‹#›
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/master03.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/preview.wmf
Content-Transfer-Encoding: base64
Content-Type: image/x-wmf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==
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/pres.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0001.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Άσκηση
3 6
&=
#924; Mι =
45;
μεταβλητή
παίρνει τις
τιμές: 5, 3, 3ω, 3, 2ω, 3,
3ω, ω με ω>0
1 . Αν η
μέση τιμή τους
είναι 4, να
αποδείξετε ότι ω=3D2
2 . Για ω=
=3D2
να βρείτε:
q <=
/span> &nbs=
p;
Το εύρος των
τιμών
q Την
επικρατούσα
τιμή
q Την
τυπική
απόκλιση
<=
/span>
 =
; &n=
bsp;  =
; &n=
bsp;
Παν=
949;λλήνιες
Εξετάσεις 2003
=
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0030.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Από=
948;ειξη
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0030_image001.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0030_image002.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhlgFLAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAYACQCK
ATsAgAAAAP///wL/hI+py40BY3C0yVnzurp7xn1eKJYdaTpoyrbuC1wYbMgzHct4a+9H70sBd8Og
8Vi6BZURYqKJ1DAhPurPGs1Mla5t9gtWcHFj7Ks8Dtc2aSG7HUaT2ep6FE7Bq/Rrk7kqxBcjBSLo
F0joZ5hkF/eXmCS4+DT5UXkFqYh0WSOJeMTZaLlSEWpomocFpeWWGbk3s1raynoIe3WqGPso+iBx
YusKbMEraxFcSytWzCuGPMtIjMZXadwZCmoNIvIrXKqds5d8Ar7BUygOPVLuPNrc3DmuBQffGy+f
SrpNTvpnVv9jnT5zynxRMqhu3sB2UnQcRHgvz7qHEW04BMMuILdu/xI3yvL3D+AgjyJHPot4zZee
SwsfRProBVfCVJRuZOz1yGKRWzV13kyJSSVEXD5L5uBSlGPHZTWHXkvaEGlSozCbBlUJlY7Qq/bQ
zRSIjx/XoxRVBKJ2EiVZp/teho061lhJSTHHdi177NPSV2pzotVrlhsxvOG+TjRMLq7Ut0zZGm3k
CXBeTX2neEuMOLBXxZcbMp7HmW1bmk4fQ+782aUypI0zp9Y47Ans2WonR3OdkDXh0ZppF75L8PVg
4ZtNVo69ETVDiJZF8z6MO12f0MSb2xX1cYRC58F5Hu+zS/s3m7miFlE13TS1kMillY6VfhFdjeGB
PzVtXJpS4TuJ+v+3pNB+0d130VP/iZePgHvpBw5HCi4Iyy742UdhhRZeiGGGGm7IYYcefghiiCKO
SGKJJp6IYooqrshiiy6+CCMRdcVIY402WqjUgzfuyGOPm1iBATNZ+UhkkUYahM2RSi5JJBVJMgll
lDFOKGWVVrpIpTtTbclll15+CWaYYo5JZplmnolmmmHudmWbbsJ405ZvzkkncBNkWWeeetrh5D14
7glooGSsoqOghh5qBExPIspoo44+Cmmkkk5KaaWWXoopZIVmyimi7HUKqqN+hUrqoaOWiuqep6bK
6pxyLdpqrHCqAqustrbYRK237rriT7z+yqOvwA77opN/EotsiLQn6ppsszha5Wy0Kq4qbbUlUmtt
tiBiq223HPrjbbgefipuuRpuGm4BADs=
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0032.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Από=
948;ειξη
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0032_image003.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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=
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0032_image004.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhmgGbAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQACgCQ
AYkAgAAAAP///wL/hI+py60BY3C0yVkzu7p7K30fJ5ZjaFZkyrbu+6wwcEFzUmM3m+9HrvOVej6i
8IhsBYXLSBFnS3aa0VuVdpWqoEsXtasNi39JcNa7OI8RZjAvrV4b2la4/K51Z/QqPi4VB+NHEfi3
tzH4BphIsyjFiCdYaOGoARlDWOV0WLnF47eJxXiJyTkEqjnJtqgTGsmFYgnoQboKApdYa2tqEqjm
Sjkr2+vwqzp3ivsKAlxMTPusjMg7Aq0Yo3esizwVjX1L3Ze9nde8IXJsSDsO1U6YbN1Lx0bleVJ9
P03v/j5Vv7+s2Kh1scIJLPgjCDBVpGp0E1ZqThaGJxA682cRC71///0sKZxIrlyuU+kaoVv4hV+w
k+nIuQHJcWXFgSxjilIpMxMXfkBkiDnT0+EeY0HNSZOIE2hRo0cTLqUZESnAjUsxYqs69GPSNk/1
JcQZ0I49eGNPft0INo2SkUO8SrR57pNBf2edplU7dOfUsG5z5iv7F2RUv38v4hNbNzHhdXM9KlY6
rA/YkpGgku1IVvBew/IaL5b62PLlz3lBm9YYWedmypVTo3vobeJg0p53ueaGmszdB0pux8uNWzFn
geqE87WNuXByxoknaPVNt3bxulecbx6unDbx5iZPL3dr3fgrV5dyVS+fdXUr3JRHnYctzkhuDK3Q
pxePN9Nz6uwbOv/mVt9xVLFmnk/SiZIRgk7V4p6B3+ECBCwLvpZVgtohaFQsFmLHTH2sCQhiiCKO
SGKJJp6IYooqrshiiy6+CGOMMs5IY4023ohjjjruyCMTKfUIZJBClrjChkMeiWSSZURBH1dYKQll
lFK2E9KUVl4ppZFYbsnllR92CWaYPH4501NmnolmmmquyWabbr4JZ5xyzknnm4iJiWeeQzo3yJl6
/gmogHwGSmihLDIpFZmGLsqoj+cp2mikkn7y46SWXopppppuymmnnn4KaqiijkpqqT06aGqqk76n
aqurdgGpq7JGCdmstgZa66264rnQrr7ymsqvwoLpRJXDHosjU8j/Louklsw+q2OTxkJLLYqpTFtt
tiHCpG23NebqbbgugituuSmSa266RDahbrsnsupuvCM6K2+99t6Lb7767stvv/7+C3DAAg9McMEG
H4xwwgovzHDDDj8MccQST0xxxRZfjHHGGq+h7G4v0Lvxqx3b5SPJIYfaUqx9dXfyp9oAN8M8LXtK
Ecwc3nndzJhOEiB0s3mH1ls6/8kzfryV9rPNNw0NLGclubcyUyozvaMvHk/HDM6aGU01rS8lnZ9k
gz16dddK/oLzzX2RVynQZmdpRtpvPQmhDTZt/TaWStEdVycwo5Q3l3sXBRhzoYEdeJJPQxISrHdj
m/iMi8OXnWxlxkcu5OQ+bxdVeG5jrjjjjFcEjkk9gy7i1PqNrHTfq8c3Ierzqi67rqzXDu2guJvb
5O7lnu57t8AHX+1+xFML14BBHT+q48znLvfzv8os/bBmFlFn9nRWv8P13OfOh5/fNw/5+CiXb77L
6KffKe3svw9//PLP/zvI9Kuf8/2koqs/+Yj3TzPnAdBUvRpgqkLhPgPiym4KdNXtGsgp+0HwUtKa
4P48ZMHz6SWD7RMgByPowQ9qin8itJTlSrgpeKEwhQ9cIQwKAAA7
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0031.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Από=
948;ειξη
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0031_image005.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0031_image006.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0026.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Από=
948;ειξη
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0026_image007.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0026_image008.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0028.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
=
915;ια
ω=3D2 οι τιμές που
παίρνει η
μεταβλητή είναι: 5, 3, 6, 3, 4, 3, 6, 2 &=
#13;
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0028_image009.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0028_image010.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0027.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
=
915;ια
ω=3D2 οι τιμές που
παίρνει η
μεταβλητή είναι: 5, 3, 6, 3, 4, 3, 6, 2 &=
#13;
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0027_image011.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz
H4sIAAAAAAACC+1cfWwUxxWf2b0vO5jYHLgmBsd8NTYNjZOmLXGwbIpDnJRzMbgVVVH5PGG3QExC
OVwi9VqixEpyBUW0ibBFe6SkpKoqmqYiEdD4DxvSqEZJi9qoLVXUloo/QmSllKIqwZ3ZfcO9m+zu
7e7d3LkVa412Z3Z35rfv996b93b2TAkhW0lmi1FC0qh+uoGQM1FC6u+LLSeEkne+SkhcI6SMSFuA
FZ2QNnb/uHzurwGSfFEnNexwCjTNhOOJiQkyHY4rWJkGx2wIMoeVCCtzM9dOWLWVs30lGk5cg8fA
Y1v1Z3dtHSs1qO9O9nyHS9gHhSL6WMVKHzXb/slvQtt+ev2wfil5mPSSDVlc+92mIZ1ZxMp84Ovp
d6Pk0blh+tN1ZfSD8z1Nj16KkotPVDVVsrZ6dv5brCTrTax/Z+fa34saffDr+NYD+52sn/OPVzWd
+2aZ8QSvw1izWAmzcicrd7ByLyufs8HD9TMIsvo0UtGtSIZi+17bSOJQ90him17+0FouN4bj6h1l
dCfbPzyfNvH2zbsMesgC4ITfb6W3vL0W9FGMLzjS7DlKk7bCcFRKbghwUz98JvGxsjntR1+u9cQN
IdcIv4/ffz5SvvDlV6Pk2O9GEnz/Gtvzc1vZ8e/Z8RVWLrLS9pPRRCXIXOZIk46rEUfdrDyGcCwD
zkw6/rOUF3GO410hyXkCtvXseEj/pT6i/1x/ST+hH2dHP2N+8CbWHoL+I6C3ogRhX43s2wozH7sB
tddKfk7UO2/o2aTXM8HRgIWedbrUs+f1Uf2Mfkr/DdOx44bGZetW0GIfKYCeYb26VKQ5hmN+Ao7v
YeWTSL8uM13avz5bvwYUzzFWeG6CazWkX0G4zm6O+XZZeb2YYxqqM3MMb3fSK2rTzuaepFUcga91
E1NMg5ii0cWYcnuueXA2K1GkR7q9HhXMP5VSf2T/tPiZWZ70B/snFnvsOPqC6Z/4Xvin9S+490+6
dCz7p27EUSP4AuyfxDnq4J9WsuMf6wFDB6z8jS7pTANql/3NAgsdWgi6inXoxhznfo4rhg4Jjm5n
5TZJhxYiX+OkQ6/qoaz+7TBQlzqk+fBndu1ijPgNfzbp/ZngaJuFP4u79Gen9OlamSJ/tv2GP5v0
/kxw1Gfhz7a79mdEmT8rVOyH3ye5eb8h5MPH+wTIplmSjziXSz53ke7eMOqzB+7bbtFnj8s+7yTJ
a2EJZyvg7LTA2eqiz0+R7xAZZyvg7LTA6a7P4DIZ52rAudEC52oXfd5NLu+Tca4GnBstcK52Jc9e
IuPcAjh3WeDc4qJPZtsJGecWwLnLAucWVzgnJmScewDnkxY497jo8zPM+8g49wDOJy1w7nGl8zON
PoWN87LvxlxQ8Pc3DfE60tRWa5R85oI+xNFiVg5JvItzIQfe1xjvb8b0U/pr+glWItK7mrDDO0Ev
8wTW032gp4cs9HSfCz1dTMrPhz3MN9TFfPNduG4Mck2nOWaFBS78HPthPOLwHCsKjP8sXFdB88f/
ZgnwT4W1olgB8FfS4uO3i1cK0be8PncbtOvQPjw8/BG7FP3wczPRsd2a5sfBBwYkefF7RL8BNAaz
vySX4WYL2Yo6vb7uiVdek63Wx9ab17E7Sjh2qoRjj5Vw7ApauLGFbgdtMAWRbsvr9Q0It50+y89X
m7XuweMqWLui2dfi56fomwQi1WmBZK+j+TToYM9untmPDceoGn3C8q5C8u6Aup28+bn7YY/rVAG2
ByRsKQds4tqnYS/q7QXAVkpbaJRsodGBm0Y0b+M6VaQ3LRK2FgdsLYClRaqrwtYlYetywNYFWLqk
uipscQlb3AFbHLDEpboqbP0Stn4HbP2ApV+qq8KWkrClHLClAEtKqqvARqQ5i2+Hc/h3M1nPbBTu
KTS2Dugb+3c7bOLaDsDWgeLptAJsKQlbygEb5jGN6qqwjUnYxhywjaGcNY3qqrBV0GxsFdQem7i2
Ar7bFHVV2ES/2E7TDnaaJplvSnFdhZ3GJLnFHOQWQ3kwxlRIuamMLWslX4R90/Me8sfDSJdV+KbD
km9yi61DMbaUhC3lAVtKMbYxCduYB2xjirEJX4R9k1ts4l5V2GIStpgHbDHF2ESeK7B9wSHvlbF1
ohxRFbYqCVuVB2xVirE1StgaPWBrVIytRcLW4gFbi2JsXRK2Lg/YuhRji0vY4h6wxRVj65ew9XvA
1q8YW0rClvKALaUYW1rClvaALV14bEk/awM8zsJxmt26g107fu/fBMc3s/ErpFxyOcSGPNa7v/2B
ZXxt4FmQ6a9g7ZqQzG+Z8Lqg3buoKjiOwLdYlfCMtdDO689BLCr/ZqoM6kkWtCa1jGwIkiPncJrN
eorAN9NF3+tgHTUIe4L2+F0oLJlYvo8TetfGyleQ3r0HdSQjTVyrsfHnaZl1dr5eO9dinZ2PH9BI
ZTfpJduYt3mE1JNOtk+w/SryEGvbYKyr5t7qyFsrRxKLypo+4OMf6DfXowf664yz/FisqY2P8nXz
GeRf1ZcTXAc6wjOMet+mWvL6qLmm/s6ZKNHm/ztR/8UriWYYYQ1ru/rrKFkC/VFqrDeBOKPXZdl3
OmqsgfNiJ2OOka+d87PPnODXzWkXnHEO9fdHjbV13tZMDhpd8P6mADe51tlDaH36FbCVN4j57THv
7PiiI61k+Ggr1gOn9eleclI7STO6wK8dphl++dp18ppKft3Ja/9pk79fMG4XPziL7GD7i6EZJMX2
lfQgbWNtvAh5FYNf0SjwapnzBhauewdGqKmDj7v7jiKM8l3BNf/uYRB8wJtwnxXXWg6ud7O/as1M
qgXfS2g23yEbvnn3nO/VbHbeRjYyhv1/OeNGfk5873Tgm9s9/8Ymm2+Tgx7DB0TJ2tOmD7jafSVh
5KKsz76DFxL8Gr7tZcdfD5XPfuWpmde/r8F4F7P7Md5jqX98hO+1A+74DiG+8TdSR4DvEQe+c9n2
onGTazFXhHPPFZZxQBh9VxWBZw6j606agkkHNG0u149HyE7mCbb51A538nbSjz8q0A87OfnRD9nf
nzOeZSW58OJoQtaPiOQPcByB4wscJ+GY7PMwvzfBnF+P4q1Ki9hLruN3bw0WPgrHgHKcg+PF5TBX
RSBW023it7fgOadQ8z1eIeK3eyDWFPHbb+EZ7GKs9exh23Q18ZvoW9hkxGf8FkHxG3+eEyh+S1Kz
bhW/8d8YrNOy5/evfTgx8Tdl/t6ffdAa81n5c1LDIkz7GI/Vkchw7vk9ORIleH7veeNyIsL8g5/4
TXCG4xHe1kwGPcdv2MefA7t6m5j/x4B3NvjSkdbp9+537eMbIM0T/NYEsvkNKufXnbyc47dBz/Fb
IfgVjQKvU/zWtmq2q/k8aDOffyi+jaD+uW6UuP4B4/oSybbluTa/LS50rO4kO+fYbVB57PZUWXnf
0Wm32M7NGK9V7HZ792zPsXoQca1DnDQDvdf1yvVdPK5CedkBhnmvZNdq8253snPi+u0icL01UL45
uWKWb65rvpSfXV/lOs/ne9bdrT657pW4/guXjVbMHDx/rpdoRbHrHfnYdWCNf7vmOfifWJnK+6eZ
9y0y135y8LM0m++g8hw8f75/qBXFtuP52Pb4l/Oz7QvwDjrgwHcpcvBQiXJwL/oR0gdLnoM76YeX
HDwk+YNS5eARmxw8VOAcPAq/n1tBzXOFyME/y8o8lINPp6Ye2OXJ9WF1ObjoW9hkyGcOHkKx+Pe1
7By8XbfPwd+nkyMHz9c+cuVowpeLHE3Ys58cXHCGc0re1kyG8srB58H/ZFpAzd9L8s42Ne9ofbf9
qO8c/M/BbH4jJcjBreTlnIMPec7BC8GvaBR4nXLwkQ3u5vOIzXy+FLhuz4NrOQffFCp9Dm4lO+cc
fKgYsfrOfGL1Y5u8x+oRxPV9ML/wb9Ju9sm1nIPz93V7Jbue/Dm4eq6bg+VT2nqrfXM9FPdv1zwv
u4WaOfiDNBNbyVznyst62d9jgWy+7/6fzMOLYtvfyMe2B7b4t+31PAalZhu37TobvnUHvnk/u4xM
nJDtDKicj2+X8vHIJMzHd5+tNnivCZu8/4jxnmRtvCi08wrZznUJr/g9N8fLsWDed/fmZ+e3Au/L
HXjPZed/GF80Pl8rfE4eLGJO7iRzJ98wRR/6v8nJgzZr0MXOyUM2OXkwj5w8X2x2v5Gx+q6Tkuz/
oT4V8Ig4nR//F95Nd/jgXgAA
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0027_image012.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0029.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
=
915;ια
ω=3D2 οι τιμές που
παίρνει η
μεταβλητή είναι: 5, 3, 6, 3, 4, 3, 6, 2 &=
#13;
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0029_image013.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0029_image014.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0025.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
=
915;ια
ω=3D2 οι τιμές που
παίρνει η
μεταβλητή είναι: 5, 3, 6, 3, 4, 3, 6, 2 &=
#13;
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0025_image015.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0025_image016.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0008.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Εύρ=
959;ς
– Επικρατούσα
Τιμή
Εύρος: 6-2=3D4
Επι&=
#954;ρατούσα
Τιμή: 3
=
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0013.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
Τυπ=
953;κή
Απόκλιση
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0013_image017.wmz
Content-Transfer-Encoding: base64
Content-Type: image/x-wmz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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/slide0013_image018.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/master03_stylesheet.css
Content-Transfer-Encoding: base64
Content-Type: text/css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==
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/script.js
Content-Transfer-Encoding: quoted-printable
Content-Type: application/javascript; charset="us-ascii"
function LoadSld()
{
var sld=3DGetObj("SlideObj")
if( !g_supportsPPTHTML ) {
sld.style.visibility=3D"visible"
return
}
if( MakeNotesVis() ) return
runAnimations =3D _InitAnimations();
if( IsWin("PPTSld") )
parent.SldUpdated(GetSldId())
g_origSz=3DparseInt(SlideObj.style.fontSize)
g_origH=3Dsld.style.posHeight
g_origW=3Dsld.style.posWidth
g_scaleHyperlinks=3D(document.all.tags("AREA").length>0)
if( g_scaleHyperlinks )
InitHLinkArray()
if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) )
document.body.scroll=3D"no"
_RSW()
if( IsWin("PPTSld") && parent.IsFullScrMode() )
FullScrInit();
=09
MakeSldVis();
ChkAutoAdv()
if( runAnimations )
{
if( document.all("NSPlay") )
document.all("NSPlay").autoStart =3D false;
if( sld.filters && sld.filters.revealtrans )
setTimeout( "document.body.start()", sld.filters.revealtrans.duration * =
1000 );
else
document.body.start();
}
}
function MakeSldVis()
{
var fTrans=3Dg_showAnimation && SldHasTrans()
if( fTrans )
{
if( g_bgSound ) {
idx=3Dg_bgSound.indexOf(",");
pptSound.src=3Dg_bgSound.substr( 0, idx );
pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1)));
}
SlideObj.filters.revealtrans.Apply()
}
SlideObj.style.visibility=3D"visible"
if( fTrans )
SlideObj.filters.revealtrans.Play()
}
function MakeNotesVis()
{
if( !IsNts() ) return false
SlideObj.style.display=3D"none"
nObj =3D document.all.item("NotesObj")
parent.SetHasNts(0)
if( nObj ) {
nObj.style.display=3D""
parent.SetHasNts(1)
}
return 1
}
function ChkAutoAdv()
{
if(SldHasTrans())
SlideObj.onfilterchange=3DAutoAdv
else
AutoAdv()
}
function AutoAdv()
{
if(!IsWin("PPTSld") || !gUseSldTimings )return
var sld=3DGetCurSld()
if( (sld.mAdvDelay>0) && !parent.IsFramesMode() )
setTimeout("parent.GoToNextSld()",sld.mAdvDelay)
}
function GetObj(id)
{
if(g_supportsPPTHTML) return document.all(id);
else return document.getElementById(id);
}
function SldHasTrans() { return SlideObj.style.getAttribute("filter")!=3D""=
}
function GetSldId() { return sId=3Dlocation.href.substring(location.href.la=
stIndexOf('/')+1) }
function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx=
tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl=
e.display=3D'none'; return true } return false }
function IsWin( name ) { return window.name =3D=3D name }
function IsNts() { return IsWin("PPTNts") }
function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) }
function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"=
&& navigator.appVersion.indexOf("Windows")>0 ) }
function SupportsPPTHTML()
{
var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0
if( msie >=3D 0 )
ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) )
else
ver=3DparseInt(appVer)
return( ver >=3D 4 && msie >=3D 0 )
}
function _RSW()
{
if( !g_supportsPPTHTML || IsNts() ||
( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) )
return
var padding=3D0;
if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6
cltWidth=3Ddocument.body.clientWidth-padding
cltHeight=3Ddocument.body.clientHeight-padding
factor=3D(1.0*cltWidth)/g_origW
if( cltHeight < g_origH*factor )
factor=3D(1.0*cltHeight)/g_origH
newSize =3D g_origSz * factor
if( newSize < 1 ) newSize=3D1
s=3DSlideObj.style
s.fontSize=3DnewSize+"px"
s.posWidth=3Dg_origW*factor
s.posHeight=3Dg_origH*factor
s.posLeft=3D(cltWidth-s.posWidth+padding)/2
s.posTop=3D(cltHeight-s.posHeight+padding)/2
if( g_scaleHyperlinks )
ScaleHyperlinks( factor )
}
function _InitAnimations()
{
animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined';
isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode();
g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !(isFullSc=
reen && parent.IsSldVisited());
if( g_animUseRuntime ) {
collSeq =3D document.all.tags("seq");
if( collSeq !=3D null ) {
for(ii=3D0;ii
numSlds )
gSldJumpIdx =3D numSlds;
if ( gSldJumpIdx >=3D 0 ) {
if ( gSldJumpIdx =3D=3D 0 )
gSldJumpIdx =3D 1;
var jumpTo =3D parseInt(gSldJumpIdx);
gSldJump =3D 0; gSldJumpIdx =3D "";
win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref )
}
}
}
function _KDH()
{
if( event.keyCode =3D=3D 8 ) {
event.returnValue =3D 0;
parent.GoToPrevSld();
}
}
function DocumentOnClick()
{
if( IsNts() || parent.HideMenu() ) return;
if( ( g_allowAdvOnClick && !parent.IsFramesMode() ) ||
(event && (event.keyCode=3D=3D32) ) )
parent.GoToNextSld();
}
var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""=
, g_bgSound=3D"",
g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser =
=3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1;
var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w=
indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va=
r g_animManager =3D null;
var g_animUseRuntime =3D false;
var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime;
var g_animMainSequence =3D null;
var ENDSHOW_MESG=3D"Τέλος της π=
;ροβολής παρου&=
#963;ίασης, κάντε κ&=
#955;ικ για έξοδο.", SCRE=
EN_MODE=3D"Frames", gIsEndShow=3D0, NUM_VIS_SLDS=3D11, SCRIPT_HREF=3D"scrip=
t.js", FULLSCR_HREF=3D"fullscreen.htm";
var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO=
tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D true
window.gPPTHTML=3DSupportsPPTHTML()
var gMainDoc=3Dnew Array(new hrefList("slide0001.htm",1,-1,1),new hrefList(=
"slide0030.htm",1,-1,1),new hrefList("slide0032.htm",1,-1,1),new hrefList("=
slide0031.htm",1,-1,1),new hrefList("slide0026.htm",1,-1,1),new hrefList("s=
lide0028.htm",1,-1,1),new hrefList("slide0027.htm",1,-1,1),new hrefList("sl=
ide0029.htm",1,-1,1),new hrefList("slide0025.htm",1,-1,1),new hrefList("sli=
de0008.htm",1,-1,1),new hrefList("slide0013.htm",1,-1,1));
function FullScrInit()
{
g_allowAdvOnClick =3D GetCurSld().mAdvOnClk
document.body.style.backgroundColor=3D"black"
document.oncontextmenu=3Dparent._CM;
document.onkeydown =3D _KDH;
document.ondragstart=3DCancel
document.onselectstart=3DCancel
self.focus()
}
function Redirect( frmId )
{
var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId()
if(idx>=3D0) str=3Dstr.substr(1);
if( window.name !=3D frmId && ( sId !=3D str) ) {
obj =3D GetObj("Main-File")
window.location.href=3Dobj.href+"#"+sId
return 1
}
return 0
}
var MHTMLPrefix =3D CalculateMHTMLPrefix();
function CalculateMHTMLPrefix()
{
if ( document.location.protocol =3D=3D 'mhtml:') {
href=3Dnew String(document.location.href)
Start=3Dhref.indexOf('!')+1
End=3Dhref.lastIndexOf('/')+1
if (End < Start)
return href.substring(0, Start)
else
return href.substring(0, End)
}
return '';
}
function GetTags(base,tag)
{
if(g_supportsPPTHTML) return base.all.tags(tag);
else return base.getElementsByTagName(tag);
}
function UpdNtsPane(){ if(frames["PPTNts"]) PPTNts.location.replace( MHTMLP=
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 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('' + ENDSHOW_MESG + '
')
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 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_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/fullscreen.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/buttons.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/frame.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
PowerPoint Presentation
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/outline.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
Σημειώσεις
------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/oledata.mso
Content-Transfer-Encoding: base64
Content-Type: application/x-mso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------=_NextPart_01C70758.B41B8F50
Content-Location: file:///C:/09663A96/ask-36.files/filelist.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C70758.B41B8F50--