MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C70758.B41B8F50" This document is a Web archive file. If you are seeing this message, this means your browser or editor doesn't support Web archive files. For more information on the Web archive format, go to http://officeupdate.microsoft.com/office/webarchive.htm ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" PowerPoint Presentation

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.

Εάν θέλετε να συνεχίσετε, κάντε κλικ εδώ.

------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/master03.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
Κάν&= #964;ε κλικ για να επεξεργαστε = 43;τε τον τίτλο
Κάντε κλικ για να επεξεργαστεί = 64;ε τα στυλ κε&#= 953;μένου του υποδείγματος= 3;
Δεύτερο&= #965; επιπέδου
Τρίτου επιπέδου
Τέταρτο&= #965; επιπέδου
Πέμπτου επιπέδου
‹ημερομη_= 7;ία/ώρα›
‹υπο`= 3;έλιδο›
‹#› ------=_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 AQAJAAADChkAAAYALgAAAAAABAAAAAMBCAAFAAAACwIAAAAABQAAAAwCwwFZAgMAAAAeAAcAAAD8 AgAAAABmAAAABAAAAC0BAAAIAAAA+gIFAAAAAAD///8ABAAAAC0BAQAMAAAAQAkhAPAAAAAAAAAA wwFZAv////8IAAAA+gIAAAAAAAAAAAAABAAAAC0BAgAHAAAA/AIAAP///wAAAAQAAAAtAQMABAAA ACcB//8cAAAA+wLl/wAAAAAAALwCAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAA AAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv//zAIFAAAAFAIyANAAHAAAAPsC5f8A AAAAAAC8AgAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQA AAAtAQUABAAAAC4BGQAQAAAAMgoyANAABgAAAKLz6ufz5xMADwAPAA8ADwAPAAQAAAAuARgABAAA AC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAA AAAAALwCAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAA AC4BGAAEAAAAAgEBAAUAAAAJAv//zAIJAAAAMgoyADQBAQAAADMADgAEAAAALgEAAAQAAADwAQQA HAAAAPsC5f8AAAAAAAC8AgAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAE AAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL//8wCCQAAADIKMgBCAQEAAAA2AA4ABAAAAC4B AAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAA AAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAUAkEAyhocAAAA +wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAt AQUABAAAAC0BBQAEAAAALgEZAAkAAAAyCkEAyhoBAAAAzAAYAAQAAAAuARgABAAAAC0BBAAEAAAA LQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAA AABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAA AgEBAAUAAAAJAv///wIJAAAAMgphAC4AAQAAAE0AGAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8A AAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQA AAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCYQBGABwAAAD7AuX/AAAAAAAAkAEAAAChAEAA ElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkA CgAAADIKYQBGAAIAAADp4QcADgAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAU AgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJv bWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAA ABQCYQBiABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAA AAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkAFQAAADIKYQBiAAkAAADs5fTh4uvn9N4ADgAL AAsADgAOAA0ADgALAA4ABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAA BAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAA AAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAUAmEA 3AAcAAAA+wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAA AAQAAAAtAQUABAAAAC0BBQAEAAAALgEZABIAAAAyCmEA3AAHAAAA8OHf8e3l6ecOAA4ABwANAAwA CwAHAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAA APABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAA AAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAJhADEBHAAAAPsC5f8A AAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQA AAAtAQUABAAAAC4BGQAMAAAAMgphADEBAwAAAPTp8gALAAcACwAEAAAALgEYAAQAAAAtAQQABAAA AC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAA AAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAA AAIBAQAFAAAACQL///8CBQAAABQCYQBUARwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5l dyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADwAAADIKYQBU AQUAAAD06ezd8uULAAcADgALAAsABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAA FAIAAAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBS b21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AhUA AAAyCmEAigEJAAAAOiA1LCAzLCAzAAYABwAOAAcABwANAAcABgAOAAQAAAAuAQAABAAAAPABBAAc AAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQA AAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAJhANsBHAAAAPsC5f8AAAAAAACQ AQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAtAQUA BAAAAC4BGQAJAAAAMgphANsBAQAAAPkAEgAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEF AAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMg TmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL/ //8CDwAAADIKYQDtAQUAAAAsIDMsIOUGAAcADQAHAAYABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/ AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAE AAAALgEYAAQAAAACAQEABQAAAAkC////AgkAAAAyCoEALgABAAAAMgAOAAQAAAAuAQAABAAAAPAB BAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAA AAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAKBADwAHAAAAPsC5f8AAAAA AACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAt AQUABAAAAC4BGQAJAAAAMgqBADwAAQAAAPkAEgAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA 8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGlt ZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAA CQL///8CEAAAADIKgQBOAAYAAAAsIDMsIDMGAAcADQAHAAYADgAEAAAALgEAAAQAAADwAQQAHAAA APsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAA LQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCgQCDABwAAAD7AuX/AAAAAAAAkAEA AAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQA AAAuARkACQAAADIKgQCDAAEAAAD5ABIABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAF AAAAFAIAAAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5l dyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC//// AgoAAAAyCoEAlQACAAAALCAGAAcABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAA AEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAAC AQEABQAAAAkC////AgUAAAAUAoEAogAcAAAA+wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcg Um9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQUABAAAAC0BBQAEAAAALgEZAAkAAAAyCoEAogAB AAAA+QARAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAA BAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAA AAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAKBALoAHAAAAPsC 5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEF AAQAAAAtAQUABAAAAC4BGQAKAAAAMgqBALoAAgAAAOzlDgALAAQAAAAuARgABAAAAC0BBAAEAAAA LQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAA AABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAA AgEBAAUAAAAJAv///wIFAAAAFAKBANoAHAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3 IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAtAQUABAAAAC4BGQAJAAAAMgqBANoA AQAAAPkAEgAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEA AAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAA AAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CCgAAADIKgQDsAAIAAAA+ MA8ADgAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJv bWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CCQAA ADIKoQDKGgEAAAAxAA0ABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRp bWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAA AAkC////AgkAAAAyCsEALgABAAAALgAHAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJAB AAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAE AAAAAgEBAAUAAAAJAv///wIFAAAAFALBAF4AHAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMg TmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAtAQUABAAAAC4BGQAKAAAAMgrB AF4AAgAAAMHtEwAMAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQA AAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAA AAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFALBAIQA HAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAE AAAALQEFAAQAAAAtAQUABAAAAC4BGQAJAAAAMgrBAIQAAQAAAOcADQAEAAAALgEYAAQAAAAtAQQA BAAAAC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQ AQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgA BAAAAAIBAQAFAAAACQL///8CBQAAABQCwQCYABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVz IE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADQAAADIK wQCYAAQAAADs3fPnDgALAA8ADgAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAU AgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJv bWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAA ABQCwQDVABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAA AAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADQAAADIKwQDVAAQAAAD06ezeCwAHAA4ADgAE AAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQA HAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAE AAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCwQAJARwAAAD7AuX/AAAAAAAA kAEAAAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEF AAQAAAAuARkADQAAADIKwQAJAQQAAAD07/XyCwAOAAwACwAEAAAALgEYAAQAAAAtAQQABAAAAC0B BQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAA QAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIB AQAFAAAACQL///8CBQAAABQCwQBAARwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBS b21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADwAAADIKwQBAAQUA AADl3+3h6TMLAAcADAAOAAcABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIA AAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21h bgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgwAAAAy CsEAegEDAAAANCwgAA0ABwAHAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABA ABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEB AAUAAAAJAv///wIFAAAAFALBAJUBHAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJv bWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAtAQUABAAAAC4BGQAKAAAAMgrBAJUBAgAA AO3hDAAOAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAA BAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAA AAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFALBALYBHAAAAPsC 5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEF AAQAAAAtAQUABAAAAC4BGQAWAAAAMgrBALYBCgAAAOHw7+Tl3+7l9OUNAA4ADQANAAsABwAMAAsA CwALAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAA APABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAA AAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFALhAC4AHAAAAPsC5f8A AAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQA AAAtAQUABAAAAC4BGQAMAAAAMgrhAC4AAwAAAPz06QAOAAsABwAEAAAALgEYAAQAAAAtAQQABAAA AC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAA AAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAA AAIBAQAFAAAACQL///8CBQAAABQC4QBVABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5l dyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkACQAAADIK4QBV AAEAAAD5ABIABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAABAAAAC4B AAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAA AAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgoAAAAyCuEAZwACAAAA PTIOAA4ABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBS b21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgkA AAAyCvQAyhoBAAAAMgANAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJU aW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUA AAAJAv///wIJAAAAMgoEAS4AAQAAAC4ABwAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQ AQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgA BAAAAAIBAQAFAAAACQL///8CBQAAABQCBAFdABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVz IE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADAAAADIK BAFdAAMAAADD6eEAEAAHAA4ABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIA AAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21h bgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAU AgQBiAAcAAAA+wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAA AAAAAAQAAAAtAQUABAAAAC0BBQAEAAAALgEZAAkAAAAyCgQBiAABAAAA+QASAAQAAAAuARgABAAA AC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAA AAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAA AC4BGAAEAAAAAgEBAAUAAAAJAv///wIMAAAAMgoEAZoAAwAAAD0yIAAPAA0ABwAEAAAALgEAAAQA AADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAA AAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCBAG9ABwAAAD7AuX/ AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAE AAAALQEFAAQAAAAuARkACgAAADIKBAG9AAIAAADt4QwADgAEAAAALgEYAAQAAAAtAQQABAAAAC0B BQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAA QAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIB AQAFAAAACQL///8CBQAAABQCBAHeABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBS b21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkAEAAAADIKBAHeAAYA AADi8eXf9OUOAA0ACwAHAAsACwAEAAAALgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAU AgAAAAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJv bWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CCQAA ADIKBAEhAQEAAAA6AAYABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAACAEAAAldp bmdkaW5ncwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAA AAkC////AgkAAAAyChQByhoBAAAAcQAYAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJAB AAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAE AAAAAgEBAAUAAAAJAv///wIFAAAAFAIkAV4AHAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMg TmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAtAQUABAAAAC4BGQAKAAAAMgok AV4AAgAAANTvDwAOAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQA AAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAA AAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAIkAYIA HAAAAPsC5f8AAAAAAACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAE AAAALQEFAAQAAAAtAQUABAAAAC4BGQAPAAAAMgokAYIABQAAAOX98e/y5QsADQANAA4ACgAEAAAA LgEYAAQAAAAtAQQABAAAAC0BBQAEAAAA8AEFAAUAAAAUAgAAAAAEAAAALgEAAAQAAADwAQQAHAAA APsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAA LQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCJAHGABwAAAD7AuX/AAAAAAAAkAEA AAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQA AAAuARkADAAAADIKJAHGAAMAAAD0+e0ACwASAAsABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAA APABBQAFAAAAFAIAAAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRp bWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAA AAkC////AgUAAAAUAiQB9QAcAAAA+wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4A AAAAAAAAAAAAAAAAAAAAAAQAAAAtAQUABAAAAC0BBQAEAAAALgEZAA8AAAAyCiQB9QAFAAAA9Ons /u3lCwAHAA4AEgAMAAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQA AAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAAAgBAAAJXaW5nZGluZ3MAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIJAAAAMgo0Acoa AQAAAHEAGAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8AAAAAAACQAQAAAAAAQAASVGltZXMgTmV3 IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQL///8C BQAAABQCRAFeABwAAAD7AuX/AAAAAAAAkAEAAAChAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAA AAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkADAAAADIKRAFeAAMAAADU5+0AEAAOAAwA BAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAABAAAAC4BAAAEAAAA8AEE ABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAA BAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAUAkQBjwAcAAAA+wLl/wAAAAAA AJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQUABAAAAC0B BQAEAAAALgEZABgAAAAyCkQBjwALAAAA5fDp6vHh9O/98+EACgAOAAcADgANAA4ACgAOAA0ADwAO AAQAAAAuARgABAAAAC0BBAAEAAAALQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPAB BAAcAAAA+wLl/wAAAAAAAJABAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAA AAQAAAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAv///wIFAAAAFAJEAR8BHAAAAPsC5f8AAAAA AACQAQAAAKEAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEFAAQAAAAt AQUABAAAAC4BGQANAAAAMgpEAR8BBAAAAPTp7N4LAAcADgAOAAQAAAAuARgABAAAAC0BBAAEAAAA LQEFAAQAAADwAQUABQAAABQCAAAAAAQAAAAuAQAABAAAAPABBAAcAAAA+wLl/wAAAAAAAJABAAAA AgBAAAJXaW5nZGluZ3MAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAA AgEBAAUAAAAJAv///wIJAAAAMgpUAcoaAQAAAHEAGAAEAAAALgEAAAQAAADwAQQAHAAAAPsC5f8A AAAAAACQAQAAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAAAAAAAAAAAAAEAAAALQEEAAQA AAAuARgABAAAAAIBAQAFAAAACQL///8CBQAAABQCZAFeABwAAAD7AuX/AAAAAAAAkAEAAAChAEAA ElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBQAEAAAALQEFAAQAAAAuARkA DAAAADIKZAFeAAMAAADU5+0AEAAOAAwABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAF AAAAFAIAAAAABAAAAC4BAAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5l dyBSb21hbgAAAAAAAAAAAAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC//// AgUAAAAUAmQBjgAcAAAA+wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAA AAAAAAAAAAAAAAQAAAAtAQUABAAAAC0BBQAEAAAALgEZABAAAAAyCmQBjgAGAAAA9PXw6ereCwAN AA4ABwAOAA0ABAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAABAAAAC4B AAAEAAAA8AEEABwAAAD7AuX/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAA AAAAAAAAAAAABAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAUAmQB3QAcAAAA +wLl/wAAAAAAAJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAt AQUABAAAAC0BBQAEAAAALgEZABMAAAAyCmQB3QAIAAAA4fD86uvp8+cOAA0ADQAOAA0ABwAPAA4A BAAAAC4BGAAEAAAALQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAABAAAAC4BAAAEAAAA8AEE ABwAAAD7AvH/AAAAAAAAkAEAAAAAAEAAElRpbWVzIE5ldyBSb21hbgAAAAAAAAAAAAAAAAAAAAAA BAAAAC0BBAAEAAAALgEYAAQAAAACAQEABQAAAAkC////AgUAAAAUApQBfAEcAAAA+wLx/wAAAAAA AJABAAAAoQBAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQUABAAAAC0B BQAEAAAALgEZAC4AAAAyCpQBfAEaAAAA0OHt5evr3u3p5fIgxe7l9Nzz5enyIDIwMDMLAAgABwAG AAcABwAIAAcABAAGAAYABAAJAAcABgAGAAgACAAGAAQABgAEAAcABwAHAAcABAAAAC4BGAAEAAAA LQEEAAQAAAAtAQUABAAAAPABBQAFAAAAFAIAAAAABAAAAC4BAAAEAAAA8AEEAAMAAAAAAA== ------=_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 36
&= #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 H4sIAAAAAAACC6VUz2sTQRR+M5Ptj21KkqYRhWLTooINWska6SWQzQ/MwYZgUooejKkuGkiykkQ2 OYiCUqoIEU/izT/Bnjx46KWKB89ee/IkIrInC4lvZjYJicEiDpnMl2/ee9+8N2/y5fOH1yBGLHDA YJqjt2nCATMpgAt2xa6CkxLiIEK73a5A58kJh5uhPTs3PWCxgB/RmQkPLECXG0MGvMjsIX7HfwcA XjH0cqzcsF5s3M237hloA1PI/sJ4fnk06sKvc0RGn6eHEBPIj+i7wwHdppID+m2eo2l+Hip3q+Ql XUB0SB91ZMgXREYGb75UMerBjGEFr5qVYhWOJfatRZzBvY8WwAWQ2gTmcA2r3GkSZ0TTtLCmgYt2 iJup9DjrEGBS7Tm7NvN/alSsP4i4B0eVh1hr9TRu0iswqkH+MSOpQUc0mn2NKrk0OUaDcI1cq7Jl lsGKIWu61K2j8pjta3DGwrGsqMoNOtDaYWNq9ofWgwn16VH5DN9USA7g99QhpxhfB1XMk+Hso5j9 rtOT10mvJzc2MkQhoNBkbj0fwS7bLFX1cjlerJduJczbRrZ4x6iDTxmtvI85Z/cpCfN+rWTU+Cb4 XOv5YKrZqBXxrFNLq6l2clXP2l7P5YKe/bl4EnHAo4Odsk/b7XgBkdeT4Es7Za8U0nZbMDFcH6YR 6CuFZCFl84/ucRPMg1AcWDqCVWEgKqNyNCsr+rgpHtV2FKKMv0DO7UQ4E4IQQm0YPvnErHF74b/s jfgJLHXWxO0O3j3/d5DPA/rvvjd6XSQ7wyvuE+A9t3iDOS7nWvWGUeGcCkvwTITh8S5+nYOz8X1L +rN+FzLh/xv4i6DX9AQAAA== ------=_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 H4sIAAAAAAACC7VUz2sTQRR+M7ObpNu0SZpGKhSbFhVs0NomlVYIJE2DPdjS2hQRxBB10UB+SFPZ BAoWlFIEiXizN8FT/wYPvVTxIEgvnrz2JCKyJ4XENzO7adNEe2gdsplvv5k333tv3r4vn95vghix ALigg6OFBOGA3WYACuyKVRUfSoiFCK3X6wJdIqctrpPa+9wUXLGAH9F5hwf6oc43wxx4kdlGvMXf AwBbTrSydrlhNrPyMFV5pAN8Ji5kf+F5fukaVfDvIpGn99IOEhPIj+i7xXXTdSq5bvqtV3J9jjWL 63P0ODnq4D5SubpKXtF+RL/pWk3KvCRSDbypbF4vBed0I3ijmM8U4FRixxjAJ7j9wQC4DNIfAj04 j2ncCEOB8XA4PBYOg0JrxM002sdqBJhU22S3Oo+nRsX8g4i7sVT5ERMVW2NdLRw7IqlB8T5sDSwC GI1MKtugUVup7LgK/yeaSCOat86sclLR/C1jBXq9JQ5yInGUGxqr5IqzjQbhGouV/N1iDowYsl8V LXlUHF0NDc4YOIZUTb1D9ytgT232wzjgxwZrk88WP6IOzXlUrM11H5IDeNXXyFnG5/0Mp0izR9ED 9TqsNK+FKvsVNtfGbtfqFq+J3S2Wll4QlYBKpxdnU+P4rd/MFuK53FSmlL2XKN7X5zMP9BL41MO3 6WNWzD41UXy8nNWX+SL4lNlUMFleWc5gjK7BkWR1eiQ+b3o919Lx+Z8DZxAHPHEwk+Y5szqVRuT1 JPhUTZrD6RmzKpgYzk9mEMSH09PppMl/cY+bYByE4sCUE8wiA3GzmmK9dcnbeFoWLW89ClHG+yPn NsY5E4IQwnAzfPaRGe3Wxv6xdshOYKkzAVZNbERafBht0PKUSWixhIMdnfd9YrF2R7eHXdmyIr2i jgDe8R1vMEdDi5XSip7nnAaD8Fwcw8+L7PXAhakdQ9qzxpfBhP0fBVrBgs4GAAA= ------=_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 H4sIAAAAAAACC7VVTUwTQRR+M7Pb0qWkLdBGEyKFqIk0gnSLAZMm/aGRgxACJcaLTdVGm1BqKLo0 MZFoQ4gHazgY4k3OHvSsMb0gevDslRMJiSHG9KRJ65ud3dJCgQM46Xa+fW/e+95782b2x/cvb0Af IfeWDWwcfYgQDthXBiDBjq6V8aGEGIjQarWqo35y1pC1UnOdnW7ZQu4ORBctDuiCKl8ME+BESQnx On93AzxDklZjlR3GkwsP4vmHKYD3pAWlf9BfhwiNSvh3mQjvndRFQjrqQLRryDx0mQqZh/7sFDKv ZcmQeS3tVo5sPEYqtAWySrsQ/aVLFUHzigg2cMbTmVTOO5HSvFPZTHIOPNENrRsfb2lTA7gCIh4C 7Tj7FW5kxWdIVVW/qoJEK8TOFHqGVQgwwbbObrWejI3q8y+i743Byl0M502Ol/LciTMSHBT3w+TA JoDBwEixBAo1mZYs1+D/ZBOoZfPOmpZOK5vDKrZm6z+1PBw1Du5b9WPNoAQeWl+3x/TGAT5yKjkt 1nIqkKvWJhyEc0znM3eys6CFUDrFlNXjcmqrcXCJhqNXVuTbdK/jtuXGOLS62j6xHKYrkBXWpO4H YsxKyuvj6tB4Bn1iAD+BFXKe8Xmv+nHSGFGw7uz0SY06X36v2ycOtVuzUarUdPx6Cfo+Y312jHtt k5j32szMRyITkOno9Hh8CG+lm+m58OxsJJlL341m76Umk/dTOXDJ+/vAxYyKuORo9tF8OjXPleCS xuPe2OLCfBIr0NIzECuODoQny07H9UR48nf3OcRuRxjKsfKFcjGSQOR0RPlUjJX7EmPloi4J4fx0 DEG4LzGaiJX5L+ywE8ySUByYEcFaM9DrrUjGW5vYq+eL+uW8HIQg4zc5l60McYkPfAjVRlj4xrRm Ov8Run12OhY8w2B0zErgQAyDNbHwMgLNLVUw6Ln5UXZQ/6Xi3zNxTQCYXypzmCdIdLdT70mAT3zF W6xo73Q+t5DKcJkCPfBCd8P9Bbbb4VJkQxP2rHYCmW7/D/NFNKamBwAA ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0031_image006.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhkgG6AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAUACgCG AasAgAAAAP///wL/hI+py40BY3C0yVnzurr7LX0fJ5YdaTpoyrbuC1wYbMgzHcs4a+9H7zMBccOg 8Si6BZWRHROC1DyVL+jPGq1MiYlm9gt+IKk5rgIb7oKcIHKajG7B3ek6jJ7Bq/S/VNxc8sfAVzNI KOR3eHi2GGgH5pUkpJh41NhFyXPpsXklNTn2mKUzgvhpaoEVSdFZeFppOLPK6neCGnu12Bo5K/oQ YisZLIzLyLfLKVeMSYg8nJw615wk2OtbYz04kr1BLViWquWtq8y4lzf+nJf9jY3Oidd+La8mRSp+ cu/5y0+bv6KCx5p+7vDZA2jhHzCCBRsGzIeJoA2EY+j12cZNzLgb/3FWZYwRaOHDWw5zcLTYieKZ jQxN/joG8aXMa4baTBQZzdjNj7laepyy0yI2KkFxJjQ3s6TJogd1Bl13klnLpU8H9txH06o/b+9C ytoydeWkaY6QXsU6kqtBjGhdhhWrBWzbrHO1gVpLre0flJq6QjOrVGgrpd3ugpsr2F7ExXTr+d32 GHLJjmQNp30F+DDhwpaPhtT7BPM5n4NHqfu7tawrjW8dq04dGaRs1nU5v76Mmmhmz7Bn187aaFem zxdBi4Z3HDe40K3h5o29jrbm6cptTxc6Cs2lY9rJxY0qcTV23zl/O2d1EyuGr6jLb7behvRF9qdr uqJPV19yZkZ72/9kxwtPrkXTX3VO6bNQgQa+pKBde6iUoIADPvjVeI1diGGGGm7IYYcefghiiCKO SGKJJp6IYooqrshiiy5mJuGLMs5Io4ciNVhjjjruCJwV60lTFY9CDkkkKKUViWSSSp5z5JJOPomk hVBOSWWRUm5UVJZabslll15+CWaYYo5JZplmnonmXk1WyWabKvKkpZtyztnhBFfSiWeeGELx43t6 /gloj6rEGGihhlZ00pqHLspoo44+Cmmkkk5KaaWWXpqjSphuSml3nH5qqZqgjhqpqKSeyqipqK4a 6Cx3sgprkgHGSqueTShaa641Eqprr1a+6muwMvIJrLDGpjgorsf/LmujVMw+S6Oq0E7LorTUXnui tdhuO2JH3H5boqfgjisijuSei2666q7LbrvuvgtvvPLOS2+99t6Lb7767stvv/7+C3DAAg9McMEG H4xwwgovzDC7MRZLYcOjarqbC8lKPLEiEO+mLMZzJrbxhNR53Cl3I8OnVXMkO8rXyefZV/HKkNKD n38xtxNgxzLPKA94eMHMWFJC79xmzyoX92DKLi9NtJM4B71gWJQFHXLTw7pB1HBxOTtZdzpbjewc FW9JIJ9Q/wR20UBO9DNyoDGXNpXVBMmbZMZBHbfTumhdytlw5w3leNgJ93LWgMu9936jnTf14RxW jV5Mbbtn1nrm/zlOE+SxCDg4VNwl+zXmd2gueqx2hl46qcSmfm6frINb8+vX+iz77M3FWfvEeOd+ rOG8P6vt78Ey5USaxpspvBHEJz9tz1kyrzrq0Jc8PbWkVx+q9Nhvz3333n8PfvgtUiz+p+KWj2rw 6G+q/vqXtu9+pa5qH3+Vs9YfvZ34r8rr/qVe77+PnY5+AXzSxQqIKbkgcFLwW+CiGuhAQ0EwgoXy FgUZSLsL/g+AGuygBz8IwhCKcIQkLKEJT4jCFKpwhSxsoQtfCMMYynCGNNQQxchnMcGFzlwgLAKD +ncQHfrggCdUoEOAKDn0dGwvKBSbdIZiiWmQzokttGDMqmCyzsFtTWlN1FgU8aHFyHGxiEks3lbC uLjdQXGNEQxORdKCxnBw0RpI3B4PV3MgtqXROXFcxlScV0AfOkh5dPhb1OrSOLRwsHY41N43fDe5 lKFNaHXk3kfoN7ex4e4/+iNNBgNptOxwUj8oSyJlDInAp31hbjuJ5BbvdrT4PTKIrdyjLQfZN/nE Upa4xCMREgedVyLNl0yrXzXGmMMy1i061kkk/ibJH1LSQIjBjA/MLOen8glyKHosHg/7aJPvVIiA oisAADs= ------=_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 H4sIAAAAAAACC7VWzUsbQRR/M5NNdGPIJjFSUWoMtqWGaE20GCGQGIMemhJqpC2FhtjGNuAXxhIj hQYqIj00pYceemr/DSklFGzpoYeeevHsSYq0OYhC0pmd3ayJST0Yhwzz8t6893sfM2/214+v70Ee AXtOglZG/XyAGEH2dQA66ESMJ9CJEVIohMvlskwNoE6FZ8TqvjackwJ2G6Wu6s3QDWW2GSIgUU6B 0myCnSJShlHZ1QaRxOrTWHY5CXBAWij3iNqzcdcwdQTciFtvx38hIFM2Sv1WeIdoE3PeIdpv5zys zyk8rLcaGNXKfMRcOofe4m5KHeNcicO8QRwNpFhqIZl23E5mHHeWFhKL0BHayfTQ6Sh8ywDcAO4P AitdPSJTMtA54vV6PV4v6HAJtRERXyIlBISjbZD7xvOhYXk9QHJtFFRmYjSrYiwLi+eOiGNgWg8V g9A5NOwTCiBiFWlWPwYXE81wJZrXhpSuWdE0yth660DT4jBXMJhtr4fmDArQgU/mbdt4Xjwtpmo8 HwOEcVKAPVQAFe/I1Lz4qk+Eb2jU0kc0pDHpC76Yankq1bqHb52KBjXl1K1VMObQTUMdDMQwprML s0vzkAlQ7qROtJ0Vh6mCwTgZOpyCKDzE2n3dE6r9yJw4mc/1jWTbxl1oJDsyNZaNSc6Gsjm0RerU 71TcXQZRPCu31V3RxQewnlhCfYStWkVjqNoj/4lu1q+rlrmyWv+53VBvvRVjsSJjDd/v+nziBkZr pe5drGUvimvsurXsvUOnZex1ZO/XNay+XzMzXVhAIKCJ6UhshL4+d1OLwfn58UQ69Si09DgZTTxJ psEi1J5YC1HybBFCS89WUskVJgSLLhJzhNdWVxI0ry29g+H8xGAwWpTMk/Fg9E/PZUrbzUEohotX ivnxOKUkc4gt+XCxPz5VzMucAF1fTFEi2B+fiIeL7Bc0tyEaB8J00EwgWjkC8ukVdco/Ez8BL9fk R3jTD37CXmzG2xphHBe4KOmtJje+k0w9mec/sho9meY4o6Ccw63hUz4MVdjcig/qa3pBgWfqZ+r5 NF/4dk3d6nRr6g12DynYqFbgke+V9sXDvot4kwRQv3jUofYSficl+SYBfGI7PtKKOaez6dXkAuOJ 0AuvZDPM3odjK1wf38lwfVLpRUTW/wdj80ZP7gkAAA== ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0026_image008.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhbgEbAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAQABwBj AQ8BgAAAAP///wL/hI+pyx0Pm3RxWgXD3RzXfmXguInkZJ7qypLZ0x4vHAOzVo93bu9856sFf8Ri yIgzfFjJXtPIaC6ZiBQ0WqXFpNqrFwlOdFXP3ndRHpPR5XO67fKc57+pBY7Cy1z6Uz/692fDRiQo d8dXSAc1w2EodqQj8WGHEYfoh0epZikZCaK3GaijVbnoZPgoI6iqBGdnugfKusb21tdq9un4qhar BOTLeeq0GzIMGdyGjAysbAxECIgym1otjY1VopmL1Ox8bKUdPtVljssrjuaXfU69rb4OX86V9X5X v+p685vzPVgNXUB7+go6IPWtWy+Cru6lGzXQoK6Gk7YxnEjsUBZ+//32ieHYsRhFjxJRcQz3ESQt jSJH7gOJMiVMfEnO5Vulsp27jNnGzXIYTOKShJmAQnM5VCApTEuR7jyIb+NFniXlNYV69Sk4rD8r RptWEuJVrkGdJvOaZ2o3RkePGbW4FWDVTmOtto375N9avUXxfmSKFu/aItYuBf66VStZR4CNlrr4 Ty6ouw5vYlxsV/Eic4zzSKFMUrCzmiVoVgGNs1FBHKRRDy3t+TRB1rIag6Udl9gLxBR2u1adMnXn ScDfeuAX/OXw3vF8AvKdHNVy4jVDUr2OPbv27dy7e/8OPrz48eTLmz+PPr369ezbu38PP7588zbn 27+PX7cJdSoj5///D2B+MAwWYIEGHmjdgQouiCCBDD4IIXv+BdRfhRZeiGGGGm7IYYcefghiiCKO GN1zM0WIYordaTChii6+uN2AJDkIY4021rGJZDfuyONm9fUIZJBCDklkkUYeiWSSSi7JpILFNQnl kWO0GGWVKXJCpZVaLogljVt+aR8sXoJJJnxJlYmmixWMmWabEiboZpxhNidnnfdVx6adenL3455+ vidMnn8OSkeXhB6KnqGILjqemIw+Gt6ZkE76HXSUXopppppuymmnnn4Kaqiijkpqqaaeimqqqq7K aquuvgprrLLOSmuttt6K644hZekZr7neaCkFPJQi6K8R6uVrT8n/GgsjUctOdRmzSDq7EnE9SWtk M6xVKyxLOH2LbbOhuITZX96KWWy46jEzF13dmksutOo+OIxl5cJrkFbPzgvoK/K625tUZrXLb4N2 RWsSciayKJRmBTuZhrfO8dKwvQ9DfJzC91rb8FkXMxhZyHXlhe/HGEdlW1oeO2xygSFzG9shuOnY ssvBSnywLaEQu2/NOPq8ac9Alwnn0HWymK7RUCKtNKTbNv3o01AjWt3CGk+99L9Yy2nx1lyX3MKI Yn/odR04l51mTjKdhHaVQre95NtwJyn33FImbXfeeu/Nd9+LPum3lVPiHTiEihYe5eGIN+no4omz 7DjdNBAeOb1F/1cu5M2YK4nn5oxzQbnnAt4i+rTLhF76fIqnnrkwrGcL+es9ai577bbfjnvuuu/O e+++/w588MIPT3zxxh+PfPLKB04nnWG/jOPlog/xkvN87JonscCDvrL0KFPnT16ol/2GbGBvgY7Q rhPP2dlMpA/ztQj3zkq62sabM85dds66yISNOz+PgaVk6ErdrpjDtgHSxX8cwxczxncxwAlwWP4i mPkamC/L1G1qzbtCvbR2wYCBCyOxc1wsCIel81UIgXLpUwAr90EPRux8AKOYU7q2uRTS5ETXUtvG 3kVCksnOF26oH2rOJcANbm2GIOyLyowDxMTgsHCvWZv1nIjBH/8KzFwzg+DDqJewK1IIF/HLGPiU s7w0qnGNbGyjG98IxzjKcY50rKMd74jHPOpxj3zsox//CMhACnKQa+PTCb13xizCsGrYAePVVkC7 JvptcI3cohTllhAlAm19PClfbSRZFixo0mera+Rn3JeIg4yyZqUMDSJh80T0QWWVLStlAb1xxFB2 gpYmW90DdZZAEUIRi+bjZS89OTD8vc96xdKhMhGXFA1O8XnsKsQyQDlJEUhzmtS81woVKJra6auE z5uYEISITWiKTy1WA2MUcxM+K0bShEwMpwxrSMHvlc6ZQXRDDd+GLAPWCzetoeApNyJBMgTCi/xi Js/sBzgeQnL/nsYkpEUvitGManSjHO2oRz8K0pCKdKQkLalJT4rSlKp0pSxtqUtXNU8fcUOMb9Te dTRHyTzm1JT6Y2j/kHlToFrQja08RaBQSdTTPWeE+TxOOtVoy6P+zBbwpKMvuQHMR9JQOnzkZD+H mkpgdtWF47TmOF6pvN1s86lwcWBFfTdOboa1Kmhd3k4v0wsf9lCpfSRiCJXoVbDGkZ/kJGZLBJvU hQCkoGZ1KmLX6FA8JU2CMX2pZS+L2cxqdrOc7axnPwva0Ip2tKQtrWlPi9rUqna1Vq3rZ7XK2k/S tLR8jW0In+lRURSxpLf0IG+xmrFgpqyjZfUtSYsbhpGSFYW/JrXkKH0KWXvlVaL5Ayk6cQtJlEoz uY8N5OTAMVnYclQU4RVvRgsAADs= ------=_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 H4sIAAAAAAACC+1cfWwcRxWf2b0vu3Zq5xLjxI17cRJqh7o1JYXUjWWHuqkLPhMnLiARKUkTKzWq 89FGuZpW4lCitoIeWBXQNjaFSxuaIoRKASUlCfUfdlJFcZVCBBEQJD6C8kdTohKCVShm5vZN7t10 d293b+fOIK812p3Z3Te/fb83b97b2TMlhDxIslucEpJG9RONhJyMEhK7O76GEEoubiBko0ZIGZG2 ACs6IR3s/svyuT8FSPJlndSywwpoWgDH09PTZB4cV7IyF45ZF2QxKxFWGrLXTpu1lbN9FepOXIP7 wH2bybO6tp6VWiS7hz3fgRLKoFCEjHWs7KRG29/5TWgbptcOY6vJQ2SAbM7h2us2F9lMMytLga+n 3o6SxxrC9Icby+i/zz/Q8tilKLn4RHVLFWuLsfNfZiUZM7D+hZ3rfCeakcGv49sDsN/N5Jx/vLrl 7JfKMk/wBvR1AythVj7Kyq2s3MnKJy3wcPsMgq5uRyb6INKh2L7VMZ54vm88MaiX79jA9cZwTN1a Rnez/UNLaQtv37onQw9ZBpzw+83slrfXgT2K/gVHmjVHadLhD0el5IYAN7Gxk4k/li2eOvTTOlfc EPIvyu/j95+PlC+v/XmUvPKr8QTfv872/NyZ16Lk1+z4KisXWen4wUSiCnQuc6RJxzWIoz5W9iEc dwFnBh3vreZFnON4uyU9T8O2iR2P6j/Tx/Uf66/qR/XD7OhHzA9ex9pDID8CditKEPY1aHybYeZ9 N6L2OsnPiXrPrJ3NeDsTHD1pYmc9Du3sBX1CP6kf108zGzucsbhc2wqa7CM+2Bm2q0tFmmM45ifg +A5WbkH2dYXZ0vCmXPt6UvEcY4bnOrhWQ/YVhOus5pivlJXHxBzTWJOdY3i7nV1Ri3Y29yTN4gh8 rZOYYi7EFE0O+pTb882Di1iJIjvSre3IN/9USvuR/dPKp29wZT/YP7HYY1fFS4Z/4nvhn8a/79w/ 6dKx7J/6EEdN4AuwfxLnqI1/WsuOX9IDGRsw8ze6ZDONqF32N8tMbGg52Cq2odk5zvkcVwwbEhzd zMpNkg0tR77GzoZe04M58q0wUIc2pHnwZ1btoo/+WX824/2Z4GjQxJ/1O/Rnx/V5Wpkif7Z91p/N eH8mONpp4s+2O/ZnRJk/8yv2w++TnLzfEPrh/X0EdNMq6Uecy6ef2whJhCWZ7SCzx0RmuwOZH2Mm JMtcDzLvN5G53oHMFUwDssxtIHOPicxtDmTezq6QZT4KMr9qIvNRBzI/Dj5Y2A8v35j1M76/G9i3 pZ60dNRlSiF+ZifiaCUrz0u8i3MhG94/n3k3MKkf11/Xj7ISkd4DhG3eN3nxQfn8DnXgd74O101C zmHna7pNnhnraBj6IzY66vYZ/5twXSUtHP+ZEuCfA2sGcR/wV9Hi47eat/yQLa/T3ATtOrSPjY19 YAwJOfzcAnRstbb1YfBXAUlf/B4hN4D6YOM3yXW41US3ok6vrX/hFbhku/mx+ea2764S9p0qYd+T Jey7kvrXt7DtoAWmILJted22EeG2smf5+epy3n8b8UoVjDVi8fwUrU0TqU590r2O5r6gzXh28sxe xnCcqrEnrO9qpO8uqFvpm5+7B/a4ThVgu1fClrLBJq59Cvai3ukDtlKOhSZpLDTZcNOE5m1cp4rs pk3C1maDrQ2wtEl1Vdh6JWy9Nth6AUuvVFeFrV/C1m+DrR+w9Et1VdiGJGxDNtiGAMuQVFeFLSVh S9lgSwGWlFRXgY1IcxbfDuTx70Zind0o3OM3ti6Qjf27FTZxbRdg60LxdFoBtpSELWWDDfOYRnVV 2CYlbJM22CZRzppGdVXYKmkutkpqjU1cWwnf74m6KmxCLh6naZtxmkbfFuK6inEal/QWt9FbHOXB GJOfelMZW9ZJvgj7phdc5I8HkC2r8E0HJN/kFFuXYmwpCVvKBbaUYmyTErZJF9gmFWMTvgj7JqfY xL2qsMUlbHEX2OKKsYk8V2D7jE3eK2PrQTmiKmzVErZqF9iqFWNrkrA1ucDWpBhbm4StzQW2NsXY eiVsvS6w9SrG1i9h63eBrV8xtiEJ25ALbEOKsaUkbCkX2FKKsaUlbGkX2NL+Y0t6WRvgcRaO06zW Haza8Xv/Fji+nvVfKeWSayA25LHePZ333sXXBp4Bnf4C1oQJyf6mBa/hWb2LqobjCHyTUwXPWAft vP4sxKLyb2fKoJ5kQWtSy+qGID1yDudarKcIfAscyN4Ia55B2BO0x+9CYcnE9H2csLsOVr6A7O4d qCMdaeJajfW/RMuuifO11QaTNXHef0AjVX1kgAwyb/MwiZEetk+w/Tqyg7Vtznwjkn+rJ2+tHU80 l7Vc4f2PJoy14+FEfeYsPxZran0n+Br3fPKPmisJbgNd4fmZ+tr36sjNJ4z17843okRb+s9E7L6r iVbo4djJKNlwKkpWgTxKM+tNoM7oNV2eZTL4ejUvVjrmGPk6Nz/79FF+3eIpwRnnUH93IrMOztta yf6MCC6vArjJtyYeQt88HIGxcooY36ByYYebD7aTsUPt2A7svnkYIOvjx2jWFvi1YzTLL1/7Tv5H Jb/O9HUF+PsJ4zb2t1qyi+0vhuaTFNtX0f20kbXxIvRVDH5Fo8CrZc9nsHDbmxqnmf0j+5x98xBG +a7gmn+jMAI+4AzcZ8a1lofrR9hfjWYk1YLvVTSX75AF31w853s9m50Hyf2MYe9fuTjRnx3fu234 5uOefw+Ty7fBwemJaIbvsROGD5jqu5rI5KJM5s79FxL8Gr7tZcfdgfKJjoGaa9/CYLyj7H6M95XU Xz/A99bHnfEdQnzj75kOAt/jNnznG9vNl9nI1rNzRTj/XGEaB4TRN1AReOYwuu6YoZh0QNMauH08 THYzTzDo0Tqc6dvOPn6rwD6s9OTFPmR/v5L/SJisJRdenkjI9hGR/AGOI3B8geMkHJN9Gub3Fpjz YyjeqjKJveQ6fvfWaOKjcAwoxzk4XlwDc1UEYjXdIn57C56zghrv8fyI3+6AWFPEb7+EZ7CKsTax h+3Q1cRvQrYYkxGP8VsExW/8eY6i+C1JjbpZ/Ma/Nd+o5c7vX3x/evrPyvy9mvGRb34XvlzM72I8 e4nfBGc4HuFtrWTEdfyGffxZGFfniPF7di5s5NWD7fPuHHbs4xshzRP81gZy+Q0q59eZvuzjtxHX 8Zsf/IpGgdcufutau8jRfB60mM/fF99GUO9cN0lcf5dxfYnkjuUGi9+Y+h2r2+nOPnYbUR67nQqU P3vkawss52aM1yx2W7FuketYPYi41iFOmo/e67rl+jZu9ygv+ybDvFca12rzbme6s+P6XBG4bikv 33Fo7kLPXMf6ChvXrEPyIT7fM3E3euR6QOL6D1w3WjFz8MK5XqUVZVw/V8i4rvis93HNc/DfsTKH y6fZ9y0y115y8DdpLt9B5Tl44Xx/TyvK2N5ZyNie+lxhY/sCvIMO2PCdPwc3uPYzBw+VKAd3Yx8h faTkObidfbjJwUOSPyhVDh6xyMFDPufgUfitWzc1zvmRg3+ClSUoB59HDTuwypNjYXU5uJAtxmTI Yw4eQrH4t7XcHLxTt87B36UzIwcvdHwUMwcXnOGckre1ktGCcvAl8L95llHjt41c2JbWXe1vdx7y nIP/PpjLb6QEObiZvuxz8NGS5uACr10Ofnqjs/k8YjGfrwauOwvgWs7Bt4RKn4Ob6c4+Bx8tRqw+ WkisfmSz+1g9gri+G+YX/k3a9R65lnNw/r5urzSuZ34Orp7r0+HyvnNMvleuX9zifVzzvGwhNXLw T9FsbCVznS8vG2B/+wK5fK/4n8zDizK2v1PI2B7u9z62N/EYlBptfGzXW/Ct2/DN5ezJZOKEbGdA 5Xx8u5SPR2ZgPj7VvDDDe23Y4P1Fxju5ZSHhReE4v08e57qEV/yem+PN4EG8J7cVNs5vBN7X2PCe b5z/5nLz5aWa/zl5sIg5uZ3O7XxDhT76f5OTBy3WoIudk4cscvJgATl5odisfiNj9l0nJbn/S3sO 4BFxOj/+L8dfAYLoXAAA ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0028_image010.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6AHuAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQDn Ae0AggAAAAAAAMDAwP8AAP///wECAwECAwECAwP/OLrc/jDKSau9OOvNu/9gKI5kaX5EoK5s675w LM90bd94ru987//AoHBILBp3ihRhyWw6n9CodEqtWquqq3bL7Xaz3rB4HAWTz2huIM1uUwPJtXtO x8rreLo5z/fu+4BXd4GEb3ADSoWKYn+LjmWDj46NkoWRlZaHiZicT5Sdi5+geKKjeqaEKnFQK6yl ZC1Nr2qXTKIxebN1uqhovL2wwH2qiLUsTsd6Lra1YaW3MKTNgL/CztPWvtnSq56tst9u4XvVU9gp 0+XBkurbgufuzvFzxJvgf8nig+Twac/98wwFbNNuYBmD/jQZW2MmC7+H48A0vIOvIrqJxxyGQ3aO /xK/JR8txgI5UiPGiHI8AkQokOU6l4wUukLHjCbJkjhbTbzoLVK0izpfzGwJrqhNkkdvLgMqUSjT lBkXwhxTcKo9q64u1ZO6cydIjsyg7mOYzyFHimPD1vRmxeJam16ZqkU6NynGm5Cw+lmp11ZfVn7B dQPbFa2UuHbHQk1slC5jtnbAvm06eePRj28vpx36911nLXxh+pQJWaNjnpAfn4ZLtrFqzJLNad2s tHE+x7Bf044NWsa8qsIse/p8UHCxoaYTSz2dm2bc3IhVEnUNkXBr27thN89M/HDobRTNdR9u/Crd 5IhjQx+tObP23dx5U2dvPWl797S3rx6f+jO27/8IzTaYbZs8p15TioX13nz4cdbfWXi5NhdKDVaI mnD78SfhX/9p+BVHA1ZmmFIbQXTdU8mttZ6FGyo40lNnzYbWi6rVGIt0HjrYWYfSkIghVYB5EyJu 0QlX0WJIJePWiswtl9VStcUYpIu8MTmhkzm2iFVHuVhC3mhDsgOgfLLpmFCGbAAXX5a8jEnKYVh0 6SWV5blJj51ommnfmXsShGeeGuqi2E+BGPNhcacoAtBWo6jZZ14P+gKfn5JmGSl5vcj4zJuhtEVa J47+giOla/IJy58szYLqLvKw2qkdYVpapqyz0vpoYNYAuOqUcxoSq62XAntroFxmoyuninoahwD/ zDbr7LPQRivttNRWa+211qqA7bbcduutt1XpR4uWVP236y7fnSvLI/0wKux07wIqG4Kn0qtPrcGl 6+oksB4Xr3f/kuupeeUSbCqvuX6x76uy/fqvo30B92NM6pK5rjv6Jsqvr/4GHCywan5CA753Agyn vKCVarF4kal8KIO9bQiPux6vDDKeENtcKaRP7kojvHHOOykyPYnVm70XN9xxzS7TKnHOdSlj8tRp 8lVOuz5B+HJRY5qFqHcOxwu1VeHCpY1EW59KNcIxQvn1wFtgHZ7WBk9sB49KG5wLNBXH3Xeq+s4Y jOBS83yyOH6r4enc9+D64MgCz/xpJgv9HXPN/+qIm3hlpOop8DWbpwx3u2uPezjYS2fiueqYW454 1aWvqy5DoQvi2aKQuGm35GFLM5rrnrUez+zpGDoikMfrffU7jL/9Fdpxs4Yp6noPcxcnY0+V/cI7 60lO99XrzLbhQT8f9RsFitxv+HwEBfzlhRYv5vD3ks+uuYq39Xl2VqfVCO+pU5RJQLE9kn1ubxgr 2ekqgTfRKYxlw5geJHrXvhNh730WKyD8ckU8CGKigbZ7oAeRlTTqYdAQJwxeKrAUihSa4h+gih36 RLhA7rEPHRSsoAtbtsLfMXCHBMTfBw1YvugV0YZYy+HehBi/Fh7IiTeb4Q9rqL/8HZEe4xNSAP8F eCsN2s96+QGiF41VrITRUIUjVGAJTfhDsjRjjB9DYJOgaCtVmfGMBNkYx26ILsKJr35cnGMg60g6 YHSNhIV6hxLv5McDdo5y9oHj6ohVRVToTk6pUOQWqXGkOKqRi25hHSFD2CggITKCytqkDrPyx0eq LpQrFJYkDdm+TGqSj/p4I32aeL/Z0NFpQIzhzRaZkOINrUe99GThRgkyWU6Okx1JTwUZOEl0OVOW ziSmpWY5vGBeEJvDVOXDvJkpck6xmeHEJTCZxk1LmpMd2RSn2N7ZKHpOwp4MA6Y22YTPb0YRnYTc Z47aCZ5+itJp8UTRERbK0IY69KEQjahEJ0r/0YpKNA4WzahGN8rRjnr0oyANKQwE6iGCkvGaANWn PN9lUg6itI4JNWg92SlTXsI0nTUFVU7v+VKE4pRpreRnT2W10wqSNJctVeY2iyrHmwZ0pdC8DU+F 90+nqlSdfTzfIAOWVH9alajPnGrTpklVZn51qUdF5v1oOtRtxtSQ5uxqOdvKpre684NMPShYwflU rFrPq1zNqzVTCta0AvKcHpMrYn3a134q1pFCrSpjr4rPx0J2oIJd5mQLC9W/zrSs6yQsWju7RLf9 cpx0Hahd22jaraJWskRdLVCHFVqzbna0fo1sYjP7ydj+dLYoW2pqSypboFo2iMMNVHHZCtq9/4qW n4btznF1mlz+8FYf0SXOdAHr3LNCl7S1DWx1x3NdP2FUpOhNr3rXy972utcI532vfOdL3/ra974M za5/ytvU8Pq2scANrm7969bfAne7eB2vdJfb3HkqWLsM3i1zbftfygbxuAhebHdv+93cMtJuNhUv bAsMYLwmT6wipjCJLZzgsZJVwiOuq4E/O78GD7jCnPWwMiyb4RqrWMYl1imIPQvjH6t2xhfWsINj fOQgvzCu/FUrgYHM4rv6OMVTbnKVr0zbF2N5wzjGLT0pxOUlG5m4SO6lVE9r5iyj2cmsHXOUB3tm 5abZxg/eL1+3bNw5axbMK86xn7382jpbN//CX24zoKks6AB3WbhMfjOfJ5zoGwdazI7u8VojbWc4 U7rQbu40ZfFL6lKb+tSodq9+dzTowy5ay40OsKZR/GpJx/rArXYlpL2L2VVzKNew4/Sh71zkSmN2 z7ee7azZbGlGY9qS3FX0rjnca/ByMtosBfZekP3sJLe42LUWdbJNLOdPTzvMHa6sBTcN7nNfOt3I 5bG2wRfuYXt6qvI2d7Nh3W0f5xvPJZ23FSe91X+3e9+27vc9CUVraSNc3ApvIcOZnWdWcxveT8Z2 xX998WrrmM5lzvbGI4Zodod85HpZNiYJfnCUb0ngRrx3y4VNXpg7kOXGprl0bU5KnIP65+7/djbG ca3vYz/X4zynt8ONzuuA+zpiSd+2ziFM7JwbuuYdd3oxUs31rnv962AHwtNTHvUvlJ2I/B66ss9e u3qTt+RLn7qej671j1uX7Rt0+4KrDnSRy31HcPf7zClJd2KN3ew/o/jfOV74ux+eFol3bdwJ33TD WxvkGl881LNuebsfLPNX3znnHX/53oI+1Hcffc0fH7M1Kz702sV7Fusu59ZKXvCofzvfQ/xoKfed 6dSmPVyVjHu9U13m32548YOedqRzV7Eq1yvzE672ZEbI5L8PuOp3zvqjuV76y3+4vX1OOYNbPfWN X33pgZ99yge/87I3e9G1n37ur5/+g0d//+VJ73nRA9z96OZ8shZ/PJR7e4d87WeAsbd9sdd9LhF9 saR5KRd4LreAErglMRV2GriBHNiBqOaAgDN/APhuAkh0/6d/78d/BNh2k4eCASh8AyiCLkiCMGiC +Yd19deA9zeC4cd+NAh/9WR+CYiD+6d+/Scp3xeBN+h/RWh/R6g216d8Fag9K+g447Zwl/VnLUiE KWiE5ZZxJ8iFLwiECZaESnh+YviDKnhBtgd+UygaVZg21YeFUfh6Cjh3TaiDTxgTQYV5W8iEXeiE X+hivveHFpiH+wWC8AJ9cfhFPih0JYhYQ9ZfQwiIY7iGbGiG1xaGlqiGXhiEg4iGnQiJNf+4djKY hqRIhjYoiocYiHrYiAVYia14iZ8Yg5w4i54oiJkGi0qFi6mIiasoi3joiom4gzPYg/hHjKymiAYB gbw3fRCXbh44jdRYjdbYUcw4EM64ibDnHxR4gb74iM1Xin12iqM4jqpoirc4jLSoi7a4hOFIfZFY jutocTlYjJ6HC31YTcEGj+yYi694BvpIiDJkesjIg+gIjHwoRQVDZKz4j79Yi1BIaH54kMeYkBI5 kQwiElKFIZFnOv5oj4i4jMYoM/7zO25jJG2Yd4YIkRjpjp+HGSdBOF5TF5NYkN0oksr4a6sGS5QR JSpiQbAkf/XIeCPJkyUZHzI5I/SRIpHQZCfb6JDG5427x5K64Rzs8Ry7JHUhaZQ7CXXRJTJhhJX1 QST72IvimIztGJAaqTUlgjQ0cj2oATpFuXn3SJL5SCimhRJRcSAfaZVv+ICNOJhhhXgp6ZFtsxom IpC8eJZ2eZRgmZTxmJNeuZb42Jg4eYc6aZl4iZmOCI5UyICXuYvmOJnjd4V1iYppGY3zWJqreZHy SI6uqZbQeJoRl5rnSJsRKYjX2Ju++ZvA+QNJ4GjEWZzGiRADAAAnsJzM2ZzO+ZzQGZ3SOZ3UWZ3W 2QAJAAA7 ------=_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 R0lGODlh6AHuAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQDn Ae0AggAAAAAAAMDAwP8AAP///wECAwECAwECAwP/OLrc/jDKSau9OOvNu/9gKI5kaX5EoK5s675w LM90bd94ru987//AoHBILBp3ihRhyWw6n9CodEqtWquqq3bL7Xaz3rB4HAWTz2huIM1uUwPJtXtO x8rreLo5z/fu+4BXd4GEb3ADSoWKYn+LjmWDj46NkoWRlZaHiZicT5Sdi5+geKKjeqaEKnFQK6yl ZC1Nr2qXTKIxebN1uqhovL2wwH2qiLUsTsd6Lra1YaW3MKTNgL/CztPWvtnSq56tst9u4XvVU9gp 0+XBkurbgufuzvFzxJvgf8nig+Twac/98wwFbNNuYBmD/jQZW2MmC7+H48A0vIOvIrqJxxyGQ3aO /xK/JR8txgI5UiPGiHI8AkQokOU6l4wUukLHjCbJkjhbTbzoLVK0izpfzGwJrqhNkkdvLgMqUSjT lBkXwhxTcKo9q64u1ZO6cydIjsyg7mOYzyFHimPD1vRmxeJam16ZqkU6NynGm5Cw+lmp11ZfVn7B dQPbFa2UuHbHQk1slC5jtnbAvm06eePRj28vpx36911nLXxh+pQJWaNjnpAfn4ZLtrFqzJLNad2s tHE+x7Bf044NWsa8qsIse/p8UHCxoaYTSz2dm2bc3IhVEnUNkXBr27thN89M/HDobRTNdR9u/Crd 5IhjQx+tObP23dx5U2dvPWl797S3rx6f+jO27/8IzTaYbZs8p15TioX13nz4cdbfWXi5NhdKDVaI mnD78SfhX/9p+BVHA1ZmmFIbQXTdU8mttZ6FGyo40lNnzYbWi6rVGIt0HjrYWYfSkIghVYB5EyJu 0QlX0WJIJePWiswtl9VStcUYpIu8MTmhkzm2iFVHuVhC3mhDsgOgfLLpmFCGbAAXX5a8jEnKYVh0 6SWV5blJj51ommnfmXsShGeeGuqi2E+BGPNhcacoAtBWo6jZZ14P+gKfn5JmGSl5vcj4zJuhtEVa J47+giOla/IJy58szYLqLvKw2qkdYVpapqyz0vpoYNYAuOqUcxoSq62XAntroFxmoyuninoahwD/ zDbr7LPQRivttNRWa+211qqA7bbcduutt1XpR4uWVP236y7fnSvLI/0wKux07wIqG4Kn0qtPrcGl 6+oksB4Xr3f/kuupeeUSbCqvuX6x76uy/fqvo30B92NM6pK5rjv6Jsqvr/4GHCywan5CA753Agyn vKCVarF4kal8KIO9bQiPux6vDDKeENtcKaRP7kojvHHOOykyPYnVm70XN9xxzS7TKnHOdSlj8tRp 8lVOuz5B+HJRY5qFqHcOxwu1VeHCpY1EW59KNcIxQvn1wFtgHZ7WBk9sB49KG5wLNBXH3Xeq+s4Y jOBS83yyOH6r4enc9+D64MgCz/xpJgv9HXPN/+qIm3hlpOop8DWbpwx3u2uPezjYS2fiueqYW454 1aWvqy5DoQvi2aKQuGm35GFLM5rrnrUez+zpGDoikMfrffU7jL/9Fdpxs4Yp6noPcxcnY0+V/cI7 60lO99XrzLbhQT8f9RsFitxv+HwEBfzlhRYv5vD3ks+uuYq39Xl2VqfVCO+pU5RJQLE9kn1ubxgr 2ekqgTfRKYxlw5geJHrXvhNh730WKyD8ckU8CGKigbZ7oAeRlTTqYdAQJwxeKrAUihSa4h+gih36 RLhA7rEPHRSsoAtbtsLfMXCHBMTfBw1YvugV0YZYy+HehBi/Fh7IiTeb4Q9rqL/8HZEe4xNSAP8F eCsN2s96+QGiF41VrITRUIUjVGAJTfhDsjRjjB9DYJOgaCtVmfGMBNkYx26ILsKJr35cnGMg60g6 YHSNhIV6hxLv5McDdo5y9oHj6ohVRVToTk6pUOQWqXGkOKqRi25hHSFD2CggITKCytqkDrPyx0eq LpQrFJYkDdm+TGqSj/p4I32aeL/Z0NFpQIzhzRaZkOINrUe99GThRgkyWU6Okx1JTwUZOEl0OVOW ziSmpWY5vGBeEJvDVOXDvJkpck6xmeHEJTCZxk1LmpMd2RSn2N7ZKHpOwp4MA6Y22YTPb0YRnYTc Z47aCZ5+itJp8UTRERbK0IY69KEQjahEJ0r/0YpKNA4WzahGN8rRjnr0oyANKQwE6iGCkvGaANWn PN9lUg6itI4JNWg92SlTXsI0nTUFVU7v+VKE4pRpreRnT2W10wqSNJctVaZNefrPmwZ0pdC8DVP9 eb+hbjOmF2zkL8VkzqRS1adPVac1HYlMrnoVZd05KzV/Ws5zzk+tap1fSon6zCC69YNdLaocnapS sXISr3aVKzP5StejLlOwgEUsXcEZVoPGFa1/Vew29XpKfhrWlZKtamYHSlkbWhaqkdVpYDU7WLD2 1Z6PJav17rrYuU72smfAxWa3Osh1uvazfmWk22hL2qnalrCvBW1px2lVNmEVqE1r7XCvylbk/w7r t9Al6nGdm1rRNtW0hRVudOdZ3IFOF7nV/apysRvc3HKWpt0t6XeBGt7ELte4OBWpfOdL3/ra9774 PQJG88vf/vr3vwAOcENhS5z2snayjD2tcyF73utKt7ng7exSx/vgxi74uRRG8G05S2D/SDi024Wv hXWa2sdKtbYZFrGCs2q3CbfwxLF0MHNH3MbkTpOrNj5sir0L4d7GFa7HXK2MVZxd8+61t+KN8Xt5 TGMWJ/meZzWwi4lc3n7+jLcv9qqUQVzhFb8QyF8O5paFDFzc5hTMX/btjtXb49Gq+clkDjGTvaxY NCM5qWO+cZk5rN0+ng/FAtTqlBu855LWFf/KMD4ooltcVjmzucltNDE9r6xkRwdqvegV3pDnXOQP A5qlnsYslc184Tx/mtDkJfWCTa1oDReaWB3eUaiPvOZLt1nTHmP1WF/NH5pFONNLfjSd2TvrRte6 1zEVsLKXzexmOxu/seZQsXdtaWTfOtfT1rGrU81nI1MS19UeT7ZPFe2IjRuQ4U4rpsFN3E0Lu9Ol PreoUd1leFsSzlgetKETbO+Zuvff+f42r8V9aBwDPJmzFTi3DV1uik36nZSu9LHFvW6eShqwdk53 gSvuxItbF8nbrneVretxfHM55DMe9lRLfvBWC3XDDO/zJ1l+YJfTO+X97qVTQM5ziaN81N3/hrhs ex7wOE9c3ddOuL5PvfRey7tVkDZ5031u833DHNYy17PSqc51qw88rQUPmK6nDnZ+j3zVTz/Y0Tee 9HZjO722jjq7uevuuKt87qCGu7Xl/na83xzoMfe204Gtcf9w3O1iT/sXFG/F0z778ZCPvOQnD4SG b4nxaqv73u/e984XfkeHp7vn1274tos+8XqnuOnz7nevLxzrgic44UkP+tVHldFar3nXFS5yVeM1 4ruv+slf/vUCh134RY9fXlOPdL4z/c2BzjjtORT64es+ltL/OafPPsVEIz/4udf+u7lvVu+T3frn 97DZfV/n5X8c+n/fPvv9TfTnG138ds85//3hn3xa43/z+qdm2Vd/90d8r+d0luc3gvZ96adtBth7 QUdi5od+9hd+D4hz5BdpD+dm/Wd86xeBaDd7/6d6zod4JjiCzcd5qNd6vIeB8yeCrBds+ZeBMMh8 Hnh1CJh18ad5soeDBJeA2oN5BcODKRiALPh50vaBgUd5TNiETviEzwaEoiGEMWGDpVeCp3eCFwh4 sEeF4KOFOziDL3iE02duStiF8VaDrgeBS5iGZFh2Pgh2UqiAG/h7UeaFPHSAP6iDuvVjQgd8FhiG AEiDKzeAPfRnFDh4cWh8c3g3quWAEodneAg0XJiDsRdbMmVgkmiFtYeFfzWBidiB6FaGev8xiXnz cLsliqFIbaS4JdUHRogIfrLIiijIdp5odIaoip/UimTzirmXiwzof1sofyDIWsDYgLQ4jOM3hnSE e8ami8koiCSogpQDioGofKm4ijdYfB7WiMxThzoHiM+ojGJYjL/2htuoh3LIhy0Yg0gYMb4og+9Y iqZIReZIbGrYjsTYhiGIjuq3iN3Ijoo4erV4hdSYhQhJjoPIjCtIkAo5jZ0GhRI5kRRZkR3ljQYx dtr4j9woaxg5EBpZgNJYhITokJyYhADpkQLZgya5hi54j/k4j5d3hpZYj6Djj7JGk3sYe0OXY18E idVITiE5b8sIk4u3cwz2k7uYZc64lA//SZIMuUHOsxcbqQwLKJIuWYk7iSqz1JXu55NEqY9FyY+Y 6CApkiRShSHiCDd3JmY2WU0QWZJUWSUWpFAJ0jYhk1dXeY1iWY5k+YWYcRKE4zV10ZRwqUPWCJR9 uZBGWYUwcxKScZawtHh2aJhhOZDqyIgrGR+BOSP0IZm7NJcIhxoVCIcdKW0ENirtcZbOcTyTaTpt yX+LGZdRKZUWYhoi4ZqhSZntJ5uYyYZomHmsRJoXIpjYsZds6VuWqXYF2YkHuThQslsoERUHspaU GJRa9pZKZYvPeTduA2O/QxnzsZzbuUR3eJLwaHtE+JTpCJw16YYtOZtQ2ZgNWZ+8qD3xWCiT7dmc 1Kee8nifU6iT63iJ++mOAOoS2gkim1mg6EmPAqqZBMqR9smf6dlYFnmhGJqhGvoDSXBhHvqhIIoQ AwAAJ1CiJnqiKJqiKrqiLNqiLvqiMNoACQAAOw== ------=_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 H4sIAAAAAAACC+1dfWwUxxWf2fV92NjE5sDFMRhjILFp3Dhp0hAHy6ZxiJNiF2NHTZVUECcn2xGf CfXFNVKvImoSkiso6pewRXukNARFDSWpSAo0/sN8KIoj0qIWtaV/tKFCEURWSilqkrozt2+4d8Ps 3u7e7Z1bsWi0O7O7b377fm/evLezZyghZC1Jbu2UkDiqH6sl5HiIkOp72pcTQklDDyEbNEIKibQV sKIT0sLun5DP/bWARF/RyWx2WAxNFXA8OTlJZsJxCSsz4Jh1QeazEmSlJnntpKqtiO1LUXfiGtwH 7lslz+zaKlZmI9kd7Pl251EGhSJkrGJlIzXa/sFvQtsOeuWwehl5gvSTR1K4drvNQDZTz8pC4OuF 8yGypSZAX11dSD8909ew5UKInHumrKGUtVWz899mJVptYP2AnWv9KJSQwa/jWx/sNzM5Z75b1nDq W4WJJzgBfc1hJcDKLazczMpdrHzZBA+3Tx/o6nZkomuRDsX2g5axyK7uscg6vWjDw1xvDMflmwvp ZrZ/YiFt4O2PDSToIYuAE36/ym55eyXYo+hfcKSZcxQnLdnhKJ/cEOCmevR4ZI1//mt736h0xA0h n1B+H7//TLBo8exfh8j+341F+P5ttufnTr4VIr9nx5dYOcdKy76jkVLQucyRJh2XI466WXka4bgb ODPo+PcyXsQ5jneFpOdJ2Naw4xH9V/qY/kv9gH5IP8iOfsH84DTW7gf5QbBbUXywL0fjW4WZ912L 2islPyfqHdfsbMrbmeDoWYWdddi0s5f0o/px/Yj+LrOxgwmLS7Utn2IfzIKdYbu6kKM5hmN+Bo7v ZOULyL4uMlvasSbVvp71eI5R4ZkG12rIvnxwndkc853Comoxx9SWJ+cY3m5lV9Sknc09UVUcga+1 E1PMgJiizkafcnu6eXAuKyFkR7q5HWXNP+XTfmT/tOTFOY7sB/snFntsKn7Z8E98L/zT2M/t+ydd Opb9UzfiqA58AfZP4hy18E8r2fHLej0tMfE3umQztahd9jeLFDa0GGwV29C1Oc7+HJcLGxIc3cTK jZINLUa+xsqG3tLjKfLNMFCbNqS58Gdm7aKP8DV/NuX9meBoncKfhW36syP6RGJ8eeHP1l/zZ1Pe nwmONir82Xrb/oxMeuXPshX74fdJdt5vCP3w/j4PummU9CPOpdPPreAzhMw+uG+9QmafTZm3sCuw zH1w336FzH0ucX4I900oZH5oU+ZtzNIDkj6bQZ8dCn0225D5RYU+m0GfHQp92pO5aoOsz2bQZ4dC n822OCIXZX02gz47FPq0J1O7Sp9doM8ehT67bHF0WJP12QX67FHos8ves19ln12gzx6FPu3IbCCF mqzPLtBnj0Kf9mRebZ+9oM8BhT57bci8nWwMy/rsBX0OKPTZa0ufn1x59gdZ2Qv3HVDIFOe0NDLr mdQCxZjvBZ0OKHTa64J7rrch0Ok2hU6HbMj8Epmgsk6HQKfbFDodcujvhE6HQKfbFDodsqXTW5U6 HQKdblPodMjWGCWlATRn8rL9WmyV9fehT/VVkYaWykTJJLbaiDhawsouiXdxzm/B+4OJ96Hj+hH9 bf0QK0Hp3WfA4h27k7gLj6ntMKZ2KcbUdht2ugQw2Y3fqI347Xtw3Ti8u7GK2VYocOHn2AH9EYvn WJFl/O/BdSU0c/wn84B/Oqy9tmcBfynNPX6z+D8bsuX17huhXYf20dHRq8alkMPPVaBjs28EbgAf WCDpi98j5BagPtj4i3IdPqbQrajTK98R4C8Zos3qY/XmtO+2PPYdy2Pf43nsu4Rmr29h2z4TTD5k 2/L3L7UIt5k9y89XmbKOyGNAWAumqdfi56foGx8i1WmWdK+j+dRnMZ7tPLObMdxOvbEnrO8ypO82 qJvpm5+7F/a4Tj3Adp+ELWaBTVz7AuxFvTUL2PI5FuqksVBnwU0dmrdxnXpkN00StiYLbE2ApUmq e4WtU8LWaYGtE7B0SnWvsIUlbGELbGHAEpbqXmEblLANWmAbBCyDUt0rbDEJW8wCWwywxKS6F9iI NGfxbXca/24k68mNwj3ZxtYGsrF/N8Mmrm0DbG0ono57gC0mYYtZYMM8xlHdK2zjErZxC2zjKGeN o7pX2EpoKrYSao5NXFsC30GLulfYhFw8TuMW4zROkt9o47oX47Rd0lu7hd7aUR6MMWVTb17GlpWS L8K+6SUH+eNuZMte+Kbdkm+yi63NY2wxCVvMAbaYx9jGJWzjDrCNe4xN+CLsm+xiE/d6ha1dwtbu AFu7x9hEniuwfdUi75WxdaAc0StsZRK2MgfYyjzGVidhq3OArc5jbE0StiYH2Jo8xtYpYet0gK3T Y2xhCVvYAbawx9gGJWyDDrANeowtJmGLOcAW8xhbXMIWd4Atnn1sUTdrAzzOwnGa2bqDWTt+798A x9ex/kukXHI5xIY81ru39b67+drAj0Cnv4F1dkKSvw3E64Jm76LK4JhfPw36WwQcFUP9xxCLyr9B LIR6lAWtUS2pG4L0yDmcYbKeIvBV2JC9GtYWfbAnaI/fhcKSifJ9nLC7FlYeQnb3EdSRjjRxrcb6 X6Al19n5em2NYp2d91+gkdJu0k/WMW/zJKkmHWwfYftVZANreySxrpp+qyLvrxyL1Bc2aLz/D7YY 69Gnt1QlzvJjsabWfYyvm88i/yy/GOE20BaYlagHP51DbjpmrKm3nggRbeG/ItUPXIo0Qg+Hj4fI w++EyFKQR2livQnUGbqiy1NMBl8D58VMxxwjXzvnZ188xK+b/5rgjHOof3w0sbbO2xrJzoQILq8Y uEm3zu5H69Nvwlh5hxjf8nNhB+v3NJPRvc3YDqzWp/sZqsM0aQv82lGa5JevXUf/4yW/9vR1Efh7 nXG75P45ZBPbn/PPIjG2L6U7aQtr40XoKxf8ikaBV0ueT2Dhtnd5jCb2o8/Z+44igPJdP/oWZxh8 wEm4T8V1um9xnmL/yjUjqRZ8L6WpfPtN+ObiOd9dbHZeR3oYw+6/nLGjPyu+N1vwzcc9/8YmlW+D g3ePhhJ8jx4zfMDl7kuRRC7KZG7ceTbCr+HbVnZcWFh0x94Z11/5vgbjHWH3Y7z7Y3+/iu9Xn7fH tx/xjb+R2gN8j1nwnW5s10/c4Odcr0bfoaSZK5RxQAB9VxWEZw6g6w4biokXaFoNt48nyWbmCda5 tA57+rayjz96YB9menJjH7K/X8L/2AJZSc6+cjQi20dQ8gc4jsDxBY6TcEz2FZjfG2DOr0bxVqki 9pLr+N1brcJH4RhQjnNwvLgc5qogxGq6Sfz2PjxnMTXe42UjfrsTYk0Rv/0WnsEsxlrDHrZF9yZ+ E7LFmAy6jN+CKH7jz3MIxW9RatRV8Rv/zc5qLXV+f/yzycm/eebvvRkf6eZ34cvF/C7Gs5v4TXCG 4xHe1kiGHcdv2MefgnF1mhh/F4QLGz6wp3nmXTts+/haSPMEv7MLUvn1ec6vPX1Zx2/DjuO3bPAr GgVeq/htxwNzbc3nPpP5/DPxbQR1z3WdxPVPGNcXSOpYrjH5rX62Y3Ur3VnHbsOex26NvqKqN5+v MJ2bMV5V7Lbla3Mdx+o+xLUOcdIs9F7XKdf8W3ycl32fYd4qjWtv8257urPi+nQOuI4Ei16Prpjj muu+r2c2ri+z8jk+3zNx81xy3S9x/ReuGy2XOXjmXC/VcjKu52Uyrrsfcj+ueQ7+J1amc/k0+b5F 5tpNDv4eTeXb53kOnjnfP9VyMrbfyGRst3wjs7F9Ft5BF1jwnT4HN7jOZg7uz1MO7sQ+/Ppw3nNw K/twkoP7JX+Qrxw8aJKD+7Ocg4fg93MrqHEuGzn4HawsQDn4TGrYgVmeXB3wLgcXssWY9LvMwf0o Fv+hlpqDt+rmOfjHdGrk4JmOj1zm4IIznFPytkYyklEOvgD+xtkiavxekgt7tHFT8/nWva5z8D/7 UvkN5iEHV+nLOgcfyWsOLvBa5eAzw/bm86DJfL4MuG7NgGs5B3/Un/8cXKU76xx8JBexek0msTrp dR6rBxHX98D8wr9Ju84l13IOzt/XbZXG9dTPwb3nem2g6Jst/eWuuT7f535c87zsemrk4PfTZGwl c50uL+tn/54uSOX7tv/JPDwnY3tBJmP79OPux/YaHoNSo42P7SoTvnULvrmcgUQmTsh6BlTOx9dL +XhwKubjbRUJ3mcHDN5/xnlnbbx4OM4H5HGuS3jF77kTvLdVpPB+Ym1m43we8L7cgvd04/wPE/UT C7Xs5+S+HObkVjq38g3F+sj/TU7uM1mDznVO7jfJyX0Z5OSZYjP7jYzqu05KUv9PgumAR8Tp/Pi/ edF/wDBiAAB= ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0029_image014.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6AHuAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQDn Ae0AggAAAAAAAMDAwP8AAP///wECAwECAwECAwP/OLrc/jDKSau9OOvNu/9gKI5kaX5EoK5s675w LM90bd94ru987//AoHBILBp3ihRhyWw6n9CodEqtWquqq3bL7Xaz3rB4HAWTz2huIM1uUwPJtXtO x8rreLo5z/fu+4BXd4GEb3ADSoWKYn+LjmWDj46NkoWRlZaHiZicT5Sdi5+geKKjeqaEKnFQK6yl ZC1Nr2qXTKIxebN1uqhovL2wwH2qiLUsTsd6Lra1YaW3MKTNgL/CztPWvtnSq56tst9u4XvVU9gp 0+XBkurbgufuzvFzxJvgf8nig+Twac/98wwFbNNuYBmD/jQZW2MmC7+H48A0vIOvIrqJxxyGQ3aO /xK/JR8txgI5UiPGiHI8AkQokOU6l4wUukLHjCbJkjhbTbzoLVK0izpfzGwJrqhNkkdvLgMqUSjT lBkXwhxTcKo9q64u1ZO6cydIjsyg7mOYzyFHimPD1vRmxeJam16ZqkU6NynGm5Cw+lmp11ZfVn7B dQPbFa2UuHbHQk1slC5jtnbAvm06eePRj28vpx36911nLXxh+pQJWaNjnpAfn4ZLtrFqzJLNad2s tHE+x7Bf044NWsa8qsIse/p8UHCxoaYTSz2dm2bc3IhVEnUNkXBr27thN89M/HDobRTNdR9u/Crd 5IhjQx+tObP23dx5U2dvPWl797S3rx6f+jO27/8IzTaYbZs8p15TioX13nz4cdbfWXi5NhdKDVaI mnD78SfhX/9p+BVHA1ZmmFIbQXTdU8mttZ6FGyo40lNnzYbWi6rVGIt0HjrYWYfSkIghVYB5EyJu 0QlX0WJIJePWiswtl9VStcUYpIu8MTmhkzm2iFVHuVhC3mhDsgOgfLLpmFCGbAAXX5a8jEnKYVh0 6SWV5blJj51ommnfmXsShGeeGuqi2E+BGPNhcacoAtBWo6jZZ14P+gKfn5JmGSl5vcj4zJuhtEVa J47+giOla/IJy58szYLqLvKw2qkdYVpapqyz0vpoYNYAuOqUcxoSq62XAntroFxmoyuninoahwD/ zDbr7LPQRivttNRWa+211qqA7bbcduutt1XpR4uWVP236y7fnSvLI/0wKux07wIqG4Kn0qtPrcGl 6+oksB4Xr3f/kuupeeUSbCqvuX6x76uy/fqvo30B92NM6pK5rjv6Jsqvr/4GHCywan5CA753Agyn vKCVarF4kal8KIO9bQiPux6vDDKeENtcKaRP7kojvHHOOykyPYnVm70XN9xxzS7TKnHOdSlj8tRp 8lVOuz5B+HJRY5qFqHcOxwu1VeHCpY1EW59KNcIxQvn1wFtgHZ7WBk9sB49KG5wLNBXH3Xeq+s4Y jOBS83yyOH6r4enc9+D64MgCz/xpJgv9HXPN/+qIm3hlpOop8DWbpwx3u2uPezjYS2fiueqYW454 1aWvqy5DoQvi2aKQuGm35GFLM5rrnrUez+zpGDoikMfrffU7jL/9Fdpxs4Yp6noPcxcnY0+V/cI7 60lO99XrzLbhQT8f9RsFitxv+HwEBfzlhRYv5vD3ks+uuYq39Xl2VqfVCO+pU5RJQLE9kn1ubxgr 2ekqgTfRKYxlw5geJHrXvhNh730WKyD8ckU8CGKigbZ7oAeRlTTqYdAQJwxeKrAUihSa4h+gih36 RLhA7rEPHRSsoAtbtsLfMXCHBMTfBw1YvugV0YZYy+HehBi/Fh7IiTeb4Q9rqL/8HZEe4xNSAP8F eCsN2s96+QGiF41VrITRUIUjVGAJTfhDsjRjjB9DYJOgaCtVmfGMBNkYx26ILsKJr35cnGMg60g6 YHSNhIV6hxLv5McDdo5y9oHj6ohVRVToTk6pUOQWqXGkOKqRi25hHSFD2CggITKCytqkDrPyx0eq LpQrFJYkDdm+TGqSj/p4I32aeL/Z0NFpQIzhzRaZkOINrUe99GThRgkyWU6Okx1JTwUZOEl0OVOW ziSmpWY5vGBeEJvDVOXDvJkpck6xmeHEJTCZxk1LmpMd2RSn2N7ZKHpOwp4MA6Y22YTPb0YRnYTc Z47aCZ5+itJp8UTRERbK0IY69KEQjahEJ0r/0YpKNA4WzahGN8rRjnr0oyANKQwE6iGCkvGaANWn PN9lUg6itI4JNWg92SlTXsI0nTUFVU7v+VKE4pRpreRnT2W10wqSNJctVaZNedpCuyETnvkk6jN7 eRum+vN+Ta0qJ8+ZrJ9+8HpYvaA5TUqhgwowmEXd21EPNizrfdWp0zQrWb2pVWrE1JBjfWeKrDo/ szYxqWnlxkr5+kuuEvawcQUlWu/qzq8G0bCITWws22pDfq71k2G9amSXOtnOApaxj9UsZAdZ2M5u tWmVHehU+ypa1m5WsqQFo1NsGdDBnlanoc2sX3fru9km0quOnSluXcvZ0vK2lsAVk2+N+1q3/1LO bbdtbmpLutqzQje2xMWuDq8LW+2isrbqlCpNh7pN0AKVstsMrDVTKtXLdiepeCUvm8wLVPiWU74D pe94hffPm4JXvdJNL35Lql/+esy+o51vcusL4OiKl73pxahIJ0zhClv4whjOsBEkrOEOe/jDIA6x iBnqXuIg+IUNBqRP/3te1Aq4vytWaXhffOAUu7K8C95vjQccqALv2MDrhLBlbSvb4bYxr9ktrml7 JWN7cte7PYTrU5nr3ABrrMlidbEck4my9TZVt5DUI5aD2+Ut8xW+Lf3ZkqGJZh8n+LhWxuxW0SxG CzK5vUQuMpmPnGQlOxjOmByzTqVsZuXSuf/PVaYyclnsTiTXE63kPDSYaStoFL8Z0YUG9JShvOhK C3fSe16zqP886u96mrAITvUuNb3pUif6zhHOcx/Px2kw0prUfn41q6+M5xkrQ821li2h5ezqTBf7 lEP29a9PjN7tRvrZoM51p3tt42PTOMj+PTWQx8lj/lQ7ISX2z7e9jO0YU7vFZVZtt8cz7jPQ7LzM zm25iepmbm/72vTO8b1Z2m61CVm14d5Rv1X84GxTe8QIT7jCF87wDAecQwO/sVD/Td2HRyzisINx vhnd4ngbed445ji8Mc5WfIdc2z9OOcgVLHIG63jl+dX3EEONaV2zGdL3HHYeZV5zXCva5s7/TnOd gT3tWCt71jTP+aWfKnQ6prne1m2tdR295LnGlqxQjyWzT7zXn2PW6nLdIcm/UF0nbh2fqr662Nce 1DRl/bRnl7fXCQ72qov97YmN+8fn7sq6cxbrPF+q3qVu7b6zPexdbXlWnyztXZPbwX6H/N0Df3Oi N77wj3915DU/ecUnPdiXN3be6+x0MeId862OduiRqvOSC/vplOe76GW/zOfifPFiPje6PU546oLT 8yq3NzMNbvSxE3ye637v6WGucZOzHOUB4/3nfU9xYllcL9JfureNb0TgR5/7BWv+83XfcfDHJPkm jmnD18/+9rv//UC4/pbMDzrxx9z7wv8+//r9s/yC69/+BBZ7+0d9w2duxYduzaZuANhjAriAzEdJ 1bd98kcLlrd6QGeBqTd7F1h0yeZkjIeBGriBIOhu0JZ7B9h7cbZE2mdrjpdL7NJ/mbeCziaDfbR5 wvaCDRiCtCc1aYdVNjhNbZaDPVJXoOdzRjiC/paCO4d/8fOBR4h6xFaEGaeEbieEj9eDKCiCT3h8 UFiFTKh6WxiGMchI/3N4VOgPMCiGtUeDY8h6SiVxSKgNVriGWDh9atiGeNhdv/WFLIgaYNiCUQiI JNhz02V9slaDrReIUriGZxh+jehuabhs9ORxdfiHiqiHdjWHExd8znd/0Jd/oNiJAciHDv/of6Z4 cuQ3ci93iuN3guW3iqLIgKRYgKG4iQbYgQiYfYRoYvR3Rbi4e71IdgPIIeoHf8Z4jMiYjAs3gdoT jKZDi6joiqq4bwpIfL/4itRIgLcIcIdoi7VYjdtYcd0Ijt+ojRv3iciXjRBojdx4dGSYhTe3i4go iK+TeOgYZVynV06YgZWXQpW4h/d4W4kIh014a1qIdH6IidBkgteoXI7Ej5L3iEmYbhP5XAzZjpMo U9kHWP3ETRyZgEsYkEA4kFzIhgS5g+dndouliaxHklO4d12Yhye5Xp/Fkn7SSCgJkQpJjynpWSs5 i5v2j5aog5JiJGYYXTUJlFdIdSbJiJL/2HYv+XpEiGwYKVpCuYgySZSX2JJTWYgSOI6A5JLgI5FR yZODKI8hmYqGJpZjOXVdqZO9VYEzuZNUKY7uiFTwuET76JT96JFMSWlqCYv8NowRE4nmmI7Q2IoN 6XLquH2/J5KJSZjY54xUVJXAKJjkGI2LiZml+F6U6Tyb2ZismJmKaZnYyIneqJkYqYys2Zqu+Zod xYyi8ZloNJqjCJkPmJvsRpsSJI2MiZqk6YmBKZqx6JgRuJuy6RK6OJS8+JjDCZyd2ZzH6ZmXhQtQ +YZneWQlGJm3+Zx+s1whc0L5KJdw6ZnO6Zt74YvCeJC+Y5B0uZvnGZrr+Z5tiXg5OX/x/2maFTlH IlFVGEKePIRqt8edsoibQBMSv+M2RgmgRNRD7qmV4pafdnkusEQZJHIlV1FW9beWkkag3maYOoIZ JyEZewVL80lVbNmTuql8NhkpIjoj9FGiq3aiXxYhWHlxEmqId7kmC9J1KZIeTwNZHxmd/NeipdKj dvajyQOS2EmHA7qi6WekXYQ0F3ISYYSTz3hmQ+qh7AaiPoISlgGmQXEgDCpD+NihUFqkStkzt1FX CYok+JGiZ5eiKmqbBeqd5cil5jmdvJicgMOZ6xiOOsqbWZqnxsmOE5qLhAo0qVmaiXqZxCmdiDqo igqohyqoX7mjewqdgXqOeIqY/6enUS76X7BZqqZ6qqj6A0mAgKzaqq6KEAMAACcwq7Raq7Z6q7ia q7q6q7zaq77aAAkAADs= ------=_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 H4sIAAAAAAACC+1dfWwUxxWf2fV92NiJzYFrYjDHV7EpbgwlKXGwziQOcVrsYkxVqrTiI1g2CDsQ iC+uo/QqUIIIV9yIfggQwaQoBFUVpUWkMiT+w5QoqiNSTJK2oaraEqwUUou6FFUk7szuG9/ceHZv 7mPv3IpFk92Z3X3z2/m99+a9nT0HI4Q2o8hWhxHq5uq/KUXovA8h/yN1yxDCaP4GhJ7WEMpGwpZF io5QNbl/SDz3lywUek1HReQwF5qmwPHIyAiaBMd5pEyEY9IFmkGKl5SZkWtHZG05ZJ/Pdceu4fvg +5bJs7q2hJQiTnY9eb4jGZSBoTAZK0nZgs22f9KbuK0Ljx76l6Kn0Ea0LorrRLeJnM6UkzIb+Npz zYeenenBP1uTjW9fbql49roPDb5QUJFP2vzk/HdJCflNrH8j52o+8Rky6HV0a4H9diLn8vMFFQPf yTae4C3oayopHlIWkHIvKQ+S8pAFHqqfLhir+zgV3cyNIdt+WN0XPLSqL9iq5zz5LTpuBMete7Px drJ/ajauoO0b2g160BzghN4v01vaXgz6yPpnHGnWHHWj6tRwlEluEHDj7z0fXOCdUXjsV8VxcYPQ Z4jeR++/7M2Z9+FbPnTiYl+Q7t8ke3puHzl+jxzfJGWQlOrj54L5MOYiR5pwXMhxtIqUnRyOh4Ez k47/LKWFnaN4lwvjPALbWnJ8UD+l9+m/0E/qPfppcvRz4gcnkHY3yPeC3rLign0hZ98yzLTvUq69 WPBzrF5/R8/GvZ4xjnZJ9KxeUc9e0c/p5/Wz+m+Jjp02NC5at1ySvTcFesbr1fU0zTEU8wtw/AAp X+T0a5joUtfaaP3a5fAcI8MzAa7VOP1ywXVWc8z3snP8bI4pLYzMMbTdTq+wRTuZe0KyOIK/ViWm mAgxRZlCn2J7rHlwGik+To90az1KmX/KpP6I/mnxS1Pj0h/eP5HYY+uFU6Z/onvmn3adUvdPunAs +qdVHEdl4At4/8TOYRv/tIIcv6pjQwdk/kYXdKaUaxf9zRyJDs0DXeV16M4cpz7HpUOHGEfzSZkr 6NA8ztfY6dCv9aEo+VYYsKIOaQn4M6t21kfTHX827v0Z46hV4s+aFP3ZWX2GYV9O+LO2O/5s3Psz xtEWiT9rU/Zn2DF/lqrYj3+fpPJ+g40P7e8LMDaVwviwc7HGZyEKaR5OZgvc1yaR2aIocwH4ISbz ONx3QiLzuDJOV5TMj+G+IYnMjxVlLiJX8DLnYfO+CjxWJjsXW2b0s1MeAsBRvYSjgILMLxGrFTkK AEf1Eo7UZK7bJnIUAI7qJRwFlHi/MV3kKAAc1Us4UpOZNYajAHBUL+FI7dnHctQIHK2XcNSoxHs0 zha4r00is0VR5gLiJUSOGoGj9RKOVGRWoAmayFEjcLRewpGaTDSGo0bgaL2EIzWZISxy1AwctUs4 alaQeR+JkESOmoGjdglHzUocVYzKXE3KMbjvpEQmO6fFkFluaD0a4++agad2CU9qWFubRJ6agad2 CU/NCfh6ykUn8LRbwlOngsz7BZktcF+bRGaLosyFaGGOyFMn8LRbwlOnEk8LpTx1Ak+7JTx1KvmS NbUiT53A024JTyoyF6Nyw+5ZXEPL3jvxb8rfWU/dVIIqqouNkkz8u4XjaDEphwTe2Tm3De+rjXfW /fpZ/U29hxSv8H7aY7MOEk9szNvpXrDTQxI73aukp1lR/nQuNu9bhMfKZOe0mD7q/tFnVY3dsULs /n24rh/e29nF68sl2Phn6YL+kM2zLE8x/nfgujycPP4LGcB/F6y716UAfz5OP36r3C8VssVvHeZC uw7tvb29Y+ydyaHnpnDHVt+HfB58a5YwXvQeJjeL64PYX4iO4QbJ2LI6Hv2GhP+KJRSQH8u3ePuu zWDf4Qz23Z/BvvNw6vpmuu2ywOTidFv89qmUw22lz+LzFUetIZvxaj7YGrJ4fsx934WEOk7R2Ovc PO2ysWeVZ07EhuuwM/rEj3cBN961ULcab3ruUdjzdewAtscEbGEbbOzaPbBn9ZoUYMukLZQJtlBm w00ZN2/zdeyQ3lQJ2KpssFUBliqh7hS2BgFbgw22BsDSINSdwtYkYGuywdYEWJqEulPYOgRsHTbY OgBLh1B3CltYwBa2wRYGLGGh7gQ2JMxZdDsSw7+bLwEiG4Z7Uo2tFmTz/t0KG7u2FrDVcvF0twPY wgK2sA02nsduru4Utn4BW78Ntn4uZ+3m6k5hy8PR2PKwNTZ2bR58A8/qTmFjcnk77bax024U+T6f rzthp3XCuNXZjFsdlwfzmFI5bk7GlsWCL+J90ytx5I9HOF12wjcdEXyTKrZah7GFBWzhOLCFHcbW L2DrjwNbv8PYmC/ifZMqNnavU9jqBGx1cWCrcxgby3MZtq/Z5L0itnouR3QKW4GArSAObAUOYysT sJXFga3MYWxVAraqOLBVOYytQcDWEAe2BoexNQnYmuLA1uQwtg4BW0cc2DocxhYWsIXjwBZ2GFu3 gK07DmzdqccWSmRtgMZZfJxmte5g1c6/96+A47tJ/3lCLrkMYkMa6z1a89jDdG3gxzCmb8A3AQhF fhfKrzdavYsqgGN6/QTobw5wlAv1n0AsKv7+NBvqIRK0hrTI2CBuHCmHEy3WUxi+KQqy18D6rAv2 iNvz70JhyUT6Po7pXTUpj3N69wnUuTHS2LUa6X+WFlm/p+vAMyXr97T/LA3lr0IbUSvxNtuQH9WT fZDsV6InSds6Y7029laC3l3RFyzPrrhG+//zc+Y698BzJcZZeszW1Iou0fX4yehfhcNBqgO1nslG fUVPMRoa8BmYvO/7kDb730H/128GK5lFvOdD/t/70BKQh7Gx3gTD6RsdSzpOdG2dFqsxphjpmjw9 +1IPvW5GIeOMcqjfOGes2dO2SrTfEEHl5QI3sdbv3dy69+tgK28j83ccVNjp8qMB1HsswOuB3Rr1 RlLO4Igu0Gt7cYRfunYd+sxJftXG6/VL5rcWvyTc+v9RhLaS/aB7MgqTfT7ej0tJGy1svNLBL2tk eLXIeQML1b0zF7G5f1Ht+wwPl++6ue8RDoAPuAD3ybiO9T3CM+RfoWYm1YzvJTiab7cF31Q85buR zM6taD1hOPEvclTGj/GNyTBSvukgYfIfyvd2wvdQXQny9qIovr350wwSb5FzlG867ocvMn4no+Vv DxNeh4NeojeUh/lPDwdp2Uf6Gl50JXiblHzQEVqOvXzP6Hc7PN7V5HqKd4j4kud7rgYPF30UpGNM 7286ec7E0Ws+j4o9l3LcM9s+Cnz32fAdy7bLh0yu2VzhiT1XSOMAD/e9lhc48nDXnTEHpjtL02ZS /diGthNP0JqgdqiNt50/+IOFP6C80HmBftsVrR+mjXYN0Lbh4M5L5hxxa9VNg1cq02qcZPqxFvAy fT4R/ijKH4j+/rbxLCvQldfOBUX98Ar+gI8j+PiCj5P4mOyr4NcqYM73c/FWviT2Euv8u7dSiY/i Y0AxzuHjxWUwV3khVtMt4rd34TlzsfkeLxXx2wMQa7L47XfwDFYx1lrysNW6M/Ebk81s0ptg/Obl 4jf6PD1c/BbCZl0Wv9Hfa63Rouf3TZ+OjPzVMX/vjH1Yze+GPWPT3/PzO7PnROI3xhkfj9C2SnQg 7viN9/EDYFcfIPNvwlBhB04eDUx6sEvZx5dCmsf4LcqK5tflOL9q42Ufvx1Qjt9Sye+oPgJeu/ht zzemKcVvLov5/FP2bQROnOsygeuXCdfXUbQtz7T4Ow2pjtXtxs6O6+02XPNzc4Rrfm72IdncvGX/ lSDThx3k+A1PztWirmLLuZnHK/oeun/mm9PijtVdHNc6xEmTufe68XK9UMjL9hHMOwS7djbvVhs7 O64/SAPX1705S2t/kDjXGx5Pzq5vkfI5Ot8TcdMT5FrMwf9Ex0VLZw6ePNdLtLTY9WAydr3i24nb Nc3B/0jKXVQ+jrxvEblOJAd/B0fz7XI8B0+e78NaWmz7oWRse8ma5Gz7CryDzrLhOxM5uDsDOXi8 +uHWU68f8ebgdvoRTw7uFvxBpnJwr0UO7k5xDu6D3+Utx+a5VOTgXyZlFpeDT8KmHljlyX6Pczk4 k81s0p1gDu7mYvEfadE5eI1unYPfwOMjB0/WPtKZgzPO+JyStlWig0nl4LPg79vNwebvMKmwJyq3 Bq7VHEs4B//QFc2vNwM5uGy87HPwgxnNwRleuxw8v1ltPvdazOdLgeuaJLgWc/An3JnPwWVjZ5+D H0xHrP73ZGL12y3xx+pejutHYH6h36TdnSDXYg5O39ftEOx6/OfgznN91ZMzoeXVxLke3JS4XdO8 7B5s5uBfwZHYSuQ6Vl62kfzbmRXN96L/yTw8LbZ9LRnbHticuG2vpTEoNtuobZdY8K3b8E3ltBuZ OEJtBKiYj7cJ+bh3HObjgyunGLwXeUzef0p4HyJttDho57minesCXvZ7boqXYuF572tLzs6nA+/L bHiPZefvD5UPzdZSn5O70piT2425nW/I1Q/+3+TkLos16HTn5G6LnNyVRE6eLDar38jIvuvEKPr/ R3EX4GFxOj3+LxRZQ2IsZAAA ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0025_image016.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh6AHuAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQDn Ae0AggAAAAAAAMDAwP8AAP///wECAwECAwECAwP/OLrc/jDKSau9OOvNu/9gKI5kaX5EoK5s675w LM90bd94ru987//AoHBILBp3ihRhyWw6n9CodEqtWquqq3bL7Xaz3rB4HAWTz2huIM1uUwPJtXtO x8rreLo5z/fu+4BXd4GEb3ADSoWKYn+LjmWDj46NkoWRlZaHiZicT5Sdi5+geKKjeqaEKnFQK6yl ZC1Nr2qXTKIxebN1uqhovL2wwH2qiLUsTsd6Lra1YaW3MKTNgL/CztPWvtnSq56tst9u4XvVU9gp 0+XBkurbgufuzvFzxJvgf8nig+Twac/98wwFbNNuYBmD/jQZW2MmC7+H48A0vIOvIrqJxxyGQ3aO /xK/JR8txgI5UiPGiHI8AkQokOU6l4wUukLHjCbJkjhbTbzoLVK0izpfzGwJrqhNkkdvLgMqUSjT lBkXwhxTcKo9q64u1ZO6cydIjsyg7mOYzyFHimPD1vRmxeJam16ZqkU6NynGm5Cw+lmp11ZfVn7B dQPbFa2UuHbHQk1slC5jtnbAvm06eePRj28vpx36911nLXxh+pQJWaNjnpAfn4ZLtrFqzJLNad2s tHE+x7Bf044NWsa8qsIse/p8UHCxoaYTSz2dm2bc3IhVEnUNkXBr27thN89M/HDobRTNdR9u/Crd 5IhjQx+tObP23dx5U2dvPWl797S3rx6f+jO27/8IzTaYbZs8p15TioX13nz4cdbfWXi5NhdKDVaI mnD78SfhX/9p+BVHA1ZmmFIbQXTdU8mttZ6FGyo40lNnzYbWi6rVGIt0HjrYWYfSkIghVYB5EyJu 0QlX0WJIJePWiswtl9VStcUYpIu8MTmhkzm2iFVHuVhC3mhDsgOgfLLpmFCGbAAXX5a8jEnKYVh0 6SWV5blJj51ommnfmXsShGeeGuqi2E+BGPNhcacoAtBWo6jZZ14P+gKfn5JmGSl5vcj4zJuhtEVa J47+giOla/IJy58szYLqLvKw2qkdYVpapqyz0vpoYNYAuOqUcxoSq62XAntroFxmoyuninoahwD/ zDbr7LPQRivttNRWa+211qqA7bbcduutt1XpR4uWVP236y7fnSvLI/0wKux07wIqG4Kn0qtPrcGl 6+oksB4Xr3f/kuupeeUSbCqvuX6x76uy/fqvo30B92NM6pK5rjv6Jsqvr/4GHCywan5CA753Agyn vKCVarF4kal8KIO9bQiPux6vDDKeENtcKaRP7kojvHHOOykyPYnVm70XN9xxzS7TKnHOdSlj8tRp 8lVOuz5B+HJRY5qFqHcOxwu1VeHCpY1EW59KNcIxQvn1wFtgHZ7WBk9sB49KG5wLNBXH3Xeq+s4Y jOBS83yyOH6r4enc9+D64MgCz/xpJgv9HXPN/+qIm3hlpOop8DWbpwx3u2uPezjYS2fiueqYW454 1aWvqy5DoQvi2aKQuGm35GFLM5rrnrUez+zpGDoikMfrffU7jL/9Fdpxs4Yp6noPcxcnY0+V/cI7 60lO99XrzLbhQT8f9RsFitxv+HwEBfzlhRYv5vD3ks+uuYq39Xl2VqfVCO+pU5RJQLE9kn1ubxgr 2ekqgTfRKYxlw5geJHrXvhNh730WKyD8ckU8CGKigbZ7oAeRlTTqYdAQJwxeKrAUihSa4h+gih36 RLhA7rEPHRSsoAtbtsLfMXCHBMTfBw1YvugV0YZYy+HehBi/Fh7IiTeb4Q9rqL/8HZEe4xNSAP8F eCsN2s96+QGiF41VrITRUIUjVGAJTfhDsjRjjB9DYJOgaCtVmfGMBNkYx26ILsKJr35cnGMg60g6 YHSNhIV6hxLv5McDdo5y9oHj6ohVRVToTk6pUOQWqXGkOKqRi25hHSFD2CggITKCytqkDrPyx0eq LpQrFJYkDdm+TGqSj/p4I32aeL/Z0NFpQIzhzRaZkOINrUe99GThRgkyWU6Okx1JTwUZOEl0OVOW ziSmpWY5vGBeEJvDVOXDvJkpck6xmeHEJTCZxk1LmpMd2RSn2N7ZKHpOwp4MA6Y22YTPb0YRnYTc Z47aCZ5+itJp8UTRERbK0IY69KEQjahEJ0r/0YpKNA4WzahGN8rRjnr0oyANKQwE6iGCkvGaANWn PN9lUg6itI4JNWg92SlTXsI0nTUFVU7v+VKE4pRpreRnT2W10wqSNJctVaZNedpCuyETnvlkVwuP WrWf/fKc92vqbZZ61URidYVUlVQju3pPc5qUQgcVYDDN2lKazc+RT+1lUpv2yWEtU61rFVNbnxnE r/J0riiz3iBfmde/ipGvOvXrW7P6wR0mNUW9AuVhw1pXsjKVsYuNZSAfy9S9UtaVl22sYtPKVcEG FouD9OxKSRva0Wq2ta/lJFxfF1vVqnOaic0tZgfLWx06xZY9/C0nP3sGwCpVtpmNrWX7KFxq/+DV bdYjbsFmqlvYmja5vXWua/cm3Ws0N7vWVS4YoXvd8NZyu9xYrW+tylrzIje47JXjboE73+Gql5ke My522RRToM62pEWVr08Det91Cu+fNyXwbbcZ4PYCGJwKbnB9WSrhuxK1v/497UArXFn+/jTDdiUq hwE5YJUuWKgHxm+JRYxRkbr4xTCOsYxnTGMjtLjGOM6xjnfM4x4ztLsRGzFuVXzhD2dYv9Ql8jYx fGQhC1jEEDaxk0tL4aEu2cj+RXJfEbxiBgPZu/ZE8lbB+14ylzeylFsrYrUq5neSV7xwLrOZMZlm 29IzIqLVK12tWdYJQ1Oqat2zn75sOg3zef+3c92rU+Mav0XbsLxnXTN65Zzn5fYo0YcN8aPnfCdC 76XNOgWsqL05akCXdbIFXm+l24jp/VI6zqg8tWMlrWdXJ9PSQ+Y0o+l76/h5erp+tvWTHZxrXWts 0vr4dUyQbWwSN9vZxKazsDudagsb99q7jPawqcztWCuXoG7ttaN3DckIPRva3T4zr/9sbvuemJFj Pje8x93hdG/b3qeEZry5W23m3vnf9K73qwdO8POyear93jBNrezhCINY0yhWcsOl/HAtVxfKKWVx wh+cYgMnmOIgtrg/JT5QJmd5yof2eJf5qWyXiHzVGP+4xt/N8fyivLg3f4mUfczznvv850D/p3HL AbdwLhfZ4SHPOboVnnEvb5ySHY/5yjc89AApHbQRnzqAq26QlzObOF73KtKbXHSSl9TkBBw5zOUt 1seqOeBpkiuqaZ7yYLMdds/dK5vbKutIc31xaq+13Q+t99SK8bJ+fzpSA3/wadc10rw961XBTWvC Ml6yX8e7oDXPVclH3oXhnh+oL373Zf8XfHL2fFop/3eTjf7ysK475Ffv2MmDvvLvff3ate3s2X+7 9p/PROv7o/vMW/jMvu888GkvfMXjnFDu5T25n5z81C//982ne9vfHHvp1x35sw4+mq2ffZkW3/H3 lm/hRcl3OiZe+wLvvvzT77t909/f7c/7/6yHDzRcz3/6quZ/ygB3/iB3CAd/3RF2gzceCuhtM3d1 31dlRndlY3dyZadyRwdyZBd1DBZlD1hxEHgwUpeBH5h0FziCFKiBFsiBWUeCToeAYBeCqNeBTcdy xRB0OJiDOriDPAgE/IcxMohzDFdyWAZUDSiAMeiBLxiEWDeENad1xPKDBXWCNChzSwiCVNiCKViC G2hzThgoaCd3+mVx2AZ7AKhuYhd96CKF92B/+PaGZwiHnFd6OoeEyeZ8M2h8vqOHjESH5UJqgld+ pMeHSMVWelV9+gaIjSdAbGhoBSdbZZhViChYiWZY99SIzkGA8ed9x2eHIsiJeYR+1AaDf/8YX/+H hqcYh5t4f/mWilWDibDkiaw4i8WGio/YinI4aHi4irRoi7e4fcc1h6AYd6J4h6TYhLnYi504b8H4 ia5IjAuoDLCYbbKoisoYgdeIjAanhtK4i394Pn4ojMPIi9pYi2lYjZKCiSiye9xojeaYjeKoXdE4 ivhkis+Ijcm4jO6oj9uIjjinjuWUhUxnhTZ4jBzChMCGgVt4hSbIggMJhfwReg45gVo4cVy4gl5I kURYgUaIkKZndmBYhAKpkU/oggXpkXn4hRGJkld0kj34kjAZkzIJdADpTiMJdQRJdd64Iyz5BT1J RBupgh15kyuphCeJhROJkxDJgLinkij/WJFBeZFDmZRFWYM6aZClaIbwVYwDSHlDFFVbyYg7WYpj 6Gbc54vr1U6RmCx7t39jCTrt5o/FBI6/OIB0yY+rBJZgdJdr+JY+eUz56EpuN1/chGmcJX6+5peF tmVJNo74uHTTdJjMB1aKmThuGJjwKISM+Y6RWVjlhhqJiZV/aY91iZmaqZWQiUySWWfvB3B8WZpo mZmpSY6at5rw1ZqBt5bsaJp+YyThV1ue2UOvSY+5aYioGZvAeHopiX+XiVqTGZr/FlSPyZvOeI+n mYik6ZzYR5mi6ZPDyZnUWZ2wWY7giYtxpYkxoY7fFY5k2Zx4WX/ZKZ7jWYBtKZbd+WnR/3mI8Umb heieyzmf2iBrB/iTHxkwRyib2hOGVPmUD2mSV0mgcJmRIBmRCiqhBgqh1cSAFXqhRMmURvmgSGmh DHp2IrmgVaiQFsmQXcihJBmSETaTMBqjMjqjHVWTL4ShcDOhGlqiIjpPTpmAGzpOHZqAOEo0PMqi PQqVJMqRQ6qkSumgW1eZ2lOk/degC3mU9UJeTxOez1dqLUqh7eWf5RJWuKCc0qk2rIae1zmiLkpl Z5kQZDoz/xmPjfad70mkH9pHqaGmqYSAs/Snxrl55ImnVsmMjSOoPvlZo5KJ1mEZGLKfQKl87egf VOo4CBSL0eWN/+M/v+M2vgmpXySccf/JpVaXp7LnRu8jkQX6GCdBOF5TF3xalqA6qElYqKf6pum4 k7BEGVGiIhaEqbXTd6RWqY4YMZ83VsboM77kqwoiGZAFrBvUVHbKnwdpqtZGjcnqjAsCWYxKJGfa jI+nZj8KdohZrH5DWSITRt1aE8+BrcFartZJNsR6n+QDrXDqfHzTbt+AEu+BrO96UHy6qicKpd93 PX0Jf2UKI4e6jqG0nv/KmsM6rv7RWw77ivgKffHWqUiCHwELcUvkpToKpGHaseszrzyEpCgalSqK kSjLpmDKpCbqpFWZk1FKr6JhsuAaZNbKlDbamEL6pTsKs0kqsTy5s0Tas5v5syFLrkc0qrQtO7BX +qA0OrVUW7VW+wNJ8HBau7VcixADAAAnELZiO7ZkW7Zme7Zom7Zqu7Zs2wAJAAA7 ------=_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 H4sIAAAAAAACC61XX0xbVRj/zvl6OygwCowpjtlSihlrKLSphGzBUP7ExQiiMJe4hw6lDoTCQlmB mLlOEpjTBP9EsojM6RJfFzXzCbUP4t+gm4nDFxONy7YnR0x92HTgd+6595Z2ZbLC7T3n/s453/l+ 5/edc+49XVz46h1QrwZXVIFsgS4dYQLgghkgC/qYqFMoccY0xPjKyoqK3KxEq8vhul0ujyoNriJC D5nzoRRWhDG0gZVqYoTPi7ILoJqMczSrXGjtGu7pHDsSBLhIrAC3yF+RHBo3UVbFpPdtvJRdVwQq IjRtFihbcHPZGuPNSimhf/gLt/9Qu78uhs2Ag7VjLPTsYD+MNFDFWcXyw/am+REbJXvs6xGAGpA8 qnrwWkDtBrALdOYYr81ej+/HzJaZ9L65+ly6g6MSEur2bNXVXd+q807nrVPTj2tpkrz8Lto+Klin tncz15ZVomv7tETn7b5/ndouZq5tonSd2mYz1RbFfpTaovjJTn0FQ9IKZprtaQxxafsMvqmhGuWG XgdPo44u7dxC6F/piXLpB7UdoqhjEJesN8ED9HRiDvTwt3GWP4I3+JemNnyS/IjUDQHshpvEdZXS JI9gmM/g6igmdlkUQ3Zdz7Wy5PHfxAGbbPsW37Lp41/S0DF2wK4jxZE6sl7b33jG9jEu2X41PWEf JguRJlnAPslu2WqUa5Resf2OYdttTGY9hmfLpd8e/EZDy+h0SjTITxnocEUq62z5KP5UfhArnJdx 3Pk8WYg0xt9wjnG3cxl3UPq8/CieKx9PYW1jn2l73rECibUjZsPa2RsKhu1twRH7U4OhrgFIv3YU Y33mGmsHBfJ6Z1/M+tkyxyTTFZ5n2hiTvkoVyDOYRI3H4/W+ZrqAF0w61wlu3Sa5osubq8rtdp85 BIeoIJn+5AftG2NKqLIYTGJDeGpjBstvOOPcLD2FBovYe16P2+fxeWEPj5GqmPrTWXOV7zZNW/J7 pa5W57jCi+9LXRUsQ2XJ8evrm1u1Hl7CVCUsQyXFBovQFBkdlbc5wrfzWXyP8kLzh5Qn5q4BNsat rPEFCPclZqrOuln6kjkiBscJHjOlWQ3pvmSX/09HcgwXq1x0UzI7+Xk8zp38F3ycT9AzEcNalrwP 6+vrP2A7faaExULFWqNr7bS3jA4PdYH8Bp67twjspQiIU6I4x33P9XPc/v1fcIVeory5o7XzYXov H+gd8Pf3N3aFe59rGuwOtncdDoahQEmNfgFqsSpQmgaPDvUGh0QjFJiMQRZCVll1y1Rztb89bs1/ NOBv/8v2IOHifD/EW+IV8anGACFrfpN4TLXEdwf2xafUmgZ6Ht9HwL870BxoiYvbn5/LSAfjdFEw GK0LBPVraBHBGQ/T13uiHupRbB/RliOjNh4hvIOOsKJw0kOVDCxkOu9YpP6omuZppqPqGWCi0FGl Fu7oRx1heheVpyvF7JWKVqa2ewFUry5wpVJ6M6T03gvly25YlaUbx3hfZuPQ+t19HNocRATM0VjS zAWFkbJarVCX3lq61OpfbXLs1fqp6k76DDc+gzzx70T8h9HPWilnO2PvrjqpGbVm7c1mVVsB5kT7 +7TWHB1j4eFgSJUIZXBKdS5YfFcLobJxfkT232K8EVDt/x+UW91DsA0AAA== ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/slide0013_image018.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh7wFUAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAMABQDq AUoAgAAAAP///wL/hI+pu+EPo5y02ouz3rz7D4biSD7MiabqyrbuC8dyEsz2jef6zvf+DwwKh8Rg rYhMKpfMpvMJjeqO0qr1is1qt9wYtQsOi8fkstnwPavX7Lb7fUqzTfAZvQ694/dKuZrqxxd3ECgo BGiYeMhXqNjgyNQIOekieWZJiUk5tdnppTkG6ijqKUNa2umwd2rIitri+joaS3hE8SNHa6MKcAuU +8bri6ugK9tqbOyFYBv59NU898yMdmxNk9wECOHstK13OY3GfV3Oa+ddpYy+mlf+/nizvhw1b9ru Dq/fi2P/4k9PXB2A/5KA2Gewn8CF2vAxXISQiy6CsOpJodgtXxGM/xHleXy4hCMLkQktIiHZMeA9 jQ0vDlR3MqWWiSZH9kCpQpQygDhT4Owp02YtZpICneulE5ofnQyOHh3UQGklqU0r5TBKNWdUolO5 QiUCNKhWpE6LRhX2FAU5cNUqYiu7YikdtnHmpiVkVeHbrD6L2QW19i5esGkE0xXLaSg1ooia1nCl qhHTrYvfDt4K+fFYoR/90nDc2HNmfpsPfcslGHHicaFrtbZsKnVbzrBJ+33N2I7sy3GvguZdG2us w8U2Fj6ueohS3HckH7eAra9a6KyBu7bu1XWF6KXPDstJnSz26rM9M96eXbpy5IqT/2KPyfkus24p A54+v3f9XXXLd/9PD8Nu493EHlLumRadJoUQBx59tCWY11m6xRchf47Z9uB1sSm4kXkGHvjLbf7F U5wwBZlIon4SkvfVZyhWhJZRFbKz4ofqUfOiTTG2aIR5kTEIYoA+WlKYbUDiqF1V+3FnpFouatjb N9hNxt05dy1YZGmasaiVlBh+BtaQ2/gQ3jvADAgcXLBIJeOSlYGpZHs2xsXXUjOOg2eecBb3ppNy CphejnwqNySTU6AHj4M89pgiMYsSOugWj8n2k3h7MurVU4De2ZGicUIaKZk3htloFlv6GWaboCqm qT9hreFpqSGGKiqqHdJqqoA/XRlTlQVe9eofo8rq6KU3/Yepsab/fkmsqHbemp1TBKoWa7M8POto tbWeKVE12l7rrbLF/imnb9RORyRh3BIIJEkR4HoFbvCCOyJKZZFDFk/J7QRSSDXBEWyf7/37bn74 GRotvsnS6K9L/Urz8LE1TbBhUcthxZrC41rYsMMtOZTRqtq0dmR/daG24nIQ6dXxvy2/lA60MTO7 KWWPpIWzgSgvzHGvVgQbsMg+kyrQzp8MgjMwkXlYXTZBPt2pywh3FU/SYBpGVc1pQs31PkGPKHC+ l/KqJ7ll9/kiBmZ3zTbAF9g6IaJfLphiwQDOZvVlZN+9Ztht/71JT3pINq/NvOWN4d58N1hZCY4/ Dnnkkk9OeeWW/9ttbgf3WPnoP1mW++GvYFtqFTSAn15KWJxb2/d5EmSKKLf3yr066raLoXbnnpcZ erO5gz411mGPefTotx8PcCTRoD3awYvXnrEtzTOLfPVmmD7y3BTHBjrivr4+qdZMfm19+cUbv95z rwf4rvfrcyV3P/KaT/9M2Gcv1vz17+8S9CGnJCj+CVAd+oveAHt3wATWo4BWIt8rAqjACJ5Ef60S IAQliMGVYWlq5btgBj84LepxSXx/Wx4Iy0bCE+bJOdI74NJUqLAUwtCE3lHgC1U4JxHi8GBEKtnx fOhC/+1wJKdSEhBRd0QLCnGI4NFh4mTYtSQqEX1M/I3JgGc+KDzS74ZVXJN8FtdBBwZFil1kUAUH qMUsivF2u2lgAtPYwS7qpkFw5Fod5YjDO6oRj3ykGh7X2MfTAZIPBQAAOw== ------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/master03_stylesheet.css Content-Transfer-Encoding: base64 Content-Type: text/css Ym9keQ0KCXt3aWR0aDo1MzRweDsNCgloZWlnaHQ6NDAwcHg7fQ0KLlRCDQoJe21zby1zcGVjaWFs LWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5UDQoJe3RleHQtYWxpZ246Y2VudGVyOw0KCWZvbnQt ZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCWNvbG9yOiNGRkZGQ0M7DQoJbXNvLWNvbG9yLWlu ZGV4OjM7DQoJZm9udC1zaXplOjIwOSU7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1 LW92ZXJmbG93OjE7fQ0KLkJCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAyMjt9DQou Qg0KCXt0ZXh0LWFsaWduOmxlZnQ7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJ Y29sb3I6d2hpdGU7DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjE1MiU7DQoJbXNv LWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkIxQg0KCXttc28tc3Bl Y2lhbC1mb3JtYXQ6YnVsbGV0XDIwMTM7fQ0KLkIxDQoJe3RleHQtYWxpZ246bGVmdDsNCglmb250 LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgljb2xvcjp3aGl0ZTsNCgltc28tY29sb3ItaW5k ZXg6MTsNCglmb250LXNpemU6MTMzJTsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Ut b3ZlcmZsb3c6MTt9DQouQjJCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAyMjt9DQou QjINCgl7dGV4dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0K CWNvbG9yOndoaXRlOw0KCW1zby1jb2xvci1pbmRleDoxOw0KCWZvbnQtc2l6ZToxMTQlOw0KCW1z by1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5CM0INCgl7bXNvLXNw ZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30NCi5CMw0KCXt0ZXh0LWFsaWduOmxlZnQ7DQoJZm9u dC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJY29sb3I6d2hpdGU7DQoJbXNvLWNvbG9yLWlu ZGV4OjE7DQoJZm9udC1zaXplOjk1JTsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Ut b3ZlcmZsb3c6MTt9DQouQjRCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMDBCQjt9DQou QjQNCgl7dGV4dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0K CWNvbG9yOndoaXRlOw0KCW1zby1jb2xvci1pbmRleDoxOw0KCWZvbnQtc2l6ZTo5NSU7DQoJbXNv LWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLk5CDQoJe21zby1zcGVj aWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5ODQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcg Um9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5O MUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0KLk4xDQoJe2ZvbnQtZmFt aWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1v dmVyZmxvdzoxO30NCi5OMkINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0K Lk4yDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsN Cgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5OM0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5v YnVsbGV0XDIwMjI7fQ0KLk4zDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1z by1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5ONE4NCgl7bXNvLXNw ZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0KLk40DQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBO ZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30N Ci5PQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouTw0KCXt0ZXh0LWFs aWduOmxlZnQ7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJY29sb3I6d2hpdGU7 DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjExNCU7DQoJbXNvLWNoYXItd3JhcDox Ow0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLk8xQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6 bm9idWxsZXRcMjAyMjt9DQouTzENCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJ Zm9udC1zaXplOjExNCU7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93 OjE7fQ0KLk8yQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouTzINCgl7 Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJZm9udC1zaXplOjExNCU7DQoJbXNvLWNo YXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLk8zQg0KCXttc28tc3BlY2lh bC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouTzMNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBS b21hbiI7DQoJZm9udC1zaXplOjExNCU7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1 LW92ZXJmbG93OjE7fQ0KLk80Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9 DQouTzQNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJZm9udC1zaXplOjExNCU7 DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkNCQg0KCXtt c28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouQ0INCgl7Zm9udC1mYW1pbHk6IlRp bWVzIE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93 OjE7fQ0KLkNCMUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMTM7fQ0KLkNCMQ0K CXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgltc28tY2hhci13cmFwOjE7DQoJbXNv LWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouQ0IyQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxs ZXRcMjAyMjt9DQouQ0IyDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1zby1j aGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5DQjNCDQoJe21zby1zcGVj aWFsLWZvcm1hdDpub2J1bGxldFwyMDEzO30NCi5DQjMNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5l dyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0K LkNCNEINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDAwQkI7fQ0KLkNCNA0KCXtmb250 LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNv a3Utb3ZlcmZsb3c6MTt9DQouQ1RCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIy O30NCi5DVA0KCXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgltc28tY2hhci13cmFw OjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTt9DQouSEJCDQoJe21zby1zcGVjaWFsLWZvcm1h dDpidWxsZXRcMjAyMjt9DQouSEINCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJ bXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkhCMUINCgl7bXNv LXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30NCi5IQjENCgl7Zm9udC1mYW1pbHk6IlRpbWVz IE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7 fQ0KLkhCMkINCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDIyO30NCi5IQjINCgl7Zm9u dC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5z b2t1LW92ZXJmbG93OjE7fQ0KLkhCM0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEz O30NCi5IQjMNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3Jh cDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLkhCNEINCgl7bXNvLXNwZWNpYWwtZm9y bWF0OmJ1bGxldFwwMEJCO30NCi5IQjQNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7 DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1zby1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLlFCQg0KCXtt c28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDIwMjI7fQ0KLlFCDQoJe2ZvbnQtZmFtaWx5OiJUaW1l cyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzox O30NCi5RQjFCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAxMzt9DQouUUIxDQoJe2Zv bnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2lu c29rdS1vdmVyZmxvdzoxO30NCi5RQjJCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAy Mjt9DQouUUIyDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdy YXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5RQjNCDQoJe21zby1zcGVjaWFsLWZv cm1hdDpidWxsZXRcMjAxMzt9DQouUUIzDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4i Ow0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5RQjRCDQoJ e21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMDBCQjt9DQouUUI0DQoJe2ZvbnQtZmFtaWx5OiJU aW1lcyBOZXcgUm9tYW4iOw0KCW1zby1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxv dzoxO30NCi5UYmxCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5UYmwN Cgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1z by1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLlRibDFCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1 bGxldFwyMDEzO30NCi5UYmwxDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1z by1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5UYmwyQg0KCXttc28t c3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouVGJsMg0KCXtmb250LWZhbWlseToiVGlt ZXMgTmV3IFJvbWFuIjsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6 MTt9DQouVGJsM0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMTM7fQ0KLlRibDMN Cgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJbXNvLWNoYXItd3JhcDoxOw0KCW1z by1raW5zb2t1LW92ZXJmbG93OjE7fQ0KLlRibDRCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1 bGxldFwwMEJCO30NCi5UYmw0DQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCW1z by1jaGFyLXdyYXA6MTsNCgltc28ta2luc29rdS1vdmVyZmxvdzoxO30NCi5kZWZhdWx0Qg0KCXtt c28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouZGVmYXVsdA0KCXt0ZXh0LWFsaWdu OmxlZnQ7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJZm9udC13ZWlnaHQ6bm9y bWFsOw0KCWZvbnQtc3R5bGU6bm9ybWFsOw0KCXRleHQtZGVjb3JhdGlvbjpub25lOw0KCXRleHQt c2hhZG93Om5vbmU7DQoJdGV4dC1lZmZlY3Q6bm9uZTsNCgltc28tZmFyZWFzdC1oaW50Om5vOw0K CWxheW91dC1mbG93Omhvcml6b250YWw7DQoJY29sb3I6d2hpdGU7DQoJbXNvLWNvbG9yLWluZGV4 OjE7DQoJZm9udC1zaXplOjExNCU7DQoJbXNvLXRleHQtcmFpc2U6MCU7DQoJbXNvLWxpbmUtc3Bh Y2luZzoiMTAwIDAgMCI7DQoJbXNvLW1hcmdpbi1sZWZ0LWFsdDowOw0KCW1zby10ZXh0LWluZGVu dC1hbHQ6MDsNCgltc28tY2hhci13cmFwOjE7DQoJbXNvLWtpbnNva3Utb3ZlcmZsb3c6MTsNCglk aXJlY3Rpb246bHRyOw0KCW1zby13b3JkLXdyYXA6MTsNCgltc28tdmVydGljYWwtYWxpZ24tc3Bl Y2lhbDpiYXNlbGluZTsNCgltc28tYW5zaS1sYW5ndWFnZTpFTi1VUzt9DQphOmxpbmsNCgl7Y29s b3I6I0NDQ0NGRiAhaW1wb3J0YW50O30NCmE6YWN0aXZlDQoJe2NvbG9yOiMzMzMzQ0MgIWltcG9y dGFudDt9DQphOnZpc2l0ZWQNCgl7Y29sb3I6I0IyQjJCMiAhaW1wb3J0YW50O30NCn== ------=_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 R0lGODlhWAESAPf4AAAAAIAAAACAAICAAAAAgIAAgACAgICAgAQEBISEBASEBISEhAQEhMTExAQE /KTM9Pz8/ERERPz8BAT8/KSkpGRkhMTcxCRkxAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAMDAwP8AAAD/AP//AAAA//8A/wD//////yH5BAEAAPgALAAAAABYARIA QAj/APEJHEiwoMGDCBMqXMiwocOHECNKnEixosWLGCEiQKCRo8YDIEHig2DxAD4LKD1avDDhgUuV GUOGbHBR5QGYFBG4fHAB58EKECJEwCfUYAWPFGAygLCRKQIIUKM6WAohKUGgCikcFWh1INWoYKVS 7SrQ41GbIhGYLAuVQVOoC+IyXUuUAkG1HE3KFDhAwkgJc5/qDZmxsOHDiBMrXsy4sePDGyP7lChT 5MULmDPnlDw5YmW6FTNrfgi0aNGEZPEtbfo2bNTUpYeeRph69dPWrqvCNFuBIGG1A59CYPAVQtwF cw0OxWdTIOiBCQAjaAB17fOFII8voGmRc+eOkilm/z9OvTtnjN4hYk1YoT3H2rnBOphPAB9skgq3 2lcaX/5YnJVt9BloAar12UEIRGCZdQghMABI1Tn32IQUVthYexhmqGGGMBHAgIfEhSiiiATAtOGJ GnYI4ogsEldicAYOGNJGZaml3Y0L3NTZUBz1xlB0PUoUI0jlVWRSVN89xBKSGB1YU1TMoRfVBEle hR9HQs1GEHxQ3RZZbveZthxt/LEmXHyp5XWABSCpaRJwbM13gAACPHVccgJFgF+NEhqUAEkQSCfc ddhVhh5dVTaEAEsTUNlkZUWKN9BNGDE6QU8OrSdbllzpxyVTTrU21Uj3scfhp7nNpyoDaTIEJ3P9 If8J2kbLNYegg9JRBwGhFvbq66+ZUiDssMQWK2yHxiZLrInKNotss8l+B5yBrr5p2UIJvortANoC 6+234IbLla/elRtZjeamh5CC3Sb0YLvixivvYkDFGlZqBNh7r4n6goVvv6/ZlCicN+kL71ALTnpQ dCIZp7CihkLA3UQmoWRBogyxtBPGCTnZncVR1rSTo5nuydC/Eo8kUH+lOoTyyvjoCuZu+PjYIKLD rZybtrM1d10C0QXKEVz48GrQkEeWdFJKlbb0UmEeV0SzyC6RvNB646LWIVjUNeC1zAFb+RDKXksM 9r531bwmpQW9+hQDDsx5pqwDRWBXcFES2hc+gEn/wJGdEEWdE6LoWcoxQweaTNmkhydkKaYMYY2Q p1unbLl/pPKbn3v7EZRvrKvqlja2ONvrtoIw9tn2g32/tQBlhtYkU+MNikZ7QYlPDPuMldpOmuJX nVo5VF3HjI+q89mteX5IDd/fVFClma5kiE4f2XUJhlz09gj2NbTDRifkmu7zXjR++RVJ/lPznuvr QH2iD6S+UewP9Dnon6d2NLwN8n90BB6hC68cFMCHoe+ACASP9c4DowUyEF0OPFcDI0ij/VXPaAKC UfhS95AKGoQ7IBRICI1HwhGaUIQoLGEKT6jCFrLwhSuMoQtlCMMZ2rCGOKShDm+4wxzy8Ic+DGIP B4cIRCKGMCAAOy== ------=_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"
Π = 61;οβολή παρουσίασης
Περίγρα= μμα
= = = =
------=_NextPart_01C70758.B41B8F50 Content-Location: file:///C:/09663A96/ask-36.files/oledata.mso Content-Transfer-Encoding: base64 Content-Type: application/x-mso 0M8R4KGxGuEAAAAAAAAAAAAAAAAAAAAAPgADAP7/CQAGAAAAAAAAAAAAAAABAAAAAQAAAAAAAAAA EAAAAgAAAAEAAAD+////AAAAAAAAAAD///////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// ///////////////////////////////////////////////////////////////////////////9 ////MgAAAP7///8EAAAAZQAAAAYAAAAHAAAACAAAAAkAAAAKAAAACwAAAAwAAAANAAAADgAAAA8A AAAQAAAAEQAAABIAAAATAAAAFAAAABUAAAAWAAAAFwAAABgAAAAZAAAA/v///xsAAAAcAAAAHQAA AB4AAAAfAAAAIAAAACEAAAAiAAAAIwAAACQAAAAlAAAAJgAAACcAAAAoAAAAKQAAACoAAAArAAAA LAAAAC0AAAAuAAAALwAAADAAAAAxAAAA/v///2kAAAA0AAAANQAAADYAAAA3AAAAOAAAADkAAAA6 AAAAOwAAADwAAAA9AAAAPgAAAD8AAABAAAAAQQAAAEIAAABDAAAARAAAAEUAAABGAAAARwAAAEgA AABJAAAASgAAAEsAAAD+////TQAAAE4AAABPAAAAUAAAAFEAAABSAAAAUwAAAFQAAABVAAAAVgAA AFcAAABYAAAAWQAAAFoAAABbAAAAXAAAAF0AAABeAAAAXwAAAGAAAABhAAAAYgAAAGMAAABkAAAA /v///2YAAABnAAAAaAAAAGoAAAD+////awAAAGwAAABtAAAAbgAAAG8AAABwAAAA/v////////// /////////////////////////////////////////////////////////////////////////1IA bwBvAHQAIABFAG4AdAByAHkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAWAAUA//////////8EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFDIz/BHB8cB AwAAAEAYAAAAAAAAMQAzADUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAgAAgH///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAJAIAAAAAAAAxADMANgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAACAQEAAAADAAAA/////wAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUAAAC4KAAAAAAAADEANAAwAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIB//////// ////////AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGgAAADMvAAAAAAAAAQAA AAIAAAADAAAABAAAAAUAAAAGAAAABwAAAAgAAAD+////CgAAAAsAAAAMAAAADQAAAA4AAAAPAAAA EAAAABEAAAASAAAAEwAAABQAAAAVAAAAFgAAABcAAAAYAAAAGQAAAP7///8bAAAAHAAAAB0AAAAe AAAAHwAAACAAAAAhAAAAIgAAACMAAAAkAAAAJQAAACYAAAAnAAAAKAAAACkAAAAqAAAAKwAAACwA AAD+////LgAAAC8AAAAwAAAAMQAAADIAAAAzAAAANAAAADUAAAA2AAAANwAAADgAAAA5AAAAOgAA ADsAAAA8AAAAPQAAAD4AAAA/AAAAQAAAAP7///9CAAAAQwAAAEQAAABFAAAARgAAAEcAAABIAAAA SQAAAEoAAABLAAAATAAAAE0AAABOAAAATwAAAFAAAABRAAAAUgAAAFMAAABUAAAAVQAAAFYAAABX AAAAWAAAAFkAAABaAAAAWwAAAFwAAABdAAAAXgAAAF8AAABgAAAA/v////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////8ADAAA eJy7cF7wwcKNUg8Z0IAdAzPDv/+cDGxIYoxQDAYCDAxMUP6/////w4T/j4IhBf4C8T8oZoHG5SgY OSCIIR8ISxgUGFwZ8oB0EUMlelGAF4gxsMLzPKg8YD7HBBY/AJF2Q1Z7YfryA8FcxxiZQfJMsDLF nyGHIZUkO5EBF7AUQvYPsfpEoDQz0P4khiwGT6Dv04AhQSoQYmBiZASbAyn7iNEDUs8CZbsyFDKU MiQCQz4TaHseMB78oLwyokJFgQz/g4LeHBr+sLzPDHUTKxCDynx2IOYAYk4GUBiPlgvDFTBCkgMK sDjoyoIuhhswE68UC5ABp8elB6WBrlD4JsTwh1GMoeKHKMNeIJ+VEYhcgn1DTBkYhMMz8xxzcpwS izOTnfNTUgMS01OLGQRZQzJzU4sV/FLLFYLycxPzGASZgytzk/JzgFLO+aVFmalFIEkGQRbfEAXX ipKiRGCO5VDUd+130XcM+CLA7x7vGPBJXg7IFuV3ZPji+kX1S79TPJAlwO8Movpdv2jFe3zpB4s4 AOl6DyDDUSveJd71Cwg58vMwAnM0IxMQAH3CCCwNmIF8YABysUB5vKAsz8TQXAHyK0ubLYMtMwM3 RKzDFCSizaANZBqjMltOMpdjkzPCI4emD8yG2GMBCmwwywTDDYZwYYgplgzYdRozQK0HaSeozxLh FohyhHYhJV2EdhyqDaF2M6JLGFGU3kYBKgAApMI8oAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAEgAAeJztVt9P21UUP/fefmGUYn8MkDEc3y1qdEQgFMz2gKGUL9sSqWR0MZpo7fSrltAWaLH0 SZMtC1ETFp+MPpH9BePFPfiAD9P4or6bmJkYo4kxxtRkuth6zr33W9paaDt5UMNpT+7pOff7/dzz 8/arL/13tm72fws19BQIKJY6oK1CxzRL8gFw/btYKpUcdemQ/lP0J7JL59DQK+W8XcuH9P+mi5DG TxZMsCCF6yrka0fBvtQLRrnnaR6IL7jU7yjzbNXmF37/6G7gUybI3u7MlGdgCeyWMCvJDZxV+tPs c93g4IfR/yQs4zkuw2LL+AHEpxlIPdQsPu1PaFlo3AsY/VfxJPeBD636L/R5iYo6b7Q6M8Dp/yPI HUAxBuhE9iB3IT+A7AV5BYBfngHgKKiY9gDVBMCDyH36vf24HkceQH4I+QQczpZ/CzF1jVfRLf+g XCv37VVLDDMp3Gpvbe9THczFs69H88u2OTE8alora/FsIp2SlVS2WLOymhzj8MzCXHQcCme3V2qw xqgQZWVOBIPBsWAQXJyq2c37RJGBoNrt5h+I5zqp0u7xt4rquevqTwsHXzSRtDNmxM6ZAKIAAHic 7V0JIBVd+z93wbXEtVNCaJNKUdJmJ2WnN22WyhaRJakkaVNoQSlahLRpUb2lqHjL0u5VabckbZK1 aNH9nzN3Lrfr3usq/8/r+965HjNzzpl5fnPO8zvznDNnzhTfE684mNm/ErAsUwEJ/KAJAn6mMAIu 2EIFgAjo8oNGozGCaf8ufWppgzIIlpshFFUofFBQmQtAoUARhCIERRiKCJR+UEShiNFNAIhDkYAi CUUKijQUGSiyUOSgyEPpD2UAFAUoA6EoQlGCoozbjgpcq0EZDGUIlKFQhkEZDkUdyggoGlBGQhkF RRPKaChjoIyFogVFG8o4KOOh6ECZAEUXykQok6BMhjIFs2sA9KDoQzGAYgTFGMdhCtcmUMygTINi DmU6lBlQLKBYQrHC01rj676+2AE/+AuCZWECfOE6AKxgrQq4LjLQYhjnQragTCFi4bn0aFPmtEtv BdvPFCogkABemADVJ9bAB7h1SyfzIgSIBObr4fU4KcDQbwSvfwlYCnEsAIu7rV8C6kd1IromXvWj 9H749iy4FQC8oW5UDt6/pL+710+GskKXvo1smFGHMwsr/5njWPnPHMfKf+Y4TvxnCGsdwBzHWgcw x7HWAcxx7OoA5nhUB6C6j7keYAhrHcAch/hvA8UWih1L3B8AlSsAjlBmQ5nDEu8E952huEBxZYlD THCH4gHFkyXOB+4vgeIL6PbDHBcI94OgLIMSDGU5S/wquB8KZTWUMKY4Av0W/tOiieWkDbRLP4gj AGJcAonshfE0EOagEczReXg8AZ6JJES3fVbuo/tJaVtNTZ1ydUNVZVN5ZaNyc90nZUuvhQF+gX7u QcomIQvdfLDbjaGXu/sE7MaChY2y93RzCxo1ATTrnvH/CRtD+yxYMlawxJBeEm7TiFc03J5ZFysD K1SUELMHRB0Iz2ABGW8E2F0/AA6wrrdp12WMpZwJw0xg3o2BIWYwN/ywcyHmM85lANf2eAoHmFeo VgHwOHt4nB12FkuYBuGeAs+OwuyxeyIRvM1rgWvlzxJAe4YsoGrIgssQFR8B/hnbWzpAo5ac5eVr 4ONj6BrotdDIb5GbjauHWyAQ53PwWuIWqGzltlzZzm+Jqy8QJ9mvWLLAzwdGGfktC/ByC0CRQJxs 6QCzOyjAFdYYlEGjTbYZjzawaaaKCVIgi/n5wCm5OwJ5+nCTgPhABKfJrgSUMblwfwqBH+YTEV7p XvhfFJTBmkEEFls/QOSfAs8XAtlhMWmt2gQs7wjAkTgGcrgIlcaa7ZjDeFBGmGAA88sL2pIP5L0Z 3HaDP2/Q2yn7g/qOlEQgw8eUEsUWcY2VI3CKVSRrwTujLCCowmpLFf40oVEoAxWQoawCK6N5sCJj F6NIngIzVoHTYXOhzbiBRWA+lxPoQd9tIPMJRkHhpp01XpFsDgtYhfspOCHpfDJ/6MONBwRnmEwd BrMDjeLoqLinYJxDBa5V2MbqY/8Vyd7QedTipNQZHsRNZUd8Z4U/xzHUrYXHT2WnjjU7OKlln+5n 9Xrwx+2aV0FHeRJ3ENyunF0q9gDY58FwkAbrAoIK2EfKJF0kISP5eXsoOEAqxPYUybrgEKQPTLyD lE26QMoinSD9hSfrHHKE9Ccpn3QOD1Eku4J0iBYevJN0GUblkc6SrpJyoZyCB16DQj+Me+wOGPYn xxQVuIP4iabMdFvIVUbhBEZ4M2/hxG6Gg//BcALmDP4cToD2jKVvZQ0fziFcg0O4OodwQbbh/Bge 2CidIE6gkCnt4QId4VQKGXkczOnheYZxDP/pPPRwCXQecRjenp6PTXgcEa7CAQ2tqeEkbC0ezo+t JcLJ2FoyXABbS4Xz0TbA88xAPja8kaeT7kAqZUO7HgNQeJwOa/hYLHzjBNZwLRANL0MR/vIIFCjQ VfUigBpwXAq6/fWpWJHx12PNezLdf5IDHd1DaHsbINSbS6HmuUC9PkxAIg9UEEm7URAbHTx+i6IL +UkBDSgQmX0vGnAZNKBeCgawplQjdViGPtxG53ssyAdaQ0ngJVL4I+TpPrt73pIGUj/KLBbUjj+d VCpkkmmunxdxPvKyR5zGZwnBIflVl96nCH8ZZP7U0mqk1Jy3g186Jyt+ndVcPKNeibrynWW9xpmK gxVf3c8QzBteal77NsbvSktZy0ZNsSIxMkXB4IS2kkG8p9rLCaVPjeaYhwov6J8gbmIbPyPjRbb7 y/ELpKPVNT7vzQxL8REM9cjaoKa+7tijNc/krjStle3v5lQpeOgFtfztiCqQkEKtCah3evRX9eyY 5OqWAOs2zZaM+41Ps2YrbjoeGuDhbOhCGi66KjeP/5ZZwStxKlk2aLpk8+qVe5PraD/0gkoaC3dq ZK8Tjtjr7nXfR8bk0E07pfNOwYmUqA+tkz1e0R5eUxM++k5tttT1L6BxWKVtSXxhba3zNMm66Zef Pibv2i+wJPuJxorLFTMvNj09tcLvu+KZd09Ez449OiRp1PLgS2vLZyYUpR+L2av1dvkUjZcrw17I zyytnbNoj/W87M+Bn0RrbqXHFG3+aJoaeyvRbddOOd2/E7OlY84dLgrwi5JededEllXa+SXukd+U 86JuKH+0NtRaPCxANPhJTr6eyQDCBQtN4/dL503wWLX0k8QamvqnFk/D5WMXCgc+nTiT9PX6bOFP rqfqLsTf01cs1K7+VFWt8jGhoPJD9KEwmoD7nr1DkR05YnY07/XuS2SZ8Nrrc5ZZt8lJStCANhs7 0oABrCnnMdlRONwOh2mee/MBh3IS+NpuR5ZRkgbU1S/2ZWUvXDRk86jIqKSYYVnUWWQ/xbHm/C0u ars1FCdHp4pO3C5mrqLVsMAxb11Cq2SzWKvw5+23ztBMjV/H8xW+/2i+Plw2SfGr5bKZl489yj/N F1knUlQhF+D2rir6UGSDmrnUpWsn089Hhb5LqLKfKm1ieGHU7scGKvv+Xm+yS7eS79BRoYrVG1Ps TikklrVaejSWCuxfGJchfHOWw/OKV5FC95+MbvI4ou6g1mx0cOSNO59q+93NFz0Y6GQV1Co7U2dC hlVxk9mhwjDHlWPfrljt88j62vyv05vOUrOE71xb1JLlUaQsL29htfvuFI9tyYHWa2jOvifvHpBy y5iwqMH23J1BuzTEHk+MUt/g+DSuLMpA1nWnSFu/qg/OAz1lrpSaD46YYCXtnCGlN1FFWr7WNPvJ RetLU/t9Db4wt8k079bXip3ljU7fVF+drRn42mSO5dS5SjkD+H/YOKkc8AqebqWtuHKYS2Bd7p5x oh/+8NkjNj/7k3fLxMoR6TGPN/sVnE2cUTS2pnG3bsOVVXL34g9Nf7PJiPj5yrOl+xx9n90e836d /xw1/tSpfA6nNhonnDNVUh039oBQ9Zav4lmmgem+xMbtE7/vm6ibZBGVk3ipes6V3WHCwgNurlSZ csW2X/XnRdqfV5W4u4gdmNl/T13NCsIF78MHt8oel5VV/yE26Md+GWRfhzH7kpwlt23Fa/kzK5UG OTZsLXtPA+vY2NcqImqS/ZzyJLnDvlz46HWVmQMFmMO6ypyI25eDJayn5MLcx8+9b6nmPEcq34c0 3X7aiB1lZ7/kzlPJS2vOKrj0dnrJNAnzgDM21IZYRZ9TpeWuYpel/BS/E5wmC6usOuMZ6hGss9Yz d+Ki4P0r3uxr2dMyQiQq/Ez+WiCqvHF6nNbrQQWFVZnG3h+ODRX2dx59O/AmaZzB21JD8qMxMjeP KE+PlfzLoOSBeaaF1iuvDbZezfsfbLqn4aJkEPtD+cT6V/xixUOvzatJaF0VGjvMwDNB8NywrIur FjeOe0m+23r/gPOrT6sbfPi3ei55vPKxb8oB1by/I0qd1Pd+jtP+FCe2umL8PMUhOWZ/rMvhzxBZ 7R7nLPg9aonig4/fX4xPqLmgN6FEcuupkBr/tILdAfpLH9TueviwbvbqtrDsh4/zclqyFUI3qk6a 7D6qUHFN6u2A04H+t5uu7V/69vvZhE0vnGmFYz4ZJS2NNBbjn6Gw5V7jjjtnbt8oKvgy+YZIskLI wz2Lwpb5+g7ZfTP5zIITduXJ/Z+fWR7trlX+9umzDZ9Vjz8N8Vkmbu8xJXp4mfeCxQfbchbOHegf 6Zhs92jGOqfDaydE3Ko5ZOv/4sjEv4vm3z8SZl2mHKq7IHe4rs4+2zI1qRip62PVdY+7P5E3N99a KutGLDg2W3vG1lb5HZqqenKHDfJcXh0gyttaqmTaLv2738My/eAnt0LUVXWETtp635RM0h6m0L+w UqhW7H5zoXJjfwkZXSe3F0esvzkGZc89vbs5U+97ziX5qJcR8YrCMcubSxyWPK6dPXLQ/dPRj0qi Ty8PkjGbuObp8roRcZdsXrWVD3QpDkfmmo+Z68dXW1c4ZjjNv1Yod2Xl9fclNHCQjbnugQGsKUuY zFVZgG6uEULCmLl6MMw1HrutFl7VSlpSoh3rPIe6znLddPvIkQZ+io2SVYMkLLYUDo6JOvlqk1qm uZXQDpWItMN7d/6Q/0y/rTYoh8ikfbyR0nDHZ/zaBxHLij7krGgqC319WUdyo4n+mAkVuVON7Y8G FgyRqKpqcJyu86R6s+/mZ8GK+23+uqtsriOTQ3HViN6xaZv2JrXsosZbxO2qVYc27xT4EvDN/GiL hcDnCpVa6zNC08dnrZs6xr02bMea3O3Cw6fZmYqXpLgEes+sKtQwLhFc87XmeFC5ZKF7Rb30qj9r TaX3kYd/vPjcL+F+6l2hT/WVhaKnBaOuGTdHZg96Ef7nfsvSVo9Pzp9/VAYl0K7oJFS12Ee/jW/o t5MvSlx+YUG4S3x0YplQ+aNJlQIxcy5uPXvXb0yrgmrZJBeZ1Ht6rvvz7ubvzq/cP9ZYXKRq57X0 9V9OCFZX19FSb6s0WAwX+rTPd3n23QRdqSQHj6Y0rfd2us6TzTK9jZ8ceF4y6faVQ3PnJlm42cxO 3z36RXp2a/GRoccfOlx0cyiJMVt58LujX96pu4XvZg1503D8XUFT+kGdfJXvW0OH7609n+RGrpjz okh07IAbEe+ayh7GbqjaeVzNuXGIq/udmtfKh3a8akrP1yxKrJlzV2GaZUSBrK5EbM0c01uJLxOa V8oNjvBfLCWeSpEuyrlksvLrJO3LhnU2ViI35d3CJwWb7VAdK7lLaJTjng/Lq+2f9zNeEBBwc5vC mHmpXzTVb0pJHLfIuLr1VuLtskutZqdHjUv3e+EbXH1i5deK+Kck14b9KZFSq06cd5KcqPNHg6mv 6udVyyX0tce9d/xxs/n1sBKamKXNU21kzHqYMbducEyjTLM6NvHQqGxnj2WaNDCASO9aZzZmSRjG mpKbj1jZyUf849kSF52jQimPtZNdDOZeLztrLrPKnO4j2sk2GsU+Rj6iRsjmVtm3+VdTNjlF0MKL Z/hFeAwXVhQ66TdkwHap0aJaOUpNr1fVrfajRIV/nxaeK/5gbCslxUF1h9rmUsWSOw8uqLn7z7aV GHzx9tPLI2R8VW3zjuS53xOscY4fuVZJ5EK8qZttk8CppFQdQv28VA31yQfPeb+ctHqhQoWhlOR8 0alv52RNzpY/vy7MdVKkkHX2kqvrBuw0P/fX4aWN44jjt1eeFlDwORO6yEqJ4BpiWqhtopdcOPxr Xh3NaOjINU43z+hMVi2avUv0joetwzGNGNtvJhc2HLm+td+127Tjm7xk7O6bnx0WeX/QK9ubqWny 2yZNuupCrVucWvqcvOvAhoGHH6p/a6t3O/RN/ci3bAMl3YVXru21OH5DfufHZ05yzQ8GB+yZc7ZC VGCK0gqNjJPZVe8v2W9bUrP5zYN7sz6eDnsRQM1ueBEy77Pj2RNbJBbqODWdf5n5Od7xo1/my4wV M+/FPAzO0PBXUgsZI3+9zdzT1NLkbqVi0oXWw56qr3YJphflJElZP1F0unK9/Or0timJJfvuPi6Y uWTgccLq1xn5BUf0KE9veiyQrvMqqDkcNfljwtC/v2MuYkxeUlqHi5gv83WlWHXxSQfaoy+zHRZL 0V1EMosZIReRNSVvLqI1MiPaHQu7Z0sW6WyWub7gfqShcKZKSNN2yzOP1+1wsZsc4jhr/gdDeBd/ cueGzUGB0Q2qb2XfDn07KEElTF78ib3wST/38eJEJwX34LBvZd8ur2mSKwX+N8NFtg6atUvUQ8Mk eqh5SvGUYNWdJ5ouzt9q3WosJfhi/pjMzcb9UwWj1LT+Ohx0LCLruqP1iQDPlanX7rbuE8u5rm4+ etpch8w8reajmrVt/desPWZoYqgnNScu82Jp2et5PhKXXlUb39c7npPnuixiv57GlE/XSs6G3Zv0 l2nb5Ocp9omrhdd+K/bfnaEoJmIee9sltOBcnfwqYu2qxm+00MBlNLVdmZGD4ral9BMds60xcqSZ 7VGb+M9ZLcfKTRwH57VIV71yln47LPRo7HSy/97g7wv+blhHeq+S+sJTZ5LY0VP31qlmPzux4lrF ssu0Ar8Vfm2DGp9UCzWp3Bly4ERLuRhxjfLOIo/EfbGSMfyKQo4vygLTY6ZkS899vfCRb9vTSyat l7xUg19Oajj3WuLM7Us56VY5NR8L7QcfLWlzPRB+uWb8vKG7no0PjH7vsldm3DrbfcRjfxilHL9k hlzEoRsCTNooz9N07RPDNRYp/bDat9cyPSln96UviVeRizgrvtliTughhZu1DUtftaTdzh0/dbhO SXnCLWLw4jcHX0flRwnn00je6ck7OlzE81aD9ydankgZkLYjssj+xFO6i8hqX8hFZE3ZPRfx+Lsh saNHbllwnnBoeNrO8BafqZoJ0zSHTzlpK/siVjvWOHavhpRxTprA/VReXMQZmItYQDU6dEO+iVoV d8M4ZVlwftyGrFOyr3WrryQqBzXNIz/SFMdcxIWdXETrkawuouyXdhdRDXMRl70kW335fG9049cr IeNJZufG+0zx1Pn73o4Km4cFtzbEhcWmh30/KPY84ta19S1Fi7c/Cn948J5P4621azLbhiQvoTFc RHu6izhktz/DRZyzus0JuYgpyEXcCl3EBchFPHE78LSWv0bjtf0BHS5ik1FSAHIRb9FdxLMaRdOa fPYv4rcpcFo2ZI/zvqQkwfSxRzIcjz/ws+/n+2SS6dk9fkG1mzpcxDftLmIGq4s4YgB0Ea8hF3Eg chGdhoYOx1zEvR0uojfuIr6BLmIiRxcxj+4iRtFdRLt2FzFPvVaspN1FdH9x5N5Xuov4meEi5sQr Cv7kIkbMQi5iSH/oIpZAF/E+5iJ+bCgxQuZaiJnr1oF7aKIXStLXKxVbPc8JMKSBVDbmmgTDWFNy cxG9OruISkv63xg9MjLPt8NFXLV5PbytStSkjPgyyNwnNs4wLTKhOT5O4NCajbrNEt8F1jtNpij+ qexm/UeMn/tZwTSZDCP3N3eSWl5r1V3eo3mbtCWPIPB5UGLcRA8fjTFT+8ekBcXNV6yRyVryplrQ ZNmmaZcqGwdF79A0FQ0rUdg+OfnHE77vats2ZO6UvWjX5J/Z5CDwWdPsqdK5/rE+SwVWL7j9tE1l zbapsnaRadEqaSvyXpceK9g2e3ea5I9Xj2TfXRm69U5u5eggdbHFbuck0h4HhZRppG86Mfj9+7xN MqdFMR9xlfKL8J1boY849M3VD7XBK678WO03qrDusNzfglWUZ6Ogj+h6M9xFKmZLmU3du5HLzv4x fKZ/6ZeR/Adcr08iuY+59F3VXf7DvGgvhf2CRlJ5mk4Tfbbc9IsZPjqMpuTWf/NyQ9sjdeeelR8L 3WGUaT5z/IyJqaPM3kS90QyOGfatau7KTU8uBHl779OV36thXyTtd39+jp9DXHXAsQea5+//uWnl leZpfsoVe2O0kqPvSS5N9773fqOTbBRlQoDJuGe+pTMoC3xXjHx2K2NwU3r58lkzXm9LOBkbeiNh /Z5xp5Iux5vGlifIGI32Prl4gLv1YgntqeXKgy4eczuXMTzM/ECCrYrcYVPxMVts1t4+bpZ2ONvo /ohm0erryXtt+bMWLpfTVdNyPVoRsfOG79yp+S9c1IYMPfy9SLxNOrElNcXCNfPm9a/HszJuNJ+I WkOusVvYWFrrPqvs2GEl36MDKVHLpUzSir20P20pXgEbPAEDMsufxSmnHHW91ThriI7Zjh9rgPij Mh8tIFyPxhldBRT4W0sQBICSS9CH//WBYgMaidAPbotAkYXSAgD1O5iLdakiEQSEvaQ/SddJmaQz 2OOF66STJCIQJIDDpIskAuBHKVJJ+aRC0mXSbRh7AUuLpbiMp+BHKe7A+KtYHykNCEEgrxXow6LQ EAn6o1TqT49S+8GmGAGmIIJFQAzbFscaZ1R47PejDSWWC2z0nLFwdSx8BPY/AgsJxwZg0JfBqB8Y MnUtjMkjMwZarcNSr8f+W4IFfGgYgyvwBX5QlIE9GIs90unOQiATKc/BejKpfC0J9Y8nCmtTFkEs AuAHjdjew2uADRDo6QX5XkTANMSQZVkPs8BwurElEc+WYUT6MApnZvxQKHawdgsCQAPuOKC+a2sA FJZ23uc1nSfBkyCHlQgfZkxouNxBLtexg5RMOkA6CH8JpDS4hcISSUmko6RUGJIK90+SlEEhKQ/a IHra9JvZxnGJhxZ/inSWlAMtWRkbLNf3FsbQjp8ziYjvC8If8acfO9thWC06Bj3D4WMK56STeUwI c7pFgD4kimE7gM0+kc1x3JY4pm19oQ68ihyugzHMhTlOiM15fxquywMmRhzrILLuGOh/c/1TOmbk s4NABaJCiAjYkJgf7XlVocdYE8BMGEMBq7F6nwjMhcSwNdonwd8zQfo+IIpizwJFMb3YgDsiFYag bfy0BDEsTAAL8yQwh1GwMA0sTB8PE2QTJsQmTJhNmAibsH4sYWTiAAyfNPsbKj2aRI/ufDe9gg0a IgM57McPSoEkdmUyiLf0+zChPZhED77cHoyOFoBHy2I/fnAZqGF5II+BQ//r9Tq2qfh/ejpBPB1F v+M/PTX9PwVPJ4SnozKfDzD/p6cTxtNJMZ/pKvNZ6elE8HRy+h3IQG6HBmWol0yUxvJZntXBCCMK wQgSoCe8AtAeGfSHPz5Aj+PH4jT1HwEpoAPtKRpYgalgWPvvA8hCTkd9siDmcNSj+yZ6OCtLRuM3 SfWRgmhNrh+GGb1gPZWN0ROBEHYcqoVRxYnSu8D1GTI9nAzDqbD2WQj9MzRuk2yArIUvDxFJmJBL FiBcJaCz65GoEMNVEsCdGirmzaFx5eH42gavZ8TRgCwwH16LNBqrBhWLI4UgQ4hOCmQyNBoFo6og zGRFiAvpIUbLChJIkEwm/stcg7z8fEehoXPawH8evRXzAXh2Qk/qhJ7IhN6Rryv0Itg4crQ+zQE9 CUevLckZPdJDbJVjiz6AC3piJ/QkJvT1PKCvx1D3A1Qye/REHP11Gc7okR7ig7Fs0QdyQU/ohJ7M hD6Svyv0otjoSqz65ICegKOP7M8ZPdJD1Ndmiz6IC3oKV7vXV+8KvQAdMlwXE9mjp+Dob8/hjB7p IS7VY4t+2m4+jugFuNr94y7RMxomFLCUg90LMFg7nzN6pIf4XJ8tenMu6Pm52v3SEV2hF8SdEkHc /juj58fRH3HjjB7pIU4zZIt+Ohf0fFztnqLRFXohHL0QR/R8OHoLT87okR7iOSO26GdwQS/SCT0f E/pzsV2hJ+Ojw8mgnoPdizAsZzxn9EgP8bs7W/R3tghwRC/cCT0/E/rJcV2h58O9Qz6OdythHD1l Imf0SA/R05Mt+rtc0At1Qi/AhP5Bl+gZ7/Lxg+0c0AsxaszJnNEjPcQHXmzR3+OCXrATegoTep94 3mvMXA7oBXH0Inqc0SM9RH1vtuiLuaCncrV7jYld270mgb524YCeiqP/bsQZPdJDzPBhi164hDN6 Ma52f6RL9IwmM7R7DqwVw9E/N+WMHukhPk5gi16EC3pRrnavNun37V4URx9uzhk90kM03sMWfT8u 6PtxtfvkLtEz7J7CeK+mE/p+OHo1C87okR7i6US26EW5oJfiavfU6K7tnorbvT6HvJfC0U8Yyhk9 0kPU9mWL/uErzugludp9SJfo+fA8hwg4oJfE0cupc0aP9BCT/diiL+WCXoKr3Td3iZ4fb53wg2IO 6CVw9DkanNEjPUQRf7boH3FBL87V7pfGdG33Nvi6ggN6cRx9kRUXLw3qIYYEsEX/mAt6Wa6Wk7W0 a7s/DfN9BmqakARAMhv0sjj6YjvO6JEeopQFex9TTogjehmuljPZv2u7t4HoveC6AqJ/yAa9DI7+ 9Ewufg7UQwy3ZO9jckEvzdVyHnSJnh+2DPnBZCgIfQ0b9NI4egdHLn4OQv/Bii16Cxz9VKIEOI+a IzjT6MtA1LvCj/cl0l+Tqwb9AQluox4sMrZGzxLQGj1YqsNuUWh4fu8/R0I9nCgFvYeTjpS+dPRw AryHE/Vg0hdGnymWIdhWpwz5OeE/95KZnnn/f17yPySbiPj79zbYO5GBWId9d7rs5QCRQGcN7++/ o2tk6LAEhsAY16oNxgEjeLHdeVQlBwjt77+jOo50l+6g5tKjsfkHio2XYfMOMNbMx/fA/AM/zXnC yzHIwhjzD5DweQfMgS9wb58VgPcFvf+PTATZO6/6+UDH8A8T4A+WAVcQhL3RjB7bWOF7wTzlivIv XD/CK4mXArvyH8vLSfAFlT+6HjQvCZqjpC+UP8LZk+WPqgY0CIFX/Sgto/zNnA1sGpUUDWyapcUM QLNJ8+DmbYbOcIsqZoRW20ya1Z2nNW/DQvThes00uGGg7mzsbNKM/gzERLB6kwgXVKkQCPCasFpU CD0gWxcMdweg+zba8YIZTgBCRPLGfJVHcD+kcyTomEPoJtwWhcYizk+f80GMnx6XB7ep+DaBzfv7 KHwUxMA4D3qHWwqml8XPI810HlQCrOnvwFA5mGYgnl4eT58Pt/vzM84PwAB+0P7+/kfQ8f5+yCbp /9j7+79bfr3Bf8RVIS781+LlJPjCXP+jOUn6Av+Rl9qT/EceCXp2x6t+NFcTg//c+UtCZYWRMwSg 500bJVRGcqRtJx4h/jpBjrjiPHLGuVMMt1265C/0/5l4uoi/8/lH4cM60PYjuOUB05QBui5PpmO9 4LYPjmExHo447s3EX3Q/YvD3SFzf4W9X5UdAO1yKsTf4j2x/NBf+d2dwB+I/smXkMyK77gv8x4YO 4Ns9wX9GfcKrfjQfG4P/rDQWIoJdw+D+ruEImwKKJaD4SLpThl1jLdw4DblTx481VDrxNwuGv4Pr szjXUOP7HL6NWuN/4tuVeA6g7Sa4dYENx9FcARdh+GWMv/TwS0g3DM9m4q8mE3/f6v+38Jer/9Q1 uXko3N7gP5oL0IIN/8cBXTABsn8CLyfBF+b7P5pzrC/wHw0g7Un+o/nW0LgeXvWj3g4G/5nJjXhN hI1oPihvANZxCRgcJAt05ibiLDv+o7msKCzpBeE+4rsQXIsK0OsHYQF6DiAuiwh01A/92OhC6cWY 8FDx7d6eP+sf2H6iVcF/wwToPiHK8+F4XqHyVWfJ297gP5oXjl37n8F/XV5Ogi+I/6g/D815guqV vsB/NN6uJ/mP7ueIB7zqR/OqtvOfDX+PSKgCR9xOkC3NZsNHZFdzcf4izs5j4u98Nuk/wHBnAbrv wxze19vPPdl+Ws6SbyF4nbkCD0f17UqmOnCVAPvyWw3DNwrQ6/MwpmPX4NtvmPK/N/iP5vRl1/5n 8N+Al5PgC/P9H80p2hf4j+Yu7kn+oxcFlAHv/Ed97x1POUjAAqgTjoIIYUCl0RD3i9OUO/G3AaY8 Be3nvEAHf08L/Nt+7mb7Cdxkuhff4sBfFI/as4x8Rv1hr6Dcg+mLBX6uP5GWv5nq3hI2dS8KfwDD n0FB2w+Z0vQG/9G1sWv/M/hvyMtJ8AXxH91T0D0N+RV9gf9ojvKe5D/y59HcybzqR48Te/P5D2rf sWv/6cAYA2CEzcPM68Jc/6M5o/tC+aM56Huy/NEYCeRT8qofPdRmlP+//Sc9V7n/Sl6xq/+7k1cI yO/kVW/wXx+wb/8x+G/Cy0nwBfEfzRmP5oVHc8T3Bf6j6+tJ/iN/Gs2Nz6t+lCk/8/9oe/9JTqE0 KB4s87/Af04NsZ+uR8Yof7kSFOXcwuXIc0b5NpIgiq3rCVS2/hssXeI64gMsb78RVfAy2Y6dnEwE VOY8QxbAXgcV1yGKDf0Zi40ZQqq8vNaTc7AxD1JEZSKj/Bjt55xr0mC3GO/l1xv8R99XYdf+Y/Df lOvRPy/M93/UruoL/EffkulJ/jO+icOrfvQdGwb//9n87V7/ya8s7PnbneX35m9g135+O/8/13/d G/xH31Bi1/6j89+4m+MPCdjzFNRnhNrJfYH/9qBn+Y+8T/TMnFf9DuA/Nf6r5/tPWJee4O/v9D8z 7r+M9hPyn8L7UP91b/B/JuDU/jfGpgzpbv8PQzfq1+DGf8b3x5iP7w3+zwU9y3/Un4T6VHjVPw/w Ov7rP9t+/pWF7fOrbvQ/IyC/w7++3n7qDf7PB5za/3T+G/Fe/Bj/0Tff0Hfd0Dfe2PGfwft/Cv8X gJ7lP/q+Hfq2Ha/6F4Ie4X+POOLs+Nud/see4u+vtp97m7+/237qDf6jSdTYt//p/P/V/n/Ur90X +A+J0qP8R88T9AHv/EdfOW1//suGtrkNg3jW31P+96+O3+rt9nNfbz/1Bv/RV27Zt//p/O9u/z8a L4a+w4r8hr7AfzRvVU/yH7WXUJ3Jq370RVVu47/Q+A/el//t9nNfbz/1Bv8DAKf2vwnQhnvjuoGf +f6Pniv0Bf6jcu5J/qOLRN+q5lU/+sI7N/7bkP9tP/fm+6/dWX7X/+oN/q8EnNr/dP6P7wZ+xH8T QH+mhb7R3hf4vwb0LP/R9+nRM0Ve9YeDDv6jb8BHADQfBpoNA4AN4Ofvxm+G+1ugRAE0v+zPcdvh /g4osYA+iXU8S/xuuL8HSiKUJJa4A3A/GdAnUk9hiUuH+4ehHIFyFMoxPD4Drk9AOYnvn4brTChn oJzFw/5durcwxv9KChLFCVRfcHqqGqC4qIJ/+0/+/54/I1+dwf+eaT//+v2zN+r/tYBT/w+9/tfp xtUz+3/WoG/U/xtBz9b/6Hk6miuNV/2bQO+O/40EnNr/9PLv5vufMO8AmA3oz9X7QvnHgJ4tfztA f6bPq/6toPP433/7z/5z4w+QnyrVvkf6rfL/3f6T3uD/NsC+/W8AxvzW+1+zQN/g/07Qs/z/A64d Ae/83wX6yvi/f37/2T9j/GDfGv+bANj7fwz+d3f8DxpP5Aro42r6Av/3gp7l/xxAH9PDq/59oK/w vzvtL87jvzTzLthh4z/NLtp1Lv/f5293yx+VF6P8e9v/6g3+7wfs/X8G/7s5/qddP/oQYF/gfyro Wf47wbUL4J3/aeC/f/xvLn1FH/+J854d/5GW3yn/vv78sjf4fwh0+P98sNW+DCyBP1cQAFa08yAA C2Gg4rxAWyGg8YRoTB2v+o9DKQYM/cZQw0IMgxvUFNRNPBN+4fpPQZH69VdWOi3d1c+8/JP8718Z /4U+wMhH6FwFoOyt2HCg8Yu1J/X4DgoYMfTsE/ReSTKgf1EDxesDej2Inp2i+ZNRGwrNpecJ6HPk hgP6XKXouQeaWxA9z0Caqsn0j3OiY8y8/AI8/ALZ7qP5lyy9Fgb4Bfq5B0H2LnTzoc/3HUq5aALr IbQdfmqIoQPc/tVWALfrJz6883DvqAHUuAR4/RpfTqLrR/NICOLxqM9QDL9uNHeaD6DPTRyEYw/F rxs9F5LB8wHlRzyeP5dZ8gOd18YtINDP19UH1NRpoWu6KiyInRPg52a3VqR2fJy1tK2mpm5Mx+bY jk0tIEKlK1TEgaPgSuXqhqrKpvLKRuwcSP5J/us/sf8JjT9i3P//DwtrIG0AAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMYAAHic7V0HQBNJ254UIIRepFggFAuIioK9 UUVUEARPbBQVEKVIEcGC2FHAAigqqDSxF9Q7C6hwFrCgHvaGIHZEqmLD/DO7mxDCbi6cfD/H3W14 2d3pz8z7vDszO5ncuqlUkprVsRQIHSMAA/zgSgNJATcaIdihCAAd4PKDy+XynLn/He3qaICiC9tt IpT+UCSgoDaXgsKCIg2FDUUGiiwUOSjyUBRwFQBKUJShqEBRhdIBihoUdSgaUDShdITSCUpnKF2g aEHRhsKBokPojyk860PpCqUblO5QekAxgGIIpScUIyi9oPSG0geKMZS+UPpBMSHSGQDPA6EMgjIY yhAoQ6EMgzIc02sAzKCMhGIOxQKKJRQrKNZQRkGxgTIaii2UMVDGQhkHxQ6KPZTxUBygOEKZAMUJ yi9QnKFMIsrhAs+ToUyBMhXKNCjTobhCcYPiToTzIM5tdUwAAfATAtvCGvjDcxAIBy051KDG8NJC usBh0TH3XNx7lGBYB7dFThPZl2kM5G+Eu9FgbfoCzxblKXiwAZ0miEfceKqAl78lxO8H5sFyzABz Wpy/Mswf2USESdz8UfgA4noSvAoCc2HeqB3m/qX8W4qfCcVlCH6NdI9nw3kizH9BP2H+C/oJ81/Q j4z/gv56oCn/Bf2E+S/oJ8h/UyE/Mhsg6G8GmtoAQT9hGyDoJ2wDBP2QHUW2ANkBng0Q9CezATyZ Be8RE7ygeAv5Ic3wheIHxV/ILwjeB0MJgTIfSqiQ/0J4vwjKYihLhPxo+CO8yWGM1aQD1MsAWI4g 4AFzHQV8MJ4GQytqCWt0GuFPg6kx2LjuC3Mftem9hvLySs7L6rLS2melNZy6yo8cO5+ZQQHBAV4h HOuwmZ6+2OPGwsfLaxCmWJhbb6fZnp4hvQeBusHHApuUjZf7JNgy9tBqk5Uf+VvBFrKETzU7aNci 4FNiGrTqPhjXvOH/YHg/DguBmOtEhHCG+JAlQJbcDuLj5SUqLaTTdPAmrx6eOZ+UgelYdaBopA7O wlJJ0OCflZOdM3ywqkzy8Tf39bXwCPaZaRkwy9PBw9szGChJOPv4eQZz7D0XcCYE+Hn4AyWGU7jf jABf6GUZMD/IxzMIeQIlpp0zrK6QIA/IeJZOH+sNVn3MHeoUFWzczB1qtLXgdQcFc1BnXde1boOF G7xSVLBEpw3WdYZuo+s2YC5m8Lx0NLwwN3SzcrOug3/SLMhiSQlwRKNQKg8SQhJWaClEdJSZh1Xs c4CeXfOQPbDxCQjyDgjm/L8cFlgZPGioDLmwTMNpkrCt6bC1kuF/eVAMrZNvoiTsj9AlNbGSKmP/ VbD/R7B4Odj/4dCnF/xIdbNRGYbpBw240M2wcLHYf13svzz8TwMnsTiPMJe+0BIVwDN36Uas25sK ZGjmsNV9ICN84RPTBl57ws/cNg/ZEVQ1hsQ0rzEk8i0Q6atBo/LVYprA57s6oOlB46sHP8ZQGTiw wg5ydKFJnQarlcxHizkcsrozVbSpsNfkCWbB/hB1AiOhxnURTKA3FFG5C/trMW2hiuiKToKqJM0T C4S90AGA5gaDGUJnskIjP7xUokPw0tCFZ11SXzPsvxZzLuz+mlBl6gYjicqy0b95hk39eNktg/FH kGUnXB1U2ZKHa5r9SPgRhXkRfNQPFV0IUcjJQpEXgLwODEAGtBc0XbCDkcU4zUBK0vS6O9jFyMfu tJiDwW5IHxh4EyObcZJxinGI8TsRrLnLXsavjEuME4SLFtMDZMLSwsibGWehVx7jOOM8IxfKERjx AhQ8mmjfTdDtV8oQJUQ39yOXI/B4zOUgdxrPvU48d3oL3cG/0J2GDWmbutOgPmPhPwu7G1C4G1G4 G1K4S5O6S2LlgUP7QUo0FpPFd5dqdFdkMdFYQDC8MnJXguH57hIU7pI8vD2api/gzk8/ng5PkYCL zoqRDOysFCmJnZUjmdhZJVIKO6tGSnDdsYfwKpiaOhorwE5JJqMQEiobandfzD1okLB7P8zdc7Cw uwmIgYXQgp88GgsK7Hb70EA5OKAKhzBV6VjDSVahqQrojWkzdk0Iut4AaFW2qmiYIVVlBgMwmF06 y2ZcuRwXEzpgnZY78+FlLuhMF+yHcoG7TqcqVeggHFKf0agfZvAapfdAWgJ8XswAz1GGP8Ie7Zhw c66KueqP4nEzKgYcTbrHts6yNctb/lvUWe94o0/K0t0ulZ15lybzRcf2kZ19L9Upb7o+d0vR+jqp 7tbYKm3FhW/tqoyOlaSWfPU6RrOtfm584VvfgHP1xfWrjRUKFJiszuaHTLXNE2brPx9075HlFNvF MjM6JipZOyaMPfg02+v5gBkdYgyNPiVnRaT5Si/2PrVK33DF/vtLH2ucq12m3tHTtVR691PFZ296 loHENMXyoCrX+7+/nByb8rI+aHyDcf3B2zWPTk3WWnNgcZC3m4U7w0B+UW6e5DWbyy+UFJnqIWNU 6pYsTE6p5P4YGVJUk7/ZKHuFzPJkL5/bvmrWu69O0P7NNXQ7K/r952HeL7h3L+jL7HurP1n14hdQ 06PUsSghv6LCbbRK5Zizjx4wt+yU8st+aBR+tmTi6dpHR8IDvmsde/tQ/ni/fd2Sei8IPbPs2cTE gsz9sckmbxYMN3q+MOKp5sR7FVNmbRs/LftT8Ef58muZsQVrP4xKj7u23XPLZo3Bf2zP7hB7Yk9B UEB0h0WFh07ZZ/zm5xX1jZMXfYXzYbyFyZweQfKhD3MujbTuRDs5ztjq3bxpg7wXzfuovJRr+LF+ tsWCfjNlgh8Nmcj4enGyzEePI5UnE26aaeWbvvxY9lL3Q+Ll0vcxuyO4Ul7bkrsjPXLB9Gjaq61n mGqRFRenzB/foKGizAWmJHpkBB2EQ04T0KNIeB0JwzyZKwGcnzHAV74e2UWrmCsuebrjVPbMWd3W 9o6KTortcUpxEjNAq5+tZL27/lYjrWEx6fJDNirY6ppUz3DJW5H4WaVO4bPMp43XjnFHWb1KkMh/ 98F2ZaR6ktZXu/kTz+6/f+moRFSlbEGJRpDn27KY3VHV+raqZy4czvwtevHbxDKnER2sLU723vrA XHfHHyuttwwuldi9j12yZHXahCOdtxd/tvOuuSe1c2b8QZmrk5yflLyIYt9+2KfWe6+hs36dZWqv K4UfK+RuXJJPDXa1D/msPnHgoIP2t2ptdudHuCzs9yZ8ie/98Remfx1Te1zxlEzhhVn1p7wLOJqa 4+y33hjuvSElePxSrpv/4Ru7VD0PDppV7XiiUGeLkcKDIdGGq1wexRdHm6t7bJZtkCt779Zlttq5 e7Zdlw+y7+B2UHXkEN0OmhWjsh+eHn9mhNzX0JNTa0flXftasvlZjes3vRfHy7u8sp5iN2Kqdk4n yR8Orrq7fELH2JtqLezhHlyZu62//PtffLcpTM/+OLd+SGnPzNgHawMuH98+tqBfec3WwdXnFmnc TNg95vUaS/qnc4/n7XDxf3y977sVgVP0JdNHSDgfWW2VeGKUtl7/frvYL9d9VTo1KjjTn16zccj3 HUMGJ42Lztl+5uWUc1sjZGQ6XV2oO/yco9zLT7NMPy0q8nJX2DWx47bK8nDaybl7UterH1BXN/yh oPNjpxrSrz2YfqlM0tgQ/krz2EJtHZfq9cXvuGAFiX4toqPhadOQh5mN+uUugdsqG2cWsIW2ypZO 6JezHbRTGhFeA6bettN3m6J6yZcxxml0z03Fx7/kTtPNy6g7dfnMmzFFo5Vtg445KFbHafkeuffM Q+GsaoDWd5rrMBndRcdmL/YOHbhsdu6QWaE7w1/vqN9W31M2OvLYpWVAnrN6TLzJK53L+WVZVnPf 7+8uE+jW53rwVUZ/8zf3LJj3+6pd3csZE6fyu3nRHduscSYvfFY5+tTtvLPmppG7tnncD86hlS8k FW51vzCtPPHzosVxPcxnJ0qf6HHq9KI5Nf2fM298vr3L7cXHJdW+kutn+z1Y+MA/bZde3h/L77ka Jn+KN/0Yr7CkZMA0rW45Nr+syJE8KLvEK95N+nu0n9adD9+fDkgsPzlyUJHK+iNh5YEZl7cGmc27 U7Hl7t3KyUsaIrLvPsjLqc/uvHi13tBhXr3ztZamXw86Ghx4vfbCznlvvh9PXPPUjZvf96Nl0rwo KwXJsZ3X3azZVHjs+pWCy1+GXZFN6Rx2d9usiPn+/t22Xk05NuPQhGcpHZ8cWxDjZfLszaPHqz7p HXgU5jtfycl7eIxB8dwZc1IbcmZO7RIY5ZIy4f7YFa57lg1afq18t2Pg071D/iiYfntvxPhizuLB M3INBg/c4VisrxqrerGf4eADXg81bW3X31P3pF/eP9l07PrPmpuM9UZq7DHPc3+xi67paKeb5Tjv D7m7xWahD6+FGeoNZB92nHtVJcm0R+eO+aXsCoXbdfmcmo7KaoNdPZ/uHf/NJSR76tGtdVkjv+ec 0Yx+vjxBSyZ2QV2Rs9+Dism9dG4fjblfFHN0QYiazZCljxZU9ow/4/Ci4VkX91uRSF0vYer64cX6 cJeDrtMv5GucW3jxXREXpJKo6zboIByySEBdOVK4ui5ny2Dq6s1T1wTssZp/3iTJr8g0zm2K4gq7 FWOconqZB2jVqJTpKI9bl981NvrwizX6Wbb27E26yzP2JG/+ofkJf6xWc8LUMj5cSasu9B2w7M7y +QXvc8Jrixe/OjtQZbW1Wd9BJbkjrJz2BV/uplxWVu0yZuDDl2v91z4O1drp8PsNju1AtRyWh1HM pjUbTNfoZxfUXKNv1CvbvXaz1Jegb7b76sdJfSrRrRh/jD1mwKkVI/p6VURsWpq7UcZg9IRRSkVp 7sFzJ5blG1kVSS/9Wn4g5JlKvldJVYdFv1aM6rCDafDh9JOAxNvpN9gfq0rz5Y9KR1+wqovK1nka +etOu3ufvT+6ffpRGpLIPTcwsazeKeZNQrXcZoloJc2ZlyPdE2K2F7Of3R9aKhU75fT64zcC+n7u rFc81F0t/eZIj515Ny5tvVS6s5+VkmzZ5guZK78ckn75spKbfl23epwB++MO/wXZNxIHqyY5e9dm mLybMNhtmE3WXKuHu54UDb1+bvfUqUnjPB0mZ27t8zQz+/Otvd0P3HU+7elcFGuzMPW7S0DekRv5 byd1e1194O3l2szUgZd0v69fbJBc8VuSJ7NkytMC+X6drix/W1t8N25V2eYD+m413Ty8CstfcXZv elGbecm4YHv5lBudR9stv6w+WDmufMqoa9ufJ9Yt1Oi6PHCOqlI6q0NBzhnrhV+Hmp61qHSwl72q 6Rk5NNRmk14/lS3s3i7b3i946fREzmpGUNDVDZ37Tkv/Ymx4VVX5wLiD59df2369+Mxnm6O9+2cG PPUPfXlo4deShEcMj+qdaVGqiw795qoyZOAv1aP89T4tWqBsZtr/ncuPq3WvehRxFewcHpkiZR6J KfPnVS4ZrNH2+4fs7p3t5j3fmAs60fHXBILKrALdhEOK6iOWNusj/vLYz33gPnbaA9MUd/OpF4uP 26otssX7iBPUayzjHqA+olHY2s/qby6dT1vjupwbeWtswHJvAxkt9uGAbp02qvaRN8nRrn21qHJJ ACs68vvoyFylO/0+s9Kc9Tbpr72nVVR456S+V+BkR+Wup68/OttTzV/PMW9vntdN6XK3hF7LtGVP JozydKyVOpKUPpBWNS3dyHBY6om5z4cumdm5xEJVZbr8iDdTTg3L1vxtRYTH0Cj2+Gy/8ys6bbY9 8fueeTX96QM2lh6V6ux7bPEse22aR9iofFPrkSn5Bl/zKrmW3Xstdb16bOAwvYLJW+QLvR2d9xvF On6zPrlq78X1cheucw+s8VGbcNv2eI+o2zovHK+mZ2huGDr0vLti5Zz0e0+YW3at6rLnruG3hirP 3d8M937LNtcePPPcheRxB65obv7w2FWj7k7XoG1TjpfISw3XDjc6eDi77N0Zpw1+5Wtf37k56cPR iKdBitnVT8OmfXI5fmid8syBrrW/Pc/6lODyISDr+cHwiTdj74YeNArU1g/rq3mxwXb2KDvrG6Va SSc/75mt92KLdGZBTpLq+IdarucuPjs/pmH49qIdNx5cnujX5QBtyauDly7vHcl6dNV7RodKn8vl e6KHfUjs/sd3rIsYm5eU0dhFvKT2daHCy1uHnbn3v0x2nqOKdxGZQmqEuojCIcXrIo5HasQtHDfh sd+sgWvVLs64HWUhk6UbVrvR7tiDFZvcJwwLc5k0/b0FfIo/LLzikCrVp1rvjfqb7m90EnUjNJUe OskcDvAaoER37ewVGvGt+NvZpbUa90Dg1UjZ9TqTtsh7G1nHdLdNuzU8VG/zodrT09eP/2ylKv10 et+stVYd06Wj9U1+3xOyf/mpiy7jDwXNXph+4cbnHQo5Fw1t+4ye6pyVZ1K3z7iioePSZfstrC1G qk6Jzzp9r/jVNF/lMy9eWt0eeSAnz2P+8p0jjYZ/vFB0POLm0N9HNQx7kua0fYnMsm+3Arce1FKQ tY277r748olKzUX0ikU137iLg+dz9bdkRenEb0iTk++7oSaql43jPoeET6fq9z+zdumaV9+h7IVb hzc9Fu+LG8MMTA79PuOP6hWMd7rpT2cPHKqw78jNFXrZjw+FXyiZf5Z7OSA8oEGn5uFLdq1uYbdd h+qfKdCXcjYXeG/fEacSK6nFdnlaHJwZOzy7w9RXM+/7Nzw6Y/35jI9e6POh1SdeKR+7fiYn0z6n /EO+U9d9RQ0euyLPlg+Y1n3L4wHBMe/ck9X6r3DcQd//i2XagTM2qIvYfVWQdQPrScZgp+2RRrO0 f9jvSLbLTMrZeubL9vOoizgpoW7clMW7O1+tqJ73oj7jeu6AEQYDi54lXqOHznmd+ir6UrTMJS5j bmbKpsYu4m/2XXdutzuU1iljU1SB06FHeBdRWL9QF1E4ZMu6iAfedovr02vdjN9ouw0yNkfW+44w ThxtbDD8sKP60zjTOKu4ZCNVq5wMqdvp4nQRx2JdxMuKlruvaNYqlsVfsUqbH3opftWpI+qvBr88 t50TUjuNed9YCesizmzWRRzfS7iLqP6F30XUx7qI858z7b98utmn5uu5sAEMmxMDfIfPHvjHzU0l DncvX1sVHxGXGfE9VeHJ8msXVtYXzNl4P/Ju6k3fmmvLlmY1dEvx4/K6iE54F7Hb1kBeF3HKkgZX 1EVMQ13E9bCLOAN1EQ9dDz5qEmhUc2FnUGMXsdYyKQh1Ea/hXcTjRgWja313zpJ0uOw6v9s2tx1J SdKZ/fYedDlwJ8BJzv/h0FHHtwWEVKxp7CK+5ncRDwp3EXt2gl3EC6iL2AV1EV27LzbAuojJjV3E uUQX8TXsIm6n7CLm4V3EaLyLOIHfRcwzrFAo4ncRvZ7uvfkV7yJ+4nURcxK0pJt0EZdPQl3EsI6w i1gEu4i3sS7ih+oiS6Su+Zi6ru+yjSt/sihzpfYt+yc5QRZckE6irknQTTikqC6iT/MuorZfxyt9 ekXl+Td2ERetXQkfq8rlaT2/6Nj6xsVbZEQl1iXES+1eunpwnfJ3qZWuw1hav3I8x/8SG+B1XDpD 7aCl1+vCpPpXJpVntxlfZ6zLo0l90tkeP8Tb16jviI6xGSHx07XK1U75vX4pbT1/zegzpTU6MZuM R8lHFHXeOCzlx0OJ7/obVmVtVj89oTYwq9ZZ6pOxzSPtEx3jfOdJLZlx/VGD7tINI9QnRGXE6GaE 5726t//yhslbM1R+vLiv/vZc9/WFuaV9QgwV5nieUM54EBJWbJS55lDXd+/y1qgdlcf6iIs4TyM3 r4d9xO6vz7+vCA0/92NJQO/8yj0af0iXsR73hn1Ej6uR7qqx64odKt/2mn/8F4OJgfe+9JLc5XFx KMOr75nvel6a76fF+HTeKW2pmmfsOsR33dWAWIM+EVxtz45rF1g47q088fjZ/sWbLLNsJw4YOyS9 t83r6NfGobE9vpVNXbjm4cmQuXN3DNZMNnIq6BBwe3pOgHP8y6D9d4x/u/3rmoXn6kYHcEqSY01S Ym6qzMuce/Pdalf1aNagIOv+j/3vjWXN8A/v9fjawa61mc8WTBr7akPi4bjFVxJXbut/JOlswqi4 Z4lqln3mHp7TyWv8HGXTEc84Oqf3e544aBBhuyvRUVdjzyilvuscll0/YJOxJ9vyds86+ZcXU5Id JU/NXKAxWN/EY1/J8s1X/KeOuPTUXb9b9z3fC5QaOmyvT08b55F19eLXA6cOXqk7FL2UWT5hZs29 Cq9Jxfv3aPvv68KKXqBqnXHLx/TjulvhcMAT1Cnr2eN4Tto+j2s1k7oNtNn0YylQul/sawJkqtCa qfOABT/LaNIAsHJpZvC/GdCqRqsq5OC1LBR1KPUAKH4HU7GJWCTSgJbM+JVxkZHFOIa9ZLjIOMyg A2ka2MM4zaABSRQinXGJkc84y7gOfU9iYbEQZ4kQkihEIfQ/j82RcgEbFuRYF3yJF1ruhb8WVmzy WlgOe0EqC//PAgrYtRI2OFOEcb/vqy6ym+Ew0g1zN8Tce2L/l2MukdhiEvzoimaDIVOXQZ88Jm/R yAos9Ersvx2YIYGWZHgAfxAAhQOcQD/sxU5LDhqTznoCVjIZz5Yx0Cz5dhlT1ixYFinwg0vnz/Ca Y4sdWvtAfS86EFguKXSshFVgMcbKjk5USw86viTETbD8UFgToHULAcAI3jijuevxAHSe1/xe3HCz abNpGliLSGDKhJbfpYrAsYmRwtjFSIWfREYGvEJu2xlJjH2MdOiSDu8PMzggn5EHdRC9c/rJaqM8 EqDGH2EcZ+RATeZgi/7a34EqhwkEx4DooBP30vBDb/Ih0x2e1qI46E2OhIA7VZ6C62MEw80C+PIu nu4Akns6STxRR7zAtRm7sbxaFDiQCC9bY5Ok22TpsRhl4vkJL4hriYL+k+3Pvb69HqcCXVgqVCIa trTmB7+uSkbyzjQwEfqwwBLM7tOBLVsBO6N7Bvw8lsbvAV0ee/Mnj+WLLR6kK0IXdE0kS1PA3KQw t9k0QTcW5maEuZkRbtIkbmwSNxkSN1kSNzkhtwaYGipfB6wg+B0D3qFaOwdTkIRc1cQ+kpgvKrca Vp/4HQPeMYiwUjBsR+wjCSLobAyPOpbROVgjLBhOnfjg/tKEPwvzl27mzyb8FTF/djN/GcJfFfOX aeYvS/hrYP6yTfxR6eUwfyZWenl4h/w14Af53weq4BSEGQOM4IfD/7yHYWFbVxmysSd+FXpwobej 6ky0GJRRpcxGZ2ZVD0zrpKsUSbSODthYPJQ1slwoPFrseIyJuzOhuyIbLWaUqUKLPZnmqL4l8lCb yNBymVI0qJAw9fPY/5EMRViS8wxA9C0UsU4VWqoeSZwdCLorodVRYDqwh+2rDEMzgZI7cjENxXUT tS2Xy8LaXhroQ2slAcIMpGj0rUukaQyo09aB8z1CfAL8e6PVfKYgcBo+mHgPbYMwBkYzDHQBDC4S 4mGQxRapo/NRCgwMAsNKERhOIAzMpWQYGEEiMNCbYWAIYKgSG0MVVnY5oMgkx0AnMMQsoMZQhTAk JJNiCBaBgdYMA1MAQ5SkeBjkseWgmF2jwEDjYQijxrB1PsQAdpJiCBGBgSWSD2aG4mGQwgsOz7fo 5BhYPAzh1BhyEYYCV1IMo7dKUGKQEsmHB2Ji4I0eWGAeBR+keBgWUmP4jjCkjCLFYCsCg6RIPszr KR4GaaL/IE3wojkGSR6GRdQYBoVCDLKjSTGMEYFBQiQfWEbiYWATGNiUGCR4GBZTYwhBGIw3kWIY KwKDbDMMEgIYTsSJh4FJLFBngioKPsjyMCyhxnAUYUiOI8VQuE6KEoNMMwySAhiGxYuHQYLo2klQ PuNkeBgiqDG8RxhYCaQYbojAwG6GQUoAwx0xMfC+WigJNlJgYBMYnojA0GMBxBCymRTDTREYpJth YAlg8E1oqW3NpcAgTWBInkuNYRbC4LuLFMMtERgURfLBaIi4fDCm4Wd3CgyKBAZfX2oMKQjDgxRS DDJF1BgURPJhr5gYeONgyAcKTisQGHJEYHiCMFilkWKQFYFBXiQf9Ie2Fh/keRj8qDEUrIMYjqaT YpATgUFOJB9SxMTA4wOL9yWgZhjkeBj8RfT5EIbOu0kxyIvAoCqSD4ox4vJBkeCDGUU7qPIwuFJj MIqGGKIySTHcfUGNQUUkH8LExCBB1L8EUKTAoMJ7PrhRY5iNMNTtIcVwTwQGZZF8qBMTgyQxBpIE tygwKPOeDyIwlKRDDO77SDHcF4FBSSQf5sWKywcH4lxCgUGJh8GdGgMrA2K4vp8UwwMRGNRF6tKp eeLy4Shsg7FoAMSQAikkGNR5GDyoMVghDIMOkvdbNdiUGNRE6tKwQHH54AAx+CB9gBjukmBQ42GY QY0hEmHIOETebxWBoYNIXbojJgZJOBaVBMOgIAzlJBg68DDMpMaQgzAoHiHFMI7AMIKuDH6TRLNj OAPxIwVqAJrp6oLme1jY5BcNM+gMyZegI7yXxLyZ2Bm9XkBn9K6pEnu0oW/lt/2rJTTpiULgk554 SfGjcdITEJOeaFITP3jTqFjFYFeCFYNVSNOAf1/IAq/B/5eQWxBSjHQ4fLyVFZXve4O63uBPDw7/ CsUprRUrTmM+1W/FitE0zsd3dZXlLcvnY1lZdW/QwjgvUIwWxaE66MT+Cw7Yt0mDsZccLXnNoQHo NNy8iL//AfpeeLIOfm0HLIAVkasp6A8sYcu35PWeBqDx9z9ADwbGDbz/n4t7Y/tPHH0Qju07wTsL xm+F/Sea7HkjThyk8Kr8a3zfCVv42PDi7woh/oH2f0B8QQ3dkv0feGYAxeG9mOS9jOO99FsF7cY5 aLmm6GBT+rCwhxRRjumYL7YWgc67otFR5uiKSZMj3HDNQFey9DRgj+37oYXl1J2G59p4h0LJ0Hm1 oyWUJp5P05hkIZAGqDFRXv/r8MiUou/+f6PXEnW+kadXHPMgHw9fcGmBGbx5ymIbqlleWqANhZOb vwDtroDy6UUDzWqLRlyp0tHreZLUU6ENbpK6ujR7FXnqNCyl3lia6IHQj41cEEuvv6wrfV7+uq6Y JgMtrQQ2dSqFPQeliDi8ukBlROcqIjVULntxy7Va/HLZY+W6/bG+4nvd67pSGkugPFJYCanLhZem QmQb+DHYgVSlEUyvFz89RWIgm4M9P2l0uq5TeHCIJ9p8AzJeB6zD8kFcqbqtAgwsLi3A49NJtJuH mVyXDKAuKYPm5RC+p9YVFfiIJakFsjZZQ14LDIE2kcbaBKWJ7u4z5JrVPY2oe0YTPVala8COipi6 ESVuOVCa6O4tg0GpAwzKOhOnTlH9eYpbf2vFrz9PrNwVDOkW1J+/uPW3Tvz6829x/bVch3n2UJRd w8vTE3IH3fWDAxjcZSThYsJ3cSJcTPku3oRLf77LIsJlAEOKqL0NsOMsZu1F/3ntKWK5oDTRs/V2 Q0VleSWLsEdSIuwkQ2QdCj8pm9qBQohoPWndSWGl0QQbQWOOfyUHOZjaDZE53PrJHOxgavI0UTko 0n4mh6aa9tfi8+6+Q/fc3Fx+aRhEaOSGp8C7Eu7RoL7WV6KThMLg8ZlN3BtR4k/dLpI62B4tNAEf JmWI0X8aIvZPQxT+aQg5Gq8eBMsrSdqzw/WbCiOTYCFKF12hrzXZ05rnS4MaAvjtxyBSlSStebIc BWubCpUdrWmZlPhlUuLXa9My2QAlfpkaY9nyY8WSxrICKExr16ABv7QGlDVo0Ky0w/mxhlPGGt4s liM/liNlLMdmsTz5sTwpY3k2ixXOjxVOGSu8WaxYfqxYylixzWLx6l0FjjrIWJgmxEJe33Y0PxaZ nqRi0yejm8WK5cci0xM8VmyzWIX8WIWUsQqbxZKj8WLJkdQGHktOSP9T+XWYSlmHqc3qELny8rKj zIvn83NMxnNM47daOmmrofwa27Mx1mh+LHJ2o1jCrZbGb7V0CnajWMKtlsZvtXTSVsNjCbdaGr/V 0klbDY8l3Gpp/PpPJ61/PJawrUNWl2d/x1PEarTMjbaOF0uJMpZSs1gG/FgGlLEMmsUazo81nDLW 8GaxHPmxHCljOTaL5cmP5UkZy7NZrHB+rHDKWOHNYsXyY8VSxoptFiuVHyuVMhYKQ/6UEacXxGMi zsmmvaimd409HbTHZj0ADHyOKpL4F0lcRBI3KL3cJ7kg82oV4H6rAikpGdA5El/uy+UtveZiH3TD ewaa0qWw/nU3SQWgRsxZJRKozgH8KwmNMzC9iWUucNzNt+vCT1a8dnhDfxw/i7A2EqCpuzR2ZmBz DOhFZSroBFnUFUtNhp7KPVmNrmTpkfRIRtORdmOPsjdNE/DmtVA4FQJNZwKNHYYvF14fRruMQjC9 6fgOyiiULLDzCJntHD7PE+0AyrOJKngh6Xgp2ULlUaVPhQMZXFOmgg+NtUDHffXodAY++tHlj35Q uZl0oCi8wyT56EeGGFmhuCimDyOHhqedSxtHjKwif/y1tGWJJ4AMNqOP54EKHxamRgcMXi7DaMK5 YPUBcyF2xMTGbw5M9goqBHguskJIeoUBxnKi7r/y637ixA/tYn9ON3MFWezFDR0e6OUPrHsG/rRm oys5BJIOVoRhlbVaWbcXdsNAG27LYD4+MASqh0b94+L7vmIHeW9UlnQejNk4D4a1RbYU+wZ5W8jx Wxw/s4VslgTfZrGIUkkSpRK2DH8AfGEMrARsX+CWWQaeLaDivhbk/mCCa1O4Y9/jnDZjuEuIw30U jpr7aDNcDgw4WoKc+xv/hPu88qjSs0ERwf1sEEkT5r4bvTfRWnMaykQwR12aHSse93sA3pyUG12D KU7akJUrydOW52tC0zwM+HlUgF1MYduFaWILbBeeh7xQHv0Az4atoCf8pH2kwuHDz4NDL/5JO9mI g9pOcug3xLWTFDPwVEiQndxM6Kk2rdFOqtD+CXaShm5aYC6hTdnSA95vMUA2pzPypSH/qH54rbfE msqIZU0hPzeSt5gCXy9+1pqq0HALOo6Gs7x1raketKYDCet1muv+hGclOVLiWVOOFLU1zYFSIon3 gv+KNeWVB1nTLXSeNbViNLemNTRxLB589t2i4he1NX0iIaY1pXhTo0hh6QSt6UzJn7OmPC1TFGFN 74Cfs6aKFJbOx2cls9Gemv6kPW1EIsvPBWl8aFhYlD9d0Kb6i2tTKd4AUeG530sf5pJO6OswAatq /A+wqtBahjY3nWxoVy/p3m91k9sSiysvbv/1Nnl7KvE1p6UWl2r+qzFu03UGZIe9ub1tI5b/bV7W IBDMBx4gBPtFA/RVZ3viLlSsVTGcv7D+BbO+RAOSrf/pJ04ixIHW/6D00LwF0pD2sP4HmYfWXP+D 0kMWTtz8UT0xieufYDjVQLNFB43k9ztadvzcnhO83+/4AM+83+8IW9Oh3fx+x8/OD7QF/7FNZkTw 36QF7Se4/g/9JlF74D/6nazW5D9asov6yeLmj5aT8/jfSFu6PErEPbQTeOPGETv/vwt/0fOEx9+9 8f8c/rb2uFX4aAv+oxFaHxH8b8mGKIj/SJf7Eum2B/6jbTNak//KRHri5o/G3Dz+k/F3r7JeC0rQ Ovw1FuDvG7N/Cn//f0dIf+VoC/6j3wMdR8L//mAwGATZP6gF5Rd8/qMtb9oD/zmgdfmPfm8R2RRx 80dvWEXx30yiQwtK0Dr8b6+/n9fex09twX/0dTSy8T+P/4NbUH7Ef6St6HdF0W+Mtgf+o982bk3+ I3uKeCRu/mhGmt//hyUYBwxpnWjL0fAJvHmv06Ln/799/PwXacs/2nr81Bb8R28ryMb/PP6bt6D8 gs9/9JvC7YH/6Iubrcl/tLkmB4jPf/Tb6Tz+t0X7o++Xko3/eO1vIU4ixIHaH41nkE4hq9Ue2h+a w1Ztf/Q81Qfit/8A0Nj+/82f/NwQq63t98+On9uC/+i7/WTjv4GQ/ebAEt6Lfwjaf9Svag/8Hw5a l/9oXRzq04mb/wjQyP+/N3///vMnfw/+7+OPn3PyO4BbXdX+1vxHu46Qjf94/LduAX7E/64AX7Pe E7QP/iP71pr8N4RntK2QuPmj+v0H8P9vMX/SWvzljZ9zLnQAWxXE5+/Ptl9b8B+Rkmz8x+P/qBbU n+DzH41r2gP/x4LW5T8aT6Ixlbj5jwON/P9v/qT13z+/md5+5q/bgv92gHz8j/PfqoX7T9Gw9xlo zgitG2kP/J8AWpf/qPeK3pmLm78TEHf9179l/LyPP35G/efIf8z89Z+Pn9qC/86Aavxvhf3MTkvn /3h5o3mF9sD/KaB1+Y/m89A7c3HznwoE3//+N37+mfFzO+Y/1shtwf9pgGr8j/PfsgXth/iP5tPR nNpQ0D747wFal/9D4HkYEJ//M0Aj//8bP/+d+fu/Hz+1Bf9nAqrxP87/vzr/j+YV2wP/Z4PW5T+a zzcD4vMfaozI9V+KzP//9V/tdfzc3sdPbcH/OYBq/I/zv6Xz/2i9mCMAWL+hPfAfsbw1+Y/GS8hm ips/+kk74fVff9AsVGmKAGy01QNvHumKnf+/ffzc3sdPbcH/QEA1/rcGpvCufwvKL/j8twHtg/8L QOvyH4EcDcTnP9JTYf470n7H+P/AVwdbAyru8W8fP7f38VNb8D8cUI3/cf4PaEH5Ef+tAf5OAb1X aw/8jwCty/8xAH+nJ27+S0Hbrv+MBFTjP7z9B4qTCHEI2v/xoH20/yrQuu1vD8/oZ8bEzX81aGz/ ZQD9qBD6wSD0c0EA/IBp8CQK3q+Fsg5KtJDfBgCw/cg3QYmDEi/kj3Z03AplG5TtQn474f0uKCkA bdDe1G83vM+EsgfKXij7CP8D8HwQyiHi/gg8H4WSBeUY4fbf0fLjv/mzf/f6g7aw/2sA1fgft/8t /P4nQJvlTAb4e21R9t/BbdHfwv7HgNa1/2g9AXqnKm7+saC9rP/7+8+ftff1B23B//WAfPxvDvr+ 1Pe/JgFy/vN4/3fhfwJoXf7/As8uQHz+o10+/3/W//3z58/a+/vLtuD/FkA+/uPxv6XrfyYC/J06 WtfSHvifBFqX/2g9EVpTIW7+yeC/9b+Nx7/7/WVb8H8HIO//8/jfwvU//PzdQPvgP/oVm9bkvys8 uwPx+c/7fR10/Nf//ne/v2wL/meAxv6/BBy1zwd+8OMBgkA4nwdBmAuvVNQH1DXadICvaRM3//1Q bgFe/lYwh5lYGTxhTiEtLM+gv4D/MBTVv/7Ia3a0NH/B439DbncJAMwgMW2cWcBWWgLYIo7/CHu0 w9luroq5RoTXgANvu8X16bVuxg8u4llzE4Cqp2TVrpov42crHtjEAj27H3+IvheSAvBfb0T+ZgC3 Y+jdJ9obGY2B0F54aH0V2mM0EuD7AqP5FrQ3IJqPRjm9ZKJd7/E4Nj4BQd4BwaT3aE9NO5+ZQQHB AV4hkL0zPX2xPMFi1mlr+BxB15EvJIOd4TXPCl27sLK+YM7G+5F3U2/61lxbtjSroVuKH/fpgMTy kyMHFTmtPxJWHpjRbWug2bw7FVvu3hWFn3638G5y706K8YkQv9GXwwj/C4D/liryR3P+CgRutPeZ L8D39g0hyr6YwI3m9dWIekD1kUDUz1mh+kDpOngGBQf4e/iC8koThOm8jDSWJiDSJjtrKeJWGLXL vYby8sq+jZf9Gi9NgKwinqEWUXDkXMp5WV1WWvustAZLA4nfg4rJvXRuH10+qSjm6IKwjjZDlhYt qOx5+4zDi4ZnH6qLLGGiVfkwIQZzfZdtXPmTRZkrtW/ZP8kJsuCCdLrgy20ucNfpVJUE3YRDFjUG AhwpXF2Xs2UwdfXhqWvCTaiuqvnnTZK0/Tpe6dMrKs9/xRinqF7mAVo1KovWrux2qUy5PK3nFx1b 37h4i4yoxLqEeKndS1cPrlP+LrXSdRhL61eO5/hfYgO8jktnqB209HpdmFT/yqTy7Dbj64x1eTSp Tzrb44d4+xr1HdExNiMkfrpWudopv9cvpa3nrxl9prRGJ2aT8Sj5iKLOG4el/Hgo8V1/w6qszeqn J9QGZtU6S30ytnmkfaJjnO88qSUzrj9q0F26YYT6hKiMGN2M8LxX9/Zf3jB5a4bKjxf31d+e676+ MLe0T4ihwhzPE8oZD0LCio0y1xzq+u7/ALb0rGEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAMQA0ADIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAgAAgECAAAABgAAAP////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAzAAAA8jAAAAAAAAAxADQANQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAACAf///////////////wAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAEwAAAAhMAAAAAAAADEANQA3AAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIBBQAAAAgAAAD///// AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACQAAACwEAAAAAAAAMQA1ADkAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgA AgD///////////////8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaAAAAigQA AAAAAAAAyAAAeJztXQdAE0n3nxQg9N4sGIoFREXBghUEVFQQBE9sFBUQRVBABFHEdqKIBVAUbBSx F9DPBiqcUuwe9oYgYkOkKvb8Z7YkIWxyifI/jvu+gZfdnf5m3u/Nm9nZ3Vs3VUtTMtuVAQE3FDDA D44skObzoxGEORUA6ACnHxwOh/Tm/M+1KfcdkgHst98g9YMkBQn1uQwkFiRZSHKQ5CEpQFKEpARJ GRcBoApJDZI6JA1ImpC0IGlD0oGkC6kdpPaQOkDqCEkPUidIbEj6hPz0hUcjSJ0hdYHUFVI3SMaQ TCB1h2QKqQeknpB6QTKD1BtSH0jmkCyIvPrD4wBIlpAGQhoEaTCkIZhcAzAMkjUkK0jDIdlAsoVk B2kEpJGQRkGyhzQa0hhIYyE5QHKENA6SEyRnSOMhuUByhTQR0gRIbkQ9JsHjZEhTIE2FNA2SOyQP SJ6QvIh404lja7jxIBD+hcC+sAMB8BgEwoEkTgtKDJkXkgU2i4755+LBI/jjqowPc5kgV0BjoHBT 3I8GW9MfeEtUJr+TA3QaPz/iptMAZPk2kP+5YB6sx3QwW+Ly1WD5SCcinsQtH8UPJM4nwrMgMAeW jfphzk+VLyn/TEjLB+LnSO5IHU6SIP75wwTxzx8miH/+MCr884cbgqb45w8TxD9/GBX+SaLSAfzh VgDXA6QO4A8T1AH8YYI6gD8M4R/pUqQLkB6YJBAuqAP4w2bCa4QEH0i+AmFIMvwhzYUUIBAWBK+D IYVAWgApVCB8EbyOgLQY0hKBMBo+hDdxZlhLOkG5DIT1CIJ6ai4Esh+G02CoRW1gi04lwmkwN4Yc LvuC2Ed9eu97ZWU1u6K2vKz+WVkdu6H6A9vBb0ZQYHCgTwjbLmyGtz823Az38/EZgAkW5tfTZZa3 d0jPAaDBMmt+k7qRpU+EPeMItTZV/VG4LewhG6iNHaBei4SjxFSo1f0wrPnC32B4PRaLgZDrQsRw hfwhTYC0uQPkjyxLVF5IpungdV4jPLI/qgGLMdpAxVQbnIO1kqLBf1sXB1c4uKlP9Auw9vcf7hXs N8MmcKa3k5evdzBQlXL1m+sdzHb0XsgeHzjXKwCoMlzC504P9IdBNoELgvy8g1AgUGU6uMLmCgny gohn6fey22Dby9qpQUV5pIe1U10nPXiuqWwNGuwaOjdsGO4Bz1SUbdBhg12Diceohg2YjxU8Lh0F T6xNPGw97BrgvywLolhaChzVuS6TBwEhDRu0DHJ0jJmHNexzgMaueUgfjPQLDPINDGb/LW44Vgcv GqpDLqzTEJo07Gs67K3t8FcJlEDt5J8oDe0RurQuVlM17Fcd+z2KpcvBfofAkB7wT6bLSPXBmHzQ gBvdCosXi/0aYL9K8JcGTmFpHmE+vaEmKoJHztKNmNmbAuRp1rDX/SAi/OGIORKee8O/Oa0esx2o 4cXEJI8XE4UWiQzVoQkL1WOaw/FdG9AMofI1hH9mUBjYsMEOsQ2gSp0Km5UqRI85BKK6g7BkU6DV 5A1mQntIeAbDoMR15M+gJyRRpQuG6zHtoYgYiM5CWE2aZzYfWqH9AM0DRjOB3lSVRmF4rUTHIPMw gEcDylAr7FePOQeav+bCCvWAiUQVyQtvXmDTMLK4ZTD9UKriBJtDWLHU8ZoWPwz+ieI5Ag71g0RX QhTnVLGoK0DdBsYgHeoLmgHYwchknGEgIWl63hXsYhRiV3pMS7AHwgdG3sTIZpxinGYcZvxBRGvu s4/xH0Y+4wTho8f0AhmwtjDxZsY5GJTHOM64wMiFdBQmvAgJTyY6dBP0+4/QGKWEmfuBw+YbHnPZ yJ9G+jeI50+X0B/8F/rTsCltU38alGcs/idBf2Mh/qZC/E2E+MtS+ktj9YFT+wGqNBaTxfWX4fmr sJhoLsAfXw35q8L4XH8pIf7SJL/dmubP58/NP54OD1GAg44qUQzsqBoljR3VopjYUT1KBjtqRElx PLFBeBXMTRvNFaBRksG4DgGVDaW7N+a/fYCgfx/Mf4OloL85WAcroQf/8mgsSNDs9qOBSnBQA05h atKwjpOuQUsVMBiTZuycIHS+AdBq7DXQNEOmxgpGYDA7dlBIv1wQty6031o9T+bDAg7oQOe3QznA U799jQb0EIxpxODJhxU8R/k9kJUCnxYzwHNU4I+wRzvG35yjbq3xo2Ts9Kp+x5Lvydll2lvlLT8Z fc433vSjmmyX/PKzb1PlP+vbP3Jw7KEx+XXn5x679b5MbLg1pqaTyqI3DjWmWaUppV98smj2tc/N Ln7tHXi+saTxdzPlImUmq4P1YYtO1gmzjJ4PuPfIZrL9Yvnp7RJV7ZwTxhx6mu3zvN90zXUmph+3 Z0am+ssu9j29yshkxYH7Sx/rnK9fpt3O271Mds9TlWevu5eDxFSVyqAa9/t/VEyK3V3RGDTuu1nj odt1j05P0lt9cHGQr8dwT4axUkRunvTVkQUvVFWY2iGj1RuWLNq+u5rzY1hIcV3hZtPsFfLLt/v4 3fbXsttzZXynk+6hSayYd58G+77g3L1oJL//jdEkjUufQV23MufihMKqKo9R6tWjzz16wNyyU2Zu 9kPT8HOlE87UPzoaHvhNL+vNQ6XjffZ3Se65MPTssmcTEosyDsRuN3+9cIjp80WRT3Un3KuaPHPb uKnZH4M/KFVezYgtWvN+RFrc1STvLZt1LP9MytaMPbG3KCgwRjPi+uHTjukn5/pEf2XnxVxmvx83 3Hx2tyCl0Ic5+cPs2tNOjTWzfTtv6gDfiHkf1JZyTD40zhq+sM8M+eBHAycwvlyaJP/B62j1qYSb VnqFFhUfyisM3icWlL1btyeSI+OzbXtXJEdumBxNfbn1LFMrqurS5AXjvuuoq3GABYUcmUIPwZhT +eQoCp5HwThP5kgB12cM8IUrRw4x6tYqS57uOJ09Y2aXNT2jY5Jju51WmcgM1OtjL93oabTVVG/w ujSlgRuV7Q3Ma6e75a1I/KTeoPxJ/uPGq1mcEbYvE6QK3763Xxmlnaz3xWHBhHMH7ucfk4quVigq 1QnyflO+bk90rZG9xtmLRzJOxix+k1juMlTTbvipnlsfWBvs+HOl3RbLMqk9++VKl/yeOv5oh6SS Tw6+dfdkds6IPyR/ZaLrk9IX0XK3H/aq991n4mrUYJPS4/L1D1WKN/KVUoLdHUM+aU/oP+CQ4636 kXsKI90W9XkdvsT//riL076Mrj+uclr++sWZjad9i9i6umMdt94Y4rthd/C4pRyPgCM3dml4Hxow s9b5xHX9LabKDwbGmKxyexRfEmOt7bVZ4bti+TuPjrO0zt+z77x8gKOmxyGNYQMNNHWrRmQ/PDPu 7FDFL6GnptSPyLv6pXTzszr3r4Yvjld2fGk32WHolE457aV/OLkb7PILHe1oobeom2dwde62vkrv fvPfpjwt+8OcxoFl3TNiH6wJLDieNKaoT2XdVsva8xE6NxP2jH612ob+8fzjeTvcAh5f6/12xfzJ RtJpQ6Vcj/5um3hiRCfDvn12yVWs/aJ6ekRwRgC9buPAbzsGWiaPjclJOlsx+fzWSHn59lcWGQw5 76xY8XGmxceIYh9P5V0T2m2rrgynnZqzN2W99kFtbZMfyvo/dmoh+dqLyZf6RJ0N4S91sxZ10ner XV/ylgNWUMhXBB1NT5vGPMLkyZenFK6rRrqygD3UVfZ0Qr5cHaCe0on06TfltoORx2SNfH/GaJdR 3TeVHP+cO9UgL73hdMHZ16OLR6nZB2U5qdTG6fkfvffMS/mcRqDeN5r7YHmDiKxZi31D+y+blTtw ZujO8Fc7Grc1dleIicrKXwaU2L+Pjjd/qV9QWJ5pO+fdga7y8z16XQu+wuhr/frecOb93lpX9rFH x6n/YV18xz5zrPkLv1XOfg0776y+aerZyTruB/vwyhfSyre6XpxamfgpYnFcN+tZibInup0+EzG7 ru9z5o1Pt3d5vPiwpNZfev2suQ8WPQhI3WWY9+fye+4m2z/GW3yIV15S2m+qXpeckb+tyJE+pLDE J95D9lvMXL0777897ZdYeWrYgGL19UfDKuenF2wNspp3p2rL3bvVk5Z8j8y++yAvpzG7w+LfDQcN 9ulZqLc07VrQseD51+ov7pz3+tvxxNVPPTiFvT/YJM+LtlWWHtNh7c26Tdezrl0uKvg8+LLC7g5h d7fNjFwQENBl65XdWdMPj3+2u92TrIXrfMyfvX70eNVHw4OPwvwXqLr4DllnXDJn+uyU7zkzpnSc H+22e/z9MSvc9y4bsPxq5R7n+U/3DfyzaNrtfZHjStiLLafnGlv23+FcYqQRq3Gpj4nlQZ+Huvb2 6+9pe9MLDkyyGLP+k+4mM8NhOnut8zxf7KLrOjsYZDrP+1PxbolV6MOrYSaG/eWOOM+5op5s0a1D u8IyuSrl2w2F7Lp2alqW7t5P94376haSPeXY1obMYd9yzurGPF+eoCcfu7Ch2HXug6pJPfRvH1t3 v3jdsYUhWiMHLn20sLp7/FmnF9+fdfS8FYXENR8T1/cv1oe7HXKfdrFQ5/yiS2+LOSCFQly3QQ/B mMV84sqWwcV1uZw8Jq6+pLgmYMNq4QXz5LnFFnEek1VWOKwY7RLdwzpQr069XF9t7NrCzrExR16s Nsq0d5TbZLA8fe/2zT90P+LDai07TCv9/eXU2uv+/ZbdWb6g6F1OeH3J4pfn+qv/bmfVe0Bp7lBb l/3BBV3Uystr3Ub3f1ixJmDN41C9nU5/3GDb99fKYXmZrtu0eoPFaqPsorqr9I2G5XvWbJb5HPTV fn/jWJmPpQZV47LkRvc7vWJob5+qyE1LczfKG48aP0K1ONUzeM6E8kJT22LZpV8qD4Y8Uy/0Ka3R jPhP1QjNHUzj92eeBCbeTrsh96GmrFDpmGzMRduG6Gz9p1H/2elw75PvB4+PP8pCEjnn+yeWN7qs e51Qq7hZKkZVd0ZBlGfCuqQSuWf3B5XJxE4+s/74jcDenzoYlgzy1Eq7OcxrZ96N/K35ZTv72Koq lG++mLHy82HZiopqTto1g9qxxnIfdgQszL6RaKmR7Opbn27+drylx+CRmXNsH+56Ujzo2vk9U6Yk j/V2mpSxtdfTjOxPt/Z1PXjX9Yy3a3HsyEUp39wC847eKHwzscur2oNvCuozUvrnG3xbv9h4e9XJ ZG9m6eSnRUp92l9e/qa+5G7cqvLNB4086rp4+VyvfMnes+lFfUa+WVFS5eQbHUY5LC/QtlSLq5w8 4mrS88SGRTqdl8+fraGaxtIsyjlrt+jLIItzw6udHBWu6HpHDQoducmwj/oWuZ5u294trHB5omg7 PSjoyoYOvaemfTYzuaKhdnDsoQvrryZdKzn7aeSxnn0zAp8GhFYcXvSlNOERw6t2Z2q0RsThk+7q A/v/VjsiwPBjxEI1K4u+b91+XGl42a2Yo+zg9MgCCfMwTJg/rXJLZ41yPDBwT89sD98FZhzQno7f JuAXZnXoJxhTlI1Y1sxG/O3xXM/+++VSH1js9rSecqnkuL1WhD1uI47XrrOJe4BsRNOwNZ+0X+df SF3tvpwTdWtM4HJfY3k9uSOBXdpv1OilZJ7Tqf5lRPWSQFZM1LdRUbmqd/p8YqW6Gm4yWnNPr/j6 nVNGPvMnOat1PnPt0bnuWgGGznn78nxuylZ6JPRY1knhVMIIb+d6maPJaf1pNVPTTE0Gp5yY83zQ khkdSodrqE9TGvp68unB2bonV0R6DYqWG5c998KK9pvtT/yxd15dX3q/jWXHZDr4Zy2e6diJ5hU2 otDCbtjuQuMvedUcm649lrpfyeo/2LBo0hal677OrgdMY52/2p1ate/SesWL1zgHV/tpjb9tf7xb 9G39F85X0tJ1NwwadMFTpXp22r0nzC27VnXce9fk6/ca7z1fTfZ9zbbuZDnj/MXtYw9e1t38/rG7 TsOdzkHbJh8vVZIZ0inc9NCR7PK3Z102zK1c8+rOzYnvj0U+DVLJrn0aNvWj2/HDa9Vm9HevP/k8 82OC2/vAzOeHwifcjL0besh0fiejsN66l77bzxrhYHejTC/51Ke9swxfbJHNKMpJ1hj3UM/9/KVn F0Z/H5JUvOPGg4IJczsepC15eSi/YN8w1qMrvtM1q/0KKvfGDH6f2PXPb5iJGJuXnM4zEfO1vixS rrh1xJVz//Mk19kauInIFBAjZCIKxhTPRByHxIhzfez4x3Nn9l+jdWn67ejh8pkGYfUbHbIerNjk OX5wmNvEae+Gw1H84fXLTikyvWoNX2u/7vpaP9EgUlf1oYv8kUCffqp09w4+oZFfS76eW1qvcw/M vxKlsF5/4hYlX1O7dV3tU28NCTXcfLj+zLT14z7Zasg+ndY7c41tuzTZGCPzP/aGHFh++pLbuMNB sxalXbzxaYdyziUT+16jprhm5pk37Der+t5u6bIDw+2GD9OYHJ955l7Jy6n+amdfVNjeHnYwJ89r wfKdw0yHfLhYfDzy5qA/Rnwf/CTVJWmJ/LKvt+ZvPaSnrGAfd81zccGJat0IelVE3VfO4uAFHKMt mdH68RtSFZV6b6iL7jHSeb9TwsfTjQee2bl1zmvULH/hofm62+L9caOZ87eHfpv+Z+0KxluDtKez +g9S3n/05grD7MeHwy+WLjjHKQgMD/yuX/ewQq7e4HqXXYcbnynTl7I3F/km7YhTj5XWk3N7WhKc ETskW3PKyxn3A74/Omv36ayfYejzQbUnXqplXTubk+GYU/m+0KXz/uLvXruizlX2m9p1y+N+weve em7X6rvCeQf9wG82qQfPjkQmYtdVQXbfWU/SLV2SokxndvrhuGO7Q0Zyztazn5MuIBNxYkLD2MmL 93S4UlU770Vj+rXcfkON+xc/S7xKD539KuVlTH6MfD6HMSdj9yaeiXjSsfPOJIfDqe3TN0UXuRx+ hJuIgvKFTETBmJKZiAffdInr1WPt9JO0Pcbpm6Ma/YeaJY4yMx5yxFn7aZxFnG3cdlMN25x0mdtp 4piIYzATsUDFZs9l3XqV8vjLtqkLQvPjV50+qv3SsuJ8EjukfirzvpkqZiLOaGYijushaCJqf+aa iEaYibjgOdPx88ebveq+nA/rxxh5op//kFn9/7y5qdTpbsHVVfGRcRmR31KUnyy/enFlY9Hsjfej 7qbc9K+7umxp5vcuu+dySBPRBTcRu2ydT5qIk5d8d0cmYioyEddDE3E6MhEPXws+Zj7ftO7iziCe iVhvkxyETMSruIl43LRoVL3/zpnSTgXuC7ps89iRnCyb0WffIbeDdwJdFAMeDhpxfFtgSNVqnon4 imsiHhI0Ebu3hybiRWQidkQmonvXxcaYibidZyLOIUzEV9BETBJqIubhJmIMbiKO55qIeSZVysVc E9Hn6b6bX3AT8SNpIuYk6Mk2MRGXT0QmYlg7aCIWQxPxNmYivq8ttkHiWoiJ6/qO2zhKp4ozVna6 5fgkJ2g4B6RRiGsy9BOMKcpE9GtuInaa2+5yrx7ReQE8EzFizUo4rKpVpnb/rG/vHxc/PD06sSEh XmbP0t8tG9S+yax0H8zS+w/be9xvsYE+x2XTtQ7Z+Ly6ntz40rz63Daza4y1eTSZj/pJ8QN9/U17 D20Xmx4SP02vUuv03FcVsnYLVo86W1anv26T2QilyOIOGwfv/vFQ6pvRhlWZm7XPjK+fn1nvKvPR bOSjTifaxfnPk1ky/dqj7wZLNwzVHh+dvs4gPTzv5b0DBRsmbU1X//Hivvab813XX88t6xViojzb +4Ra+oOQsBLTjNWHO799m7da65gSZiNGsJ9GbV4PbcSury68qwoNP/9jSWDPwuq9On/KlrMe94Q2 oteVKE+N2LUlTtVveiw4/pvxhPn3PveQ3uV1aRDDp/fZb4Y+uu+mrvPrsFPWRiPPzH2g/9orgbHG vSI5nbzbrVk43Hlf9YnHzw4s3mSTaT+h35iBaT1Hvop5ZRYa2+1r+ZRFqx+eCpkzZ4el7nZTlyLN wNvTcgJd4yuCDtwxO3n7P6sXnW8YFcgu3R5rvnvdTfV5GXNuvv3dXTuGNSDIru/jgHtjWNMDwns8 vnqoc33Gs4UTx7zckHgkbvHlxJXb+h5NPpcwIu5ZopZNrzlHZrf3GTdbzWLoM7b+mQPeJw4ZR9rv SnQ20Nk7QrX3Wqdl1w6OTN+bbXO7e4NSxaXd252lT89YqGNpZO61v3T55ssBU4bmP/U06tJ177ci 1e+aSY1pqWO9Mq9c+nLw9KHLDYdjljIrx8+ou1flM7HkwN5OAfs7smIWatil3/Kz+LD2Vjic8AS1 z3z2OJ6dut/rat3ELv1HbvqxFKjeL/E3B/I1aM/UBcCCf8tosgCwcmlW8NcK6NWiXRWK8FwBkjak RgBUvoEp2EIsIllA2874D+MSI5ORhd1kuMQ4wqADWRrYyzjDoAFpFCONkc8oZJxjXIOhp7C4WIxz RAxpFOM6DL+ArZFygBysSFZHfIsX2u6F3xZWaXJbWBG7QaoAf2cCZexcFZucqcC03/bXFjtMdxrm gfmbYP7dsd/lmE8UtpkEd53RajBE6jIYksckN42swGKvxH4dwHQptCXDCwSAQEhs4AL6YDd2JHE0 Jp31BKxkMp4tY6BV8iR5C9ZMWBcZ8IND567wWmObHVraIduLDvi2Swq4lbAJho+2daATzdKNjm8J 8eCvPyTWeKjdQgAwhReuaO16HAAd5jW/FjfeLNosmg7WI1KYMKHtdyki+NjE2M3YxUiBf4mMdHiG /JIYyYz9jDTokwavjzDYoJCRB2UQ3XP6xWYT6hKgxB9lHGfkQElmY5v+2p5DjcME/HNA5OjEtSz8 ozf5o5IdUmpRGnQnR4rPX1iZ/Ptj+OPNBPj2LlJ2AMU1nSKdKBfPd24lx6uvnhA+EAluW5OjyLfJ 1mMx6kSGCW6Ik0RA/836517vHo9TgAGsFaoRDdta84PbVqXDyCMNTIAhLLAE0/t0YC+njB3RNQP+ PZbFrwFdCbvzp4SVi20epKtAH3ROZEtTxvxkML9ZNH4/FuZnivlZEX6yFH5yFH7yFH4KFH6KAn7f YW6ofppYRfArBrxCrXYe5iANsaqL/UljoajeWlh74lcMeMUg4srAuO2wP2lwDm3QgnG1sYLQb80w BhaLBWNpY394LFkiFssK/8VjyQrEkiNiqTTJS04gljwRS6NJLHmBWApELB0rvHZ4LAW+WIg3RSwW 0lSRdHTFwNKwrVBcReivA/9Q3PtAA7tnuQ6Ywr8u3L93MFcoFTUmcphtUIOGOHQfVZuJto0yatTk 0JFZ0w2TT9kaFQr5pAM5LB2qBtJxKD7aFpnFxP2Z0F9FDm17lK9B20KZ1qhnpPJQ78nTcpkyNCi6 MPcL2O8whgqsyQUGIKwQFcz8Qpvao4ijE6EYVNE+KjANOEJJUMN6TNUT+ViE4lKMpIDDYWFSIguM oF6TAhaHZWj0nF2yNAaUfrv5C7xC/AIDeqJ9fxZg/lR82vEOahFBHhjNeKDz8eAmJR4PCtg2dnQ8 JoQHBsHDShE8zEM8dEuh4oERJIIHejMeGHw81IjNQw1Wd0WgwqTmgU7wsG6hcB4OIR4SUil5CBbB A60ZD0w+HqKlxeNBCds4imlAITzQSB7ChPPwGvEA0il5CBHBA0skHqxMxONBBq84PN6iU/PAInkI F86D0RHIg/8eSh5GbZUSyoOMSDw8EJMHcp7BAvOE4EGG5GGRcB48EQ8PMih5sBfBg7RIPMzrLh4P soSlIUvgojkP0iQPEcJ52I54sN1HycNoETxIicQDy1Q8HuQIHuSE8iBF8rBYOA8PEA/H9lPyMEYE DwrNeJDi4+FEnHg8MImt7ExQIwQPCiQPS4TzoHEU8tDhICUP19fKCOVBvhkP0nw8DI4XjwcpwgiU EjrGyZM8RArnwQnxEH2IkocbIniQa8aDDB8Pd8TkgXwIURpsFMKDHMHDExE8rEM8NBym5OGmCB5k m/HA4uPBP0FS3ZorhAdZ0tZgC+ehCPHgeZSSh1sieFARiQfTgeLiwYyGHz2F8KBC8MDUF86DVTfI w7VjlDzIFwvnQVkkHvaJyQM5Y4YyLQTTygQPriJ4WIx4GJBFyYOCCB6UROLBaFBL4UGJ5MFAOA+n EQ+2iyh5UBTBg6JIPOwWkwcSDyzycaFmPCiSPBgK56EB8XAsgpIHJRE8aIjEg8o6cfGgQuDBSkg/ aBA8pIvgwcwYjQ9LKHm4+0I4D+oi8RAmJg9SRPtLARUhPKgTPLyOEs6DP+IhOpKSh3sieFATiYcG MXmQJuZA0uCWEB7UCB5OLxPOwz7Eg9kmSh7ui+BBVSQe5sWKiwcn4lgqhAdVgofo5cJ5eIF42B5H ycMDETxoi5Sl0/PExcMx2Adj0ASIIQN2U/CgTfDwQAQPucshD6wEartVR04oD1oiZWnwfHHx4AR5 8IPHUsjDXQoetEgeVoiYxyEeQjZT260ieNAUKUt3xORBGs5FpcFgSIiHSgoeNEkeVoqYx62APOwe QcnDWIKHoXQ1cFIaraPhCMTdbigBaE2sI1rvYWHzYRqm0JnSFaAdYMCKoWAmdkQ3ItAR3ZWqxoY2 9Px+69+EQsujKAa+PIrXFHe85VFALI+i5U/ckQuuWMNgZ/wNgzVI04j/XJb5bpj/f7L8F6GYY3O5 qK6qftcTNPQEf+nY3DOUpqxerDS8cmrfiJWiaZoPbxuqKyUr50N5eW1PIGGaFyiFRGmEOTrx/gUn 7GnSYOwmhyS3OXQAnYYrDfHff4CeC2cZ4OcOYDiwJUq1AH2BDex5SW7v6QAa9/0HSN0zbuBWfS4e jL1/gnzvBHnkT98C759o8s4bcdIggdfgnuPvnbCHg4EP960Q4jv0/geEF9TRkrz/gQQ3SkPemCRv xpE3/VbBPjoP9VGBPrZQDytbroJKTMNCsb0IdPKMRkeFozMmTZHwwyUDnSnQU4Ej9t4PPaykrjS8 VN4ViiVPJ1tHTyBPvJymKaliIAnQYqKy/r/jIwWJnv3/Sq8n2nwjKVds6yA/L3+Qv9AKXjxlyZlo 2eQv7ASJnVu4EL1dAZXTgwaatRaNONOgo9vzFLmnQM3aJPcyWbnp1LnTsJx6YnkiNd9HDvkglF6r aCh7XvmqoQTIQ00rhS2IymCjmwyRhmwLVEd0rCFyQ/VyFLdeM8SvlyNWr9sfGqu+NbxqKCNqJMUl loh64bWpEtkHcxly84XVhj+/Htz8VIjpaQ42KtLodAOX8OAQb/TyDYh4fbAWKwdhpea2OjAenr8Q T0+nkG6SZ2pZMoaypAaa10PwWrisqMMhlqIVqPpkJnUrMPj6RBbrE5QnurrPUGzW9jSi7RlN5FiD rgPNDzFlw1vceqA80dUbBkOoDDCEtpk4bYraz1vc9vMRv/28sXpXMWQlaL8AcdvPV/z2C5C4/SSX YVIfitJreH26Q+ygqz5wWkL6zMJ8enN9hhFxzPl8Zgn4uBBxLPh8BPPxJeL05fMRjBNBxOnH5zOL W0O8XzZAQ1vMfpn11/2igpWC8kSj9u3vVdWV1SxC08mI0MAMon4biPoNYMiI7C/BUbmpzrkO81hP 2U8yWCm6YCPg1eFnSlCEud0QWcKtXyzBAeamRBNVggrtV0poKtU/l568+gb9c3NzubVhELGRH54D eSZoPSG77gthkKE4eHpmE38el/gI31FaH3sfDI0vhCk0xqi/jBH7lzGu/2UMRRrZDvz1laa0InGJ F8Yjk8AlyhedoUeoHGnNy6VBCQHc/mMQuUpTtjxVifytLYwrB1rTOqly66TKbdemdRoJVLl14qWy 56aKpUxlC1Cclm5BY25tjYW2oHGz2g7hphoiNNWQZqmcuamchaZybpbKm5vKW2gq72apwrmpwoWm Cm+WKpabKlZoqthmqch2V4czHCoUpgqgkLSjR3FTUclJCrYAM6pZqlhuKio5wVPFNkt1nZvqutBU 15ulUqSRqRQpWgNPpSgg/yncNkwR2oYpzdoQ+ZJlOQgtiwz5NSTjJaZyey2NstdQebz+5KUaxU1F jW6USrDXUrm9liYE3SiVYK+lcnstjbLX8FSCvZbK7bU0yl7DUwn2Wiq3/dMo2x9PJajrkNYl9e84 Ial4mpmn68hUqkJTqTZLZcxNZSw0lXGzVEO4qYYITTWkWSpnbipnoamcm6Xy5qbyFprKu1mqcG6q cKGpwpuliuWmihWaKrZZqhRuqhShqVAc6lFGHCuIRCKOyaZWVNMrnqWD3ufZCAADXw+LIn6iiJMo 4gLll/skF2RcqQGcrzVg9+506B2Fby3mkNu8OdgfuiDHQAu6DGZxd5FWBlrE+lgiwdV5gD/+wFvt 6UlslIFzfK5eFxxZ8dYhlxlw/lmEtpECTf1lsSODxsJSqTFTQHuIos5YbvL0FM6pWnSmQI+iRzGa zup5FmVPmi4g19BQPHWCmw4ENw4Yf7nw/Ah6oylkpicdf1sziqUAHLxCZrmGz/NGbxsldaI6Xkk6 Xks5gfpo0KfAqQ0uKVPAe14r0PFQQzqdgc+HDLjzIVRvJh2oCL7Nkno+JE/MZVBalNKPkUPD886l jSXmWlE/fi5vBWIEkMfuHuBloMqHhWnRAYMsZTBNsBSsPWApxNs3sRndMZbcI2Ec4KUoCHDSIwww lhNt/4Xb9hMmvG8T7wL1sFZWwG790KFDt49g2zPw0VoOnSkiJulgRRjWWL+rGfTALhjo5d7yWIgf jIHagSd/HPwds5ijtkYVKNfcmLw1N6wvzrDkAqj7QpHb4/hRTkBnSXF1FouolTRRK0HN8CfAt9bA RsDeQSyZZiB1gTDs60HsWxJYm8wZ8w7HtBXDU0oc7KN4wrGPXrzLhhFHSVFjf+NfYJ+sjwY9GxQT 2M8GUTRB7HvQexK9Nft7uQjklMnKzRYP+90Auf7lQddhipM3ROVj6ryVuJLQtAxjbhlVYBdTUHdh kiiB7sLLUBIoow8gddgKesIv6kdhfPhxy2DTS35RT/L4EK4n2fQb4urJp5JxgvTkZkJOO9F4elKd 9m/QkzR0IYG6hDplSzd4vcUY6ZwOKJSGwqP74K0uiTaVF0ubQnzOpe4xZa5c/Ko2VafhGnQsDUd5 y2pTQ6hN+xPa6wzH8wmpJdky4mlTtoxwbZoDqVQat4J/RpuS9UHadAud1Ka2jObatI4mjsaDY988 YfgSrk2fSImpTUuo81YRoun4tekM6V/TpqSUqYjQpnfAr2lTFSGazs9vJZOnTy1+UZ/yOFHgloIk PjQs7FkAnV+nBoirU0sl4+d+DyNYShohr4P5tKrZv0CrQm0Z2lx1ykG9mm9wv8VVriQaV0lc+zWY uj9VuZIjqcYVtv7FS9t0TwOVc7R2RJ+4AP/MXpdkzvFzjkbx/QjJ3K+984D8fgQaLcnvR7ye9vd9 P8IOzAcLgBcIwb5ogR51dySuQsXaFcX+if1P2IhIdBnV/q8+ErQf2v+F8kNrSQi1bWH/F1LZLbn/ C+WHRh1xy0ftxCTOf0HrCgWiJLYwFf5E2cLNXcvg7z3g4S9stWab+X7Lr+rP1sA/9pIhEfg3l6D/ +Pd/om9StQX8o++ktST+0UZsNHcRt3z0kACJfx5sf9bqao5fSawuDL/Cwf2Xjmr83Bf/78FvCxu2 zcpvDfyjWXMvEfiX5IU4CP9IlnsT+bYF/KOXobQk/tWI/MQtH62DkPinwu+tdLbY4z+G318wxEn8 mvHbv1b/Fvz+vbPWn3GtgX/0PdixFPjvCyzBAIj+ARLUn3/8R68pagv4Z4OWxT/63ibSKeKWj+56 i8J/bq2+BDVoGfu7rX4/sa3Pn1oD/+jRL6r5P4l/S3EyIRzCP3qOBH1XFn1jti3gH33buiXxj/Qp wpG45aO7BFz7H9bAFJjQHoM/0PQJ7FMzxMZ/cd1/+/y5rc+fWgP/6A4S1fyfxL+1BPXnH//RN6Xb Av7Rg7stiX/0clU2EB//vQAP/63R/+j5Yqr5H9n/w8XJhHCo/9F8BskUeq64LfQ/VIct2v9oPDUC 4vd/P8Dr//+tn/zaFOtn7h8tBbz+R6X8Sv//6vy5NfCP3u1ANf/rD9FvDWzgtfiOX/8ju6ot4H8I aFn8o72KyKYTt/yhgIf/fzZ+/971k5+x/34G/0i++fH/Kw7H/37u/DmnUBPc6qz1j8Y/epcM1fyP xL+dBPwj/HcG+HME3UHbwD9//7cE/k3gEb0sStzyUfv+C/AvciNILn7A+n/e1VCs38kjf1u0xP4P Sfs/FvD6n8QvOX/OuagJtiqLj9+2uP8DdQrV/I/E/whxMiEc//iP5jVtAf9jQMviH80n0ZxK3PLH Ah7+/znrJ2aw73tLPP8Xht9c/PCX+Ec98Cv939r7t361/1oD/w6Aev6P499WwveP0bD7GUhm0L6R toD/8aBl8Y+sV3TPXNzyXYC4+7/+f+bP6AlMUv9T4VeS9R9UygT46wVpCqDuf1H4J8dfcv6M7Oeo f8369V/Pn1oD/65A2PzfFvvMkqTrf2TZaF2hLeB/MmhZ/KP1PHTPXNzyEU54939bDtzilr8T8PQ/ Ff5txMmE63j2N/p43s/i/2fnz20Y/1gntwb+pwJh838c/5L0P8I/Wk9Ha2qDQNvAPxqrWhL/A+Fx MBAff9MBD/9U82dJ+v9n5s97AE//oxosAHPhnxcIAuHcdgjCfEipFO5ae/78z5k/iS9//K418D8D CJv/4/j/2fV/tK7YFvA/C7Qs/tF6vhUQH/9QYkTu//p0oRO2n3wxwPfUroSE9pitA/hzNgkA38N/ juCggol/4BM9w+nkHRQcGODlDyqrzdHK9gV5Wex5E+Sojm19/twW7z/OA617/382EDb/x/Ev6fo/ 2i/mDHC7sS3gH6G8JfGP5ktIZ4pbPn//k/u/4nWXa9BUAkAYTRPDv7j9/98+f25JcP9M//8M/lE9 WxP/84Gw+b8dsIBXfSXghX/8HwnaBv4XgpbFP2JyFBAf//z9T+JfXZeu+Sv4/2+dP//Mg+iRgNf/ LXH/cTTA7+mI2/9o/1Fr4j8cCJv/4/jvJ04mhEP4twP4PQV0X60t4J+//1sC/22t/6OAsPkf3v/9 xcmEcPz6fxxoG/2/CrRs/zvCI/p4nLjl/w54/b8MoE9Foc9A4fO8HzAPkqLh9RpIayHFCIRtAAB7 R/wmSHGQ4gXC0T2erZC2QUoSCEPrv7sg7QboNfpNw9DaUAakvZD2QdpPhB+Ex0OQDhPXR+HxGKRM SFmE3/+c5O5/62dN188kdVTjtyTpBfcPSep+df2kNfT/aiBs/o/rfwmf/wToBUaTAH5fuy3of7SO 1pL6H+0nQPdUxS0f7T9rG/v//pnrZ02d8P274shFa6+ftAb+1wPq+f/P7P/it/8mgraBf7R+3pL4 /w0e3YD4+EdvXv179v/9vetnA8FUMBG2pCOUKNQWwr5ryO+o8D8O2AjRC65QXp3AEBiOyrIF2IwD +tnBOV1v6DMSQ1EQ8MX8p8JZGcrLGh5diBiuUNbmYiuwE6CfXavfv2wN/G8B1PM/Ev+S7v/5q/1f /zT8J4OWxT/aT4T2VIhb/nbwT9z/C0yBIfwzg6ywgQE4xDYAHqAHGASvewAT6GdIFYMSp03To18r 7FePOQcYA3NA8+BmiXqAzNIDJhJVJC+cTG/Q5u9ftgb+dwBq+5/Ev4T7f/5y/9c/Df/oy0ItiX93 ePQE4uOf/OYRcn+z/f2BwwaggaxILruUEr/Qn2ggGhQwQX8a6I7n8wnzZPD8jfn9+eKbCvE3AR9a 2/5ubfurNfCfDnj2vxS0gn5l/xeUNdo0gO9pE7f8A5BuAbJ8W1jCDKwO3rCkEAnrM+An+D8CSUOs O0XiOUnL53ctCe64q0neWzbrWP6ZlK0Ze2JvUVBgjGbE9cOnHdNPzvWJ/srOi7nMfj9uuPnsbkFK oQ9z8ofZtaf94CCcNVcBqHlKV+2q+zxulsrBTSzQvevxh+i5kN0A/6ImCrcCuB5D9z7Ru7HRHAi9 Cw/tr0L7k6IAvl8JrbegfUxoPRqVRO5XQmlG+gUG+QYGU16jPVAOfjOCAoMDfUIgemd4+2NlgsWs M3ZwHEHnUXU9FrnCc3IVYOBGZXsD89rpbnkrEj+pNyh/kv+48WoWZ4TtywSpwrfv7VdGaSfrfXFY MOHcgfv5x6SiRfFPv3v97vae7VXiEyH/pp+PIP5fAHyfFQpHa/7KBN/o3Wf+AN9TFULUXZz9W/zt 8TP7t5DTU8FXQVC/3PteWVndm3fah3dqDhRU8AL1iIoj7zJ2RW15Wf2zsjosD0TTsj/MaRxY1j0j 9sGawILjSWOK+lTWbbWsPR+hczNhz+hXq23oH88/nrfDLeDxtd5vV8yfbCSdNlTK9ejvtoknRnQy 7Ntnl1zF2i+qp0cEZwTQ6zYO/LZjoGXy2JicpLMVk89vjZSXb39lkcGQ886KFR9nWnyMKPbxVN41 od226spw2qk5e1PWax/U1jb5oaz/Y6cWrH7NXlhlBlN9os6G8Je6WYs66bvVri95ywEr6PxjFwd4 6reviUAfhRCIeYR3rx14SkGxhTyOdGUBe1kpYI8y+BH2aIerwxx1a51In35TbjsYeUzWyPdnjHYZ 1X1TyfHPuVMN8tIbThecfT26eJSafVCWk0ptnJ7/0XvPvJTPaQTqfaO5D5Y3iMiatdg3tP+yWbkD Z4buDH+1o3FbY3eFmKis/GVAif376Hjzl/oFheWZtnPeHegqP9+j17XgK4y+1v8HMOtO2AAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIAAB4nO1dB0ATSdueZAOE3psF Q7GAqChYsIKAiAqC4NkpKiCKoIAoioi9ABZAUUGliQ0L6tlAhVMEu4e9ARbUE5Gq2PlntiQhbHKJ 8n8c930Lb3Z3+jMzz7vvzE4mt26qlqZktXkGBI7BAAM/GmSBNJ8bgxT8UAGACQj50dDQQDk3/O9o Vcd3KAaw3X6D0geKFBTU5jJQ2FBkochBkYeiAEURihIUZaILAFUoalDUoWhA0YSiBUUbig4UXSht oLSF0g5Keyh6UDpA4UDRJ/tPb3g2gtIRSiconaF0gWIMxQRKVyimULpB6Q6lBxQzKD2h9IJiDsWC TKsvPPeDYgmlP5QBUAZCGYT3awCGQLGGYgVlKBQbKLZQ7KAMg2IPZTgUBygjoIyEMgqKIxQnKKOh OENxgTIGiisUNyjjoIyFMp4sxwR4nghlEpTJUKZAcYfiAcUTihcZbip5boljDAiEfyGwLexAADwH gTAgyaEFewyVFuoLHDYTd88lvIfxh60qC3cdK3eJgSF/U8KNAWvTH3hLlCf/IQeYDH484sbTAFT+ NhD/bDAHlmMqmClx/mowf6QTESZx80fhA8nrcfAqCMyCeaN2mPVT+UuKnwUluT9xjfodpcMpEeQ/ v58g//n9BPnP70fHf35/Q9CY//x+gvzn96PjPyV0OoDf3woQeoDSAfx+gjqA309QB/D7If4jXYp0 AdIDEwT8BXUAv990eI+Y4APFV8AP9Qx/KLOhBAj4BcH7YCghUOZBCRXwXwjvF0EJh7JYwI9BPMIb HWZ4TTrDfhkIyxEE9dRsSGQ/nKfBUIvawBqdTPozYGqYHNH3BbmP2vTe9/LySk5Z9YtntSXPajh1 lR84jn7TggKDA31COHYLpnn744+boX4+Pv3wjoW7dXed4e0d0r0fqLM8OrdR2ajcx8GWcYJam678 yN8WtpAN1MaOUK9FwKfEZKjV/XCu+cLPYHg/Cg+BmOtKhnCD+JAmQNrcEeKj8hKVFurTTPAmrx6e OR/VgMVIbaBiqg3OwlJJMeC/raujG3y4qY/zC7D29x/qFew3zSZwurezl693MFCVcvOb7R3McfKe zxkTONsrAKhirmGzpwb6Qy+bwHlBft5ByBOoshzdYHWFBHlBxrP1e9htsO1h7VynomzvYe1c00EP XmsqW4M6u7qOdRuGesArFWUbdNpgV2fiMbxuA+5iBc9LhsMLaxMPWw+7Ovgvy4YslpYCh3Wuy+RB QkjDCn0GER1h5eEV+xygZ9ccpA/s/QKDfAODOf+RYyheBi8GKkMuLNMghjRsayZsrST4qQSKoXby T5CG9ghTWhcvqRr+qY5/Hsbj5eCfg6BPN/gn08lefSDePxhgPNMKDxeDfxrgn0rwkwFO4nEe4S49 oSYqhOeGJRtxszcFyDOsYav7QUb4wyemPbz2hn+zWjxkG1DFC4n3PF5I5Fso0leHIcxXj2UOn+/a gGEIla8h/DODnYEDKyyTYwBV6mRYrXQ+eqxBkNXthEWbBK0mbzAd2kPCExgCe1x7/gS6QxGVu6C/ HssBdhED0UkIK0nTxOZCK7QPYHjAYCbQma7QyI8olegQVBoG8GxA62uFf+qxZkHz11xYph4wkqgs ef5NM2zsR2W3FMYfTJedYHUIy5Y+XOPsh8A/UZgXwUf9ANGFEIWcLhR9AejrwBikQ33BMAA7sCzs NIY6SePrzmAXVoDf6bEswW5IHxh4E5aNncROYQexP8hgTV32Yr9j+dhx0kWP5QUyYGlh5M3YWeiV hx3DzmO5UA7DiBegENFE+26Cbr8LDVFKmrkfGjh8j8dcDnJnUO514rkzJXQH/4XuDHxI29idAfsz Hv6ToLuxEHdTIe4mQtxlad2l8fLAoX0/VQabxea6y/DcVdgsNBbgD6+G3FVheK67lBB3aQpvl8bp 87lz049jwlMkaEBnlUgMP6tGSuNntUgWflaPlMHPGpFSDZ74Q3glTE0bjRWgUZKBXYeEyoa9uyfu fqafoHsv3P2gpaC7OYiGhdCDf3kMNhRodvsxQDk4oAGHMFVpeMNJV6GpCuiN92b8mhR0vQEwqhw0 0DBDpsoKBsBY7dsppF++FBsd2mednifr4aUG0I7Jb4c2AE/9tlUa0EEwpBHG6x9W8Bql90BWCnwK x8BzlOGPBY92jLk5S91a40fxqKkVfY4k3pOzy3Kwylt2Ys1Z3zjTj2qynfJfnHmbKv9Z3+GRo1M3 jYlvOj73SNb7Mq7u1siqDioL/3KsMj1amlL6xecow6H6udmFrz0Dz9UX168yUy5UZrHbWR+06GAd P8Poeb97j2wmOoTLT22ToGrnEj8y82m2z/M+UzWjTUw/JmVFpPrLhvueWmlksnz//SWPdc7VLtVu 4+3+THb3U5WSN11fgIRUlfKgKvf7f5RNiEkuqw8a/d2sPvN2zaNTE/RWHwgP8vUY6okZKy3KzZO+ an/ppaoKSztkhHrd4oVJyZUNP4aEFNUUbDbNXi6/LMnH77a/lt3uK2M6nHAP3c6OevdpoO/LhrsX jOT3/WU0QePiZ1DT5ZlLUXxBRYXHcPXKEWcfPWBt2SkzO/uhadjZ0rGnax8dDgv8pnf0r4dKx3rt 65TYfX7omaUlYxMKM/bHJJm/mT/I9PnCiKe6Y+9VTJy+bfTk7I/BH5TKr2bEFK59Pywt9up27y2b dSz/3J6tGXN8T2FQYJTmousHTzmln5jts+YrJy/qMuf96KHmM7sEKYU+zMkfYteWcXKUme3bOZP7 +S6a80FtSYPJh/oZQ+f3miYf/Kj/WOzLxQnyH7wOV56Mv2mlV2BR9uFFmcH7hEvP3kXvjmiQ8dmW 1Bn1o/F4P5r8ausZllZkxcWJ80Z/11FXawAWNP3IFDoIhpzM148i4XUkDPNklhRwK8HAF24/coxS t1ZZ/HTHqexp0zut7b4mKjGmyymVcaxAvV4O0vWeRltN9QZGpyn136jsYGBePXV83vKET+p1yp/k P268erRhmO2reKmCt+8dVkRqJ+p9cZw39uz++/lHpNZUKhSW6gR5//UieveaaiMHjTMXDmWciAr/ K+GF62BNu6Enu299YG2w488Vdlssn0nt3idXunhV6pjD7bYXf3L0rbkns3NaXKb8lXFuT0pfrpG7 /bBHre9eEzejOpuUbpevf6hQvJGvlBLs7hTySXts336ZTrdq7XcXRIxf2OtN2GL/+6MvTPkyovaY yin56xem15/yLeTo6o5y2npjkO+G5ODRSxo8Ag7d2KXhndlverXL8ev6W0yVH/SPMlk5/lFccZS1 ttdmhe+KL955tJ+hde6eQ8dl/Zw0PTI1hvQ30NStGJb98PToM4MVv4SenFQ7LO/ql9LNJTXuXw1f Hitv/8puouPgSR1y2kr/cHY32OUXOsLJQm9hF8/gytxtvZXe/ea/TXlK9odZ9f2fdc2IebA28NKx 7SMLe5XXbLWsPrdI52b87hGvV9swP557PGfH+IDH13q+XT53opF02mApt8OrbBOOD+tg2LvXLrmy dV9UTw0Lzghg1mzs/21Hf8vEUVE528+UTTy3NUJevu2VhQaDzrkoln2cbvFxUZGPp/KusW22VZaH MU7O2pOyXvuAtrbJD2X9Hzu1UP/ag/cv9XE6G8Je6R5d2EF/fPX64rcNYDlN/1rERMPTxiEPsXj9 y1OK0FX2bmzgAHWVA5PsX26OUE/pRPj0mXTb0chjoka+PzbCdXjXTcXHPudONshLrzt16cybEUXD 1RyCjjqrVMfq+R++V+KlfFYjUO8bw32gvMGiozPCfUP7Lp2R23966M6w1zvqt9V3VYiKPJq/FChx Vo2IM3+lf6ngRZbtrHf7O8vP9ehxLfgK1tv6zb2hrPs9ta7s5YyIVf/DuuiOQ9Yo85d+K1386nbe WX3T1LODdewPzsEVL6WVb3W+MLk84dOi8Ngu1jMSZI93OXV60cya3s9ZNz7d3uXx8sPian/p9TNm P1j4ICB1l2Hen8vuuZskfYyz+BCnvLi0z2S9Tjn2vy3Pkc5UWOwT5yH7LWq23p333572SSg/OaRf kfr6wwvK56Zf2hpkNedOxZa7dysnLP4ekX33QV5OfXa78FWGAwb6dC/QW5J2LehI8NxrtRd2znnz 7VjC6qceDQU9P9gkzlljqyw9st26mzWbrh+9drnw0ueBlxWS2y24u216xLyAgE5bryQfnXpwTEly mydH50f7mJe8efR45UfDA48W+M9TdfUdFG1cPGvqzJTvOdMmtZ+7ZnzymPsjl7vvWdpv2dXy3S5z n+7t/2fhlNt7I0YXc8Itp+YaW/bd4VJspBGjcbGXieUBn4e6Dg7r72l7My/tn2Axcv0n3U1mhkN0 9ljneb7cxdR1cTTIcpnzp+LdYqvQh1cXmBj2lTvkMuuKeqJFl3ZtCp7JVSjfrivg1LRR07J09366 d/TX8SHZk45srcsa8i3njG7U82XxevIx8+uK3GY/qJjQTf/2kej7RdFH5odo2fdf8mh+Zde4M84v v5e097wVibprPt5d379cHzY+033KhQKdcwsvvi1qACk03XUbdBAMWcTXXTkyRHddJiePd1dfqrvG 44/VgvPmibOLLGI9Jqosd1w+wnVNN+tAvRr1F/pqo9YVdIyJOvRytVGWg5PcJoNl6XuSNv/Q/Ug8 Vqs5C7TS319Orb7u32fpnWXzCt/lhNUWh78621d9lZ1Vz36luYNtXfcFX+qk9uJF9fgRfR+WrQ1Y +zhUb6fzHzc4Dn21ctheptGbVm+wWG2UXVhzlbnR8MXutZtlPgd9ddhXP0rmY6lBxeijciP6nFo+ uKdPRcSmJbkb5Y2HjxmmWpTqGTxr7IsCU9si2SVfyg+ElKgX+JRWaS76vWKY5g6W8fvTTwITbqfd kPtQ9axA6Yhs1AXbujXZ+k8jf9/peO+T7wePjz+ehSQ0nOub8KLeNfpNfLXiZqkoVd1plyI946O3 F8uV3B/wTCZm4un1x24E9vzUzrB4gKdW2s0hXjvzbuRvzX+2s5etqsKLzRcyVnw+KFtWVtmQds2g epSx3IcdAfOzbyRYaiS6+damm78dY+kx0D5rlu3DXU+KBlw7t3vSpMRR3s4TMrb2eJqR/enW3s4H 7rqd9nYrirFfmPJtfGDe4RsFf43r9Lr6wF+XajNS+uYbfFsfbpxUcSLRm1U68WmhUq+2l5f9VVt8 N3bli80HjDxqOnn5XC9/xdm96WVtRr5Z4fbyiTfaDXdcdknbUi22fOKwq9ufJ9Qt1Om4bO5MDdU0 tmZhzhm7hV8GWJwdWunspHBF1ztyQKj9JsNe6lvkuo/f9m5+mesTRdupQUFXNrTrOTnts5nJFQ21 A6Myz6+/uv1a8ZlP9ke6984IfBoQWnZw4ZfS+EeYV/XO1DUaiw6ecFfv3/e36mEBhh8XzVezsuj9 dvyPK3WvuhQ1KDs6P7JAnXkI3pk/rRyfzh7utL//7u7ZHr7zzBpAWybxmoC/M6tDN8GQomzEZ01s xN8ez/bsu08u9YFFsqf1pIvFxxy0FjkQNuIY7Rqb2AfIRjRdsPaT9pv886mr3Zc1RN4aGbjM11he T+5QYKe2GzV6KJnndKh9tahycSA7KvLb8Mhc1Tu9PrFT3Qw3Ga29p1d0/c5JI5+5E1zUOp6+9uhs V60AQ5e8vXk+N2XLPeK7Le2gcDJ+mLdLrczhxLS+jKrJaaYmA1OOz3o+YPG0dqVDNdSnKA1+M/HU wGzdE8sjvAaskRudPfv88rabHY7/sWdOTW9mn43Pjsi08z8aPt2pA8NrwbACC7shyQXGX/IqG2w6 d1vifuVo34GGhRO2KF33dXHbbxrj8tXu5Mq9F9crXrjWcGC1n9aY2w7Huqy5rf/S5Upauu6GAQPO e6pUzky794S1ZdfK9nvumnz9XuW9+6vJ3q/Z1h0sp527kDTqwGXdze8fu+vU3ekYtG3isVIlmUEd wkwzD2W/eHvGdcPs8rWv79wc9/5IxNMglezqpwsmfxx/7OA6tWl93WtPPM/6GD/+fWDW88ywsTdj 7oZmms7tYLSgp+7F7w4zhjna3Ximl3jy054Zhi+3yGYU5iRqjH6o537uYsn5Ed8HbS/acePBpbGz 2x9gLH6VmX9p7xD2oyu+UzUr/S6V74ka+D6h85/fcBMxJi8xnWci5mt9WahcduuQW8P9zxPcZmoQ JiJLoBshE1EwpHgm4mjUjRqujxrzePb0vmu1Lk69vWaofJbBgtqNjkcfLN/kOWbggvHjprwbCp/i D69fdk6R6VFt+Eb7Tec3+gkGEbqqD13lDwX69FFlurfzCY34Wvz17JJanXtg7pVIhfX647Yo+Zra RXd2SL01KNRw88Ha01PWj/5kqyH7dErPrLW2bdJko4zM/9gTsn/ZqYvjRx8MmrEw7cKNTzuUcy6a OPQYPsktK8+8bp9Zxfc2S5buH2o3dIjGxLis0/eKX032Vzvzssz29pADOXle85btHGI66MOFomMR Nwf8Mez7wCeprtsXyy/9emvu1kw9ZQWH2Gue4ZeOV+ouYlYsqvnaEB48r8FoS9Ya/bgNqYpKPTfU rOlm77LPOf7jqfr9JXbjO+bVa7546aH5pkv4vtgRrLlJod+m/lm9HHtrkPZ0Rt8ByvsO31xumP34 YNiF0nlnGy4FhgV+1695WCZXa3C9066D9SXKzCWczYW+23fEqsdI68mNf1ocnBEzKFtz0qtp9wO+ Pzpj9+mMn2Ho8wHVx1+pHb12JifDKaf8fYFrx31F3712RZ4t7zO585bHfYKj33omafVe7rKDuf83 m9QDZ+yRidh5ZZDdd/aTdEvX7ZGm0zv8cNqR5JiRmLP1zOft55GJOC6+btTE8N3trlRUz3lZn34t t89g475FJQlXmaEzX6e8isqPks9vwGZlJG/imYgnnDru3O54MLVt+qY1ha4HHxEmomD/QiaiYEjJ TMQDf3WK7dFt3dQTjN3G6Zsj6/0HmyUMNzMedMhF+2msRaxtbJKphm1OusztNHFMxJG4iXhJxWb3 Zd1alRdxl21T54Xmx608dVj7lWXZue2ckNrJrPtmqriJOK2JiTi6m6CJqP2ZayIa4SbivOcsp88f b/ao+XJuQR/M/ngf/0Ez+v55c1Op891LV1fGRcRmRHxLUX6y7OqFFfWFMzfej7ybctO/5urSJVnf OyXPbqBMRFfCROy0dS5lIk5c/N0dmYipyERcD03EqchEPHgt+Ij5XNOaCzuDeCZirU1iEDIRrxIm 4jHTwuG1/junSztfcp/XaZvHjsRE2YxeezPHH7gT6KoY8HDAsGPbAkMqVvNMxNdcEzFT0ETs2haa iBeQidgemYjuncONcRMxiWciziJNxNfQRNwu1ETMI0zEKMJEHMM1EfNMKpSLuCaiz9O9N78QJuJH ykTMideTbWQiLhuHTMQFbaCJWARNxNu4ifi+usgGddcCvLuub7+tQelkUcaKDrecnuQEDW0AaTTd NRG6CYYUZSL6NTURO8xuc7lHtzV5ATwTcdHaFfCxqlae2vWzvoN/bNzQ9DUJdfFxMruXrLKsU/sm s8J9IFvvd4736N9iAn2OyaZrZdr4vL6eWP/KvPLsNrNr2Lo8hsxH/e1x/X39TXsObhOTHhI3Ra9c 69Ts12WydvNWDz/zrEY/epPZMKWIonYbByb/eCj1zWjDyqzN2qfH1M7NqnWT+Whm/6jD8Tax/nNk Fk+99ui7wZINg7XHrEmPNkgPy3t1b/+lDRO2pqv/eHlf+69znddfz33WI8REeab3cbX0ByELik0z Vh/s+PZt3mqtI0q4jbiI8zRy83poI3Z+ff5dRWjYuR+LA7sXVO7R+VP2Bftxd2gjel2J9NSIWVfs XPlXt3nHfjMeO/fe527Su7wuDsB8ep75Zuij+25ytF+7nbI2Gnlm7v39110JjDHuEdHQwbvN2vlD XfZWHn9csj98k02Ww9g+I/undbd/HfXaLDSmy9cXkxaufngyZNasHZa6SaauhZqBt6fkBLrFlQXt v2N24vbvqxeeqxseyClNijFPjr6pPidj1s23q9y1o9j9gux6Pw64N5I9NSCs2+OrmR1rM0rmjxv5 akPCodjwywkrtvU+nHg2flhsSYKWTY9Zh2a29Rk9U81icAlH//R+7+OZxhEOuxJcDHT2DFPtuc55 6bUD9ul7sm1ud61TKruYnOQifWrafB1LI3OvfaXLNl8OmDQ4/6mnUafOe74Vqn7X3F6fljrKK+vK xS8HTmVerjsYtYRVPmZazb0Kn3HF+/d0CNjXnh01X8Mu/ZafxYd1t8LggCeobVbJ4zhO6j6vqzXj OvW13/RjCVC9X+xvDuSr0Jqp84AN/5YyZAFg5zKs4KcV0KtGqyoU4bUCFG0o9QCofAOT8IlYJLKA kYT9jl3EsrCj+EuGi9ghjAlkGWAPdhpjAGkUIg3Lxwqws9g16HsSD4uHOEuGkEYhrkP/8/gcaQOQ gwU52p5Y4oWWexGvhVUavRZWxF+QKsDP6UAZv1bFB2cqMO63fdVFjlOdh3jg7ia4e1f8cxnuEokv JiGOjmg2GDJ1KfTJY1GLRpbjoVfgn45gqhRakuEFAkAgFA5wBb3wFzuSHAwWk/0ErGBhJUsxNEu+ Xd6CPR2WRQb8aGByZ3it8cUOzX0g24sJ+JZLChwrYBUMHWHryCSrpQuTWBLiwV9+KOwxULuFAGAK b9zQ3PVoANrNaXovbrgZjBkMHbxFpPDOhJbfpYjAsQlLxnZhKfAvAUuHV8htO5aI7cPSoEsavD+E cUABlgf7IHrn9IvVJvSIhz3+MHYMy4E9mYMv+mt9B6ocFuAfA6KDSd7Lwj9moz+6vkP1WhQHvcmR 4nMXlif/+hj+cNMBsbyL6juA5p5JE0/UEcd3bSXHK6+eEBxIBJetydGk22jpsRhlovwEF8RJ0kH/ zfrnXs9uj1OAASwVKhEDX1rzg1tXpUOoMwOMhT5ssBjX+0zgIKeMn9E9Bv8eyxL3gKmEv/lTwvPF Fw8yVaALuiaTZSjjbjK42wwGvxsbdzPF3axIN1kaNzkaN3kaNwUaN0UBt+8wNVQ+TbwgxB0G71Ct nYMpSEOu6uJ/0rgvKrcWXp/EHQbvMDKsDAzbBv+TBmdhX0d4tPGM0GfVEN61ipUUYDClYQhpGAKF lSXDsq14n0SMqiFEWFluWDkyrAp/ukROgAgrxw0rT4bV4E/xPH+68tywCmRYHSteSUEuf3kV8LAI uSIeFumxCCa6w/CYHCtUD4rQXQf+acPQ99E7cViZ0cC00d87WGOwz1SZyOGWQxV6AKK3rNostKgU q1KTQ2dWVRe898pWqdD0XiaQw+OhYiANiMKjRZNHWYQ7C7qryKFFkfJVaNEoyxq1m1Qealt5Ri5L hgE7Nkz9PP45BFOBJTmPAdJGUcGNM7TkPZI8O5NqQxWtsgJTgBPsJ2owNAuoeiIXi1Cij6M+0tDA xvuQLDCCNSsFNNbIMJiTF8syMMgNu7nzvEL8AgO6o1WBFmDuZGJQ8g7qGEEMWBMMTD4M46XEw6CA L3JH5yNCMGAkhhUiMDgjDIURdBiwIBEYmE0wYHwYqsTGUIWXXRGosOgxMEkM0fOFY4hGGNKTaDEE i8DAaIKBxYdhjbR4GJTwZaW4fhSCgUFhWCAcQyHCoLKTFkOICAxskXywMhEPgwxRcHi+xaTHwKYw hAnHwFoLMYTvosUwfKuUUAwyIvnwQEwM1CiEDeYI4YMMhWGhcAxWCMObZFoMDiIwSIvkw5yu4mGQ Je0QWZIXTTFIUxgWCccQjjC4pdJiGCECg5RIPrBNxcMgR2KQE4pBisIQLhzDKYQhN40Ww0gRGBSa YJDiw3A8VjwMLHKhOwtUCeGDAoVhsXAMdQiD6W5aDNfXyQjFIN8EgzQfhoFx4mGQIk1EKaHPOHkK Q4RwDGbrIIatGbQYbojAINcEgwwfhjtiYqC+oigNNgrBIEdieCICgz/CwNpLi+GmCAyyTTCw+TD4 x0uqW3OFYJAlMbyJFI5hL8IwZx8thlsiMKiI5INpf3H5YMYgzp5CMKiQGE4tFY7hJcLwZD8tBvki 4RiURfJhr5gYqPE05IMQTiuTGNjLhGPgREEMwzNpMSiIwKAkkg9GA5qLD0oUhuXCMUxGGI4fpMWg KAKDokg+JIuJgeIDm/oyURMMihSGFcIxbEUYOIdpMSiJwKAhkg8q0eLyQYXkg5WQdtCgMKwUjsGI AzFEH6HFcPelcAzqIvmwQEwMUmT9SwEVIRjUKQyrhGPwRBg+ZdFiuCcCg5pIPtSJiUGaHANJg1tC MKhRGFYLx5CEMJhtosVwXwQGVZF8mBMjLh+cyXOpEAyqFIY1wjE8QBiSYmkxPBCBQVtkXzo1R1w+ HIFtMBINgDAZkEyDQZvCsFbEeFofYmDH09utOnJCMWiJ7EsD54rLB2eIwQ+eSyGGuzQYtCgM60SM pxGGkM30dqsIDJoi+9IdMTFIw7GoNBgIBWEop8GgSWGIEjGeRhiSh9FiGEViGMxUAyek0SwbwUDi SIY9AM2YtUfzPWzyCwNIoUtLl4E2AIMuyJuFn9FrCnRG76wq8bDo2/0t/4oKTZ6iEMTkKVFS4uBN ngJy8hRNjhIHNR2LVwx+xV8xeIU0DvjPhcz3Ov3/EzJxcLjlrKyofNcd1HUHf3twuFcozrNaseLw 8qn+S6wYjeN8eFtXWS5ZPh9evKjuDiSM8xLFkCiOsINJ7r/gjH+bNBh/ySHJaw4dwGQQakH8/Q/Q 98JzDYhrRzAU2JK5WoDewAa2vCSv93QAg7v/AVLo2A3Cbs8lvPH9J6h9J6gzf/xm2H+i0Z434sRB HV6De03sO+EA1b0Pd1cI8Q+0/wPiC2poSfZ/oOiL4lAvJqmXcdRLv5Wwjc5BjRNhgE/Fw8IOUUU5 puG++FoEJnXFYKLM0RWLoUi6ET0DXSkwU4ETvu+HHp5TZwaRK+8OhZJnUrWjJ5AmkU/jmHQhUA/Q YqG8/r/DIxWIvvv/lVlL1vlGql9xrIP8vPxB/nwrePOULWeiZZM/vwMUTm7BfLS7AsqnGwM0qS0G eaXBRK/naVJPgbqzUerXZOTW06fOwFPqjqeJFHkvOeSCWHqtrO7Z8/LXdcX4CyApfMpTBn9+yZBx qLpAZUTnKjI1VC4nccu1QfxyOeHluv2hvuJb3eu6Z2SJpLjCFlEuojQVIttgNiY3V1hp+NPrxk1P hRyA5uDPPQaTaeAaFhzijTbfgIzXB+vwfBBXqm6rA+Oh+fOJ+Eya3k1hpu9LxrAvqYGm5RC8F95X 1OFDlKYW6NpkI30tYHxtIou3CUoT3d3HFJvUPYOse6xRP9Zg6kADQ8y+sUnccqA00d1fGCa0D2BC 60ycOkX15y1u/cWKX3/eeLkrMFkJ6i9A3PqLE7/+AiSuP8n7MKUPRek1ojxdIXfQXS848KBcZuAu Pflc9jcJ8xZ3seC6DCHTMedzmdHEZb9AykPIdHgurmQ6FnwuguVxJdMx43N5K+DiS6bTm8+Fl44c 6bIXN6O79UTDHyoUWaKelMsiMqU+fC5ESr16UiktolLqxUtpEVVHvWTI/rQBDgHE7E/xf9+fVPBc UJrI2rj9vaKyvJJNamgZEU8OjCzfBhJFv14yIvuZoDXRWFdeh2msp+1fMnguumAj4JXhZ3JQhKnd EJnDrV/MwRGmpsQQlYMK41dyaMzGn4tP3X2D7rm5udzSYGRo5EakQF0JWn3IHv1CGpIoDBGf1cid h5KwTNpL6+P72DD4fFhCQwz/2xAxfxvi+t+GUGRQ9cBfXmla65fo8cIwskheonTRFfrqlxOjab4M 2EMAt/0wMlVp2pqny5G/toWhcmQ0LpMqt0yq3HptXCZ7oMotEy+WAzdWDG0sW4DCNHcNGnNLayy0 Bo2blHYQN9YgobEGNYnlwo3lIjSWS5NY3txY3kJjeTeJFcaNFSY0VliTWDHcWDFCY8U0iUXVuzoc mdGxMFWAhZT9P5wbi66fpOBTQ8ObxIrhxqLrJ0SsmCaxrnNjXRca63qTWIoMKpYiTW0QsRQF+n8K tw5ThNZhSpM6RK5UXo5C86J8fo3JRI6p3FZLo201lB+vPXmxhnNj0bMbxRJstVRuq6UJYTeKJdhq qdxWS6NtNSKWYKulclstjbbViFiCrZbKrf802vonYgnqOqR1Kf07Wkgsnmbm6ToqlqrQWKpNYhlz YxkLjWXcJNYgbqxBQmMNahLLhRvLRWgslyaxvLmxvIXG8m4SK4wbK0xorLAmsWK4sWKExoppEiuF GytFaCwUhv4pI44VRDGR4GRjK6rxHc/SQfuQ1gOAEfN4keRHJHkRSd6g9HKf5IKMK1Wg4WsVSE5O h86RxJLoBmp5egP+h26oZ6AFUwa3uDtJKwMtcl4vgUR1DhBf2+DNUnUnl/AAIMfV64JPVqJ2qOkR Aj+b1DZSoLG7LH7GGGw8lhorBbSFLOqIpybPTGk4WY2uFJiRzEis8WwEz6LsztAF1NwfCqdOomlH onHE8eXC60NoJ1YIpjuT2GUahVIAjl4hM9zC5nijXVIpnahOFJJJlFJOoDwazElwaEP0lEngPa8W mISvIZOJEeMhA+54CJWbxQQqgrtw0o+H5MmxDIqLYvr1ymEQaecyRpFjrcgfP5e2AvkEkCfHeDhQ KAsWaDEBRuUykCGYC14fMBdy11B8RPdaRu6WMARELgoCSLotANgysu6/cOt+7Nj3rWIPUw9rZQX8 pRQTHujFFqx7jHhay6ErRQSSCZYvwCtrlZpBN/wGQ5uSy+M+fjAEqgde/2sg9sbFD3prVIF2rpDF myvE26IzW24tfVsoclucOMsJ6Cwprs5ik6WSJkslqBn+BMSiH1gJ+N7JkmkGShcI474e5L4lybWJ DSPfEZy2wjylxOE+Ciec+2jDYA4MOFyKnvsb/4b7VHk0mNmgiOR+NohkCHLfg9mdbK2Z31+IYM41 Gbkt4nG/C6Dm7TyYOixx0oas/JM+bSVuT2ichzE3jwqwiyWou/CeKIHuIvJQEsijF6B02HJm/C/q R2E4/Lh5cJjFv6gneTiE60kO84a4evK2ZEiQntxM9tMODJ6eVGf8G/QkA91IoC6hTtnSBd5vMUY6 px3yZSD/Nb2IWpdEm8qLpU0hP7fRt5gyt1/8qjZVZxAadBSDYHnzalNDqE37ktrrdIPnE0pLcmTE 06YcGeHaNAdKqTRhBf+MNqXKg7TpFialTW2xptq0hiGOxoPPvihh/BKuTZ9IialN79CnrSJE0/Fr 02nSv6ZNqV6mIkKb3gG/pk1VhGg6P78VLJ4+tfhFfcpDosDNBfX40AUL7gYw+XVqgLg69Z5keO53 M4K5pJH9dSCfVjX7F2hVqC1Dm6pOOahX8w3uN7vKlUTjKolrvwpZYaDK7TmSalxh81+8uI3XYtAd TtZODvgF13b/uYNB8/sRkh2/tucB9fsR6KlD/X7Emyn/ud+PsANzwTzgBULwX7RAX3V3Iu9CxVoV xfmJ9U/4k4VsMrr1X70kqD+0/gulh+ZkUO9vDeu/kOprzvVfKD2kvcXNH9UTi7z+Be0lbBAtkU1J xz9RNmXTo3n49x7w+LdgtWar+f2WX537aAn+45sMieC/uQTtx7/+E/0mVWvgP/qdtObkP1pqjcYA 4uaPvgZA8Z9H26FKQAUy4Z0+2KtmKIH10pS/klgvOH+Fk/tvD7rn5964fw9/m9lAbJJ/S/AfjT57 iOC/JBviIP6jvtyTTLc18B9td9Kc/Fcj0xM3fzSfQPGfjr9vHhmI/fzH+Svw/JfkoPhrxm//Wv1b +PufHf39zNES/Ee/BzuKhv+9gSXoB9nfT4Ly8z//0UZErYH/HNC8/Ee/t4l0irj5o7fHovj/wF9f ghI0j/3dWn8/sbWPn1qC/+irX3Tjf4r/luIkQh6I/+h7JOh3ZdFvzLYG/qPftm5O/iN9ingkbv5o tp1r/8MSmAITxmPwBxo+4bb/rXSO2Pn/t4+febT92ed/y46fWoL/6E0M3fif4r+1BOXnf/6j35Ru DfxHX9xtTv6jzVU5QHz+9wA8/rdE+6PvF9ON/6j2HypOIuSB2h+NZ1CfQt8rbg3tD9Vhs7Y/ep4a AfHbvw/gtf//5k9+bYj1T3l/9LPj55bgP9rbgW781xey3xrYwHvxD379j+yq1sD/QaB5+Y/W/CGb Ttz8BwMe///Z/P3nz5/8M/i/jzt+zinQBLc6av2j+Y92i6Eb/1H8t5MAP+J/R0Csx+8KWgf/kX5r Tv6bwDPaDkrc/FH9/gv4L3T+RJLjn8Jfavycc0ETbFUWn7+tcf0HIiXd+I/i/zAJ6o//+Y/GNa2B /yNB8/IfjSfRmErc/EcBHv//OfMnP3f8M/jbcuu3frX9WoL/joB+/E/w31bC/ccY+PsMNGeE1o20 Bv6PAc3Lf2S9onfm4ubvCsRd//XfMn7exx0/I/s58l8zf/3346eW4L8bEDb+t8V/ZknS+T8qbzSv 0Br4PxE0L//RfB56Zy5u/pMA//vf/42ff2X83Ir5jzdyS/B/MhA2/if4byNB+yH+o/l0NKc2ALQO /nuB5uV/f3geCMTn/1TA4z+dIS5J+/8Mf6cB3vgPlUCw/SWZ/23p8fM/afwkbvvDGC36/o+//en4 /7Pz/2hesTXwfwZoXv6j+Xwr8HPtT8dfMw0DsdsfIZAU/0zAG/+19vFzaxw/oZ+ia0n+87c/Hf8l nf9H68VcAMDthtbAf8Ty5uQ/Gi8hnSlu/vztT63/iuu2TIOhEgAWMDQl4v9/+/i5Ocn9M+3/M/xH 5WxJ/s8Fwsb/dsAC3vWWAAv/898etA7+zwfNy38EcjgQn//87U/xX70bU/NX+P/fOn7+mRcZEYDX /s0x/zECEO90xG3/JaBl+R8GhI3/Cf73EScR8kD8twPEOwX0Xq018J+//ZuD/62t/SOBsPEf0f59 xUmEPPj1/2jQOtp/JWje9neCZ/TzcOLmvwrw2n8pQD8GhX7oCf3MEwA/YBqUrIH3a6GsgxIl4LcB AHyv9U1QYqHECfij3Sq3QtkGZbuA3054vwtKMkDb0Tf22w3vM6DsgbIXyj7S/wA8Z0I5SN4fhucj ULKgHCXd/ndIfvxv/uw/v/4gGvD4jzTAr/D/V+dPWkL/rwbCxv+E/pfw+58AbQQ0ARDvtVuD/udv /+bQ/2g9AXqnKm7+MaC1rP9r9iE2Tfv/uv0tafvHA177t/T8SUvwfz2gH/9bg56/9P2vcaB18J+/ /ZuD/7/B83ggPv/RDqb/mfV//9n5M7Suga79nT0W4e1OnfnroiX4nwia8v+/af3vFkA//qP4L+n6 n7GAeKcurP3/afznb//m4D9aT4TWVIibfxL4J67/5bW/JOs/hPE3lzj9Lf9RC/xK+7f295ctwf8d gN7+/5n2R/Y/lbcHaB38R7/Q05z8d4dnTyA+/6nfDkJHS7y/Tgc8+4+Ov6gegsBsvl4p6sDAFECs aRIX/34ot8jrlra/W9r+agn+87e/FBy1z4NtjVo7CIRxeSBu+8O+xviV9peC2icQTMPL4A1zCpGw PP1+Av8hKBo/P+XU5JA0f/6jOcmN9pG+9728vLIn77IX79IcKKgQbEcbVigTzj8aEM+aPsJR9ZSu 3FXzefQMlQOb2KBr52MP0fdCksl8kL8VIPQYeveJ9phGYyC0Fx5aX4X2GI0ExL7AaL4F7Q2I5qNR TmUsoggojr1fYJBvYDDtPdpT09FvWlBgcKBPCGTvNG9/PE8Qzj5tB58j+HVCxVI3eE2tQo6Pk9m9 ZJVlndo3mRXuA9l6v3O8R/8WE+hzTDZdK9PG5/X1xPpX5pVnt5ldw9blMWQ+isLPvHv9blL3tipx CRC/6edDCP9LQPyWLvJ3JqsR4UZ7n/kDYm/fELLs4SRuNK+vRdYDqo94sn7OCtQHStfZOyg4MMDL H8D2QpjOy8viaQIybbqzngqxCvtn2r/8Gaes+sWz2pJnNXgaSFwLNQNvT8kJdIsrC9p/x+zE7d9X LzxXNzyQU5oUY54cfVN9Tsasm29XuWtHsfsF2fV+HHBvJHtqQFi3x1czO9ZmlMwfN/LVhoRDseGX E1Zs63048Wz8sNiSBC2bHrMOzWzrM3qmmsXgEo7+6f3exzONIxx2JbgY6OwZptpznfPSawfs0/dk 29zuWqdUdjE5yUX61LT5OpZG5l77SpdtvhwwaXD+U0+jTp33fCtU/a65vT4tdZRX1pWLXw6cyrxc dzBqCat8zLSaexU+44r37+kQsK89O2q+hl36LT+LD+tuhR2Jvh/UNqvkcRwndZ/X1Zpxnfrab/qx BKjeL/Y3B/JVqN+eB+gXuZYyYDuwc1HvYlsBvWoVotXYsMXYsJXZ9bBxv8GxDtr1Gt9JHTCSsN+x i1gWdhTLxk7Cq0MYE8gywB7sNMYA0ihEGpaPFWBnsWvQ9yQeFg9xFvs/RdJpZgAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAF9PJeAp6w/Lcuh+Y9tkJSBKL2ELDNy6yYSeINKed29JKaKr3SWKcgkTSMDum dZ3c2efhd8RUD/XIo21e7AMV0YjsoB2Ub9FvbJ33heo02uUpR4giSr34B1d9RsB03ieYens3vwdT UjqK0s9aB/waVzrgP3WT1EHn4cqaYu/xARkUNX/ncfLbkIFR+Wme+jAGQnu5X51UEp3dNJRswQqs QRxvngROvxTeQxH9642mbgXzPuYf5WeRNdzWNLWKf9D0T/Cb65LbuUFkc+ezHGB1qNpjcu7X68ki 84jqnny3pZ6sh8bl+guTfahR6RVn8g7GS/xpqMVgLXqkMHgNxnoZI8WebK+DwQhjIZ+8nF6C3BRq z7W532nkR1cZgzQ5pFOG23iR72JtiDox+xvWY8L9dSN/qjM1pAgoT0X2sKB1N4pRVu39JHpPE49m 0vPMmUmXLkWYwcDgNK0ncMo8m0iFlpam45nEy+H0K/Z8/DU7A36jNvJ+oc/uN8LptdWEvUpG8Lvm oqa1nl2N41mPnByxNmdGQvMFn/dcLDT/6+AJlHu8IShYhUcKm9MxlHzeMC2bVuF07HxhU2qmcH3z PAqh07GZmFWgb8jrYegH40gYOoZRESAj4yapS0X0yjoViuvaJEwKmsCk25ggzRAMoRisFq9+LnL1 bGP72Gqek7LCOSOzuzv39b0syZn7DjlVpCrDB+pv9Me0Ywt9PLWQz2TtJOnccBLelq+h9333WwAe n76dU8+LchWKPeZCJBS5IIUGmVF3yIefRBDJ/DEgHxmHG3D3hwAc1sdB1sdemR3/vl5mecPMqvvi LxDgMmIAAAAAAAAAAAAAAAAAAAAAAAAAAAAUAAB4nO1WX2ibVRQ/9958SZumzZ+1M5tzTes2sMVu a1JZhUrTNHMDG8uaIYIYMo0aaZK1SU0DAwdKKcKo+Ka+OPTFvbkX9+BDfZjii07fBUUYCiIieRgV E8+5937plzRr07UTlZ7kcO937r3f+XN/55zv1jfeH65+cvBHaKAnQECl2g52i4xpluQB4Pq5Uq1W TXF1j/5T9BeyTd+hoUe6cwdym37eo/8vnYMc/goQgChkcZyHUmMp2JT2g1HLeaoH4msu5atq+bR1 7wc/rX16x/cFE7TebtaUp2EWUtvSaSUncGb1p9Vz3WDqj6D/GbiIdlyAV7et34f6qQZSDrWqn/an 9VxovWcx+i+hJfegH7brv9D2ElX0vdFo1gBr/tM1OZE7kF3InchdyG6QLQC80gaAfaBi2gOECYAH kP3IB5APIj+IfAj5IeTDyL1aZx+O/cgPIx9BPop8DPbqzj9FTLXxOrrh7ZWjdd/dsMTwpoRT7W3M fcLBVLLwSrx0MRUYGToRiM4tJAvpXFYiqbYSPS3RZC4OTc5MxUNQHr0+16BrmIAokTkSDAaHg0Gw cUKzk/tFhYEg7Hbz98SzHYS0P/nlijr3tvpo4eCJpzOpfCCWKgbO5TLJLOyPSLt1PjDtsxmQDIL4 W0yCG3Zaw0wQzwna+Z1cJW0q92nGOAWJZkPsgJZ1cHOfi0PbeA/lyDG7G/NARTQmM2gV59foGVPn mkNlGu1y1SIEcItRLq5xlWekmOx9lKm3d/N2Ni5n+3D2m5Z18SWuZF38124l89sva5nf7nNID3T9 ncbKn4I8nJC/1smPMRDay81wYiWyfU1/WEZhDhYgiZ0njdUvi30opp9ea6krBO6h/gWQP2Zb7Wqd tqt/t2kn+tsJo1yh4xJ7h7eeOTeLvciB1S+LgIhReGSyFzTL0wpziZ3kaTNtXI6/M5mbWiu94lTJ 1LFkZHfskdLBZc1SOgjvJ0OjtlWsPKamRfvjcH+8CdW8+ciRtu2WN3eLWJY/tcEPtit+LNZ0XGKP OZroYKRjppS5kJuF4jhKv7c5o1v50VnTQZIiUr/hNJ7n6wi4bdTbUbTYsSyaxHODHWN2p2MrX+tx P6gICPUVdkTQuB7hOKu3aMyC1wFb/dpgaR1hsSbnqBdRt3iXmd3i/PkrzGBgcOqjI1jrn0lnw7Oz E8l8+oVI7sXUdPLlVB68RuNteoX22WtEcgvz6dQ8LYLXNhUPRBcL80n0sa3veHRl8nh4uuxxP5kI T//RexjnPe4wlKPlo+WViQTOPO4IDSvR8kDiTHlFSsZxfP0MTsIDiclEtEz/sNvF0A/GkTDkDKMo QN6s06afOtVtvLFIALQtjcGYoP5IsuURkgzCIE6D9dM3vxLFZmvDm6w1nJNzpecUaEwshzbYcLIm Vm8ZhQ0nwdrR9ReXJLOjm2QiWyHSI3EE8BntuIox6p8p5QupDMmc0AdvydfQ+0K3ffDIxM2iOi9q mSGgOcXCsbMyoaWlh2Rqv//5FXxf4Bef3BGCD+HOzz7YQ9G/CUX3x/+/ATOnTtgAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFgAAeJztV19om1UU P/fe/FnS1DRZW7s51291m67BbmtSWYVK0zb7AzaWNkN8sWQaNdIka5MuDQgWLaMorMOnoS9uvu5B fVGYjPowpy8qvvgkzD+IAxGRCGNi6jn33i9N0rRNtu5hkpMe7vnOvff73XPu+fP12288Ny5+tPNH qKCnQEBhxQG2Eh3TLKkFgOvnwsrKiqleadB9Rf8iW/QdWvVId25H3obs0LoG/T9pHFL4y4ABIUji OAO5ylKwIbUxADYAMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAACAACAQcAAAAJAAAA/////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAC0AAADOBAAAAAAAADEAOAAzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAIA////////////////AAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQQAAAM8HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///////////// //8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAP///////////////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAIO1mPNUD8TXXOqX1fTR0rXv/3z7k1veL5ighyazpjwDUxCrC7OUnMBZqT217msFE38Y 7U/AaTzHKXi1bnwv4lMNpByqFZ/Wx7UsNO4J9P5LeJI7wId67Rf6vEQFfW80mjWgMv+doK7LhdyM /ACyG2QLAI88A8B2UD5tA4oJgAeRO5B3IO9Efgh5F/LDyLuRO5EN5D3IXciP6DPsw3E/8qPIjyEf QO5G9kGjDt0LYqqNl9Gnnk45lq5bL5YY3opwqrWVuU9xMBrNvBLJnY4ZfT2HjND0bDQTTyVlJBVn QkdlNJmTPSMTo5EA5Ps/nq7A6qVAlJHZ5/f7e/1+sHCKZifvEAUGgmK3lb8rnmuiSPuHzxfUvvPq o4VDSySeiKWNcCxrjKcS0SS0D8tz63xg2mbTIQkM4p8Q87yd5jATxJeCVt6Us4Smcp8kxslJJPWw HVrXxM11Ln7DMdhGObLf5sY8UB4NywxaRvkSPWPqvOFQmUarXEUPAXzIKBdvc5VnBEznfZypt7dy DxuU0naU/tC6dn6WK107/71V6QzbvNYZNq9dWqDr7xhW/hik4ZD81U4d6AOhrdwoTkqJzv6dXckh mIZZiGLniWP1S2JNCOunMzV1BeMO6t9e5O/Zpstqpnrxt5ruBt9BMcpVdCywd3jtmXMt24lsLF/P AkaMikcme0G1PC0wlyjP00t15Wk1NC7HP5nMTY1KrziSMzHOWZN3bZHC4LJmKQyK98OB/reXsfKY SPO2J+HeWBMoWnPZHrdslTXreeyCo2fL7HAXMejd/l70GfaGdl7qtzP86TV4bEtsmivatMCesFfB YIQxkUucSk1BdhC148J5bjObmosYpMkidVmd1uf5asT9ai0/R7bEt6/Z1ptbYIuiit/XnPEHi9O9 mR/Kc9CnCCgDC2yvoHHV+xFWfqKBktzptpTP+XKr0R5ed98FB+fO4hyVlwHfVfQPdU3qa9eZ2ddO nrzCrAysnDp+H3alZ+PJ4NTUUDQdf2E49WJsLPpyLA0ea2UceIT2iMc6nJqdicdmaBI8ltGIEZrL zETRA9v2HAwtjRwMjuVb3Mcmg2N/de5Guc0dhHwovy+/NDSJUot7mIalUL578nh+SWoGcXz9OArB 7smRyVCe/oJuF0MrGUdCixj6WoD0t9Oin5rVXb05RzZbzg7AgKBOTrrFPtL4wIeiv1xc+Epkq831 bjBXsU/KCucI6IhZDKw5w+GiWr2lH6rv9IOGp+0b7YPSLxX9JSnJ/FIxycwgFd0toBr/Z7TiInq0 ayKXzsQSpHPifwNvydfQ+3752wsHhq5l1X5RzEAB1SkcDJ9QZtRzN7tkjL73+RXENW565ZsC8AHc +s0Ljdi8b2Oz8T1YI/5/NEB3sgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAADYAAHic7VlrbBRVFD5z787Sblu63VIe2rpLu0VoZduua61gtdt2UYyUCiiJ /KhFVql9CdunBqk2AUST+ojECFWUxJ8SMPALZU3EZ1Q0EU181WgQ/ygxNRGU1nNm7sw+3JaZbX2V Pe23c9/fPfdx7pk7Jz/KGXnx0GXfQpzcABzGxtPBGpUmRRewA8gibWx8fFzLH0/J/0rWQCf+dYEL AtCBz63QH78UJpW5uAq0thjG+YdMSQ+r2Suiy45Yet5v/vUtKZciDm1NrYY2CJrijBYbMIm4LWLt Ga03Rzw58m+E+2Alan8PjoRZcSA/rXvZBD+Vt4hwALZANzTjyLcgewfOQ4OI9RgaFRewmD1nhH8Z 4gt1mpT9fSFuTYwJOMD4fqbyNKZ5QGsCYB5iPmIBYpaJdlLyz8o/uf/3H33qTdr/szE8kKOmzZT9 z03wT/P+lzTbY5Q/ev9re52LPlFbZBNoz6Yh0oHGGCADkYnIQtD8ZYPiAgBNI9kJsukT7f/LEJcj 8hEFiCsQTqXvAAsRhYgihBtRjFiEuBKxGLEEUYIoRVyFWIrwIMoQ5YgKhBdxNcKHuAZRibhW6Had eC7H5/WIaiDfBuBGRA3Cj6hF1CHqgeZDLX+pSZrQO9FZED//djH/6WL+L8Xxmikyk/c/HT7J7v+b LpF1LaHmndAO94tz0Kw4kvA/qxAtIszE+d+InkcQQjin5cq8GpX54vw3c/7S0fdllgmSi4hZ/adb psIv4SrnNrWNeN+N9vGq5q7N6/rvD7qu8ZS7Alu6m7taOjsUS6DnBFYo1kDL9NSvXbXOB6PXHd5i gJ9sAoPqN44jtetH9aUwEw7Ab2ccIEsgM2oNN3Xu+pYOf1tbbXOo5e66zk3BxuZ7gyHIkde1tAdD roZgr2tNZ3tzB+Twtf3tGzvbMKuus3trS3ArZUKOZdU6V6Cva2szrti0hWWBofoyf+OoPfumJn/j L84rMJyX7YfRwGjx6FBtE4bs2XX0GAqMljTdPDqkpNTgc/vNGPCXNNU3BUbp35+dKeEoSgwFNZHQ G+QYR1tqkzA+GAJm2VEN1ZzMKOVl0AMzejCMVjGDIrvQjGFFGxY9UfgZ1udK0SxRtI8GybLDUbhU ifylHlaEPYsxvmcJeaL5lCsp+WQaqdVSKI2n9CpVZ8D+N81Pq/yB1P5XRFJO/DnsWd7OKJTL7uRP iVC5/LOWBndwLfRxAfkGf6imgqlew1JcsOQtnMfy2i2hmm5RTn83z4DN7Bk+zG7gP7M3LQ38NmyH sAma+CY4h1ynETtZDw+xvVytK4k2QPRxgLe71F4M8B8WamXUvHO8w6nmvcufdmr9PytC26T1Li0k F8b3rMX5K3/eeZifdX5lWe3qwhKEnVKTa6d03lku/4B41PktDzkv8FjWbXx/kdruZv6OCI1xt1sN dbLdeuje4njW4aI+/knRBl7sPsUH3fdgCUI/e9LdzzzuMX454vWibn6gaDCOtUF6LZ3s5u+sUMz3 E5KYDXu8PZxbd6LXiXCF3+4lj0ltSVaeZyWmWHIvOXjKG6zX6/U/mPap7ZikMn3PsixTY2KCSVY8 R5WJUioqvN7HLUf4EYvG9TCzz1G5BsamVyuPx1N7F9yFEZXpJ7bBNTWmiFY2nYk2REVlWGcZ4Xvd 06WPQ2ehveet8PgqfF7wsTBqFVb+NNZM+b1p0y1dZ6Umqio1ju9Z3rz4VSElqVns+LW2HotaDw/x eE3MsUQ0ydNZSKeevj71H3rYXDbMX8Bfh/Vl/I3MXQ1MjTuiYewohlojM1Vlny79Yjl6dI6HWdiS YDXQ+W8XflJvDSasn2U7fTE9Ysfws6Wl+I8ANzvItzM3+5zfynbgMzKGlVLsnq9GkQp8lo0ceCv2 Y5E1G95nmh95++3HWcrj+/s9PvOUXjOUj3gg6idRPwZbk+uHqDd5P8Qc9FAwQ7AkmAscRvypFJGq xKXVJqPSRT1Fu10+vRmfTk63JLSqM0F9t1ZF9YxAF233RvlReqpV2B27kgtwjPJfxLVWuLY/1BVs V1SEhbBbaZxYfKcdsKT2RK9af5ZuEzgklgZ/w8pITFINb4xsrps3Qd1EMhGPMdHe3S0Q+X6sdWh3 GYDdiiePsjTQ6vB9VhrNVkV3sjKRb28SI+eXQh5pgUjLYFq5TDYgu0rpjopmJ1/cFDQoN1hhDB9E jJQAlMnRc6hZJoCT+hzmql1jsZ5pvnRGVj29fGmPlULpxM3U3DCrl9VZve/Cd0r1Ca3w14mtsBRn 4Rf3a8xhVplupO2gzXbj5KdIPMeS/oh2y2Zr2p2ZrfHuyTKo0zcT6ZT4hIzW7VCOQd1qktctbYGm 29EFGu+m+QZ1G0letx35BnXzJ6vbAG/j2vvSqwVxVohpPf0v3P+cSd3/pLyBGecN/B8kNf9Jzf9j dYXLp2n+k/XwmEEPb3L5L/t/rwj/7znd//tgCv5fzUX8P/rE+O/6f/tl24cG/T8w6//dYrXtNelH wHT4f6jTRyZ9JDDr/6Fu+5LXLXn/D3U7mbxuxvw/1G04Wd2M+X+p+//U/T9VFvf/wzPy/v/5mXj/ vyx1/z+1+39r6v5fP8lOJXn/b53s/j92H1ZXV79E9/+REh8UT9Q7/XUdlDPwgLkRWN6a+sKQulOY ie+UZr4wyAa+MPwJhT3HAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA ------=_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--