho;&amp;alpha;.&amp;nbsp; &amp;Pi;&amp;omicron;&amp;lambda;ύ &amp;sigma;ύ&amp;nu;&amp;tau;&amp;omicron;&amp;mu;&amp;alpha;, &amp;eta; &amp;omicron;&amp;mu;ά&amp;delta;&amp;alpha; &amp;epsilon;&amp;pi;&amp;epsilon;&amp;kappa;&amp;tau;ά&amp;theta;&amp;eta;&amp;kappa;&amp;epsilon; &amp;mu;&amp;epsilon; &amp;tau;&amp;omicron;&amp;upsilon;&amp;sigmaf; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;omicron;&amp;upsilon;&amp;sigmaf; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;kappa;&amp;omicron;ύ&amp;sigmaf;, &amp;Alpha;&amp;lambda;έ&amp;xi;&amp;alpha;&amp;nu;&amp;delta;&amp;rho;&amp;omicron; &amp;Mu;&amp;pi;&amp;alpha;&amp;sigma;&amp;iota;&amp;alpha;&amp;kappa;&amp;omicron;ύ&amp;lambda;&amp;eta; &amp;kappa;&amp;alpha;&amp;iota; &amp;Mu;&amp;alpha;&amp;rho;&amp;iota;ά&amp;nu;&amp;nu;&amp;alpha; &amp;Epsilon;&amp;upsilon;&amp;sigma;&amp;tau;&amp;alpha;&amp;theta;ί&amp;omicron;&amp;upsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;omicron;&amp;nu; &amp;Alpha;&amp;rho;&amp;chi;&amp;alpha;&amp;iota;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;omicron;, &amp;Alpha;&amp;lambda;έ&amp;xi;&amp;alpha;&amp;nu;&amp;delta;&amp;rho;&amp;omicron; &amp;Tau;&amp;omicron;ύ&amp;rho;&amp;tau;&amp;alpha; &amp;epsilon;&amp;nu;ώ &amp;alpha;&amp;rho;&amp;gamma;ό&amp;tau;&amp;epsilon;&amp;rho;&amp;alpha; &amp;pi;&amp;rho;&amp;omicron;&amp;sigma;&amp;tau;έ&amp;theta;&amp;eta;&amp;kappa;&amp;epsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;omicron; &amp;Kappa;&amp;alpha;&amp;theta;&amp;eta;&amp;gamma;&amp;eta;&amp;tau;ή&amp;sigmaf; &amp;Eta;/&amp;Upsilon; &amp;sigma;&amp;tau;&amp;omicron; &amp;Pi;&amp;alpha;&amp;nu;&amp;epsilon;&amp;pi;&amp;iota;&amp;sigma;&amp;tau;ή&amp;mu;&amp;iota;&amp;omicron; &amp;Mu;&amp;alpha;&amp;kappa;&amp;epsilon;&amp;delta;&amp;omicron;&amp;nu;ί&amp;alpha;&amp;sigmaf;, &amp;Mu;ά&amp;nu;&amp;omicron;&amp;sigmaf; &amp;Rho;&amp;omicron;&amp;upsilon;&amp;mu;&amp;epsilon;&amp;lambda;&amp;iota;ώ&amp;tau;&amp;eta;&amp;sigmaf;, &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;omicron;&amp;nu; &amp;Lambda;&amp;epsilon;&amp;upsilon;&amp;tau;έ&amp;rho;&amp;eta; &amp;Alpha;&amp;nu;&amp;alpha;&amp;sigma;&amp;tau;&amp;alpha;&amp;sigma;&amp;omicron;&amp;beta;ί&amp;tau;&amp;eta;, &amp;Delta;&amp;iota;&amp;pi;&amp;lambda;&amp;omega;&amp;mu;&amp;alpha;&amp;tau;&amp;omicron;ύ&amp;chi;&amp;omicron; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Pi;&amp;lambda;&amp;eta;&amp;rho;&amp;omicron;&amp;phi;&amp;omicron;&amp;rho;&amp;iota;&amp;kappa;ή&amp;sigmaf;.&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&amp;Eta; &amp;omicron;&amp;mu;ά&amp;delta;&amp;alpha; &amp;kappa;&amp;alpha;&amp;tau;&amp;alpha;&amp;sigma;&amp;kappa;&amp;epsilon;ύ&amp;alpha;&amp;sigma;&amp;epsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;sigma;&amp;upsilon;&amp;nu;&amp;epsilon;&amp;chi;ί&amp;zeta;&amp;epsilon;&amp;iota; &amp;nu;&amp;alpha; &amp;kappa;&amp;alpha;&amp;tau;&amp;alpha;&amp;sigma;&amp;kappa;&amp;epsilon;&amp;upsilon;ά&amp;zeta;&amp;epsilon;&amp;iota; &amp;delta;&amp;iota;ά&amp;phi;&amp;omicron;&amp;rho;&amp;alpha; &lt;a href="https://apsida.cut.ac.cy/collections/show/484"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;phi;&amp;upsilon;&amp;sigma;&amp;iota;&amp;kappa;ά &amp;mu;&amp;omicron;&amp;nu;&amp;tau;έ&amp;lambda;&amp;alpha;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt; &amp;tau;&amp;omicron;&amp;upsilon; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;&amp;omicron;ύ, &amp;tau;&amp;alpha; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;alpha; &amp;beta;&amp;rho;ί&amp;sigma;&amp;kappa;&amp;omicron;&amp;nu;&amp;tau;&amp;alpha;&amp;iota; &amp;sigma;&amp;epsilon; &amp;delta;&amp;iota;ά&amp;phi;&amp;omicron;&amp;rho;&amp;alpha; &amp;mu;&amp;omicron;&amp;upsilon;&amp;sigma;&amp;epsilon;ί&amp;alpha; &amp;kappa;&amp;alpha;&amp;iota; &amp;omicron;&amp;rho;&amp;gamma;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;&amp;omicron;ύ&amp;sigmaf; &amp;alpha;&amp;nu;&amp;alpha; &amp;tau;&amp;omicron;&amp;nu; &amp;kappa;ό&amp;sigma;&amp;mu;&amp;omicron;.&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;&lt;strong&gt;&lt;strong&gt;&lt;br /&gt;&amp;Eta; &amp;sigma;&amp;upsilon;&amp;lambda;&amp;lambda;&amp;omicron;&amp;gamma;ή &amp;alpha;&amp;phi;&amp;iota;&amp;epsilon;&amp;rho;ώ&amp;nu;&amp;epsilon;&amp;tau;&amp;alpha;&amp;iota; &amp;sigma;&amp;tau;&amp;omicron;&amp;nu; &amp;Iota;&amp;omega;ά&amp;nu;&amp;nu;&amp;eta; &amp;Sigma;&amp;epsilon;&amp;iota;&amp;rho;&amp;alpha;&amp;delta;ά&amp;kappa;&amp;eta;, &amp;eta; &amp;sigma;&amp;upsilon;&amp;nu;&amp;delta;&amp;rho;&amp;omicron;&amp;mu;ή &amp;tau;&amp;omicron;&amp;upsilon; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;omicron;&amp;upsilon; &amp;upsilon;&amp;pi;ή&amp;rho;&amp;xi;&amp;epsilon; &amp;kappa;&amp;alpha;&amp;tau;&amp;alpha;&amp;lambda;&amp;upsilon;&amp;tau;&amp;iota;&amp;kappa;ή &amp;gamma;&amp;iota;&amp;alpha; &amp;tau;&amp;eta;&amp;nu; έ&amp;nu;&amp;alpha;&amp;rho;&amp;xi;&amp;eta; &amp;tau;&amp;eta;&amp;sigmaf; έ&amp;rho;&amp;epsilon;&amp;upsilon;&amp;nu;&amp;alpha;&amp;sigmaf; &amp;gamma;&amp;iota;&amp;alpha; &amp;tau;&amp;omicron;&amp;nu; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu;, &amp;tau;&amp;omicron; 2005, &amp;eta; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;alpha; &amp;omicron;&amp;delta;ή&amp;gamma;&amp;eta;&amp;sigma;&amp;epsilon; &amp;sigma;&amp;tau;&amp;eta;&amp;nu; &amp;alpha;&amp;pi;&amp;omicron;&amp;kappa;&amp;omega;&amp;delta;&amp;iota;&amp;kappa;&amp;omicron;&amp;pi;&amp;omicron;ί&amp;eta;&amp;sigma;ή &amp;tau;&amp;omicron;&amp;upsilon;.&lt;br /&gt;&lt;br /&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="https://el.wikipedia.org/wiki/%CE%93%CE%B9%CE%AC%CE%BD%CE%BD%CE%B7%CF%82_%CE%A7._%CE%A3%CE%B5%CE%B9%CF%81%CE%B1%CE%B4%CE%AC%CE%BA%CE%B7%CF%82"&gt;&amp;Iota;&amp;omega;ά&amp;nu;&amp;nu;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;iota;&amp;rho;&amp;alpha;&amp;delta;ά&amp;kappa;&amp;eta;&amp;sigmaf;&lt;/a&gt;&lt;/span&gt;&amp;nbsp;&lt;span&gt;(5 &amp;Mu;&amp;alpha;&amp;rho;&amp;tau;ί&amp;omicron;&amp;upsilon; 1948 - 3 &amp;Mu;&amp;alpha;ΐ&amp;omicron;&amp;upsilon; 2020)&lt;/span&gt;&lt;/strong&gt;&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;strong&gt;&lt;strong&gt;&lt;span&gt;O&amp;nbsp;&lt;strong&gt;&amp;Iota;&amp;omega;ά&amp;nu;&amp;nu;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;iota;&amp;rho;&amp;alpha;&amp;delta;ά&amp;kappa;&amp;eta;&amp;sigmaf; ή&amp;tau;&amp;alpha;&amp;nu;&lt;/strong&gt;&amp;nbsp;&amp;Kappa;&amp;alpha;&amp;theta;&amp;eta;&amp;gamma;&amp;eta;&amp;tau;ή&amp;sigmaf; &amp;Alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;ί&amp;alpha;&amp;sigmaf; &amp;sigma;&amp;tau;&amp;omicron; &amp;Alpha;&amp;rho;&amp;iota;&amp;sigma;&amp;tau;&amp;omicron;&amp;tau;έ&amp;lambda;&amp;epsilon;&amp;iota;&amp;omicron; &amp;Pi;&amp;alpha;&amp;nu;&amp;epsilon;&amp;pi;&amp;iota;&amp;sigma;&amp;tau;ή&amp;mu;&amp;iota;&amp;omicron; &amp;Theta;&amp;epsilon;&amp;sigma;&amp;sigma;&amp;alpha;&amp;lambda;&amp;omicron;&amp;nu;ί&amp;kappa;&amp;eta;&amp;sigmaf; (&amp;Alpha;&amp;Pi;&amp;Theta;). &amp;Gamma;&amp;epsilon;&amp;nu;&amp;nu;ή&amp;theta;&amp;eta;&amp;kappa;&amp;epsilon; &amp;sigma;&amp;tau;&amp;alpha; &amp;Chi;&amp;alpha;&amp;nu;&amp;iota;ά &amp;sigma;&amp;tau;&amp;omicron; &amp;nu;&amp;eta;&amp;sigma;ί &amp;tau;&amp;eta;&amp;sigmaf; &amp;Kappa;&amp;rho;ή&amp;tau;&amp;eta;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;pi;έ&amp;theta;&amp;alpha;&amp;nu;&amp;epsilon; &amp;sigma;&amp;tau;&amp;eta; &amp;Theta;&amp;epsilon;&amp;sigma;&amp;sigma;&amp;alpha;&amp;lambda;&amp;omicron;&amp;nu;ί&amp;kappa;&amp;eta; ύ&amp;sigma;&amp;tau;&amp;epsilon;&amp;rho;&amp;alpha; &amp;alpha;&amp;pi;ό &amp;pi;&amp;omicron;&amp;lambda;ύ&amp;mu;&amp;eta;&amp;nu;&amp;eta; &amp;mu;ά&amp;chi;&amp;eta; &amp;mu;&amp;epsilon; &amp;tau;&amp;omicron;&amp;nu; &amp;kappa;&amp;alpha;&amp;rho;&amp;kappa;ί&amp;nu;&amp;omicron;. &amp;Mu;&amp;eta;&amp;tau;έ&amp;rho;&amp;alpha; &amp;tau;&amp;omicron;&amp;upsilon; ή&amp;tau;&amp;alpha;&amp;nu; &amp;eta; &amp;alpha;&amp;rho;&amp;chi;&amp;alpha;&amp;iota;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;omicron;&amp;sigmaf; &amp;Mu;έ&amp;rho;&amp;sigma;&amp;iota; 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&lt;strong&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;</text>
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                  <text>Kyriakos Efstathiou</text>
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                  <text>Marianna Efstathiou</text>
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                  <text>Alexandros Basiakoulis</text>
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                  <text>Ο Μηχανισμός των Αντικυθήρων - Η ελλειπτική κίνηση της Σελήνης και η προσωμοίωσή της από τον Μηχανισμό</text>
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                  <text>•	Seiradakis J. H. and Edmunds M., Our current knowledge of the Antikythera Mechanism, Nature Astronomy vol 2, 2018 p.p.35-42&#13;
•	Jones A. A portable Cosmos, Oxford Univ. New York (2017).&#13;
•	The Antikythera shipwreck, National Archaeological Museum of Athens (in Greek), Athens (2012)&#13;
•	Zafeiropoulou M., “The Antikythera Thesaurus” Oral presentation at Symi Festival, August 31 (2007)&#13;
•	Unknown author, Archaeological Ephemeris, 3rd Period, Issue 1 &amp;2, pp. 145-173 (1902)&#13;
•	Price de Solla D. Gears from the Greeks: The Antikythera Mechanism – A calendar computer from ca 80 BC. Trans. Am. Phil. Soc. New Ser. 64, 1-70 (1974)&#13;
•	Wright, M.T., “Epicyclic Gearing and the Antikythera Mechanism, part 2” Antiquarian Horology, 29, pp. 51 – 63  (2005)&#13;
•	Ramsey A., Proceedings of the International Symposium on Digital industrial Radiology and Computed Tomography, June 25-27, Lyon, France (2007)&#13;
•	Malzbender T., Gelb D., Wolters H., http://www.hpl.hp.com/research/ptm/papers/ptm.pdf, “Polynomial Texture Maps”&#13;
•	Freeth T. et al. Decoding the ancient Greek astronomical calculator known as the Antikythera Mechanism, Nature 444, 587-591 (2006)&#13;
•	Efstathiou K. et al., Determination of the gears geometrical parameters necessary for the construction of an operational model of the Antikythera Mechanism, Mechanism and Machine Theory, 52, pp. 219-231 (2012)&#13;
•	Efstathiou M. et. al., The Reconstruction of the Antikythera Mechanism”, International Journal of Heritage in the Digital Era, volume 2, number 3, p.p. 307-334 (2013)&#13;
•	Anastasiou M. et al., 2012, The Antikythera Mechanism: The structure of the mounting of the back plate’s pointer and the construction of the spirals, J. Hist. Astron 45, 418–441 (2014)&#13;
•	Efstathiou K., Efstathiou M.  Celestial Gearbox, The oldest known computer is a mechanism designed to calculate the location of the sun, moon, and planets (Cover Story) Mechanical Engineering, ASME Magazine September 31-35 (2018)&#13;
•	Anastasiou M. et. al. The astronomical events of the Parapegma of the Antikythera Mechanism, Journal for the History of Astronomy, 44 Part 2 pp 125-138 (2013)&#13;
•	Wright M. T. Epicyclic gearing and the Antikythera Mechanism, Part I. Antiquar. Horol 27, 270-279 (2003)&#13;
•	Gourtsoyannis E., Hipparchus vs. Ptolemy and the Antikythera Mechanism: pin-slot device models lunar motion, Journal of Advances in Space Research 46, 540–544 (2010)&#13;
•	Gourtsoyannis E. in Science and Culture Promise, Challege and Demand 285-289, Epikentro Publications, Thessaloniki (2012)&#13;
•	Efstathiou M., The usage of innovative techniques of 3d design, 3d scanning and 3d printing in the investigation of ancient artifacts and other objects so as, among others, to construct their accurate replicas - Case Study of The Antikythera Mechanism, PhD Thesis (in Greek), School of Mechanical Engineering, Aristotle University of Thessaloniki, Greece, (2018)&#13;
•	Freeth T. et. al. Calendars with Olympiad display and eclipse prediction on the Antikythera Mechanism, Nature 454, 614-617 (2008)&#13;
•	https://www.volumegraphics.com/en/products/vgstudio-max.html</text>
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                  <text>&lt;p&gt;&lt;strong&gt;The Antikythera Mechanism&lt;/strong&gt;&amp;nbsp;is the oldest existing complex geared device, an amazing&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47379"&gt;&lt;strong&gt;geared analogue computer&lt;/strong&gt;&lt;/a&gt;. It was built approximately 2150 years ago and was used to calculate astronomical phenomena.&lt;/p&gt;&#13;
&lt;p&gt;The device was operated manually by a user, to set a date on a dial and notice the astronomical phenomena that occur on that day. Respectively, by choosing an astronomical phenomenon he can observe at which date it will happen.&amp;nbsp; All necessary calculations were made using a set of gears (at least 39).&lt;/p&gt;&#13;
&lt;p&gt;The Mechanism was used to calculate the diurnal and annual motion of the Sun, the Moon and probably the planets among the stars. It calculated the position of the Sun and the Moon on the Sky and the phases of the Moon for every day of the year and predict eclipses of the Sun and the Moon.&lt;/p&gt;&#13;
&lt;p&gt;It implemented the astronomical knowledge of ancient Greeks about the motion of these heavenly bodies with astonishing accuracy, considering the&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47380"&gt;&lt;strong&gt;anomalous motion of the Moon&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;around the Earth, using a&amp;nbsp;&lt;a href="https://apsida.cut.ac.cy/items/show/47382"&gt;&lt;span&gt;&lt;strong&gt;system of eccentric gears&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;Essentially, in the Antikythera Mechanism, the epicyclic theory of Hipparchus is integrated. This theory was formulated to interpret the retrograde motions of the planets as well as the change in the angular velocity of the rotation of the moon around the Earth. Today we know that the moon's anomalous motion is due to its elliptical orbit as it turned around the Earth (Kepler's laws). It could, also, predict&amp;nbsp;&lt;strong&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47381"&gt;&lt;span&gt;eclipses of the Sun and the Moon&lt;/span&gt;&lt;/a&gt;.&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;In addition, the Mechanism calculated the celebration date of the ancient Panhellenic Games. On the circumference of a corresponding dial found on the fragments of the Mechanism, the words Olympia, Pythia, Isthmia, Nemea and Naa have been deciphered. Internally, in each quadrant, the four years of the Olympic cycle are indicated. All these games were crowned Games, with winners being rewarded with olive wreaths.&lt;/p&gt;&#13;
&lt;p&gt;The Antikythera Mechanism was a complicated instrument. Therefore, it is not surprising that it was accompanied by an extensive User&amp;rsquo;s Manual. New inscriptions that had not been read for more than 2000 years were revealed, mainly with the X-ray micro-focusing tomography. About 3500 letters and symbols have been deciphered up to now.&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;&lt;strong&gt;The collection is dedicated to Ioannis Seiradakis, whose contribution was a catalyst for the inception of the research for the Antikythera Mechanism, in 2005, which led to its decoding.&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;span&gt;&lt;a href="https://en.wikipedia.org/wiki/John_Hugh_Seiradakis"&gt;John H. Seiradakis&lt;/a&gt;&lt;/span&gt;&amp;nbsp;(5 March 1948 &amp;ndash; 3 May 2020)&lt;br /&gt;&lt;/strong&gt;&lt;br /&gt;&amp;Omicron; &lt;a href="https://apsida.cut.ac.cy/collections/show/479"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt; &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;eta; &amp;pi;&amp;alpha;&amp;lambda;&amp;alpha;&amp;iota;ό&amp;tau;&amp;epsilon;&amp;rho;&amp;eta; &amp;sigma;ύ&amp;nu;&amp;theta;&amp;epsilon;&amp;tau;&amp;eta; &amp;mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;kappa;ή &amp;delta;&amp;iota;ά&amp;tau;&amp;alpha;&amp;xi;&amp;eta; &amp;omicron;&amp;delta;&amp;omicron;&amp;nu;&amp;tau;&amp;omega;&amp;tau;ώ&amp;nu; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;ώ&amp;nu; (&amp;gamma;&amp;rho;&amp;alpha;&amp;nu;&amp;alpha;&amp;zeta;&amp;iota;ώ&amp;nu;) &amp;pi;&amp;omicron;&amp;upsilon; έ&amp;chi;&amp;epsilon;&amp;iota; &amp;beta;&amp;rho;&amp;epsilon;&amp;theta;&amp;epsilon;ί &amp;omega;&amp;sigmaf; &amp;sigma;ή&amp;mu;&amp;epsilon;&amp;rho;&amp;alpha;. &amp;Kappa;&amp;alpha;&amp;tau;&amp;alpha;&amp;sigma;&amp;kappa;&amp;epsilon;&amp;upsilon;ά&amp;sigma;&amp;tau;&amp;eta;&amp;kappa;&amp;epsilon; &amp;pi;&amp;rho;&amp;iota;&amp;nu; &amp;alpha;&amp;pi;ό &amp;pi;&amp;epsilon;&amp;rho;ί&amp;pi;&amp;omicron;&amp;upsilon; 2150 &amp;chi;&amp;rho;ό&amp;nu;&amp;iota;&amp;alpha; &amp;kappa;&amp;alpha;&amp;iota; &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;omicron;&amp;upsilon;&amp;sigma;&amp;iota;&amp;alpha;&amp;sigma;&amp;tau;&amp;iota;&amp;kappa;ά έ&amp;nu;&amp;alpha;&amp;sigmaf; &amp;alpha;&amp;nu;&amp;alpha;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;kappa;ό&amp;sigmaf; &lt;a href="https://apsida.cut.ac.cy/items/show/47379"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;sigma;&amp;tau;ή&amp;sigmaf; &amp;mu;&amp;epsilon; &amp;gamma;&amp;rho;&amp;alpha;&amp;nu;ά&amp;zeta;&amp;iota;&amp;alpha;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;, &amp;omicron; &amp;omicron;&amp;pi;&amp;omicron;ί&amp;omicron;&amp;sigmaf; &amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;iota;&amp;zeta;&amp;epsilon; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ά &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;alpha;. &amp;Eta; &amp;sigma;&amp;upsilon;&amp;sigma;&amp;kappa;&amp;epsilon;&amp;upsilon;ή &amp;lambda;&amp;epsilon;&amp;iota;&amp;tau;&amp;omicron;&amp;upsilon;&amp;rho;&amp;gamma;&amp;omicron;ύ&amp;sigma;&amp;epsilon; &amp;chi;&amp;epsilon;&amp;iota;&amp;rho;&amp;omicron;&amp;kappa;ί&amp;nu;&amp;eta;&amp;tau;&amp;alpha;. &amp;Omicron; &amp;chi;&amp;rho;ή&amp;sigma;&amp;tau;&amp;eta;&amp;sigmaf; &amp;mu;&amp;pi;&amp;omicron;&amp;rho;&amp;omicron;ύ&amp;sigma;&amp;epsilon; &amp;nu;&amp;alpha; &amp;epsilon;&amp;pi;&amp;iota;&amp;lambda;έ&amp;xi;&amp;epsilon;&amp;iota; &amp;mu;&amp;iota;&amp;alpha; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;&amp;omicron;&amp;mu;&amp;eta;&amp;nu;ί&amp;alpha; &amp;alpha;&amp;pi;ό &amp;tau;&amp;iota;&amp;sigmaf; &amp;kappa;&amp;lambda;ί&amp;mu;&amp;alpha;&amp;kappa;&amp;epsilon;&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;epsilon;&amp;nu;&amp;delta;&amp;epsilon;ί&amp;xi;&amp;epsilon;&amp;omega;&amp;nu; &amp;kappa;&amp;alpha;&amp;iota; &amp;nu;&amp;alpha; &amp;delta;&amp;epsilon;&amp;iota; &amp;tau;&amp;alpha; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ά &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;alpha; &amp;pi;&amp;omicron;&amp;upsilon; &amp;theta;&amp;alpha; &amp;sigma;&amp;upsilon;&amp;nu;έ&amp;beta;&amp;alpha;&amp;iota;&amp;nu;&amp;alpha;&amp;nu; &amp;epsilon;&amp;kappa;&amp;epsilon;ί&amp;nu;&amp;eta; &amp;tau;&amp;eta;&amp;nu; &amp;eta;&amp;mu;έ&amp;rho;&amp;alpha; ή &amp;alpha;&amp;nu;&amp;tau;ί&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;phi;&amp;alpha;, &amp;delta;&amp;eta;&amp;lambda;. &amp;nu;&amp;alpha; &amp;epsilon;&amp;pi;&amp;iota;&amp;lambda;έ&amp;xi;&amp;epsilon;&amp;iota; έ&amp;nu;&amp;alpha; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;ό &amp;phi;&amp;alpha;&amp;iota;&amp;nu;ό&amp;mu;&amp;epsilon;&amp;nu;&amp;omicron; &amp;kappa;&amp;alpha;&amp;iota; &amp;nu;&amp;alpha; &amp;delta;&amp;epsilon;&amp;iota; &amp;sigma;&amp;epsilon; &amp;pi;&amp;omicron;&amp;iota;&amp;alpha; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;&amp;omicron;&amp;mu;&amp;eta;&amp;nu;ί&amp;alpha; &amp;theta;&amp;alpha; &amp;sigma;&amp;upsilon;&amp;mu;&amp;beta;&amp;epsilon;ί. Ό&amp;lambda;&amp;omicron;&amp;iota; &amp;omicron;&amp;iota; &amp;alpha;&amp;pi;&amp;alpha;&amp;rho;&amp;alpha;ί&amp;tau;&amp;eta;&amp;tau;&amp;omicron;&amp;iota; &amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;sigma;&amp;mu;&amp;omicron;ί &amp;pi;&amp;rho;ό&amp;epsilon;&amp;kappa;&amp;upsilon;&amp;pi;&amp;tau;&amp;alpha;&amp;nu; &amp;mu;έ&amp;sigma;&amp;omega; &amp;tau;&amp;eta;&amp;sigmaf; &amp;delta;&amp;iota;&amp;alpha;&amp;delta;&amp;omicron;&amp;chi;&amp;iota;&amp;kappa;ή&amp;sigmaf; &amp;sigma;ύ&amp;zeta;&amp;epsilon;&amp;upsilon;&amp;xi;&amp;eta;&amp;sigmaf; &amp;omicron;&amp;delta;&amp;omicron;&amp;nu;&amp;tau;&amp;omega;&amp;tau;ώ&amp;nu; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;ώ&amp;nu; (&amp;tau;&amp;omicron;&amp;upsilon;&amp;lambda;ά&amp;chi;&amp;iota;&amp;sigma;&amp;tau;&amp;omicron;&amp;nu; 39). &amp;Omicron; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&amp;sigmaf; &amp;chi;&amp;rho;&amp;eta;&amp;sigma;ί&amp;mu;&amp;epsilon;&amp;upsilon;&amp;epsilon; &amp;gamma;&amp;iota;&amp;alpha; &amp;tau;&amp;omicron;&amp;nu; &amp;upsilon;&amp;pi;&amp;omicron;&amp;lambda;&amp;omicron;&amp;gamma;&amp;iota;&amp;sigma;&amp;mu;ό &amp;tau;&amp;eta;&amp;sigmaf; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;ή&amp;sigma;&amp;iota;&amp;alpha;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;sigmaf; &amp;epsilon;&amp;tau;ή&amp;sigma;&amp;iota;&amp;alpha;&amp;sigmaf; &amp;kappa;ί&amp;nu;&amp;eta;&amp;sigma;&amp;eta;&amp;sigmaf; &amp;tau;&amp;omicron;&amp;upsilon; Ή&amp;lambda;&amp;iota;&amp;omicron;&amp;upsilon;, &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;pi;&amp;iota;&amp;theta;&amp;alpha;&amp;nu;ώ&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;pi;&amp;lambda;&amp;alpha;&amp;nu;&amp;eta;&amp;tau;ώ&amp;nu; &amp;alpha;&amp;nu;ά&amp;mu;&amp;epsilon;&amp;sigma;&amp;alpha; &amp;sigma;&amp;tau;&amp;omicron;&amp;upsilon;&amp;sigmaf; &amp;alpha;&amp;sigma;&amp;tau;έ&amp;rho;&amp;epsilon;&amp;sigmaf;. &amp;Upsilon;&amp;pi;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;iota;&amp;zeta;&amp;epsilon; &amp;tau;&amp;eta; &amp;theta;έ&amp;sigma;&amp;eta; &amp;tau;&amp;omicron;&amp;upsilon; Ή&amp;lambda;&amp;iota;&amp;omicron;&amp;upsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;sigma;&amp;tau;&amp;omicron;&amp;nu; &amp;omicron;&amp;upsilon;&amp;rho;&amp;alpha;&amp;nu;ό &amp;kappa;&amp;alpha;&amp;iota; &amp;pi;&amp;rho;&amp;omicron;&amp;sigma;&amp;delta;&amp;iota;ό&amp;rho;&amp;iota;&amp;zeta;&amp;epsilon; &amp;tau;&amp;iota;&amp;sigmaf; &amp;phi;ά&amp;sigma;&amp;epsilon;&amp;iota;&amp;sigmaf; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;gamma;&amp;iota;&amp;alpha; &amp;kappa;ά&amp;theta;&amp;epsilon; &amp;eta;&amp;mu;έ&amp;rho;&amp;alpha; &amp;tau;&amp;omicron;&amp;upsilon; &amp;chi;&amp;rho;ό&amp;nu;&amp;omicron;&amp;upsilon;. &amp;Pi;&amp;epsilon;&amp;rho;&amp;iota;&amp;epsilon;ί&amp;chi;&amp;epsilon; &amp;tau;&amp;iota;&amp;sigmaf; &amp;alpha;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;nu;&amp;omicron;&amp;mu;&amp;iota;&amp;kappa;έ&amp;sigmaf; &amp;gamma;&amp;nu;ώ&amp;sigma;&amp;epsilon;&amp;iota;&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;rho;&amp;chi;&amp;alpha;ί&amp;omega;&amp;nu; &amp;Epsilon;&amp;lambda;&amp;lambda;ή&amp;nu;&amp;omega;&amp;nu; &amp;sigma;&amp;chi;&amp;epsilon;&amp;tau;&amp;iota;&amp;kappa;ά &amp;mu;&amp;epsilon; &amp;tau;&amp;eta;&amp;nu; &amp;kappa;ί&amp;nu;&amp;eta;&amp;sigma;&amp;eta; &amp;alpha;&amp;upsilon;&amp;tau;ώ&amp;nu; &amp;tau;&amp;omega;&amp;nu; &amp;omicron;&amp;upsilon;&amp;rho;ά&amp;nu;&amp;iota;&amp;omega;&amp;nu; &amp;sigma;&amp;omega;&amp;mu;ά&amp;tau;&amp;omega;&amp;nu; &amp;mu;&amp;epsilon; &amp;epsilon;&amp;kappa;&amp;pi;&amp;lambda;&amp;eta;&amp;kappa;&amp;tau;&amp;iota;&amp;kappa;ή &amp;alpha;&amp;kappa;&amp;rho;ί&amp;beta;&amp;epsilon;&amp;iota;&amp;alpha; &amp;lambda;&amp;alpha;&amp;mu;&amp;beta;ά&amp;nu;&amp;omicron;&amp;nu;&amp;tau;&amp;alpha;&amp;sigmaf; &amp;upsilon;&amp;pi;ό&amp;psi;&amp;eta; &amp;tau;&amp;eta;&amp;nu; &lt;a href="https://apsida.cut.ac.cy/items/show/47380"&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&amp;alpha;&amp;nu;ώ&amp;mu;&amp;alpha;&amp;lambda;&amp;eta; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;&amp;iota;ά &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;gamma;ύ&amp;rho;&amp;omega; &amp;alpha;&amp;pi;ό &amp;tau;&amp;eta; &amp;Gamma;&amp;eta;&lt;/span&gt;&lt;/strong&gt; &lt;/a&gt;&amp;mu;έ&amp;sigma;&amp;omega; &amp;tau;&amp;eta;&amp;sigmaf; &amp;chi;&amp;rho;ή&amp;sigma;&amp;eta;&amp;sigmaf; &amp;epsilon;&amp;nu;ό&amp;sigmaf; &lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47341"&gt;&amp;sigma;&amp;upsilon;&amp;sigma;&amp;tau;ή&amp;mu;&amp;alpha;&amp;tau;&amp;omicron;&amp;sigmaf; έ&amp;kappa;&amp;kappa;&amp;epsilon;&amp;nu;&amp;tau;&amp;rho;&amp;omega;&amp;nu; &amp;omicron;&amp;delta;&amp;omicron;&amp;nu;&amp;tau;&amp;omega;&amp;tau;ώ&amp;nu; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;ώ&amp;nu;&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;(&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47341"&gt;&amp;Eta; &amp;alpha;&amp;nu;ώ&amp;mu;&amp;alpha;&amp;lambda;&amp;eta; &amp;kappa;ί&amp;nu;&amp;eta;&amp;sigma;&amp;eta; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;eta; &amp;pi;&amp;rho;&amp;omicron;&amp;sigma;&amp;omicron;&amp;mu;&amp;omicron;ί&amp;omega;&amp;sigma;ή &amp;tau;&amp;eta;&amp;sigmaf; &amp;alpha;&amp;pi;ό &amp;tau;&amp;omicron;&amp;nu; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;).&amp;nbsp; &amp;Sigma;&amp;tau;&amp;omicron;&amp;nu; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό &amp;tau;&amp;omega;&amp;nu; &amp;Alpha;&amp;nu;&amp;tau;&amp;iota;&amp;kappa;&amp;upsilon;&amp;theta;ή&amp;rho;&amp;omega;&amp;nu;, &amp;omicron;&amp;upsilon;&amp;sigma;&amp;iota;&amp;alpha;&amp;sigma;&amp;tau;&amp;iota;&amp;kappa;ά, &amp;epsilon;ί&amp;nu;&amp;alpha;&amp;iota; &amp;epsilon;&amp;nu;&amp;sigma;&amp;omega;&amp;mu;&amp;alpha;&amp;tau;&amp;omega;&amp;mu;έ&amp;nu;&amp;eta; &amp;eta; &amp;theta;&amp;epsilon;&amp;omega;&amp;rho;ί&amp;alpha; &amp;tau;&amp;omega;&amp;nu; &amp;epsilon;&amp;pi;&amp;iota;&amp;kappa;ύ&amp;kappa;&amp;lambda;&amp;omega;&amp;nu; &amp;tau;&amp;omicron;&amp;upsilon; &amp;Iota;&amp;pi;&amp;pi;ά&amp;rho;&amp;chi;&amp;omicron;&amp;upsilon;. &amp;Eta; &amp;theta;&amp;epsilon;&amp;omega;&amp;rho;ί&amp;alpha; &amp;alpha;&amp;upsilon;&amp;tau;ή &amp;delta;&amp;iota;&amp;alpha;&amp;tau;&amp;upsilon;&amp;pi;ώ&amp;theta;&amp;eta;&amp;kappa;&amp;epsilon; &amp;gamma;&amp;iota;&amp;alpha; &amp;nu;&amp;alpha; &amp;epsilon;&amp;rho;&amp;mu;&amp;eta;&amp;nu;&amp;epsilon;ύ&amp;sigma;&amp;epsilon;&amp;iota; &amp;tau;&amp;iota;&amp;sigmaf; &amp;alpha;&amp;nu;ά&amp;delta;&amp;rho;&amp;omicron;&amp;mu;&amp;epsilon;&amp;sigmaf; &amp;kappa;&amp;iota;&amp;nu;ή&amp;sigma;&amp;epsilon;&amp;iota;&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;pi;&amp;lambda;&amp;alpha;&amp;nu;&amp;eta;&amp;tau;ώ&amp;nu; &amp;kappa;&amp;alpha;&amp;theta;ώ&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;nu; &amp;alpha;&amp;lambda;&amp;lambda;&amp;alpha;&amp;gamma;ή &amp;tau;&amp;eta;&amp;sigmaf; &amp;gamma;&amp;omega;&amp;nu;&amp;iota;&amp;alpha;&amp;kappa;ή&amp;sigmaf; &amp;tau;&amp;alpha;&amp;chi;ύ&amp;tau;&amp;eta;&amp;tau;&amp;alpha;&amp;sigmaf; &amp;tau;&amp;eta;&amp;sigmaf; &amp;pi;&amp;epsilon;&amp;rho;&amp;iota;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;phi;ή&amp;sigmaf; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;gamma;ύ&amp;rho;&amp;omega; &amp;alpha;&amp;pi;ό &amp;tau;&amp;eta; &amp;Gamma;&amp;eta;. &amp;Sigma;ή&amp;mu;&amp;epsilon;&amp;rho;&amp;alpha; &amp;gamma;&amp;nu;&amp;omega;&amp;rho;ί&amp;zeta;&amp;omicron;&amp;upsilon;&amp;mu;&amp;epsilon; ό&amp;tau;&amp;iota; &amp;eta; &amp;alpha;&amp;nu;ώ&amp;mu;&amp;alpha;&amp;lambda;&amp;eta; &amp;tau;&amp;rho;&amp;omicron;&amp;chi;&amp;iota;ά &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf; &amp;omicron;&amp;phi;&amp;epsilon;ί&amp;lambda;&amp;epsilon;&amp;tau;&amp;alpha;&amp;iota; &amp;sigma;&amp;tau;&amp;eta;&amp;nu; &amp;epsilon;&amp;lambda;&amp;lambda;&amp;epsilon;&amp;iota;&amp;pi;&amp;tau;&amp;iota;&amp;kappa;ή &amp;tau;&amp;rho;&amp;omicron;&amp;chi;&amp;iota;ά &amp;tau;&amp;eta;&amp;sigmaf; &amp;kappa;&amp;alpha;&amp;tau;ά &amp;tau;&amp;eta;&amp;nu; &amp;pi;&amp;epsilon;&amp;rho;&amp;iota;&amp;sigma;&amp;tau;&amp;rho;&amp;omicron;&amp;phi;ή &amp;tau;&amp;eta;&amp;sigmaf; &amp;gamma;ύ&amp;rho;&amp;omega; &amp;alpha;&amp;pi;ό &amp;tau;&amp;eta; &amp;Gamma;&amp;eta; (&amp;nu;ό&amp;mu;&amp;omicron;&amp;iota; &amp;tau;&amp;omicron;&amp;upsilon; &amp;Kappa;έ&amp;pi;&amp;lambda;&amp;epsilon;&amp;rho;). &amp;Omicron; &amp;Mu;&amp;eta;&amp;chi;&amp;alpha;&amp;nu;&amp;iota;&amp;sigma;&amp;mu;ό&amp;sigmaf; &amp;mu;&amp;pi;&amp;omicron;&amp;rho;&amp;omicron;ύ&amp;sigma;&amp;epsilon; &amp;alpha;&amp;kappa;ό&amp;mu;&amp;eta; &amp;nu;&amp;alpha; &amp;pi;&amp;rho;&amp;omicron;&amp;beta;&amp;lambda;έ&amp;psi;&amp;epsilon;&amp;iota; &amp;tau;&amp;iota;&amp;sigmaf; &lt;span style="text-decoration: underline;"&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47381"&gt;&lt;strong&gt;&amp;epsilon;&amp;kappa;&amp;lambda;&amp;epsilon;ί&amp;psi;&amp;epsilon;&amp;iota;&amp;sigmaf; &amp;tau;&amp;omicron;&amp;upsilon; Ή&amp;lambda;&amp;iota;&amp;omicron;&amp;upsilon; &amp;kappa;&amp;alpha;&amp;iota; &amp;tau;&amp;eta;&amp;sigmaf; &amp;Sigma;&amp;epsilon;&amp;lambda;ή&amp;nu;&amp;eta;&amp;sigmaf;&lt;/strong&gt;&lt;/a&gt;&lt;/span&gt;. &amp;Upsilon;&amp;pi;&amp;omicron;&amp;lambda;ό&amp;gamma;&amp;iota;&amp;zeta;&amp;epsilon;, &amp;epsilon;&amp;pi;ί&amp;sigma;&amp;eta;&amp;sigmaf;, &amp;tau;&amp;iota;&amp;sigmaf; &amp;eta;&amp;mu;&amp;epsilon;&amp;rho;&amp;omicron;&amp;mu;&amp;eta;&amp;nu;ί&amp;epsilon;&amp;sigmaf; &amp;tau;έ&amp;lambda;&amp;epsilon;&amp;sigma;&amp;eta;&amp;sigmaf; &amp;tau;&amp;omega;&amp;nu; &amp;Pi;&amp;alpha;&amp;nu;&amp;epsilon;&amp;lambda;&amp;lambda;ή&amp;nu;&amp;iota;&amp;omega;&amp;nu; 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              <name>Creator</name>
              <description>An entity primarily responsible for making the resource</description>
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                  <text>Kyriakos Efstathiou</text>
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                  <text>Marianna Efstathiou</text>
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                  <text>Alexandros Basiakoulis</text>
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                  <text>Ο Μηχανισμός των Αντικυθήρων - Η ελλειπτική κίνηση της Σελήνης και η προσωμοίωσή της από τον Μηχανισμό</text>
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                  <text>•	Seiradakis J. H. and Edmunds M., Our current knowledge of the Antikythera Mechanism, Nature Astronomy vol 2, 2018 p.p.35-42&#13;
•	Jones A. A portable Cosmos, Oxford Univ. New York (2017).&#13;
•	The Antikythera shipwreck, National Archaeological Museum of Athens (in Greek), Athens (2012)&#13;
•	Zafeiropoulou M., “The Antikythera Thesaurus” Oral presentation at Symi Festival, August 31 (2007)&#13;
•	Unknown author, Archaeological Ephemeris, 3rd Period, Issue 1 &amp;2, pp. 145-173 (1902)&#13;
•	Price de Solla D. Gears from the Greeks: The Antikythera Mechanism – A calendar computer from ca 80 BC. Trans. Am. Phil. Soc. New Ser. 64, 1-70 (1974)&#13;
•	Wright, M.T., “Epicyclic Gearing and the Antikythera Mechanism, part 2” Antiquarian Horology, 29, pp. 51 – 63  (2005)&#13;
•	Ramsey A., Proceedings of the International Symposium on Digital industrial Radiology and Computed Tomography, June 25-27, Lyon, France (2007)&#13;
•	Malzbender T., Gelb D., Wolters H., http://www.hpl.hp.com/research/ptm/papers/ptm.pdf, “Polynomial Texture Maps”&#13;
•	Freeth T. et al. Decoding the ancient Greek astronomical calculator known as the Antikythera Mechanism, Nature 444, 587-591 (2006)&#13;
•	Efstathiou K. et al., Determination of the gears geometrical parameters necessary for the construction of an operational model of the Antikythera Mechanism, Mechanism and Machine Theory, 52, pp. 219-231 (2012)&#13;
•	Efstathiou M. et. al., The Reconstruction of the Antikythera Mechanism”, International Journal of Heritage in the Digital Era, volume 2, number 3, p.p. 307-334 (2013)&#13;
•	Anastasiou M. et al., 2012, The Antikythera Mechanism: The structure of the mounting of the back plate’s pointer and the construction of the spirals, J. Hist. Astron 45, 418–441 (2014)&#13;
•	Efstathiou K., Efstathiou M.  Celestial Gearbox, The oldest known computer is a mechanism designed to calculate the location of the sun, moon, and planets (Cover Story) Mechanical Engineering, ASME Magazine September 31-35 (2018)&#13;
•	Anastasiou M. et. al. The astronomical events of the Parapegma of the Antikythera Mechanism, Journal for the History of Astronomy, 44 Part 2 pp 125-138 (2013)&#13;
•	Wright M. T. Epicyclic gearing and the Antikythera Mechanism, Part I. Antiquar. Horol 27, 270-279 (2003)&#13;
•	Gourtsoyannis E., Hipparchus vs. Ptolemy and the Antikythera Mechanism: pin-slot device models lunar motion, Journal of Advances in Space Research 46, 540–544 (2010)&#13;
•	Gourtsoyannis E. in Science and Culture Promise, Challege and Demand 285-289, Epikentro Publications, Thessaloniki (2012)&#13;
•	Efstathiou M., The usage of innovative techniques of 3d design, 3d scanning and 3d printing in the investigation of ancient artifacts and other objects so as, among others, to construct their accurate replicas - Case Study of The Antikythera Mechanism, PhD Thesis (in Greek), School of Mechanical Engineering, Aristotle University of Thessaloniki, Greece, (2018)&#13;
•	Freeth T. et. al. Calendars with Olympiad display and eclipse prediction on the Antikythera Mechanism, Nature 454, 614-617 (2008)&#13;
•	https://www.volumegraphics.com/en/products/vgstudio-max.html</text>
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                <text>Paphos castle has been a declared Ancient Monument since 1935 and a UNESCO World Heritage List monument, along with other monuments of the archaeological park of Paphos, since 1980. It is located in the harbour area of Paphos town and its main role was to control the gateway of the port and provide defence against any hostile troops . Most scholars agree upon the mid-/late-14th century as its date of erection by the Frankish ruling family of the Lusignans, despite there being no solid and reliable testimonies regarding any fortification works carried out between the earthquake of 1222 and the invasion of the Genoese in 1373. Its importance lies in the symbolic meaning as the most prominent and dominant archaeological monument of Paphos and therefore it is considered a landmark for tourists and the town itself.&#13;
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                <text>Το κάστρο της Πάφου αποτελεί ανακηρυγμένο Αρχαίο Μνημείο από το 1935 και Μνημείο Παγκόσμιας Πολιτιστικής Κληρονομιάς της ΟΥΝΕΣΚΟ από το 1980, μαζί με άλλα μνημεία του αρχαιολογικού πάρκου της Πάφου. Κατέχει δεσπόζουσα θέση στο λιμάνι της πόλης και είχε ως κύριες λειτουργίες του, αφενός, τον έλεγχο του λιμανιού και, αφετέρου, την προστασία από οποιαδήποτε εχθρικά στρατεύματα. Η πλειονότητα των ερευνητών συμφωνεί ότι το κάστρο ανεγέρθηκε γύρω στα μέσα/τέλη του 14ου αιώνα από την Φράγκικη οικογένεια των Λουζινιανών, βασιλέων της Κύπρου, παρότι δεν υπάρχουν αξιόπιστες πηγές που να επιβεβαιώνουν την ανέγερση οποιασδήποτε μορφής οχυρωματικών έργων στη Πάφο ανάμεσα στον καταστροφικό σεισμό του 1222 και την εισβολή των Γενουατών το 1373 . Σήμερα το κάστρο θεωρείται το πλέον αναγνωρίσιμο και κυρίαρχο αρχαιολογικό κατάλοιπο της Πάφου και επομένως θεωρείται ορόσημο τόσο για τους τουρίστες όσο και την ίδια την πόλη. Για τον λόγο αυτό το κάστρο διακοσμεί αρκετά εικονιστικά μέσα όπως φωτογραφίες, καρτ-ποστάλ, γραμματόσημα και γκραβούρες. Σήμερα το κάστρο είναι ανοικτό προς επίσκεψη από το κοινό.</text>
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Digital Heritage Research Lab Cyprus University of Technology</text>
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                <text>&lt;a href="https://apsida.cut.ac.cy/items/show/45988" target="_blank"&gt;Photograph of Paphos Castle (14th century)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/35031" target="_blank"&gt;Photograph of the Castle, Paphos, Cyprus (1940-1965)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/35030" target="_blank"&gt;Photograph of the Castle, Paphos, Cyprus (1940-1965)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/22747" target="_blank"&gt;Photograph of the Castle and the port of Paphos&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/12895" target="_blank"&gt;Photograph of the Medieval Fort, Paphos, Cyprus&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/37311" target="_blank"&gt;Postcard, Fortress of Paphos, Cyprus (1936)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/37309" target="_blank"&gt;Postcard, Paphos Catle and Harbour, Cyprus (1953)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/44220" target="_blank"&gt;Postage stamp of Paphos Castle, EuropaVisit Cyprus, Commemorative Issue (2012)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/44307" target="_blank"&gt;Postage stamp of Paphos Castle, Europa Castles (2017)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/13020" target="_blank"&gt;Postage stamp of Kyrenia II in front of Paphos Castle (1984)&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47274"&gt;History of Paphos castle&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/47275"&gt;Flythrough video presenting Paphos castle's point cloud&lt;/a&gt;&lt;br /&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/45988"&gt;Paphos castle&lt;br /&gt;&lt;/a&gt;&#13;
&lt;div class="element"&gt;&#13;
&lt;div class="element-text"&gt;&lt;a href="https://apsida.cut.ac.cy/items/show/48043"&gt;The architectural drawings of the Paphos castle&lt;/a&gt;&lt;/div&gt;&#13;
&lt;/div&gt;</text>
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                <text>The orthophotography drawings of Paphos Castle. The data process of the laser scanner and UAV images allows us to generate a point cloud. Then, the point cloud results had been imported in Autodesk Revit program allowing the creation of a virtual building representation. Finally, the results of the 3D environment had been presented in architectural orthophotography images such us plans, elevations and sections (A.01-13).</text>
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                <text>Οι δισδιάστατες ορθοφωτογραφίες του Κάστρου της Πάφου. Τα δεδομένα που παράγονται από τον σαρωτή λέιζερ και από το μη επανδρωμένο αεροσκάφος τυγχάνουν επεξεργασίας και δημιουργούν το τρισδιάστατο νέφος σημείων. Στην συνέχεια, τα σημεία εισάγονται στο πρόγραμμα Autodesk Revit, όπου δημιουργείται η ψηφιακή αναπαράσταση του Κάστρου. Τέλος, τα αποτελέσματα της επεξεργασίας παρουσιάζονται σε αρχιτεκτονικά σχέδια κάτοψης, όψης και τομής (A.01-13).</text>
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                <text>34.75364, 32.40697</text>
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&lt;div class="element-text"&gt;&lt;a href="https://www.geonames.org/18800/kato-pafos-castle.html"&gt;Kato Pafos castle&lt;/a&gt;&lt;a href="https://www.geonames.org/5721/kolossi-castle.html"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&#13;
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                <text>UNESCO and ERA Chairs on Digital Cultural Heritage -&#13;
Digital Heritage Research Lab Cyprus University of Technology</text>
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                <text>UNESCO  Chair on Digital Cultural Heritage -&#13;
Digital Heritage Research Lab Cyprus University of Technology&#13;
&#13;
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                <text>EU ERA Chair on Digital Cultural Heritage - MNEMOSYNE&#13;
</text>
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                <text>Twin it! 3D for Europe's culture&#13;
</text>
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                <text>&lt;a href="https://unescochair-dch.net/EU_Study_quality_in_3D_digitisation_of_tangible_cultural_heritage"&gt;EU Study VIGIE 2020/654&lt;/a&gt;</text>
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                <text>H φωτογραφία απεικονίζει την Νίκη Σιακαλλή σε μεγαλύτερη ηλικία, η οποία θα ήταν στην ηλικία των 47 χρόνων.</text>
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                <text>Digital Heritage Research Lab Cyprus University of Technology</text>
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&lt;div class="element"&gt;&#13;
&lt;div class="element-text"&gt;&#13;
&lt;div class="element"&gt;&#13;
&lt;div class="element-text"&gt;&#13;
&lt;div class="element"&gt;&#13;
&lt;div class="element-text"&gt;&lt;a href="https://creativecommons.org/licenses/by-nc-sa/4.0/"&gt;CC BY-NC-SA 4.0&lt;/a&gt;&lt;/div&gt;&#13;
&lt;/div&gt;&#13;
&lt;/div&gt;&#13;
&lt;/div&gt;&#13;
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                <text>Οι αδελφές Νίκη (μητέρα Αστέρως και Δέσπως Μενοίκου) και Τούλα</text>
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                <text>Sisters Niki (Astero and Despo Menoikou's mother) and Toula</text>
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                <text>The two sisters wear traditional costumes</text>
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                <text>Η μητέρα της Αστέρως και Δέσπως Μενοίκου, Νίκη</text>
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                <text>Niki, Astero and Despo Menoikou's mother</text>
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                <text>Η Νίκη κέρδισε σε διαγωνισμό ομορφιάς στην ηλικία των 18 χρονών.   "Με μακρύ φόρεμα διαγωνιστήκαμε" συνηθίζει να λέει γιατί τότε-πριν από περίπου 70 χρόνια δεν παρήλαυναν με μαγιό.  Όταν γυρίζει τον χρόνο πίσω θυμάται: "Για τα καλλιστεία έραψα στην ράφταινα μου ένα μακρύ φόρεμα μέχρι το γόνατο. Η δε κομμώτρια μου, μου κτένισε τα μαλλιά και τα έκανε μπούκλες σ' ένα  ψηλό κότσο" γιατί έτσι ήταν της μόδας τότε. "Όταν βγήκαμε όλες οι υποψήφιες, είδα όλο αυτό τον κόσμο στο στάδιο - στην Λευκωσία - ο οποίος  φώναζε το δικό μου νούμερο".  Είναι πολύ περήφανη μέχρι σήμερα, που κέρδισε επάξια σ' αυτό τον διαγωνισμό.  ΄Οσοι την γνώρισαν έχουν να θυμούνται μέχρι σήμερα πόσο όμορφη ήταν.  ΄Οταν έγινε η  Τουρκική εισβολή- 45 χρόνια μετά- η κόρη της Αστέρω είδε μια γνωστή της Βαρωσιώτισσα η οποία μεταξύ άλλων της είπε: "Θυμάμαι την μάμμα σου στο Βαρώσι.  "Ήταν πολλά όμορφη!"&#13;
Η Νίκη Σιακαλλή δεν βασίστηκε μόνο στην ομορφιά της.  Φρόντισε να αποκτήσει γνώσεις και ικανότητες. Παρακολούθησε μαθήματα της γαλλικής γλώσσας και ραπτικής.  Τότε οι κοπέλες έπρεπε να μάθουν να ράβουν, να πλέκουν, να κεντούν και να κρατούν το νοικοκυριό τους.  Επίσης σπούδασε ζωγραφική σε σχολή στην Γαλλία και έκανε μαθήματα ακορντεόν σε δάσκαλο μουσικής στην Αμμόχωστο, τον κ. Ζυμπουλάκη.&#13;
Eπίσης γνώριζε όλους τους ξένους χορούς της εποχής της αλλά και τους Κυπριακούς χορούς.  Σε όποια εκδήλωση παρευρισκόταν όταν έβγαινε να χορέψει έκλεβε τις εντυπώσεις.  &#13;
Είχε και έχει πολύ ωραία φωνή και όταν ήταν νεώτερη και έκανε τις δουλειές στο σπίτι της μητέρας της τραγουδούσε ταυτόχρονα και τότε γνώριζε η γειτονιά ότι &lt;τώρα η Νίκη κάνει τις δουλειές του σπιτιού&gt;!!&#13;
Η Νίκη Σιακαλλή ήταν και είναι ένας υπέροχος άνθρωπος, γεμάτη ευαισθησίες, ανθρωπιά και καλοσύνη.  Αυτά τα προτερήματα φρόντισε να μεταδώσει και στα παιδιά της.  Επίσης φρόντισε οι κόρες της να έχουν ήθος και να προχωρούν στην ζωή τους με την αξία τους και να αποκτήσουν όσες γνώσεις και ικανότητες μπορούν.  </text>
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                <text>Niki won a beauty contest at the age of 18.  She competed with a long dress.  She remembers that for the beauty contest the tailor made her a knee-high dress.  The hairdresser made her a curly bun as the fashion dictated.  When all the contestants got on stage, the crown was shouting her number.  She is very proud of this until today and everybody remembers how beautiful she was.  </text>
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                <text>Library of Cyprus University of Technology</text>
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                <text>Digital Heritage Research Lab Cyprus University of Technology</text>
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                <text>Αστέρω Μενοίκου</text>
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                <text>&lt;div class="element"&gt;&#13;
&lt;div class="element-text"&gt;&lt;a href="https://creativecommons.org/licenses/by-nc-sa/4.0/"&gt;CC BY-NC-SA 4.0&lt;/a&gt;&lt;/div&gt;&#13;
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                <text>35.19869, 32.99338</text>
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                <text>&lt;a href="https://www.geonames.org/146286/morfou.html"&gt;Morfou&lt;/a&gt;</text>
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                <text>&lt;a href="https://www.geonames.org/146286/morfou.html"&gt;Morfou&lt;/a&gt;</text>
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                <text>35.19869, 32.99338</text>
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                <text>British (1878-1960)</text>
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                <text>Modern (1960-2008)</text>
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                <text>c. 1950</text>
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                <text>Καθήμενος στο κέντρο βρίσκεται ο Παρασκευάς και εκατέρωθεν οι δυο θυγατέρες του, Νίκη (αριστερά - μητέρα Αστέρως Μενοίκου) και Τούλα (δεξιά).  Η Νίκη τότε ήταν 22 ετών, μερικά χρόνια μεγαλύτερη απο την Τούλα.  O Παρασκευάς εργάστηκε επί σειρά ετών στην Αγγλία ως γλύπτης.</text>
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                <text>The photo depicts Paraskeuas and his two daughters, Niki (Astero's mother) on the left and Toula on the right.  When the photo was captured, Niki was at the age of 22, a few years older than Toula.  Paraskevas worked for several years in the UK as a sculptor.</text>
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                <text>Φωτο "Αθηναϊκόν"</text>
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                <text>35, 33</text>
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                <text>Mother of Astero Menoikou, Niki, as an infant.</text>
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                <text>Η μητέρα της Αστέρως και Δέσπως Μενοίκου, Νίκη, λίγο καιρό μετά την γέννηση της,  το 1932.  Στην φωτογραφία η εικονιζόμενη  πρέπει να είναι έξι μηνών.&#13;
Η ίδια λέει ότι το όνομα της το πήρε γιατί ο παππούς της ήταν Νικόλας και γιατί δίπλα από το σπίτι τους στην Λευκωσία βρισκόταν η εκκλησία του Αγίου Νικολάου.&#13;
Στο πίσω μέρος της φωτογραφίας υπάρχει το μήνυμα της μητέρας της Νίκης (γιαγιά Αστέρως Μενοίκου) προς την κουμπάρα της:&#13;
"Πολυαγαπημένη μου κουμπάρα,&#13;
Σου στέλνω δια ενθύμιον την κάρτα της Νικούλας.&#13;
Με αγάπη, η κουμπάρα σου,&#13;
Ελένη Παρασκευά"</text>
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With love, your best woman,&#13;
Eleni Paraskeva"</text>
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            <description>Information about rights held in and over the resource</description>
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&lt;div class="element-text"&gt;&lt;a href="https://creativecommons.org/licenses/by-nc-sa/4.0/"&gt;CC BY-NC-SA 4.0&lt;/a&gt;&lt;/div&gt;&#13;
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            <description>The topic of the resource</description>
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            <name>Temporal Coverage</name>
            <description>Temporal characteristics of the resource.</description>
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            <name>Date</name>
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            <description>The spatial or temporal topic of the resource, the spatial applicability of the resource, or the jurisdiction under which the resource is relevant</description>
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                <text>35.17531, 33.3642</text>
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                <text>&lt;a href="https://www.geonames.org/146268/nicosia.html"&gt;Nicosia&lt;/a&gt;</text>
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          <element elementId="81">
            <name>Spatial Coverage</name>
            <description>Spatial characteristics of the resource.</description>
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                <text>35.17531, 33.3642</text>
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                <text>&lt;a href="https://www.geonames.org/146268/nicosia.html"&gt;Nicosia&lt;/a&gt;</text>
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            <name>Title</name>
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                <text>The married couple, Paraskevas and Eleni</text>
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            <name>Description</name>
            <description>An account of the resource</description>
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                <text>Grandparents of Astero Menoikou.  Their daughter, Niki Shiakalli, remembers that they were married via an arranged marriage.</text>
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            <name>Creator</name>
            <description>An entity primarily responsible for making the resource</description>
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            <description>An unambiguous reference to the resource within a given context</description>
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            <description>Information about rights held in and over the resource</description>
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                <text>&lt;a href="https://creativecommons.org/licenses/by-nc-sa/4.0/"&gt;CC BY-NC-SA 4.0&lt;/a&gt;</text>
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