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EΡΓΑΣΙΑ
ΠΛΗΡΟΦΟΡΙΚΗΣ</t=
itle>
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<o:Revision>10</o:Revision>
<o:TotalTime>108</o:TotalTime>
<o:Created>2010-04-16T09:53:30Z</o:Created>
<o:LastSaved>2010-07-02T16:03:05Z</o:LastSaved>
<o:Words>1650</o:Words>
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47;ή</o:PresentationFormat>
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<p>Αυτή η
παρουσίαση
περιέχει
στοιχεία τα
οποία ίσως να
μην προβληθού&#=
957;
σωστά από το
πρόγραμμα
περιήγησης. Η
παρουσίαση
αυτή έχει
βελτιστοποιη =
52;εί
για τις
νεότερες
εκδόσεις του Microso=
ft
Internet Explorer.</p>
<p>Εάν θέλετε να
συνεχίσετε,
κάντε κλικ <a
href=3D"a2karagiannisumpan.files/frame.htm">εδώ</a>.</p>
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<div v:shape=3D"_x0000_m1025" class=3DT style=3D'tab-interval:.4913in'>\=
2;άντε
κλικ εδώ για
την επεξεργασ&#=
943;α
της μορφής του =
κειμένου
του τίτλου</div>
<div v:shape=3D"_x0000_m1026" style=3D'tab-interval:.4913in'>
<div class=3DB>Κάντε κλικ
εδώ για την
επεξεργασία
της μορφής των
κειμένων
διάρθρωσης
</div>
<div class=3DB1>Δεύτερο
επίπεδο
διάρθρωσης
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<div class=3DB2>Τρίτο
επίπεδο
διάρθρωσης
</div>
<div class=3DB3>Τέταρτο
επίπεδο
διάρθρωσης
</div>
<div class=3DB4>Πέμπτο
επίπεδο
διάρθρωσης
</div>
<div class=3DB4>Έκτο
επίπεδο
διάρθρωσης
</div>
<div class=3DB4>Έβδομο
επίπεδο
διάρθρωσης
</div>
<div class=3DB4>Όγδοο
επίπεδο
διάρθρωσης
</div>
<div class=3DB4>Ένατο
επίπεδο
διάρθρωσης</div>
</div>
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font-size:78%;mso-field-code:meta0'>‹</span><![if !ppt]><span lang=3D=
EL
style=3D'font-family:Arial;mso-ascii-font-family:"Times New Roman";mso-bidi=
-font-family:
Arial;font-size:78%'>ημερομηνί=
α</span><![endif]><![if !ppt]><span
lang=3DEL style=3D'font-family:"Times New Roman";mso-ascii-font-family:"Tim=
es New Roman";
mso-bidi-font-family:Arial;font-size:78%'>/</span><![endif]><![if !ppt]><sp=
an
lang=3DEL style=3D'font-family:Arial;mso-ascii-font-family:"Times New Roman=
";
mso-bidi-font-family:Arial;font-size:78%'>ώρα</span><![endif=
]><![if !ppt]><span
lang=3DEL style=3D'mso-ascii-font-family:"Times New Roman";mso-bidi-font-fa=
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<span
lang=3DEL style=3D'mso-ascii-font-family:"Times New Roman";mso-bidi-font-fa=
mily:
Arial;font-size:78%;mso-field-code:meta15'>‹</span><![if !ppt]><span
lang=3DEL style=3D'font-family:Arial;mso-ascii-font-family:"Times New Roman=
";
mso-bidi-font-family:Arial;font-size:78%'>υποσέ =
55;ιδο</span><![endif]><![if !ppt]><span
lang=3DEL style=3D'mso-ascii-font-family:"Times New Roman";mso-bidi-font-fa=
mily:
Arial;font-size:78%'>›</span><![endif]><span lang=3DEL style=3D'font-=
family:
"Times New Roman";mso-ascii-font-family:"Times New Roman";mso-bidi-font-fam=
ily:
Arial;font-size:78%;mso-special-format:lastCR'>
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=3DEL
style=3D'font-family:"Times New Roman";mso-ascii-font-family:"Times New Rom=
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mso-bidi-font-family:Arial;font-size:78%;mso-special-format:lastCR'>
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ΠΛΗΡΟΦΟΡΙΚΗΣ</t=
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<div v:shape=3D"_x0000_s4097" class=3DCT style=3D'mso-line-spacing:"117 0 =
0";
position:absolute;top:8.25%;left:5.05%;width:90.07%;height:8.75%;tab-inter=
val:
.4913in;tab-stops:.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in 5.5416=
in 6.3333in 7.125in 7.9166in 8.7083in 9.5in'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:82%;color:#99284C=
'><b><i>ΣΥΜΠΑΝ</i></b></span></div>
<div v:shape=3D"_x0000_s4098" class=3DCB style=3D'mso-line-spacing:"117 0 =
0";
tab-interval:.4913in;tab-stops:.7916in 1.5833in 2.375in 3.1666in 3.9583in =
4.75in 5.5416in 6.3333in 7.125in 7.9166in 8.7083in 9.5in'><span
style=3D'position:absolute;top:22.0%;left:-2.43%;width:105.61%;height:5.0%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>Ω =
62;
Σύμπαν
εννοούμε, στην
καθομιλουμέν&#=
951;,
το σύνολο των
πραγμάτων που =
</b></span></span><span
style=3D'position:absolute;top:26.75%;left:-.18%;width:101.31%;height:5.0%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>υ =
60;ήρξαν,
υπάρχουν ή θα
υπάρξουν ποτέ,
το σύνολο δηλα=
δή
των όντων. </b></span></span><span
style=3D'position:absolute;top:31.5%;left:-3.18%;width:107.3%;height:5.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>Ε =
53;δικότερα,
λέγοντας
Σύμπαν στην
επιστήμη
εννοούμε
συνήθως
ολόκληρο το </b></span><=
/span><span
style=3D'position:absolute;top:36.25%;left:-3.55%;width:107.86%;height:5.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Χωρόχ=
ρονος"/><a
href=3D"file:///\\wiki\Χωρόχρον =
59;ς"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">χ`=
9;ροχρονικό
συνεχές</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b>,
καθώς και το
σύνολο της </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ύλη"/><a
href=3D"file:///\\wiki\Ύλη" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">ύλης</a>=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>
και της </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ενέργ=
εια"/><a
href=3D"file:///\\wiki\Ενέργεια"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ε_=
7;έργειας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>
που </b></span></span><span style=3D'position:absolute;
top:41.0%;left:.18%;width:100.56%;height:5.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:63%'><b>περικλ^=
9;ίει.Μπορούμε
δηλαδή να
ορίσουμε
Σύμπαν το
συνολικό ποσό
της </b></span></span><span style=3D'position:absolute;
top:45.75%;left:-1.68%;width:104.3%;height:5.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b>υπά&=
#961;χουσας
ύλης και
ενέργειας.Το
Σύμπαν δεν
είναι ούτε
«άμορφο» ούτε=
; </b></span></span><span
style=3D'position:absolute;top:50.25%;left:-1.12%;width:103.18%;height:5.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>«&#=
940;πειρο»,
αλλά έχει
πέρατα.Πρώτος
κατέληξε σε αυ=
τό
το συμπέρασμα
ο </b></span></span><span style=3D'position:absolute;top:55.0%;left:-=
3.18%;
width:107.3%;height:5.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:63%'><b>Γερμανοεβ&#=
961;αίος
φυσικός </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Άλμπε=
ρτ_Αϊνστάιν"/><a
href=3D"file:///\\wiki\Άλμπερτ_Α&#=
970;νστάιν"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ά_=
5;μπερτ
Αϊνστάιν</a></b></span><span lang=
=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b> ότα=
ν
εισηγήθηκε
την </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:63%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Θεωρία_τη =
62;_σχετικότητας=
;"/><a
href=3D"file:///\\wiki\Θεωρία_τη&#=
962;_σχετικότητα`=
2;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Θ^=
9;ωρία
της </a></b></span></span><span style=3D'position:absolute;
top:59.75%;left:-2.05%;width:105.05%;height:5.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:63%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Θεωρί=
α_της_σχετικότ&=
#951;τας"/><a
href=3D"file:///\\wiki\Θεωρία_τη&#=
962;_σχετικότητα`=
2;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">σ`=
7;ετικότητας</a></b></spa=
n><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>.Έ&#=
964;σι
καταλήγουμε
να θεωρούμε
ότι το σχήμα
του Σύμπαντος =
</b></span></span><span
style=3D'position:absolute;top:64.5%;left:-1.87%;width:104.49%;height:5.0%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>ε =
43;ναι,
το πιθανότερο,
υπερσφαιρικό.&=
#932;ο
σύμπαν ως σύνο=
λο
των απανταχού =
</b></span></span><span
style=3D'position:absolute;top:69.25%;left:-3.55%;width:107.86%;height:5.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>υ =
60;αρχόντων
«υλικών»
σωμάτων
αποτελεί
αντικείμενο
μελέτης της
επιστήμης </b></span></span><=
span
style=3D'position:absolute;top:74.0%;left:5.43%;width:90.07%;height:5.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>τ =
51;ς
</b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:=
63%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αστρο=
νομία"/><a
href=3D"file:///\\wiki\Αστρονομ =
43;α"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Α`=
3;τρονομίας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:63%'><b>
και των
επιμέρους
κλάδων της.</b></span></span>=
</div>
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Κ' ΓΑΛΑΞΙΕΣ</i></b></span></d=
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top:18.5%;left:-3.55%;width:106.55%;height:4.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b>Το
ορατό Σύμπαν
περιέχει
δισεκατομύρι&#=
945;
άστρα τα οποία
είναι
οργανωμένα σε
γαλαξίες και
οι </b></span></span><span style=3D'position:absolute;top:22.25%;
left:-.56%;width:100.74%;height:4.0%'><span lang=3DEL style=3D'font-family=
:"Comic Sans MS";
font-size:50%'><b>οποίοι με
την σειρά τους
συγκροτούν
σμήνη και υπερ=
σμήνη.
Οι πλανήτες
σύμφωνα με τον=
</b></span></span><span
style=3D'position:absolute;top:26.0%;left:.56%;width:98.31%;height:4.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>σ =
73;γχρονο
ορισμό της </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Διεθν=
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942;_Ένωση"/><a
href=3D"file:///\\wiki\Διεθνής_Α&#=
963;τρονομική_Έν`=
9;ση"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Δ_=
3;εθνούς
Αστρονομικής
Ένωσης</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b> (IAU)
είναι ουράνια
σώματα που </b></span></span>=
<span
style=3D'position:absolute;top:29.75%;left:-3.74%;width:106.92%;height:4.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>β =
61;ίσκονται
σε τροχιά γύρω
από τον </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ήλιος=
"/><a
href=3D"file:///\\wiki\Ήλιος" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Ήλιο</a>=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>,δ&#=
953;αθέτουν
επαρκή μάζα
και βαρύτητα
ώστε να έχουν </b><=
/span></span><span
style=3D'position:absolute;top:33.5%;left:-.18%;width:99.81%;height:4.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>α =
60;οκτήσει
σφαιρικό
σχήμα και
κυριαρχούν
στην τροχιακή
ζώνη στην
οποία
κινούνται. Τα </b><=
/span></span><span
style=3D'position:absolute;top:37.25%;left:-4.3%;width:108.05%;height:4.0%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>σ =
74;ματα
που καλύπτουν
τα πρώτα δύο
κριτήρια αλλά
όχι αυτό της
κυριαρχίας
στην τροχιά
τους, </b></span></span><span style=3D'position:absolu=
te;
top:41.25%;left:-3.93%;width:107.3%;height:4.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b>ότα&=
#957;
δεν είναι </b></span><span lang=3D=
EL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φυσικ=
ός_δορυφόρος"/><a
href=3D"file:///\\wiki\Φυσικός_δ&#=
959;ρυφόρος"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">δ_=
9;ρυφόροι</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>,
λέγονται «</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b><i><p:onm=
ouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Πλανή=
της_νάνος"/><a
href=3D"file:///\\wiki\Πλανήτης_&#=
957;άνος"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">π_=
5;ανήτες
νάνοι</a></i></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b>». Ο_=
3;
πλανήτες δεν
έχουν την
απαιτούμενη </b></s=
pan></span><span
style=3D'position:absolute;top:45.0%;left:-1.68%;width:102.62%;height:4.0%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>μ =
40;ζα
για την έναρξη
θερμοπυρηνικ&#=
974;ν
αντιδράσεων ό&=
#960;ως
συμβαίνει με
τα αστέρια,
έτσι δεν </b></span></span><span
style=3D'position:absolute;top:48.75%;left:-4.11%;width:107.49%;height:4.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>έ =
67;ουν
την ικανότητα
να εκπέμπουν
ακτινοβολία.
Το γεγονός της
ορατότητας
των πλανητών
του </b></span></span><span style=3D'position:absolute;
top:52.5%;left:-2.24%;width:103.93%;height:4.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b>Ηλι&=
#945;κού
μας
Συστήματος
κατά τη
διάρκεια της
νύχτας
οφείλεται
στην ανάκλαση
του ηλιακού </b></span><=
/span><span
style=3D'position:absolute;top:56.25%;left:-2.05%;width:103.74%;height:4.0=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>φ =
69;τός(ετερόφωτα
σώματα).Ο μέχρι
σήμερα πιο
αποδεκτός
κατάλογος
πλανητών
αποτελείται </b></s=
pan></span><span
style=3D'position:absolute;top:60.0%;left:4.68%;width:90.07%;height:4.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>α =
60;ό
τους 8 παρακάτω
πλανήτες σε
τροχιά γύρω
από τον </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:50%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ήλιος=
"/><a
href=3D"file:///\\wiki\Ήλιος" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Ήλιο</a>=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>:
</b=
></span></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:63.75%;
left:4.68%;width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:50%'><b>1. </b></span><span lang=3DEL style=3D'font-family:"Comi=
c Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ερμής_(πλα&#=
957;ήτης)"/><a
href=3D"file:///\\wiki\Ερμής_(πλα&=
#957;ήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ε`=
1;μής</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:67.5%;left:=
4.68%;
width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:50%'><b>2.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Αφροδίτη_(&#=
960;λανήτης)"/><a
href=3D"file:///\\wiki\Αφροδίτη_(&=
#960;λανήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Α`=
6;ροδίτη</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:71.5%;left:=
4.68%;
width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:50%'><b>3.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url" href=3D"file:///wi=
ki/Γη"/><a
href=3D"file:///\\wiki\Γη" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Γη</a></b></span><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:75.25%;
left:4.68%;width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:50%'><b>4.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Άρης_(πλαν&#=
942;της)"/><a
href=3D"file:///\\wiki\Άρης_(πλαν&=
#942;της)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ά`=
1;ης</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:79.0%;left:=
4.68%;
width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:50%'><b>5.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Δίας_(πλαν&#=
942;της)"/><a
href=3D"file:///\\wiki\Δίας_(πλαν&=
#942;της)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Δ^=
3;ας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:82.75%;
left:4.68%;width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:50%'><b>6.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Κρόνος_(πλ&#=
945;νήτης)"/><a
href=3D"file:///\\wiki\Κρόνος_(πλ&=
#945;νήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Κ`=
1;όνος</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:86.5%;left:=
4.68%;
width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:50%'><b>7.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ουρανός_(π&#=
955;ανήτης)"/><a
href=3D"file:///\\wiki\Ουρανός_(π&=
#955;ανήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ο`=
5;ρανός</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b>
</b=
></span></div>
<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:90.25%;
left:4.68%;width:90.07%;height:4.0%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:50%'><b>8.</b></span><span lang=3DEL style=3D'font-family:"Comic=
Sans MS";
font-size:50%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ποσειδών^=
5;ς_(πλανήτης)"/><a
href=3D"file:///\\wiki\Ποσειδών =
45;ς_(πλανήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Π_=
9;σειδώνας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:50%'><b> </b></sp=
an></div>
</div>
</p:slide></div>
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<div v:shape=3D"_x0000_s7171" class=3DB style=3D'mso-line-spacing:"117 0 -=
114";
tab-interval:.4913in;tab-stops:.7916in 1.5833in 2.375in 3.1666in 3.9583in =
4.75in'><span
style=3D'position:absolute;top:2.0%;left:51.87%;width:51.12%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Ο =
53;
γαλαξίες
αποτελούν
τεράστια
συγκροτήματα
αστέρων </b></span></span><span
style=3D'position:absolute;top:5.0%;left:55.24%;width:40.63%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
59;υ
βρίσκονται
σπαρμένα στο </b></=
span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Σύμπα=
ν"/><a
href=3D"file:///\\wiki\Σύμπαν" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Σύμπ^=
5;ν</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>
και </b></span></span><span style=3D'position:absolute;
top:8.25%;left:55.24%;width:46.25%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>παρ&=
#945;τηρούνται
ως
νεφελοειδείς
υπόλευκες
κηλίδες </b></span></span><span
style=3D'position:absolute;top:11.25%;left:55.24%;width:44.38%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>σ =
64;ον
</b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:=
41%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ουράν=
ιος_θόλος"/><a
href=3D"file:///\\wiki\Ουράνιος_&#=
952;όλος"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ο`=
5;ρανό</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>.Ε&#=
960;ειδή
άλλοτε δεν
ήταν δυνατόν
να </b></span></span><span style=3D'position:absolute;top:14.25%;
left:55.24%;width:46.81%;height:3.25%'><span lang=3DEL style=3D'font-famil=
y:"Comic Sans MS";
font-size:41%'><b>καταμετρη&#=
952;ούν
οι αποστάσεις
και να
εκτιμηθούν τα =
</b></span></span><span
style=3D'position:absolute;top:17.25%;left:55.24%;width:45.31%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
61;αγματικά
τους μεγέθη, οι
αστρονόμοι
ονόμασαν </b></span></span><span
style=3D'position:absolute;top:20.5%;left:55.24%;width:43.63%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>α =
65;τά
από την όψη
τους
νεφελοειδείς.&=
#927;ι
τυπικοί </b></span></span><span
style=3D'position:absolute;top:23.5%;left:55.24%;width:47.37%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>γ =
45;λαξίες
αποτελούνται
από 10
εκατομμύρια
μέχρι 1 </b></span></span><span style=3D'position=
:absolute;
top:26.5%;left:55.24%;width:46.06%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>τρι&=
#962;
αστέρια, τα
οποία
βρίσκονται σε
τροχιά γύρω </b></span><=
/span><span
style=3D'position:absolute;top:29.5%;left:55.24%;width:44.19%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>α =
60;ό
ένα βαρυτικό
κέντρο.Εκτός
από αστέρια, οι=
; </b></span></span><span
style=3D'position:absolute;top:32.75%;left:55.24%;width:44.38%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
49;ρισσότεροι
γαλαξίες
περιέχουν και
ένα μεγάλο </b></span></span>=
<span
style=3D'position:absolute;top:35.75%;left:55.24%;width:47.19%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
55;ήθος
</b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:=
41%'><b><p:onmouseclick
hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΑστρικ=
;ών_συστημάτων&=
amp;action=3Dedit&redlink=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΑστρι_=
4;ών_συστημάτων=
&action=3Dedit&redlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">α`=
3;τρικών
συστημάτων</a></b></span=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>
και </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:41%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΑστρικ=
;ό_σμήνος&action=3Dedit&redlink=
=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΑστρι_=
4;ό_σμήνος&action=3Dedit&redlink=
=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">α`=
3;τρικών
σμηνών</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b> </b></span></span>=
<span
style=3D'position:absolute;top:38.75%;left:55.24%;width:42.32%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ό =
60;ως
και διάφορους
τύπους </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Νεφέλ=
ωμα"/><a
href=3D"file:///\\wiki\Νεφέλωμα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ν^=
9;φελωμάτων</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>. Ο&=
#953; </b></span></span><span
style=3D'position:absolute;top:41.75%;left:55.24%;width:46.44%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
49;ρισσότεροι
γαλαξίες
έχουν
διάμετρο από
μερικές </b></span></span><span
style=3D'position:absolute;top:45.0%;left:55.24%;width:48.68%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>χ =
53;λιάδες
ως μερικές
εκατοντάδες
χιλιάδες </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Έτος_φ=
;ωτός"/><a
href=3D"file:///\\wiki\Έτος_φωτό&#=
962;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">έ`=
4;η
φωτός</a></b></span><span lang=3DEL style=3D'font=
-family:
"Comic Sans MS";font-size:41%'><b> </b></span></span><span style=3D'positi=
on:
absolute;top:48.0%;left:55.24%;width:48.12%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>και
βρίσκονται σε
απόσταση της
τάξης των
χιλιάδων </b></span></span><span
style=3D'position:absolute;top:51.0%;left:55.24%;width:40.82%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ε =
64;ών
φωτών μεταξύ
τους.Αν και η
λεγόμενη </b></span></span><span
style=3D'position:absolute;top:54.0%;left:55.24%;width:47.0%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Σκοτε=
ινή_ύλη"/><a
href=3D"file:///\\wiki\Σκοτεινή_&#=
973;λη"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">σ_=
4;οτεινή
ύλη</a></b></span><span lang=3DEL style=3D'font-family:"Com=
ic Sans MS";
font-size:41%'><b> φαίνεται
να αποτελεί
περίπου το 90% </b></span></s=
pan><span
style=3D'position:absolute;top:57.25%;left:55.24%;width:43.63%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>τ =
51;ς
μάζας των
περισσοτέρων
γαλαξιών, η
φύση </b></span></span><span style=3D'position:absolut=
e;
top:60.25%;left:55.24%;width:44.38%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>αυτ&=
#974;ν
των αόρατων
στοιχείων δεν
είναι πλήρως </b></=
span></span><span
style=3D'position:absolute;top:63.25%;left:55.24%;width:40.63%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>κ =
45;τανοητή.
Υπάρχουν
κάποιες
ενδείξεις ότι =
</b></span></span><span
style=3D'position:absolute;top:66.5%;left:55.24%;width:45.13%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>υ =
60;ερμεγέθεις
</b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:=
41%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Μαύρη=
_τρύπα"/><a
href=3D"file:///\\wiki\Μαύρη_τρύ&#=
960;α"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">μ^=
5;ύρες
τρύπες</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>
μπορεί να
υπάρχουν </b></span></span><span
style=3D'position:absolute;top:69.5%;left:55.24%;width:45.88%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>σ =
64;ο
κέντρο πολλών,
αν όχι όλων των
γαλαξιών.Ο </b></span></span>=
<span
style=3D'position:absolute;top:72.5%;left:55.24%;width:47.56%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>α =
54;ριβής
αριθμός των
γαλαξιών του
Σύμπαντος
είναι </b></span></span><span style=3D'position:a=
bsolute;
top:75.5%;left:55.24%;width:40.63%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ακό&=
#956;η
απροσδιόριστ&#=
959;ςΔεν
θα πρέπει να
μας </b></span></span><span style=3D'position:absolute;
top:78.75%;left:55.24%;width:44.56%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>δια&=
#966;εύγει
ότι ένα μεγάλο
μέρος από το
φως των </b></span></span><span
style=3D'position:absolute;top:81.75%;left:55.24%;width:48.68%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>γ =
45;λαξιών
που διατρέχει
το διάστημα
μέχρι να φθάσε=
ι
</b></span></span><span style=3D'position:absolute;top:84.75%;left:55.24%;
width:44.38%;height:3.25%'><span lang=3DEL style=3D'font-family:"Comic San=
s MS";
font-size:41%'><b>στη Γη
απορροφάται
κατά μεγάλο
μέρος από την </b><=
/span></span><span
style=3D'position:absolute;top:87.75%;left:55.24%;width:42.69%;height:3.25=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>«&#=
956;εσογαλαξιακή
ύλη» έτσι ώστε
να καθίσταται =
</b></span></span><span
style=3D'position:absolute;top:91.0%;left:55.24%;width:46.81%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>α =
48;ύνατος
ακόμη και ο
αμυδρότερος
εντοπισμός
των </b></span></span><span style=3D'position:absolute;
top:94.0%;left:55.24%;width:40.63%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>πλέ&=
#959;ν
μακρινών
γαλαξιών και
υπό τις πλέον </b><=
/span></span><span
style=3D'position:absolute;top:97.0%;left:55.24%;width:40.63%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ι =
48;ανικότερες
γήινες
συνθήκες
παρατήρησης</b></sp=
an></span></div>
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style=3D'position:absolute;left:36.875pt;top:6.875pt;width:714.25pt;heigh=
t:92.25pt;
mso-wrap-style:square;v-text-anchor:middle' filled=3D"f" stroked=3D"f"
strokecolor=3D"black">
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<v:shadow on=3D"f"/>
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<p:placeholder type=3D"title"/></v:shape><p:shaperange
href=3D"master03.xml#_x0000_m1026"/><v:shape id=3D"_x0000_s8195" type=3D"=
#_x0000_m1026"
style=3D'position:absolute;left:39.625pt;top:126.75pt;width:714.25pt;heig=
ht:417.875pt;
mso-wrap-style:square;v-text-anchor:middle' filled=3D"f" stroked=3D"f"
strokecolor=3D"black">
<v:stroke color2=3D"white" joinstyle=3D"round" o:forcedash=3D"f"/>
<v:shadow on=3D"f"/>
<v:textbox style=3D'mso-rotate-with-shape:t' inset=3D"0,0,0,0"/>
<p:placeholder type=3D"subTitle" position=3D"1"/></v:shape>
<div v:shape=3D"_x0000_s8194" class=3DCT style=3D'mso-line-spacing:"117 0 =
0";
position:absolute;top:4.25%;left:4.68%;width:90.07%;height:9.5%;tab-interv=
al:
.4913in;tab-stops:.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in 5.5416=
in 6.3333in 7.125in 7.9166in 8.7083in 9.5in'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:91%;color:#99284C=
'><b><i>AΣΤΡΟΝΟΜΙΑ</i></b></sp=
an></div>
<div v:shape=3D"_x0000_s8195" class=3DCB style=3D'tab-interval:.4913in;tab=
-stops:
.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in 5.5416in 6.3333in 7.125i=
n 7.9166in 8.7083in 9.5in'>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:21.25%;left:-3.37%;width:107.11%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>Η
επιστήμη που
ασχολήθηε με
το σύμπαν ήταν
η Αστρονομία.Η
Αστρονομία (ως
διεθνής όρος
εκ των </b></span></span><span style=3D'position:=
absolute;
top:24.75%;left:-3.37%;width:106.74%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>ελλ&=
#951;νικών
λέξεων του
«άστρον>>
+«νέμω»)είναι =
51;
επιστήμη που
ερευνά και
εξετάζει όλα
τα ουράνια </b></span></span>=
<span
style=3D'position:absolute;top:28.25%;left:.18%;width:99.81%;height:3.75%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>σ =
74;ματα
(μεταξύ αυτών
και τη Γη)καθώς
και τις σχέσει=
ς,κινήσεις
και δυναμική
αυτών.Γενικά η=
</b></span></span><span
style=3D'position:absolute;top:31.75%;left:.37%;width:99.43%;height:3.75%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>Α =
63;τρονομία
γεννήθηκε με
την εμφάνιση
του «διανοούμ=
ενου
ανθρώπου»
στον ημέτερο
πλανήτη. </b></span></span><span
style=3D'position:absolute;top:35.25%;left:-2.8%;width:105.8%;height:3.75%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>Ε =
53;δικότερα
όμως για τους
Έλληνες, η
«Αστρονομία»
γεννήθηκε
ακριβώς την
ίδια ιερή
εκείνη στιγμή =
</b></span></span><span
style=3D'position:absolute;top:38.75%;left:5.05%;width:90.07%;height:3.75%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>π =
59;υ
γεννήθηκε και
η </b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";fon=
t-size:
47%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ελληνική_ =
56;υθολογία"/><a
href=3D"file:///\\wiki\Ελληνική_&#=
956;υθολογία"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ε_=
5;ληνική
μυθολογία</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>
και μάλιστα σε
μια αμφίδρομη
σχέση.
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:42.25%;left:-2.43%;width:104.86%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>H
Αστρονομία
αναφέρεται
στην
παρατήρηση
και την ερμηνε=
ία
των
φαινομένων
που λαμβάνουν
χώρα </b></span></span><span style=3D'position:absolut=
e;
top:45.75%;left:-3.74%;width:107.67%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>στο&=
#957;
ουράνιο χώρο
πέρα από την Γη
και την
ατμόσφαιρά
της.Μελετά την
προέλευση, την
εξέλιξη, τις </b></span>=
</span><span
style=3D'position:absolute;top:49.25%;left:-3.74%;width:107.67%;height:3.7=
5%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>φ =
65;σικές
και χημικές
ιδιότητες των
ουρανίων σωμά&=
#964;ων
που μπορούν να
παρατηρηθούν
(και είναι
εκτός </b></span></span><span style=3D'position:a=
bsolute;
top:53.0%;left:-1.49%;width:103.18%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>των
ορίων της
ατμόσφαιρας),
καθώς και των
διεργασιών
που
περιλαμβάνου&#=
957;
αυτές.Η
Αστρονομία </b></span></=
span><span
style=3D'position:absolute;top:56.5%;left:-3.93%;width:108.23%;height:3.75=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>ε =
43;ναι
μία από τις
λίγες
επιστήμες που
έχουν απομείν&=
#949;ι,
όπου οι
ερασιτέχνες
διαδραματίζο&#=
965;ν
σημαντικό </b></span></span><=
span
style=3D'position:absolute;top:60.0%;left:5.05%;width:90.07%;height:3.75%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>ρ =
72;λο,
κυρίως με την
παρατήρηση
μεταβατικών
φαινομένων
</b></spa=
n></span></div>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:63.5%;left:5.05%;width:90.07%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>όπω&=
#962;
τα μεταβλητά </b></=
span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αστέρ=
ας"/><a
href=3D"file:///\\wiki\Αστέρας"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">α`=
3;τέρια</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>, ο&=
#953; </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Κομήτ=
ης"/><a
href=3D"file:///\\wiki\Κομήτης"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">κ_=
9;μήτες</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>
κ.ά.<br>
</b></span></span><span style=3D'position:absolute;top:67.0%;left:-1.87%;
width:103.93%;height:3.75%'><span lang=3DEL style=3D'font-family:"Comic Sa=
ns MS";
font-size:47%'><b>Τα
τελευταία
χρόνια
υπάρχει συχνά
σύγχυση μεταξ&=
#973;
της
Αστρονομίας
και της </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αστρο=
λογία"/><a
href=3D"file:///\\wiki\Αστρολογ =
43;α"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Α`=
3;τρολογίας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>
παρότι </b></span></span><span style=3D'posi=
tion:
absolute;top:70.5%;left:-3.55%;width:107.3%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>έχο&=
#965;ν
κοινή
καταγωγή, η μεν
Αστρονομία
βασίζεται στη&=
#957;
επιστημονική
μεθοδολογία
(επαναληψιμότ&=
#951;τα
</b></span></span><span style=3D'position:absolute;top:74.0%;left:-2.99%;
width:106.17%;height:3.75%'><span lang=3DEL style=3D'font-family:"Comic Sa=
ns MS";
font-size:47%'><b>των
παρατηρήσεων,
διατύπωση
νόμων που
ερμηνεύουν
τις
παρατηρήσεις),
η δε
Αστρολογία
είναι μία </b></span></span><span
style=3D'position:absolute;top:77.5%;left:-2.8%;width:105.8%;height:3.75%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ψευδο=
επιστήμη"/><a
href=3D"file:///\\wiki\Ψευδοεπι =
63;τήμη"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ψ^=
9;υδοεπιστήμη</a></b=
></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>
που ανήκει στη
σφαίρα της
«προνοητικής
δεισιδαιμονί&#=
945;ς»
και που
διατυπώνει
νόμους </b></span></span><span style=3D'posi=
tion:
absolute;top:81.0%;left:-3.74%;width:107.49%;height:3.75%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b>για
την εξέλιξη
της
καθημερινής
ανθρώπινης
ζωής, βασιζόμε=
νη
κυρίως στις
μεταξύ των
ουρανίων και </b></=
span></span><span
style=3D'position:absolute;top:84.75%;left:-3.93%;width:108.23%;height:3.7=
5%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>ε =
60;ίγειων
σωμάτων
μαγνητικές
δυνάμεις, οι
οποίοι όμως
πολλάκις
στερούνται
συνέπειας
φθάνοντας και =
</b></span></span><span
style=3D'position:absolute;top:88.25%;left:5.05%;width:90.07%;height:3.75%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:47%'><b>σ =
64;α
όρια της
απάτης.</b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:47%'><b><span style=3D'mso-=
tab-count:
1;width:2.95%'> </span></b></span></span></div>
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<title>EΡΓΑΣΙΑ
ΠΛΗΡΟΦΟΡΙΚΗΣ</t=
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<div style=3D'mso-line-spacing:"117 0 0";position:absolute;top:12.75%;
left:1.49%;width:96.62%;height:4.5%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:56%'><b><u><span style=3D'mso-tab-count:1;width:7.43%'> </span><=
/u></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>Νεότερη
διάκριση της
Αστρονομίας
γίνεται σε δύο=
μεγάλους
κλάδους:
</b></span></div>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:17.0%;left:-3.18%;width:105.61%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b><span
style=3D'mso-spacerun:yes'> </span>α) την
Κλασσική
Αστρονομία,
που εξετάζει τ=
ις
φαινόμενες
θέσεις και
κινήσεις των </b></=
span></span><span
style=3D'position:absolute;top:21.25%;left:-1.87%;width:103.18%;height:4.5=
%'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>ουρανίων
σωμάτων,
περιγράφει τα =
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αστρο=
νομικά_όργανα"/=
><a
href=3D"file:///\\wiki\Αστρονομ =
53;κά_όργανα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">·&m=
iddot;αστρονομικά
όργανα</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b> μ=
ε
τα οποία
γίνονται οι </b></span><=
/span><span
style=3D'position:absolute;top:25.5%;left:.37%;width:98.5%;height:4.5%'><s=
pan
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>παρατηρήσεις
και εκθέτει
τις μεθόδους
υπολογισμών
των
παρατηρήσεων,
ενώ </b></span></span><span style=3D'position:absolute;
top:29.75%;left:1.49%;width:96.44%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b>σ&=
#965;νάμα
μελετά τις
πραγματικές
κινήσεις και
τις μεταξύ των
σωμάτων αυτών =
</b></span></span><span
style=3D'position:absolute;top:34.0%;left:1.12%;width:97.19%;height:4.5%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>σχέσεις,
αναζητώντας
τα αίτια που
τις προκαλούν,=
διατυπώνοντα&#=
962;
έτσι τους </b></span></span><span
style=3D'position:absolute;top:38.25%;left:4.68%;width:90.07%;height:4.5%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>μαθηματικούς
τύπους που
συνδέουν αυτά,
και
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:42.5%;left:-3.93%;width:107.3%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b>β)
την </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:56%;color:white'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Αστροφυσ_=
3;κή"/><a
href=3D"file:///\\wiki\Αστροφυσ =
53;κή"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">·&m=
iddot;Αστροφυσική</a=
></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>
που
ασχολείται με
τα φυσικά
χαρακτηριστι&#=
954;ά
γνωρίσματα
των </b></span></span><span style=3D'position:absolute;
top:46.75%;left:-1.49%;width:102.43%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b>ο&=
#965;ρανίων
σωμάτων όπως η
λαμπρότητα, η
θερμοκρασία, η
ακτινοβολία, η
χημική </b></span></span><span style=3D'posi=
tion:
absolute;top:51.0%;left:-2.62%;width:104.68%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b>σ&=
#973;σταση
κλπ. Η πρόοδος
της
Αστρονομίας
είναι στενά
συνδεδεμένη
με την εξέλιξη=
</b></span></span><span
style=3D'position:absolute;top:55.25%;left:4.68%;width:90.07%;height:4.5%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>των
παρατηρήσεων.
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 0"'><span style=3D'position:absolute;
top:59.5%;left:.93%;width:97.37%;height:4.5%'><span lang=3DEL style=3D'fon=
t-family:
"Comic Sans MS";font-size:56%;color:white'><b>Ο
άνθρωπος
είναι το μόνο
πλάσμα στη Γη
που σηκώνει το
κεφάλι του για
να </b></span></span><span style=3D'position:absolute;top:63.75%;
left:-.56%;width:100.37%;height:4.5%'><span lang=3DEL style=3D'font-family=
:"Comic Sans MS";
font-size:56%;color:white'><b>κοιτάξε&#=
953;
απευθείας τον =
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ήλιος=
"/><a
href=3D"file:///\\wiki\Ήλιος" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">ήλιο</a>=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>
και τα ουράνια
σώματα που
φαίνονται τη
νύχτα. Η </b></span></span><span
style=3D'position:absolute;top:68.0%;left:-3.74%;width:106.92%;height:4.5%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>γοητεία
που ασκεί ο
ουρανός στον
άνθρωπο τον
οδήγησε στην
συστηματοποί&#=
951;ση
των </b></span></span><span style=3D'position:absolute;
top:72.25%;left:0%;width:99.43%;height:4.5%'><span lang=3DEL style=3D'font=
-family:
"Comic Sans MS";font-size:56%;color:white'><b>παρα`=
4;ηρήσεών
του και στην
διατύπωση
νόμων που εξηγ=
ούν
φαινόμενα
όπως οι </b></span></span><span
style=3D'position:absolute;top:76.5%;left:-2.62%;width:104.68%;height:4.5%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'>=
<b>φάσεις
της σελήνης, η
διάρκεια του
έτους και η ενα=
;λλαγή
των εποχών. Οι
πρώτοι </b></span></span><span style=3D'posi=
tion:
absolute;top:80.75%;left:4.68%;width:90.07%;height:4.5%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:56%;color:white'><b>α&=
#963;τρονόμοι
χρησιμοποίησ&#=
945;ν
ως μέσο
παρατήρησης τ&=
#959;
γυμνό οφθαλμό.=
</b></span></span></div>
</div>
</p:slide></div>
</body>
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<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:14.75%;left:5.99%;width:51.31%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Ο
Αυστριακός Johannes Kepl=
er
(Γιόχαν Κέπλερ)
ήταν ο </b></span></span><span style=3D'position:=
absolute;
top:17.75%;left:9.55%;width:44.0%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>πρώ&=
#964;ος
που έδωσε την
πραγματική
εξήγηση της </b></span><=
/span><span
style=3D'position:absolute;top:21.0%;left:9.55%;width:40.63%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>τ =
61;οχιάς
των πλανητών,
ξεκινώντας
από </b></span></span><span style=3D'position:absolute;
top:24.0%;left:9.55%;width:45.31%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>παρ&=
#945;τηρήσεις
στον Άρη. Για
την ακρίβεια ο
Άρης </b></span></span><span style=3D'position:absolut=
e;
top:27.0%;left:9.55%;width:46.06%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ήτα&=
#957;
το μοντέλο
όλης της
αθάνατης
εργασίας του. </b><=
/span></span><span
style=3D'position:absolute;top:30.0%;left:9.55%;width:45.31%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Ο =
60;αδός
του
Κοπέρνικου
προχώρησε
εκεί που δεν </b></span>=
</span><span
style=3D'position:absolute;top:33.25%;left:9.55%;width:41.94%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>τ =
72;λμησε
ο "δάσκαλος"
του.
Χρησιμοποίησ&#=
949;
τις </b></span></span><span style=3D'position:absolute;
top:36.25%;left:9.55%;width:47.0%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>παρ&=
#945;τηρήσεις
του Tycho Brahe για τον
Άρη για να </b></span></span><span
style=3D'position:absolute;top:39.25%;left:9.55%;width:48.12%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>φ =
64;ιάξει
το μοντέλο
κίνησης των
πλανητών. Από
εκεί </b></span></span><span style=3D'position:absolut=
e;
top:42.5%;left:9.55%;width:44.38%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>δια&=
#964;ύπωσε
τους
διάσημους πια
Νόμους του, που=
; </b></span></span><span
style=3D'position:absolute;top:45.5%;left:9.55%;width:44.38%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>δ =
53;έπουν
την κίνηση των
πλανητών γύρω
από τον </b></span></span><span
style=3D'position:absolute;top:48.5%;left:9.55%;width:46.62%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ή =
55;ιο.
Ο Κέπλερ είχε
πραγματικά
ανοίξει
πόλεμο με </b></span></span><span
style=3D'position:absolute;top:51.5%;left:9.55%;width:47.56%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>τ =
45;
μυστήρια του
Άρη,
προσπαθώντας
να περιγράψει =
</b></span></span><span
style=3D'position:absolute;top:54.75%;left:9.55%;width:44.75%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>μ =
49;
ακρίβεια την
τροχιά του και
τον κέρδισε
κατά </b></span></span><span style=3D'position:absolut=
e;
top:57.75%;left:9.55%;width:40.63%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>κρά&=
#964;ος.
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:63.25%;left:5.99%;width:47.75%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Ο
Κέπλερ
γεννήθηκε
στην
«ελεύθερη
αυτοκρατορικ&#=
942;
</b></span></span><span style=3D'position:absolute;top:66.25%;left:9.55%;
width:40.63%;height:3.25%'><span lang=3DEL style=3D'font-family:"Comic San=
s MS";
font-size:41%'><b>πόλη» του Weil =
der
Stadt της </b></span><span lang=3DEL style=3D'font-family:"=
Comic Sans MS";
font-size:41%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Βάδη-Βυρτ =
49;μβέργη"/><a
href=3D"file:///\\wiki\Βάδη-Βυρτ&#=
949;μβέργη"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Β^=
0;δης-</a></b></span></span><span
style=3D'position:absolute;top:69.25%;left:9.55%;width:41.94%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Βάδη-Β=
;υρτεμβέργη"/><a
href=3D"file:///\\wiki\Βάδη-Βυρτ&#=
949;μβέργη"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Β`=
5;ρτεμβέργης</a></b></spa=
n><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>.Ο
παππούς του
είχε
διατελέσει </b></span></=
span><span
style=3D'position:absolute;top:72.25%;left:9.55%;width:46.62%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Δ =
42;μαρχος
εκεί, αλλά όταν
γεννήθηκε ο
Γιοχάνες η </b></span></span>=
<span
style=3D'position:absolute;top:75.5%;left:9.55%;width:44.19%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ο =
53;κογένειά
του είχε
παρακμάσει. Ο
πατέρας του </b></span><=
/span><span
style=3D'position:absolute;top:78.5%;left:9.55%;width:47.75%;height:3.25%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>ή =
64;αν
</b></span><span lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:=
41%'><b><p:onmouseclick
hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΜισθοφ=
;όρος&action=3Dedit&redlink=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΜισθο`=
6;όρος&action=3Dedit&redlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">μ_=
3;σθοφόρος</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>
στρατιώτης
και τους άφησε
όταν ο </b></span></span><span style=3D'position:=
absolute;
top:81.5%;left:9.55%;width:43.82%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>Γιο&=
#967;άνες
ήταν πέντε
ετών. Η μητέρα
του, κόρη </b></span></span><span
style=3D'position:absolute;top:84.75%;left:9.55%;width:44.75%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
45;νδοχέα,
ασχολιόταν με
τη </b></span><span lang=3DEL style=3D'font-family:"Comic Sans M=
S";
font-size:41%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΒοτανο=
;θεραπεία&action=3Dedit&red=
link=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΒοταν_=
9;θεραπεία&action=3Dedit&re=
dlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">β_=
9;τανοθεραπεία<=
/a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>
και </b></span></span><span style=3D'position:absolute;
top:87.75%;left:9.55%;width:44.75%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>αργ&=
#972;τερα
κατηγορήθηκε
για </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:41%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Μαγεία"/><a
href=3D"file:///\\wiki\Μαγεία" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">μάγι`=
3;σα</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>.
Γεννημένος </b></span></=
span><span
style=3D'position:absolute;top:90.75%;left:9.55%;width:43.82%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
61;όωρα,
ο Γιοχάνες
φαίνεται ότι
ήταν ασθενικό =
</b></span></span><span
style=3D'position:absolute;top:93.75%;left:9.55%;width:43.44%;height:3.25%=
'><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>π =
45;ιδί,
παρότι
εντυπωσίαζε
τους
ταξιδιώτες
στο </b></span></span><span style=3D'position:absolute;
top:97.0%;left:9.55%;width:44.94%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>παν&=
#948;οχείο
του παππού του
με τις
ικανότητές
του </b></span></span><span style=3D'position:absolute;
top:100.0%;left:9.55%;width:40.63%;height:3.25%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:41%'><b>στα =
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Μαθημ=
ατικά"/><a
href=3D"file:///\\wiki\Μαθηματι =
54;ά"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Μ^=
5;θηματικά</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:41%'><b>.
</b=
></span></span></div>
<div style=3D'mso-line-spacing:"117 0 -114";position:absolute;top:105.5%;
left:5.99%;width:44.0%;height:3.0%'><span lang=3DEL style=3D'font-family:"=
Comic Sans MS";
font-size:38%;mso-special-format:lastCR;display:none'><b>
</b></span><=
/div>
</div>
</p:slide></div>
</body>
</html>
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------=_NextPart_01CB1A19.33E03F70
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<body lang=3DEL style=3D'margin:0px;background-color:black'
onclick=3D"DocumentOnClick()" onresize=3D"_RSW()" onload=3D"LoadSld()"
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t:597.25pt;
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<div v:shape=3D"_x0000_s12290" class=3DB style=3D'tab-interval:.4913in;tab=
-stops:
.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in'>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:4.75%;left:4.3%;width:52.62%;height:3.0%'><span lang=3DEL style=3D'fon=
t-family:
"Comic Sans MS";font-size:38%'><b>Ο
Γαλιλαίος
ήταν </b></span><span lang=3DEL style=3D'font-family:"=
Comic Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ιταλία"/><a
href=3D"file:///\\wiki\Ιταλία" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Ιταλa=
2;ς</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b> </b></sp=
an><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αστρο=
νομία"/><a
href=3D"file:///\\wiki\Αστρονομ =
43;α"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">α`=
3;τρονόμος</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>, </b></s=
pan><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φιλοσ=
οφία"/><a
href=3D"file:///\\wiki\Φιλοσοφί =
45;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">φ_=
3;λόσοφος</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Φυσική"/><a
href=3D"file:///\\wiki\Φυσική" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">φυσι_=
4;ός</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>. </b></s=
pan></span><span
style=3D'position:absolute;top:7.5%;left:7.67%;width:47.0%;height:3.0%'><s=
pan
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>Γ =
49;ννήθηκε
στην </b></span><span lang=3DEL style=3D'font-family:"=
Comic Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url" href=3D"file:///wi=
ki/Πίζα"/><a
href=3D"file:///\\wiki\Πίζα" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Πίζα</a>=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
της </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ιταλία"/><a
href=3D"file:///\\wiki\Ιταλία" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Ιταλ^=
3;ας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και από νωρίς
έδειξε </b></span></span><span style=3D'posi=
tion:
absolute;top:10.5%;left:7.67%;width:44.56%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>σημ&=
#949;ία
μιας
αξιοσημείωτη&#=
962;
ιδιοφυίας. Ο
πατέρας του </b></span><=
/span><span
style=3D'position:absolute;top:13.25%;left:7.67%;width:41.76%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ή =
64;αν
ξεπεσμένος
απόγονος
ευγενούς </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φλωρε=
ντία"/><a
href=3D"file:///\\wiki\Φλωρεντί =
45;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Φ_=
5;ωρεντινής</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b> </b></sp=
an></span><span
style=3D'position:absolute;top:16.0%;left:7.67%;width:47.75%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ο =
53;κογένειας
και μοχθούσε
για να
βοηθήσει το
γιο του να </b></span></span><span
style=3D'position:absolute;top:19.0%;left:7.67%;width:46.06%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>α =
60;οκαταστήσει
τη δόξα της
οικογένειας.
Επιβάλλοντας <=
/b></span></span><span
style=3D'position:absolute;top:21.75%;left:7.67%;width:45.31%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>μ =
49;γάλες
στερήσεις
στον εαυτό του
και τα άλλα
παιδιά </b></span></span><span style=3D'posi=
tion:
absolute;top:24.5%;left:7.67%;width:47.75%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>του,
ο πατέρας του
μπόρεσε να
στείλει τον
Γαλιλαίο στο </b></=
span></span><span
style=3D'position:absolute;top:27.5%;left:7.67%;width:48.68%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>σ =
67;ολείο
και αργότερα
στο
Πανεπιστήμιο
της Πίζας, όπου=
; </b></span></span><span
style=3D'position:absolute;top:30.25%;left:7.67%;width:48.12%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ο
Γαλιλαίος
γράφτηκε στην
Ιατρική Σχολή.
Όταν κάποτε </b></span><=
/span><span
style=3D'position:absolute;top:33.0%;left:7.67%;width:46.06%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>τ =
59;υ
σώθηκαν τα
χρήματα άφησε
το σχολείο και
γύρισε </b></span></span><span style=3D'posi=
tion:
absolute;top:36.0%;left:7.67%;width:40.63%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>στη =
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φλωρε=
ντία"/><a
href=3D"file:///\\wiki\Φλωρεντί =
45;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Φ_=
5;ωρεντία</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
όπου εκείνη
την εποχή
ζούσε η </b></span></span><span
style=3D'position:absolute;top:38.75%;left:7.67%;width:40.63%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ο =
53;κογένειά
του.
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:44.0%;left:4.3%;width:52.05%;height:3.0%'><span lang=3DEL style=3D'fon=
t-family:
"Comic Sans MS";font-size:38%'><b>Ο
Γαλιλαίος με </b></=
span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Τηλεσ=
κόπιο"/><a
href=3D"file:///\\wiki\Τηλεσκόπ =
53;ο"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">τ_=
1;λεσκόπιο</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
δικής του
κατασκευής
παρατήρησε </b></span></=
span><span
style=3D'position:absolute;top:46.75%;left:7.67%;width:45.13%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
61;ώτος
τους κρατήρες,
τα </b></span><span lang=3DEL style=3D'font-family:"Comic Sans M=
S";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url" href=3D"file:///wi=
ki/Βουνό"/><a
href=3D"file:///\\wiki\Βουνό" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">όρη</a></b></=
span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και τις
πεδιάδες στην =
</b></span></span><span
style=3D'position:absolute;top:49.75%;left:7.67%;width:48.5%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ε =
60;ιφάνεια
της </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Σελήνη"/><a
href=3D"file:///\\wiki\Σελήνη" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Σελή_=
7;ης</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>.
Ανακάλυψε ότι
η Σελήνη
στρέφει </b></span></span><span
style=3D'position:absolute;top:52.5%;left:7.67%;width:46.06%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
40;ντα
προς τη Γη το
ίδιο
ημισφαίριό
της. Παρατήρησ=
ε
</b></span></span><span style=3D'position:absolute;top:55.25%;left:7.67%;
width:44.94%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>τις
ηλιακές
κηλίδες, τον
δακτύλιο του </b></=
span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Κρόνο=
ς_(πλανήτης)"/><a
href=3D"file:///\\wiki\Κρόνος_(πλ&=
#945;νήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Κ`=
1;όνου</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
χωρίς </b></span></span><span style=3D'position:a=
bsolute;
top:58.25%;left:7.67%;width:40.63%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ωστ&=
#972;σο
να μπορέσει να
εξηγήσει
ακριβώς την </b></span><=
/span><span
style=3D'position:absolute;top:61.0%;left:7.67%;width:47.37%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
45;ρατήρησή
του αυτή,
αποκάλυψε την
αστρική φύση τ=
ου
</b></span></span><span style=3D'position:absolute;top:63.75%;left:7.67%;
width:44.75%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Γαλαξίας"/><a
href=3D"file:///\\wiki\Γαλαξίας"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Γ^=
5;λαξία</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
μας και
απέδειξε την
ισχύ της </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ηλιακ=
ό_σύστημα"/><a
href=3D"file:///\\wiki\Ηλιακό_σύ&#=
963;τημα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">η_=
5;ιοκεντρικής
</a></b></span></span><span style=3D'position:absolute;top:66.75%;left:7.6=
7%;
width:45.88%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ηλιακό_σύ =
63;τημα"/><a
href=3D"file:///\\wiki\Ηλιακό_σύ&#=
963;τημα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">θ^=
9;ωρίας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
παρατηρώντας
τις φάσεις της=
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Αφροδ=
ίτη_(πλανήτης)"/><a
href=3D"file:///\\wiki\Αφροδίτη_(&=
#960;λανήτης)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Α`=
6;ροδίτης</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και </b></span></span><span style=3D'position:absolute;
top:69.5%;left:7.67%;width:45.69%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>ανακαλa=
3;πτοντας
4 από τους </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φυσικ=
ός_δορυφόρος"/><a
href=3D"file:///\\wiki\Φυσικός_δ&#=
959;ρυφόρος"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">δ_=
9;ρυφόρους</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
του </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Δίας_(πλαν&#=
942;της)"/><a
href=3D"file:///\\wiki\Δίας_(πλαν&=
#942;της)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Δ^=
3;α</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
την </b></span></span><span style=3D'position:absolute;
top:72.25%;left:7.67%;width:45.13%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Ιώ_(δο`=
1;υφόρος)"/><a
href=3D"file:///\\wiki\Ιώ_(δορυφό&=
#961;ος)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ιa=
4;</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
την </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Ευρώπη_(δο&#=
961;υφόρος)"/><a
href=3D"file:///\\wiki\Ευρώπη_(δο&=
#961;υφόρος)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Ε`=
5;ρώπη</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>, τ&=
#959; </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Γανυμ=
ήδης_(δορυφόρο&=
#962;)"/><a
href=3D"file:///\\wiki\Γανυμήδη =
62;_(δορυφόρος)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Γ^=
5;νυμήδη</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και την </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Καλλι=
στώ_(δορυφόρος)=
"/><a
href=3D"file:///\\wiki\Καλλιστώ_(&=
#948;ορυφόρος)"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Κ^=
5;λυστώ</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
τους </b></span></span><span style=3D'position:absolut=
e;
top:75.25%;left:7.67%;width:40.82%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>οπο&=
#943;ους
ονόμασε
Μεδίκεια
άστρα, προς
τιμή του </b></span></span><span
style=3D'position:absolute;top:78.0%;left:7.67%;width:48.68%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
61;οστάτη
του, Κόσιμο Β'
των </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Μέδικοι"/><a
href=3D"file:///\\wiki\Μέδικοι"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Μ^=
9;δίκων</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>. Ο&=
#953;
παρατηρήσεις <=
/b></span></span><span
style=3D'position:absolute;top:80.75%;left:7.67%;width:43.44%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>τ =
59;υ
αυτές
αποτέλεσαν
την αρχή του
τέλους για την=
</b></span></span><span
style=3D'position:absolute;top:83.75%;left:7.67%;width:42.13%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
49;ποίθηση,
που
υποστηριζότα&#=
957;
μέχρι τότε από
το </b></span></span><span style=3D'position:absolute;top:86.5%;
left:7.67%;width:44.94%;height:3.0%'><span lang=3DEL style=3D'font-family:=
"Comic Sans MS";
font-size:38%'><b>εκκλησιασ&#=
964;ικό
και
επιστημονικό
κατεστημένο,
πως το </b></span></span><span style=3D'position:=
absolute;
top:89.25%;left:7.67%;width:45.5%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Σύμπαν"/><a
href=3D"file:///\\wiki\Σύμπαν" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Σύμπ^=
5;ν</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
είναι τέλεια
πλασμένο και
πως η Γη είναι
στο </b></span></span><span style=3D'position:absolute;
top:92.25%;left:7.67%;width:44.75%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>κέν&=
#964;ρο
του Σύμπαντος
και αποτελεί
μοναδικότητα: =
οι
</b></span></span><span style=3D'position:absolute;top:95.0%;left:7.67%;
width:47.56%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>κρατήρες
της Σελήνης
και οι κηλίδες
του Ήλιου, καθώ=
;ς
</b></span></span><span style=3D'position:absolute;top:98.0%;left:7.67%;
width:48.68%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>και το
γεγονός ότι
τέσσερα
σώματα
περιστρέφοντ&#=
945;ν
γύρω </b></span></span><span style=3D'position:absolut=
e;
top:100.75%;left:7.67%;width:47.37%;height:3.0%'><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>από
έναν άλλο
πλανήτη, το Δία=
;,
αποτέλεσαν
αποδείξεις </b></span></=
span><span
style=3D'position:absolute;top:103.5%;left:7.67%;width:40.63%;height:3.0%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>γ =
53;α
το αντίθετο.
</b></s=
pan></span></div>
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left:4.3%;width:44.0%;height:3.0%'><span lang=3DEL style=3D'font-family:"C=
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font-size:38%;mso-special-format:lastCR;display:none'>
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<div v:shape=3D"_x0000_s13314" class=3DB style=3D'tab-interval:.4913in;tab=
-stops:
.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in'>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:4.75%;left:5.43%;width:47.19%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>Ο Ισαάκ
Νεύτων<span style=3D'mso-spacerun:yes'>
</span>ήταν </b></span><span lang=3DEL style=3D'font-f=
amily:
"Comic Sans MS";font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Αγγλία"/><a
href=3D"file:///\\wiki\Αγγλία" target=3D"_bl=
ank"
onclick=3D"window.event.cancelBubble=3Dtrue;">Άγγλ_=
9;ς</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
Φυσικός,
Μαθηματικός, </b></=
span></span><span
style=3D'position:absolute;top:7.5%;left:8.8%;width:43.82%;height:3.0%'><s=
pan
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>Α =
63;τρονόμος,
Φιλόσοφος,
Αλχημιστής
και Θεολόγος. </b><=
/span></span><span
style=3D'position:absolute;top:10.5%;left:8.8%;width:42.13%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>Θ =
49;ωρείται
πατέρας της </b></span><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Κλασι=
κή_Φυσική"/><a
href=3D"file:///\\wiki\Κλασική_Φ&#=
965;σική"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Κ_=
5;ασικής
Φυσικής</a></b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b>,
καθώς </b></span></span><span style=3D'position:a=
bsolute;
top:13.25%;left:8.8%;width:48.12%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>ξεκινώ_=
7;τας
από τις
παρατηρήσεις
του </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///wiki/Γαλιλαίο`=
2;"/><a
href=3D"file:///\\wiki\Γαλιλαίο =
62;"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Γ^=
5;λιλαίου</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
αλλά και </b></span></span><span
style=3D'position:absolute;top:16.0%;left:8.8%;width:45.88%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>τ =
59;υς
νόμους του </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Γιοχά=
νες_Κέπλερ"/><a
href=3D"file:///\\wiki\Γιοχάνες_&#=
922;έπλερ"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">Κ^=
1;πλερ</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
για την κίνηση
των πλανητών </b></=
span></span><span
style=3D'position:absolute;top:19.0%;left:8.8%;width:45.69%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>δ =
53;ατύπωσε
τους τρεις
μνημειώδεις </b></s=
pan><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Νόμοι=
_του_Νεύτωνα"/><a
href=3D"file:///\\wiki\Νόμοι_του_&=
#925;εύτωνα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">νa=
2;μους
της κίνησης</a></b></spa=
n><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b> </b></sp=
an></span><span
style=3D'position:absolute;top:21.75%;left:8.8%;width:46.81%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>κ =
45;ι
τον
περισπούδαστ&#=
959;
«νόμο της </b></span><span lang=
=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url" href=3D"file:///wiki/Βαρύτ=
ητα"/><a
href=3D"file:///\\wiki\Βαρύτητα"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">β^=
5;ρύτητας</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>»
Μεγάλης </b></span></span><span
style=3D'position:absolute;top:24.5%;left:8.8%;width:47.0%;height:3.0%'><s=
pan
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ι =
63;τορικής
σημασίας
υπήρξαν ακόμη
οι μελέτες του=
γύρω
</b></span></span><span style=3D'position:absolute;top:27.5%;left:8.8%;
width:47.19%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>από την
έννοια του </b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Φως"/><a
href=3D"file:///\\wiki\Φως" target=3D"_blank"
onclick=3D"window.event.cancelBubble=3Dtrue;">φωτό`=
2;</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
καθώς επίσης
και η συμβολή </b><=
/span></span><span
style=3D'position:absolute;top:30.25%;left:8.8%;width:44.38%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>τ =
59;υ
στη θεμελίωση
των σύγχρονων =
</b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmous=
eclick
hyperlinktype=3D"url" href=3D"file:///wiki/Μαθημ=
ατικά"/><a
href=3D"file:///\\wiki\Μαθηματι =
54;ά"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">μ^=
5;θηματικών</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και </b></span></span><span style=3D'position:absolute;
top:33.0%;left:8.8%;width:43.82%;height:3.0%'><span lang=3DEL style=3D'fon=
t-family:
"Comic Sans MS";font-size:38%'><b>συγκεκ`=
1;ιμένα
επί του </b></span><span lang=3DEL
style=3D'font-family:"Comic Sans MS";font-size:38%'><b><p:onmouseclick
hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΔιαφορ=
;ικός_λογισμός&=
amp;action=3Dedit&redlink=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΔιαφο`=
1;ικός_λογισμός=
&action=3Dedit&redlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">δ_=
3;αφορικού</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>
και </b></span><span lang=3DEL style=3D'font-family:"Comic =
Sans MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΟλοκλη=
;ρωτικός_λογισ&=
#956;ός&action=3Dedit&redlink=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΟλοκλ_=
1;ρωτικός_λογισ=
μός&action=3Dedit&redlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">ο_=
5;οκληρωτικού
</a></b></span></span><span style=3D'position:absolute;top:36.0%;left:8.8%;
width:40.63%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b><p:onmouseclick hyperlinktype=3D"url"
href=3D"file:///w/index.php%3Ftitle=3DΟλοκλη=
;ρωτικός_λογισ&=
#956;ός&action=3Dedit&redlink=3D1"/><a
href=3D"file:///\\w\index.php%3Ftitle=3DΟλοκλ_=
1;ρωτικός_λογισ=
μός&action=3Dedit&redlink=3D1"
target=3D"_blank" onclick=3D"window.event.cancelBubble=3Dtrue;">λ_=
9;γισμού</a></b></span><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>.
</b=
></span></span></div>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:41.25%;left:5.43%;width:44.0%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>Με την
θεωρία της
παγκόσμιας
έλξης, ο Νεύτων=
; </b></span></span><span
style=3D'position:absolute;top:44.0%;left:8.8%;width:46.44%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>α =
57;τιμετώπισε
θεμελιώδη
ερωτήματα που
απασχολούσαν <=
/b></span></span><span
style=3D'position:absolute;top:46.75%;left:8.8%;width:46.25%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>τ =
51;
φυσική για
καιρό και
πρόσφερε μία
σαφή και γόνιμ=
η
</b></span></span><span style=3D'position:absolute;top:49.75%;left:8.8%;
width:44.0%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans =
MS";
font-size:38%'><b>κοσμολογι&#=
954;ή
αντίληψη, που
γρήγορα
υπερίσχυσε τη&=
#962;
</b></span></span><span style=3D'position:absolute;top:52.5%;left:8.8%;
width:41.38%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>αντίστοιχ&#=
951;ς
καρτεσιανής.
Ακόμη,
συνεισέφερε
με </b></span></span><span style=3D'position:absolute;top:55.25%;
left:8.8%;width:43.82%;height:3.0%'><span lang=3DEL style=3D'font-family:"=
Comic Sans MS";
font-size:38%'><b>ουσιαστικ&#=
972;
τρόπο στην
οπτική και
συγκεκριμένα
στη </b></span></span><span style=3D'position:absolute;
top:58.25%;left:8.8%;width:45.13%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>θεωρία
χρωμάτων, όπου
απέδειξε
πειραματικά
ότι το </b></span></span><span style=3D'position:=
absolute;
top:61.0%;left:8.8%;width:40.82%;height:3.0%'><span lang=3DEL style=3D'fon=
t-family:
"Comic Sans MS";font-size:38%'><b>ηλιακό
φως
αποτελείται
από επιμέρους
χρώματα </b></span></span><span
style=3D'position:absolute;top:63.75%;left:8.8%;width:48.31%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
45;ρέχοντας
την πιο εναργή
θεωρία του 17ου
αιώνα στον </b></span></span>=
<span
style=3D'position:absolute;top:66.75%;left:8.8%;width:40.63%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>κ =
55;άδο
αυτό.
</b></span></span></div>
<div style=3D'mso-line-spacing:"117 0 -114"'><span style=3D'position:absol=
ute;
top:72.0%;left:5.43%;width:51.68%;height:3.0%'><span lang=3DEL style=3D'fo=
nt-family:
"Comic Sans MS";font-size:38%'><b>Με την
επινόηση του
διαφορικού
και
ολοκληρωτικο&#=
973;
λογισμού </b></span></span><span
style=3D'position:absolute;top:74.75%;left:8.8%;width:46.62%;height:3.0%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ε =
53;σήγαγε
στα
μαθηματικά
ένα εργαλείο
έτοιμο να δώσε=
ι
</b></span></span><span style=3D'position:absolute;top:77.5%;left:8.8%;
width:40.63%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>άμεσες
λύσεις σε
πολλά
μαθηματικά
και φυσικά </b></span></span>=
<span
style=3D'position:absolute;top:80.5%;left:8.8%;width:45.88%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
61;οβλήματα
αλλά και με
πλατιά
περιθώρια
βελτίωσης. </b></span></span>=
<span
style=3D'position:absolute;top:83.25%;left:8.8%;width:48.5%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>Τ =
53;ς
περισσότερες
φορές χάρη σε
απειροστικές
μεθόδους, </b></span></span><span
style=3D'position:absolute;top:86.0%;left:8.8%;width:40.63%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>ο
Νεύτων
εργάστηκε
αποτελεσματι&#=
954;ά
επάνω σε </b></span></span><span
style=3D'position:absolute;top:89.0%;left:8.8%;width:46.44%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
61;οβλήματα
που σήμερα
φιλοξενούντα&#=
953;
σε διακεκριμέ&=
#957;α
</b></span></span><span style=3D'position:absolute;top:91.75%;left:8.8%;
width:41.76%;height:3.0%'><span lang=3DEL style=3D'font-family:"Comic Sans=
MS";
font-size:38%'><b>πεδία των
μαθηματικών:
τριγωνομετρι&#=
954;ές
σειρές, </b></span></span><span
style=3D'position:absolute;top:94.5%;left:8.8%;width:40.63%;height:3.0%'><=
span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:38%'><b>π =
49;περασμένες
διαφορές,
ταξινόμηση
καμπυλών</b></span></span></div>
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<div v:shape=3D"_x0000_s14337" class=3DCT style=3D'mso-line-spacing:"117 0=
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4.75in 5.5416in 6.3333in 7.125in 7.9166in 8.7083in 9.5in'><span
style=3D'position:absolute;top:4.0%;left:3.93%;width:92.32%;height:8.75%'>=
<span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:82%;color:#99284C=
'><b><i>Η
ΕΞΕΛΙΞΗ ΤΗΣ
ΑΣΤΡΟΝΟΜΙΑΣ </i></b=
></span></span><span
style=3D'position:absolute;top:12.5%;left:5.05%;width:90.07%;height:8.75%'=
><span
lang=3DEL style=3D'font-family:"Comic Sans MS";font-size:82%;color:#99284C=
'><b><i>ΣΤΗΝ
ΕΛΛΑΔΑ</i></b></span></span></div>
<div v:shape=3D"_x0000_s14338" class=3DCB style=3D'tab-interval:.4913in;ta=
b-stops:
.7916in 1.5833in 2.375in 3.1666in 3.9583in 4.75in 5.5416in 6.3333in 7.125i=
n 7.9166in 8.7083in 9.5in'><span
style=3D'position:absolute;top:52.0%;left:-3.74%;width:107.49%;height:2.5%=
'><span
lang=3DEL style=3D'font-size:38%'>Μετά το =
57;
Ορφέα, τον
Ησίοδο και τον
Όμηρο αρχίζει
η επιστημονικ&=
#942;
ανάπτυξη της
Αστρονομίας
στην Ελλάδα με
τον Θαλή,
περίπου το </span></span><span
style=3D'position:absolute;top:54.25%;left:-1.68%;width:103.55%;height:2.5=
%'><span
lang=3DEL style=3D'font-size:38%'>600 π.Χ., η
οποία
χαρακτηρίζετ&#=
945;ι
από την
προσπάθεια μι&=
#945;ς
σειράς
αστρονόμων να
διατυπώσουν
νόμους για τα
παρατηρούμεν&#=
945;
</span></span><span style=3D'position:absolute;top:56.5%;left:-.56%;width:=
101.12%;
height:2.5%'><span lang=3DEL style=3D'font-size:38%'>αστ =
61;ονομικά
φαινόμενα.
Στην
προσπάθεια
τους αυτή
ανάπτυξαν και
διάφορες
υποθέσεις
σχετικά με τη δ=
;ομή
και την αρχή
του </span></span><span style=3D'position:absolute;top:58.7=
5%;
left:5.05%;width:90.07%;height:2.5%'><span lang=3DEL style=3D'font-size:38=
%'>σύμπαντος.</span></span></d=
iv>
</p:slide></div>
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Content-Transfer-Encoding: quoted-printable
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function _InitAnimations()
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animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined';
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if( event.keyCode =3D=3D 8 ) {
event.returnValue =3D 0;
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if( ( g_allowAdvOnClick && !parent.IsFramesMode() ) ||
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var g_animUseRuntime =3D false;
var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime;
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document.onkeydown =3D _KDH;
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document.onselectstart=3DCancel
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refix+GetHrefObj( gCurSld ).mNtsHref ) }
function UpdNavPane( sldIndex ){ if(gNavLoaded) PPTNav.UpdNav() }
function UpdOtNavPane(){ if(gOtlNavLoaded) PPTOtlNav.UpdOtlNav() }
function UpdOtlPane(){ if(gOtlLoaded) PPTOtl.UpdOtl() }
function SetHasNts( fVal )
{
if( gHasNts !=3D fVal ) {
gHasNts=3DfVal
UpdNavPane()
}
}
function ToggleOtlText()
{
gOtlTxtExp=3D!gOtlTxtExp
UpdOtlPane()
}
function ToggleOtlPane()
{
frmset=3Ddocument.all("PPTHorizAdjust")
frm=3Ddocument.all("PPTOtl")
if( gOtlOpen )
frmset.cols=3D"*,100%"
else
frmset.cols=3D"25%,*"
gOtlOpen=3D!gOtlOpen
frm.noResize=3D!frm.noResize
UpdOtNavPane()
}
function ToggleNtsPane()
{
frmset=3Ddocument.all("PPTVertAdjust")
frm=3Ddocument.all("PPTNts")
if( gNtsOpen )
frmset.rows=3D"100%,*"
else
frmset.rows=3D"*,20%"
gNtsOpen=3D!gNtsOpen
UpdNtsPane()
}
function ClearMedia()
{
if (PPTSld.pptSound) PPTSld.pptSound.loop =3D 0;
}
function FullScreen()
{
if ( PPTSld.g_animUseRuntime )
PPTSld.document.body.pause();
ClearMedia();
var href =3D ( document.location.protocol =3D=3D 'mhtml:') ? FULLSCR_HREF =
: FULLSCR_HREF+"#"+GetHrefObj(gCurSld).mSldHref;
if(PPTNav.event.ctrlKey) {
var w =3D (window.screen.availWidth * 1.0) / 2.0
var h =3D w * (PPTSld.g_origH * 1.0) / PPTSld.g_origW
win =3D window.open( MHTMLPrefix+href,null,"toolbar=3D0,resizable=3D1,top=
=3D0,left=3D0," + "width=3D"+ w + ",height=3D" + h );
if( PPTSld.g_animUseRuntime )
win.document.body.PPTSldFrameset=3Dwindow;
}
else
{
win =3D window.open( MHTMLPrefix+href,null,"fullscreen=3Dyes" );
if( PPTSld.g_animUseRuntime )
win.document.body.PPTSldFrameset=3Dwindow;
}
}
function ToggleVNarration()
{
rObj=3DPPTSld.document.all("NSPlay")
if( rObj && !PPTSld.g_animUseRuntime ) {
if( (rObj.playState =3D=3D 1)||(rObj.playState =3D=3D 0) )
rObj.Play()
else if( rObj.playState =3D=3D 2 )
rObj.Pause()
else
return;
}
else if( PPTSld.g_animUseRuntime )
{
narObj =3D PPTSld.document.all("narrationID")
if( narObj )
narObj.togglePause()
}
}
function GetCurSldNum()
{
obj=3DGetHrefObj(gCurSld)
if( obj.mOrigVis =3D=3D 1 )
return obj.mSldIdx
else
return gCurSld
}
function GetNumSlds()
{
if( GetHrefObj(gCurSld).mOrigVis =3D=3D 1 )
return GetSldList().mNumVisSlds;
else
return GetSldList().mList.length
}
function GetSldNum( href )
{
for(ii=3D0; ii<GetSldList().mList.length; ii++) {
if ( GetSldList().mList[ii].mSldHref =3D=3D href )
return ii+1
}
return 1
}
function GetHrefObj( sldIdx ){ return GetSldList().mList[sldIdx-1] }
function IsFramesMode(){ return ( SCREEN_MODE =3D=3D "Frames" ) }
function IsFullScrMode(){ return ( SCREEN_MODE =3D=3D "FullScreen" ) }
function GoToNextSld()
{
ii=3DgCurSld + 1
if( GetHrefObj( ii-1 ).mOrigVis =3D=3D 0 ) {
if( ii<=3DGetSldList().mList.length ) {
obj=3DGetHrefObj(ii)
obj.mVis=3D1
GoToSldNum(ii)
return
}
}
else {
obj=3DGetHrefObj( ii )
while ( obj && ( obj.mOrigVis =3D=3D 0 ) )
obj=3DGetHrefObj(++ii)
if( obj && obj.mOrigVis ) {
GoToSldNum(ii)
return
}
}
if( gSldStack.length > 1 )
PopSldList();
else if( !IsFramesMode() ) {
if( gLoopCont )
GoToFirst()
else
EndShow()
}
}
function GoToPrevSld()
{
ii=3DgCurSld-1
if( ii > 0 ) {
obj=3DGetHrefObj(ii)
while ( obj && ( obj.mVis =3D=3D 0 ) && ( ii>0 ) )
obj=3DGetHrefObj(--ii)
if( ii =3D=3D 0 ) ii=3D1
GoToSldNum(ii)
}
}
function GoToFirst(){ GoToSld( GetHrefObj(1).mSldHref ) }
function GoToLast()
{
ii=3DGetSldList().mList.length
if( ii !=3D gCurSld )
GoToSld( GetHrefObj(ii).mSldHref )
}
function GoToSldNum( num )
{
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
obj =3D GetHrefObj( num )
obj.mVis=3D1
gPrevSld=3DgCurSld
gCurSld =3D num;
PPTSld.location.replace(MHTMLPrefix+obj.mSldHref)
if( IsFramesMode() ) {
UpdNavPane(); UpdOtlPane(); UpdNtsPane()
}
}
function GoToSld( href )
{
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
GetHrefObj( GetSldNum(href) ).mVis=3D1
PPTSld.location.replace(MHTMLPrefix+href)
}
function SldUpdated( id )
{
if( id =3D=3D GetHrefObj(gCurSld).mSldHref ) return
gPrevSld=3DgCurSld
gCurSld=3DGetSldNum(id)
if( IsFramesMode() ) {
UpdNavPane(); UpdOtlPane(); UpdNtsPane()
}
}
function PrevSldViewed(){ GoToSld( GetHrefObj(gPrevSld).mSldHref ) }
function HasPrevSld() { return ( gIsEndShow || ( gCurSld !=3D 1 && GetHrefO=
bj( gCurSld-1 ).mVis =3D=3D 1 )||( GetCurSldNum() > 1 ) ) }
function HasNextSld() { return (GetCurSldNum() !=3D GetNumSlds()) }
function CloseWindow() {
if( HideMenu() ) return;
var event =3D PPTSld.event;
if( !IsFramesMode() && event && (event.keyCode=3D=3D27 || event.keyCode=3D=
=3D32 || event.type=3D=3D"click" ) )
window.close( self );
CatchNumKeys( self, event );
}
function Unload() { gIsEndShow=3D0; }
function SetupEndShow() {
gIsEndShow=3D1;
PPTSld.document.body.scroll=3D"no";
PPTSld.document.onkeypress=3DCloseWindow;
PPTSld.document.onclick=3DCloseWindow;
PPTSld.document.oncontextmenu=3D_CM;
}
function EndShow()
{
if( IsFramesMode() ) return
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
doc=3DPPTSld.document
doc.open()
doc.writeln('<html><body bgcolor=3Dblack onload=3Dparent.SetupEndShow() on=
unload=3Dparent.Unload()><center><p><font face=3DTahoma color=3Dwhite size=
=3D2><br><b>' + ENDSHOW_MESG + '</b></font></p></center></body></html>')
doc.close()
}
function SetSldVisited(){ GetSldList().mList[gCurSld-1].mVisited=3Dtrue }
function IsSldVisited(){ return GetSldList().mList[gCurSld-1].mVisited }
function hrefList( sldHref, visible, advDelay, advClk )
{
this.mSldHref=3D this.mNtsHref =3D sldHref
this.mOrigVis=3D this.mVis =3D visible
this.mVisited=3D false
this.mAdvDelay=3D advDelay
this.mAdvOnClk=3D advClk
}
function SldList(arr,curSld,fEnd)
{
this.mCurSld =3D curSld;
this.mList =3D new Array();
var idx =3D 1;
for(ii=3D0;ii<arr.length;ii++) {
this.mList[ii] =3D new hrefList( arr[ii].mSldHref, arr[ii].mOrigVis, arr[=
ii].mAdvDelay, arr[ii].mAdvOnClk );
if( arr[ii].mOrigVis )
this.mList[ii].mSldIdx =3D idx++;
}
this.mNumVisSlds =3D idx-1;
this.fEndShow =3D fEnd;
}
function GetSldList() { return gSldStack[gSldStack.length-1] }
function GetCurSld() { return parent.GetSldList().mList[parent.gCurSld - 1]=
}
gSldStack =3D new Array();
gSldStack[0] =3D new SldList(gMainDoc,gCurSld,1)
function ViewCustomShow(idx,fEnd)
{
if( !IsFullScrMode() ) return;
var sldList =3D new Array();
var custShow =3D custShowList[idx-1];
var jj =3D 0;
for( ii=3D0;ii<custShow.length;ii++ ) {
if( custShow[ii] <=3D gMainDoc.length )
sldList[jj++] =3D gMainDoc[custShow[ii]-1];
}
if (sldList.length > 0) {
PushSldList(sldList,fEnd);
gCurSld =3D 1;
}
else
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
}
function PushSldList(arr,fEnd) {
var ii =3D gSldStack.length;
gSldStack[ii] =3D new SldList(arr,gCurSld,fEnd);
GoToSld( gSldStack[ii].mList[0].mSldHref );
}
function PopSldList() {
if (gSldStack[gSldStack.length-1].fEndShow)
EndShow()
else {
gCurSld =3D gSldStack[gSldStack.length-1].mCurSld;
gSldStack[gSldStack.length-1] =3D null;
gSldStack.length--;
var sldList =3D gSldStack[gSldStack.length-1];
GoToSld( sldList.mList[gCurSld - 1].mSldHref );
}
}
var custShowList=3Dnew Array();
function ImgBtn( oId,bId,w,action )
{
var t=3Dthis
t.Perform =3D _IBP
t.SetActive =3D _IBSetA
t.SetInactive=3D _IBSetI
t.SetPressed =3D _IBSetP
t.SetDisabled=3D _IBSetD
t.Enabled =3D _IBSetE
t.ChangeIcon =3D null
t.UserAction =3D action
t.ChgState =3D _IBUI
t.mObjId =3D oId
t.mBorderId=3D bId
t.mWidth =3D w
t.mIsOn =3D t.mCurState =3D 0
}
function _IBSetA()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )
obj.style.posTop=3D0
}
}
function _IBSetI()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )
obj.style.posTop=3D0
}
}
function _IBSetP()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gShadowClr,gHiliteClr,2 )
obj.style.posLeft+=3D1; obj.style.posTop+=3D1
}
}
function _IBSetD()
{
obj=3Dthis.ChgState( gFaceClr,gFaceClr,0 )
obj.style.posTop=3D0
}
function _IBSetE( state )
{
var t=3Dthis
GetObj( t.mBorderId ).style.visibility=3D"visible"
if( state !=3D t.mIsOn ) {
t.mIsOn=3Dstate
if( state )
t.SetInactive()
else
t.SetDisabled()
}
}
function _IBP()
{
var t=3Dthis
if( t.mIsOn ) {
if( t.UserAction !=3D null )
t.UserAction()
if( t.ChangeIcon ) {
obj=3DGetObj(t.mObjId)
if( t.ChangeIcon() )
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-4)*t.mWidth
else
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-0)*t.mWidth
}
t.SetActive()
}
}
function _IBUI( clr1,clr2,nextState )
{
var t=3Dthis
SetBorder( GetObj( t.mBorderId ),clr1,clr2 )
obj=3DGetObj( t.mObjId )
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-nextState)*t.mWidth-obj=
.style.posTop
t.mCurState=3DnextState
return obj
}
function TxtBtn( oId,oeId,action,chkState )
{
var t=3Dthis
t.Perform =3D _TBP
t.SetActive =3D _TBSetA
t.SetInactive=3D _TBSetI
t.SetPressed =3D _TBSetP
t.SetDisabled=3D _TBSetD
t.SetEnabled =3D _TBSetE
t.GetState =3D chkState
t.UserAction =3D action
t.ChgState =3D _TBUI
t.mObjId =3D oId
t.m_elementsId=3D oeId
t.mIsOn =3D 1
}
function _TBSetA()
{
var t=3Dthis
if( t.mIsOn && !t.GetState() )
t.ChgState( gHiliteClr,gShadowClr,0,0 )
}
function _TBSetI()
{
var t=3Dthis
if( t.mIsOn && !t.GetState() )
t.ChgState( gFaceClr,gFaceClr,0,0 )
}
function _TBSetP()
{
if( this.mIsOn )
this.ChgState( gShadowClr,gHiliteClr,1,1 )
}
function _TBSetD()
{
this.ChgState( gFaceClr,gFaceClr,0,0 )
this.mIsOn =3D 0
}
function _TBSetE()
{
var t=3Dthis
if( !t.GetState() )
t.ChgState( gFaceClr,gFaceClr,0,0 )
else
t.ChgState( gShadowClr,gHiliteClr,1,1 )
t.mIsOn =3D 1
}
function _TBP()
{
var t=3Dthis
if( t.mIsOn ) {
if( t.UserAction !=3D null )
t.UserAction()
if( !t.GetState )
return
if( t.GetState() )
t.SetPressed()
else
t.SetActive()
}
}
function _TBUI( clr1,clr2,lOffset,tOffset )
{
SetBorder( GetObj( this.mObjId ),clr1,clr2 )
Offset( GetObj( this.m_elementsId ),lOffset,tOffset )
}
function Offset( obj, top, left ){ obj.style.top=3Dtop; obj.style.left=3Dle=
ft }
function SetBorder( obj, upperLeft, lowerRight )
{
s=3Dobj.style;
s.borderStyle =3D "solid"
s.borderWidth =3D 1
s.borderLeftColor =3D s.borderTopColor =3D upperLeft
s.borderBottomColor=3D s.borderRightColor =3D lowerRight
}
function GetBtnObj(){ return gBtnArr[window.event.srcElement.id] }
function BtnOnOver(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetActive() }
function BtnOnDown(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetPressed() }
function BtnOnOut(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetInactive() }
function BtnOnUp()
{
b=3DGetBtnObj()
if( b !=3D null )
b.Perform()
else
Upd()
}
function GetNtsState(){ return parent.gNtsOpen }
function GetOtlState(){ return parent.gOtlOpen }
function GetOtlTxtState(){ return parent.gOtlTxtExp }
function NtsBtnSetFlag( fVal )
{
s=3Ddocument.all.item( this.m_flagId ).style
s.display=3D"none"
if( fVal )
s.display=3D""
else
s.display=3D"none"
}
function _BSetA_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etActive() }
function _BSetI_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etInactive() }
var gHiliteClr=3D"THREEDHIGHLIGHT",gShadowClr=3D"THREEDSHADOW",gFaceClr=3D"=
THREEDFACE"
var gBtnArr =3D new Array()
gBtnArr["nb_otl"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOtlPan=
e,GetOtlState )
gBtnArr["nb_otlElem"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOt=
lPane,GetOtlState )
gBtnArr["nb_nts"] =3D new TxtBtn( "nb_nts","nb_ntsElem",parent.ToggleNtsPan=
e,GetNtsState )
gBtnArr["nb_prev"]=3D new ImgBtn( "nb_prev","nb_prevBorder",30,parent.GoToP=
revSld )
gBtnArr["nb_next"]=3D new ImgBtn( "nb_next","nb_nextBorder",30,parent.GoToN=
extSld )
gBtnArr["nb_sldshw"]=3D new ImgBtn( "nb_sldshw","nb_sldshwBorder",18,parent=
.FullScreen )
gBtnArr["nb_sldshwBorder"] =3D new TxtBtn( "nb_sldshw","nb_sldshwBorder",pa=
rent.FullScreen,null )
gBtnArr["nb_sldshwBorder"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwBorder"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_sldshwText"] =3D new TxtBtn( "nb_sldshw","nb_sldshwText",parent=
.FullScreen,null )
gBtnArr["nb_sldshwText"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwText"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_voice"] =3D new ImgBtn( "nb_voice","nb_voiceBorder",18,parent.=
ToggleVNarration )
gBtnArr["nb_otlTxt"]=3D new ImgBtn( "nb_otlTxt","nb_otlTxtBorder",23,parent=
.ToggleOtlText )
gBtnArr["nb_nts"].m_flagId=3D "notes_flag"
gBtnArr["nb_nts"].SetFlag =3D NtsBtnSetFlag
gBtnArr["nb_otlTxt"].ChangeIcon=3D GetOtlTxtState
var sNext=3D"Επόμενο",sPrev=3D"Π =
61;οηγούμενο",sEnd=3D"Τ&#=
941;λος προβολής",sF=
ont=3D"Arial",sArrow=3D"Βέλος",sFreeform=3D"Ε=
λεύθερη σχεδί&#=
945;ση",sRect=3D"Ορθογώνι=
ο",sOval=3D"Έλλειψη"
function ShowMenu()
{
BuildMenu();
var doc=3DPPTSld.document.body,x=3DPPTSld.event.clientX+doc.scrollLeft,y=
=3DPPTSld.event.clientY+doc.scrollTop
m =3D PPTSld.document.all.item("ctxtmenu")
m.style.pixelLeft=3Dx
if( (x+m.scrollWidth > doc.clientWidth)&&(x-m.scrollWidth > 0) )
m.style.pixelLeft=3Dx-m.scrollWidth
m.style.pixelTop=3Dy
if( (y+m.scrollHeight > doc.clientHeight)&&(y-m.scrollHeight > 0) )
m.style.pixelTop=3Dy-m.scrollHeight
m.style.display=3D""
}
function _CM()
{
if( !parent.IsFullScrMode() ) return;
if(!PPTSld.event.ctrlKey) {
ShowMenu()
return false
} else
HideMenu()
}
function BuildMenu()
{
if( PPTSld.document.all.item("ctxtmenu") ) return
var mObj=3DCreateItem( PPTSld.document.body )
mObj.id=3D"ctxtmenu"
mObj.style.visibility=3D"hidden"
var s=3DmObj.style
s.position=3D"absolute"
s.cursor=3D"default"
s.width=3D"120px"
SetCMBorder(mObj,"menu","black")
var iObj=3DCreateItem( mObj )
SetCMBorder( iObj, "threedhighlight","threedshadow" )
iObj.style.padding=3D2
CreateMenuItem( iObj,sNext,M_GoNextSld,M_True )
CreateMenuItem( iObj,sPrev,M_GoPrevSld,M_HasPrevSld )
CreateSeparator( iObj )
CreateMenuItem( iObj,sEnd,M_End,M_True )
mObj.style.visibility=3D"visible"
}
function Cancel() { window.event.cancelBubble=3Dtrue; window.event.returnVa=
lue=3Dfalse }
function Highlight() { ChangeClr("activecaption","threedhighlight") }
function Deselect() { ChangeClr("threedface","menutext") }
function Perform()
{
e=3DPPTSld.event.srcElement
if( e.type=3D=3D"menuitem" && e.IsActive() )
e.Action()
else
PPTSld.event.cancelBubble=3Dtrue
}
function ChangeClr( bg,clr )
{
e=3DPPTSld.event.srcElement
if( e.type=3D=3D"menuitem" && e.IsActive() ) {
e.style.backgroundColor=3Dbg
e.style.color=3Dclr
}
}
function M_HasPrevSld() { return( parent.HasPrevSld() ) }
function M_GoNextSld() { if( gIsEndShow ) M_End(); else GoToNextSld() }
function M_GoPrevSld() { if( gIsEndShow ) { history.back(); PPTSld.event.ca=
ncelBubble=3Dtrue; } else GoToPrevSld() }
function M_True() { return true }
function M_End() { window.close( self ) }
function CreateMenuItem( node,text,action,eval )
{
var e=3DCreateItem( node )
e.type=3D"menuitem"
e.Action=3Daction
e.IsActive=3Deval
e.innerHTML=3Dtext
if( !e.IsActive() )
e.style.color=3D"threedshadow"
e.onclick=3DPerform
e.onmouseover=3DHighlight
e.onmouseout=3DDeselect
s=3De.style;
s.fontFamily=3DsFont
s.fontSize=3D"9pt"
s.paddingLeft=3D2
}
function CreateSeparator( node )
{
var sObj=3DCreateItem( node )
SetCMBorder(sObj,"menu","menu")
var s=3DsObj.style
s.borderTopColor=3D"threedshadow"
s.borderBottomColor=3D"threedhighlight"
s.height=3D1
s.fontSize=3D"0px"
}
function CreateItem( node )
{
var elem=3DPPTSld.document.createElement("DIV")
node.insertBefore( elem )
return elem
}
function SetCMBorder( o,ltClr,rbClr )
{
var s=3Do.style
s.backgroundColor=3D"menu"
s.borderStyle=3D"solid"
s.borderWidth=3D1
s.borderColor=3DltClr+" "+rbClr+" "+rbClr+" "+ltClr
}
------=_NextPart_01CB1A19.33E03F70
Content-Location: file:///C:/2D884C8E/a2karagiannisumpan.files/fullscreen.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
<html>
<head>
<meta http-equiv=3DContent-Type content=3D"text/html; charset=3Dus-ascii">
<meta name=3DProgId content=3DPowerPoint.Slide>
<meta name=3DGenerator content=3D"Microsoft PowerPoint 10">
<link id=3DMain-File rel=3DMain-File href=3D"../a2karagiannisumpan.htm">
<link rel=3DPreview href=3Dpreview.wmf>
<![if IE]>
<base href=3D"file:///C:\2D884C8E\a2karagiannisumpan.files\fullscreen.htm"
id=3D"webarch_temp_base_tag">
<![endif]><script src=3Dscript.js></script><script><!--
var SCREEN_MODE =3D "FullScreen";
function Load() {
str=3Ddocument.location.hash,idx=3Dstr.indexOf('#')
if(idx>=3D0) str=3Dstr.substr(1);
if(!str) str =3D "slide0001.htm";
PPTSld.location.replace(MHTMLPrefix+str);
}
function Unload() {
if ( document.body.PPTSldFrameset !=3D null )
document.body.PPTSldFrameset.frames[1].document.body.resume();
}
//-->
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x;
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61;οβολή
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#942;
διαφανειών
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style=3D'position:absolute;top:0%;left:0%;width:100%;height:100%;cursor:de=
fault'>
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μμα</div></div>
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ng=3D0>
<td>
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tyle:
solid;border-width:1px;border-color:threedface' id=3D"nb_otlTxtBorder">
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src=3Dbuttons.gif id=3D"nb_otlTxt" title=3D"Ανάπτ=
υξη/σύμπτυξη
διάρθρωσης"
style=3D'position:relative;left:-157px'></div>
</div>
</td>
</table>
</div>
<div id=3DOtlObj style=3D'display:none;visibility:hidden;'>
<table width=3D"100%" style=3D'font-family:Arial;font-size:9pt'>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>1</font></div>
</td>
<td width=3D"100%">
<div id=3DPPTP1 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0001.htm');" id=3DPPTL1>EΡΓ =
13;ΣΙΑ
ΠΛΗΡΟΦΟΡΙΚΗΣ<=
/a></font></div>
<div id=3DPPTC1 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Θέμα:Το
Σύμπαν</li>
<li>Καραγιάννη
Άννα</li>
<li>Α2</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>2</font></div>
</td>
<td>
<div id=3DPPTP2 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0002.htm');" id=3DPPTL2>ΣΥ\=
4;ΠΑΝ</a></font></div>
<div id=3DPPTC2 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Ως Σύμπαν
εννοούμε,
στην
καθομιλουμέ&#=
957;η,
το σύνολο των
πραγμάτων
που υπήρξαν,
υπάρχουν ή θα
υπάρξουν
ποτέ, το
σύνολο
δηλαδή των
όντων.
Ειδικότερα,
λέγοντας
Σύμπαν στην
επιστήμη
εννοούμε
συνήθως ολόκ&=
#955;ηρο
το χωροχρονι&=
#954;ό
συνεχές,
καθώς και το
σύνολο της ύλ=
ης
και της ενέργ=
ειας
που
περικλείει.Μ&=
#960;ορούμε
δηλαδή να
ορίσουμε
Σύμπαν το
συνολικό
ποσό της
υπάρχουσας
ύλης και
ενέργειας.Το
Σύμπαν δεν
είναι ούτε
«άμορφο»
ούτε «άπειρο=
»,
αλλά έχει
πέρατα.Πρώτο&=
#962;
κατέληξε σε
αυτό το συμπέ=
ρασμα
ο
Γερμανοεβρα&#=
943;ος
φυσικός Άλμπ&=
#949;ρτ
Αϊνστάιν
όταν
εισηγήθηκε
την Θεωρία
της
σχετικότητα&#=
962;.Έτσι
καταλήγουμε
να θεωρούμε
ότι το σχήμα
του Σύμπαντο&=
#962;
είναι, το
πιθανότερο,
υπερσφαιρικ&#=
972;.Το
σύμπαν ως
σύνολο των
απανταχού
υπαρχόντων
«υλικών»
σωμάτων
αποτελεί
αντικείμενο
μελέτης της
επιστήμης
της Αστρονομ&=
#943;ας
και των
επιμέρους
κλάδων της.</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>3</font></div>
</td>
<td>
<div id=3DPPTP3 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0003.htm');" id=3DPPTL3>ΠΛ[=
3;ΝΗΤΕΣ
Κ' ΓΑΛΑΞΙΕΣ</a></font></div>
<div id=3DPPTC3 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Το ορατό
Σύμπαν
περιέχει
δισεκατομύρ&#=
953;α
άστρα τα οποί=
α
είναι
οργανωμένα
σε γαλαξίες
και οι οποίοι=
με
την σειρά
τους
συγκροτούν
σμήνη και
υπερσμήνη. Οι
πλανήτες
σύμφωνα με
τον σύγχρονο
ορισμό της Δι=
εθνούς
Αστρονομική&#=
962;
Ένωσης (IAU)
είναι
ουράνια
σώματα που
βρίσκονται
σε τροχιά γύρ=
ω
από τον Ήλιο,δ=
;ιαθέτουν
επαρκή μάζα
και βαρύτητα
ώστε να έχουν
αποκτήσει
σφαιρικό
σχήμα και
κυριαρχούν
στην τροχιακ&=
#942;
ζώνη στην
οποία
κινούνται. Τα
σώματα που κα=
λύπτουν
τα πρώτα δύο
κριτήρια
αλλά όχι αυτό
της κυριαρχί&=
#945;ς
στην τροχιά
τους, όταν δεν
είναι δορυφό&=
#961;οι,
λέγονται «πλ=
ανήτες
νάνοι». Οι
πλανήτες δεν
έχουν την
απαιτούμενη
μάζα για την
έναρξη
θερμοπυρηνι&#=
954;ών
αντιδράσεων
όπως συμβαίν&=
#949;ι
με τα αστέρια,
έτσι δεν
έχουν την
ικανότητα να
εκπέμπουν
ακτινοβολία.
Το γεγονός
της ορατότητ&=
#945;ς
των πλανητών
του Ηλιακού
μας
Συστήματος
κατά τη
διάρκεια της
νύχτας
οφείλεται
στην
ανάκλαση του
ηλιακού
φωτός(ετερόφ&=
#969;τα
σώματα).Ο
μέχρι σήμερα
πιο
αποδεκτός
κατάλογος
πλανητών
αποτελείται &=
#945;πό
τους 8
παρακάτω
πλανήτες σε
τροχιά γύρω
από τον Ήλιο:</li>
<li>1. Ερμής</li>
<li>2.Αφροδίτη</li>
<li>3.Γη</li>
<li>4.Άρης</li>
<li>5.Δίας</li>
<li>6.Κρόνος</li>
<li>7.Ουρανός</li>
<li>8.Ποσειδώνας</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>4</font></div>
</td>
<td>
<div id=3DPPTP4 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0004.htm');" id=3DPPTL4><span
style=3D'mso-spacerun:yes'> </span></a></font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>5</font></div>
</td>
<td>
<div id=3DPPTP5 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0005.htm');" id=3DPPTL5>"Ο_=
3;
γαλαξίες
αποτελούν
τεράστια
συγκροτήματα.=
.."</a></font></div>
<div id=3DPPTC5 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Οι γαλαξίες
αποτελούν
τεράστια
συγκροτήματ&#=
945;
αστέρων που
βρίσκονται
σπαρμένα στο =
Σύμπαν
και
παρατηρούντ&#=
945;ι
ως
νεφελοειδεί&#=
962;
υπόλευκες κη&=
#955;ίδες
στον ουρανό.Ε=
πειδή
άλλοτε δεν
ήταν δυνατόν
να
καταμετρηθο&#=
973;ν
οι
αποστάσεις
και να
εκτιμηθούν
τα
πραγματικά
τους μεγέθη,
οι
αστρονόμοι
ονόμασαν
αυτά από την
όψη τους
νεφελοειδεί&#=
962;.Οι
τυπικοί
γαλαξίες
αποτελούντα&#=
953;
από 10
εκατομμύρια
μέχρι 1 τρις
αστέρια, τα
οποία
βρίσκονται
σε τροχιά
γύρω από ένα
βαρυτικό κέν&=
#964;ρο.Εκτός
από αστέρια,
οι
περισσότερο&#=
953;
γαλαξίες περ&=
#953;έχουν
και ένα
μεγάλο
πλήθος αστρι&=
#954;ών
συστημάτων
και αστρικών
σμηνών όπως
και
διάφορους
τύπους νεφελ&=
#969;μάτων.
Οι
περισσότερο&#=
953;
γαλαξίες
έχουν
διάμετρο από
μερικές
χιλιάδες ως
μερικές
εκατοντάδες
χιλιάδες έτη
φωτός και
βρίσκονται
σε απόσταση
της τάξης των
χιλιάδων
ετών φωτών
μεταξύ
τους.Αν και η
λεγόμενη σκο&=
#964;εινή
ύλη φαίνεται
να αποτελεί
περίπου το 90%
της μάζας των
περισσοτέρω&#=
957;
γαλαξιών, η
φύση αυτών
των αόρατων
στοιχείων
δεν είναι
πλήρως
κατανοητή.
Υπάρχουν
κάποιες
ενδείξεις
ότι
υπερμεγέθει&#=
962;
μαύρες
τρύπες
μπορεί να
υπάρχουν στο
κέντρο
πολλών, αν όχι
όλων των
γαλαξιών.Ο
ακριβής
αριθμός των
γαλαξιών του
Σύμπαντος
είναι ακόμη
απροσδιόρισ&#=
964;οςΔεν
θα πρέπει να
μας
διαφεύγει
ότι ένα
μεγάλο μέρος
από το φως των
γαλαξιών που
διατρέχει το
διάστημα
μέχρι να
φθάσει στη Γη
απορροφάται
κατά μεγάλο
μέρος από την
«μεσογαλαξι&=
#945;κή
ύλη» έτσι
ώστε να
καθίσταται
αδύνατος
ακόμη και ο
αμυδρότερος
εντοπισμός
των πλέον
μακρινών
γαλαξιών και
υπό τις πλέον
ιδανικότερε&#=
962;
γήινες
συνθήκες
παρατήρησης</=
li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>6</font></div>
</td>
<td>
<div id=3DPPTP6 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0006.htm');" id=3DPPTL6>AΣΤ =
29;ΟΝΟΜΙΑ</a></font></div>
<div id=3DPPTC6 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Η επιστήμη
που
ασχολήθηε με
το σύμπαν
ήταν η Αστρον=
ομία.Η
Αστρονομία
(ως διεθνής
όρος εκ των
ελληνικών
λέξεων του
«άστρον>>
+«νέμω»)είνα_=
3;
η επιστήμη
που ερευνά
και εξετάζει
όλα τα
ουράνια
σώματα (μεταξ=
ύ
αυτών και τη
Γη)καθώς και
τις
σχέσεις,κινή&=
#963;εις
και δυναμική
αυτών.Γενικά
η Αστρονομία
γεννήθηκε με
την εμφάνιση
του
«διανοούμεν&=
#959;υ
ανθρώπου»
στον ημέτερο
πλανήτη.
Ειδικότερα
όμως για τους=
Έλληνες,
η
«Αστρονομία&=
raquo;
γεννήθηκε
ακριβώς την ί=
δια
ιερή εκείνη
στιγμή που
γεννήθηκε
και η ελληνικ=
ή
μυθολογία
και μάλιστα
σε μια
αμφίδρομη
σχέση.</li>
<li>H Αστρονομία
αναφέρεται
στην
παρατήρηση
και την ερμην=
εία
των
φαινομένων
που
λαμβάνουν
χώρα στον ουρ=
άνιο
χώρο πέρα από
την Γη και την
ατμόσφαιρά
της.Μελετά
την
προέλευση,
την εξέλιξη,
τις φυσικές κ=
αι
χημικές
ιδιότητες
των ουρανίων
σωμάτων που
μπορούν να
παρατηρηθού&#=
957;
(και είναι
εκτός των
ορίων της
ατμόσφαιρας),
καθώς και των
διεργασιών
που περιλαμβ&=
#940;νουν
αυτές.Η
Αστρονομία
είναι μία από
τις λίγες
επιστήμες
που έχουν
απομείνει,
όπου οι ερασι=
τέχνες
διαδραματίζ&#=
959;υν
σημαντικό
ρόλο, κυρίως μ=
;ε
την
παρατήρηση
μεταβατικών
φαινομένων</li>
<li>όπως τα
μεταβλητά ασ&=
#964;έρια,
οι κομήτες
κ.ά.<br>
Τα
τελευταία
χρόνια
υπάρχει
συχνά
σύγχυση μετα&=
#958;ύ
της
Αστρονομίας
και της Αστρο=
λογίας
παρότι έχουν
κοινή
καταγωγή, η
μεν
Αστρονομία
βασίζεται
στην
επιστημονικ&#=
942;
μεθοδολογία
(επαναληψιμό&=
#964;ητα
των
παρατηρήσεω&#=
957;,
διατύπωση
νόμων που ερμ=
ηνεύουν
τις
παρατηρήσει&#=
962;),
η δε
Αστρολογία
είναι μία ψευ=
δοεπιστήμη
που ανήκει
στη σφαίρα
της
«προνοητική&=
#962;
δεισιδαιμον&#=
943;ας»
και που
διατυπώνει
νόμους για
την εξέλιξη
της
καθημερινής
ανθρώπινης
ζωής,
βασιζόμενη
κυρίως στις
μεταξύ των
ουρανίων και
επίγειων
σωμάτων
μαγνητικές
δυνάμεις, οι
οποίοι όμως
πολλάκις στε&=
#961;ούνται
συνέπειας
φθάνοντας
και στα όρια
της απάτης.</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>7</font></div>
</td>
<td>
<div id=3DPPTP7 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0007.htm');" id=3DPPTL7><span
style=3D'mso-spacerun:yes'> </span></a></font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>8</font></div>
</td>
<td>
<div id=3DPPTP8 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0008.htm');" id=3DPPTL8>"Ν^=
9;ότερη
διάκριση της
Αστρονομίας
γίνεται..."</a></font></div>
<div id=3DPPTC8 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li> Νεότερη
διάκριση της
Αστρονομίας
γίνεται σε
δύο μεγάλους
κλάδους:</li>
<li><span style=3D'mso-spacerun:yes'> </span>α) τη&#=
957;
Κλασσική
Αστρονομία,
που εξετάζει =
τις
φαινόμενες
θέσεις και
κινήσεις των
ουρανίων σωμ&=
#940;των,
περιγράφει
τα ··αστρον =
59;μικά
όργανα με τα
οποία
γίνονται οι
παρατηρήσει&#=
962;
και εκθέτει
τις μεθόδους
υπολογισμών
των
παρατηρήσεω&#=
957;,
ενώ συνάμα
μελετά τις
πραγματικές
κινήσεις και
τις μεταξύ
των σωμάτων
αυτών
σχέσεις,
αναζητώντας
τα αίτια που
τις
προκαλούν,
διατυπώνοντ&#=
945;ς
έτσι τους μαθ=
ηματικούς
τύπους που
συνδέουν
αυτά, και</li>
<li>β) την ··Αστρ&=
#959;φυσική
που
ασχολείται
με τα φυσικά
χαρακτηριστ&#=
953;κά
γνωρίσματα
των ουρανίων
σωμάτων όπως
η λαμπρότητα,
η θερμοκρασί&=
#945;,
η
ακτινοβολία,
η χημική
σύσταση κλπ. Η
πρόοδος της
Αστρονομίας
είναι στενά
συνδεδεμένη
με την
εξέλιξη των
παρατηρήσεω&#=
957;.</li>
<li>Ο άνθρωπος
είναι το μόνο
πλάσμα στη Γη
που σηκώνει
το κεφάλι του
για να
κοιτάξει
απευθείας
τον ήλιο και
τα ουράνια
σώματα που
φαίνονται τη
νύχτα. Η γοητε=
;ία
που ασκεί ο
ουρανός στον
άνθρωπο τον
οδήγησε στην
συστηματοπο&#=
943;ηση
των
παρατηρήσεώ&#=
957;
του και στην
διατύπωση
νόμων που
εξηγούν
φαινόμενα
όπως οι
φάσεις της
σελήνης, η
διάρκεια του
έτους και η εν=
;αλλαγή
των εποχών. Οι
πρώτοι
αστρονόμοι
χρησιμοποίη&#=
963;αν
ως μέσο
παρατήρησης
το γυμνό
οφθαλμό.</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>9</font></div>
</td>
<td>
<div id=3DPPTP9 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0009.htm');" id=3DPPTL9>ΟΙ
ΣΗΜΑΝΤΙΚΟΤΕΡ&=
#927;Ι
ΑΣΤΡΟΝΟΜΟΙ</a></font></=
div>
<div id=3DPPTC9 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Ο Αυστριακός
Johannes Kepler (Γιόχαν
Κέπλερ) ήταν ο
πρώτος που έδ=
ωσε
την
πραγματική
εξήγηση της
τροχιάς των
πλανητών,
ξεκινώντας
από
παρατηρήσει&#=
962;
στον Άρη. Για `=
4;ην
ακρίβεια ο
Άρης ήταν το
μοντέλο όλης
της αθάνατης
εργασίας του.
Οπαδός του
Κοπέρνικου
προχώρησε
εκεί που δεν
τόλμησε ο
"δάσκαλος"
του. Χρησιμοπ=
οίησε
τις
παρατηρήσει&#=
962;
του Tycho Brahe για τον
Άρη για να φτι=
;άξει
το μοντέλο
κίνησης των
πλανητών. Από
εκεί διατύπω&=
#963;ε
τους
διάσημους
πια Νόμους
του, που διέπο=
;υν
την κίνηση
των πλανητών
γύρω από τον
ήλιο. Ο Κέπλερ
είχε
πραγματικά
ανοίξει
πόλεμο με τα
μυστήρια του
Άρη,
προσπαθώντα&#=
962;
να
περιγράψει
με ακρίβεια
την τροχιά
του και τον
κέρδισε κατά
κράτος.</li>
<li>Ο Κέπλερ
γεννήθηκε
στην
«ελεύθερη
αυτοκρατορι&#=
954;ή
πόλη» του Weil der Stadt
της Βάδης-Βυρ=
τεμβέργης.Ο
παππούς του
είχε
διατελέσει
Δήμαρχος
εκεί, αλλά
όταν
γεννήθηκε ο
Γιοχάνες η
οικογένειά
του είχε
παρακμάσει. Ο
πατέρας του
ήταν μισθοφό&=
#961;ος
στρατιώτης
και τους
άφησε όταν ο
Γιοχάνες
ήταν πέντε
ετών. Η μητέρα
του, κόρη
πανδοχέα,
ασχολιόταν μ&=
#949;
τη βοτανοθερ&=
#945;πεία
και αργότερα
κατηγορήθηκ&#=
949;
για μάγισσα.
Γεννημένος
πρόωρα, ο
Γιοχάνες
φαίνεται ότι
ήταν ασθενικ&=
#972;
παιδί, παρότι
εντυπωσίαζε
τους ταξιδιώ&=
#964;ες
στο
πανδοχείο
του παππού
του με τις
ικανότητές
του στα Μαθημ=
ατικά.</li>
<br>
<br>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>10</font></div>
</td>
<td>
<div id=3DPPTP10 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0010.htm');" id=3DPPTL10>"Ο
Γαλιλαίος
ήταν Ιταλός ασ=
;τρονόμος"</a></font></div>
<div id=3DPPTC10 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Ο Γαλιλαίος
ήταν Ιταλός α=
στρονόμος,
φιλόσοφος
και φυσικός.
Γεννήθηκε
στην Πίζα της=
Ιταλίας
και από νωρίς
έδειξε
σημεία μιας
αξιοσημείωτ&#=
951;ς
ιδιοφυίας. Ο
πατέρας του
ήταν
ξεπεσμένος
απόγονος ευγ&=
#949;νούς
Φλωρεντινής
οικογένειας
και μοχθούσε
για να
βοηθήσει το
γιο του να
αποκαταστήσ&#=
949;ι
τη δόξα της
οικογένειας.
Επιβάλλοντα&#=
962;
μεγάλες
στερήσεις
στον εαυτό
του και τα
άλλα παιδιά
του, ο πατέρας
του μπόρεσε
να στείλει
τον Γαλιλαίο
στο σχολείο
και αργότερα
στο Πανεπιστ&=
#942;μιο
της Πίζας,
όπου ο
Γαλιλαίος
γράφτηκε
στην Ιατρική
Σχολή. Όταν
κάποτε του
σώθηκαν τα
χρήματα
άφησε το
σχολείο και
γύρισε στη Φλ=
ωρεντία,
όπου εκείνη
την εποχή
ζούσε η
οικογένειά
του.</li>
<li>Ο Γαλιλαίος
με τηλεσκόπι&=
#959;
δικής του
κατασκευής
παρατήρησε
πρώτος τους
κρατήρες, τα ό=
;ρη
και τις
πεδιάδες
στην
επιφάνεια
της Σελήνης.
Ανακάλυψε
ότι η Σελήνη
στρέφει
πάντα προς τη
Γη το ίδιο
ημισφαίριό
της.
Παρατήρησε
τις ηλιακές
κηλίδες, τον
δακτύλιο του =
Κρόνου,
χωρίς ωστόσο
να μπορέσει
να εξηγήσει
ακριβώς την
παρατήρησή
του αυτή,
αποκάλυψε
την αστρική
φύση του Γαλα=
ξία
μας και
απέδειξε την
ισχύ της ηλιο=
κεντρικής
θεωρίας,
παρατηρώντα&#=
962;
τις φάσεις
της Αφροδίτη&=
#962;
και
ανακαλύπτον&#=
964;ας
4 από τους δορ`=
5;φόρους
του Δία, την Ιa=
4;,
την Ευρώπη, το=
; Γανυμήδη
και την Καλυσ=
τώ
τους οποίους
ονόμασε
Μεδίκεια
άστρα, προς
τιμή του
προστάτη του,
Κόσιμο Β' των \=
4;εδίκων.
Οι
παρατηρήσει&#=
962;
του αυτές
αποτέλεσαν
την αρχή του
τέλους για
την
πεποίθηση,
που
υποστηριζότ&#=
945;ν
μέχρι τότε
από το
εκκλησιαστι&#=
954;ό
και
επιστημονικ&#=
972;
κατεστημένο,
πως το Σύμπαν
είναι τέλεια
πλασμένο και
πως η Γη είναι
στο κέντρο
του
Σύμπαντος
και αποτελεί
μοναδικότητ&#=
945;:
οι κρατήρες
της Σελήνης
και οι
κηλίδες του
Ήλιου, καθώς
και το
γεγονός ότι
τέσσερα
σώματα
περιστρέφον&#=
964;αν
γύρω από έναν
άλλο πλανήτη,
το Δία,
αποτέλεσαν α&=
#960;οδείξεις
για το
αντίθετο.</li>
<br>
<br>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>11</font></div>
</td>
<td>
<div id=3DPPTP11 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0011.htm');" id=3DPPTL11>"Ο
Ισαάκ Νεύτων"=
</a></font></div>
<div id=3DPPTC11 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Ο Ισαάκ
Νεύτων<span
style=3D'mso-spacerun:yes'> </span>ήταν &#=
902;γγλος
Φυσικός,
Μαθηματικός,
Αστρονόμος,
Φιλόσοφος,
Αλχημιστής
και Θεολόγος.
Θεωρείται
πατέρας της Κ=
λασικής
Φυσικής,
καθώς
ξεκινώντας
από τις
παρατηρήσει&#=
962;
του Γαλιλαίο&=
#965;
αλλά και τους
νόμους του Κέ=
πλερ
για την
κίνηση των
πλανητών
διατύπωσε
τους τρεις
μνημειώδεις &=
#957;όμους
της κίνησης
και τον
περισπούδασ&#=
964;ο
«νόμο της βαρ=
;ύτητας»
Μεγάλης
ιστορικής
σημασίας
υπήρξαν
ακόμη οι μελέ=
τες
του γύρω από
την έννοια
του φωτός
καθώς επίσης
και η συμβολή
του στη
θεμελίωση
των σύγχρονω&=
#957;
μαθηματικών
και
συγκεκριμέν&#=
945;
επί του διαφο=
ρικού
και ολοκληρω&=
#964;ικού
λογισμού.</li>
<li>Με την θεωρία
της
παγκόσμιας
έλξης, ο
Νεύτων αντιμ&=
#949;τώπισε
θεμελιώδη
ερωτήματα
που
απασχολούσα&#=
957;
τη φυσική για
καιρό και
πρόσφερε μία
σαφή και γόνι=
μη
κοσμολογική
αντίληψη, που
γρήγορα
υπερίσχυσε
της
αντίστοιχης
καρτεσιανής.
Ακόμη,
συνεισέφερε
με
ουσιαστικό
τρόπο στην
οπτική και
συγκεκριμέν&#=
945;
στη θεωρία
χρωμάτων,
όπου
απέδειξε
πειραματικά
ότι το ηλιακό
φως
αποτελείται
από
επιμέρους
χρώματα
παρέχοντας
την πιο
εναργή
θεωρία του 17ο`=
5;
αιώνα στον
κλάδο αυτό.</li>
<li>Με την
επινόηση του
διαφορικού
και
ολοκληρωτικ&#=
959;ύ
λογισμού
εισήγαγε στα
μαθηματικά
ένα εργαλείο =
έτοιμο
να δώσει
άμεσες
λύσεις σε
πολλά
μαθηματικά
και φυσικά
προβλήματα
αλλά και με
πλατιά
περιθώρια
βελτίωσης.
Τις
περισσότερε&#=
962;
φορές χάρη σε
απειροστικέ&#=
962;
μεθόδους, ο
Νεύτων
εργάστηκε
αποτελεσματ&#=
953;κά
επάνω σε
προβλήματα
που σήμερα
φιλοξενούντ&#=
945;ι
σε
διακεκριμέν&#=
945;
πεδία των
μαθηματικών:
τριγωνομετρ&#=
953;κές
σειρές,
πεπερασμένε&#=
962;
διαφορές,
ταξινόμηση
καμπυλών</li>
</ul>
</font></div>
</td>
</tr>
<tr onmouseover=3D"Over(this)" onmouseout=3D"Out(this)" onclick=3D"Follow(=
this)"
style=3D'cursor:hand'>
<td align=3Dright valign=3Dtop>
<div class=3DsldNum><font size=3D2>12</font></div>
</td>
<td>
<div id=3DPPTP12 class=3DPTxt><font size=3D2><a
href=3D"javascript:GoToSld('slide0012.htm');" id=3DPPTL12>Η
ΕΞΕΛΙΞΗ ΤΗΣ
ΑΣΤΡΟΝΟΜΙΑΣ
ΣΤΗΝ ΕΛΛΑΔΑ</a></font><=
/div>
<div id=3DPPTC12 class=3DCTxt style=3D'display:none'><font size=3D2>
<ul>
<li>Μετά τον
Ορφέα, τον
Ησίοδο και
τον Όμηρο
αρχίζει η επι=
στημονική
ανάπτυξη της
Αστρονομίας
στην Ελλάδα
με τον Θαλή,
περίπου το 600
π.Χ., η οποία
χαρακτηρίζε&#=
964;αι
από την
προσπάθεια
μιας σειράς
αστρονόμων ν&=
#945;
διατυπώσουν
νόμους για τα
παρατηρούμε&#=
957;α
αστρονομικά
φαινόμενα.
Στην
προσπάθεια
τους αυτή
ανάπτυξαν
και διάφορες
υποθέσεις
σχετικά με τη
δομή και την
αρχή του
σύμπαντος.</li>
</ul>
</font></div>
</td>
</tr>
</table>
</div>
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