FW: απο τα meeting που ειχα
This is a multipart message in MIME format. ——=_NextPart_000_01A8_01DAAC6D.62D770F0 Content-Type: multipart/related; boundary=”—-=_NextPart_001_01A9_01DAAC6D.62D770F0″ ——=_NextPart_001_01A9_01DAAC6D.62D770F0 Content-Type: multipart/alternative; boundary=”—-=_NextPart_002_01AA_01DAAC6D.62D770F0″ ——=_NextPart_002_01AA_01DAAC6D.62D770F0 Content-Type: text/plain; charset=”iso-8859-7″ Content-Transfer-Encoding: base64 xP7x4SDo3ev5IPTnIOLv3ujl6dwg8+/1IOPp4SDt4SD07+0g5O/q6ezh8+/17OUg4ezl8+Eg6uHp IO3hIOTv9ezlIOHtIOzw7/Hl6Q0K7eEg4e304fDv6vHp6OXpDQoNCsPl7enq4Swg7yDB6+Xu4e3k 8e/yIOTl7SDs8O/x5ekg7eEg5Onh9+Xp8enz9OXpIO/19OUg9OftIO/x4+Ht+fPnLCDv9fTlIOrh 6Q0K5ffl6SD05+0g5ezw5enx6eEg5Onh9+Xp8enz5/IgKOLrIM3p6u/yLCDh6+vhIOrh6SDj5e3p 6uEpDQoNCtXw4fH37/XtIPDv6+vhIOjl7OH04Swg9OEg9PHh4uHl6SDv6+Eg7yDp5Onv8iAo7OXj 4evvIOrv9fDpKSwg5e7h7fTr5d/04ekNCurh6SDj6vHp7enc5uXpDQoNCsjhIPDx7/P04fTl9fPl 6SD05+0g0O/r6e3hLCDh6+vhIOX3+SDu5erh6OHx6fPl6SDw6+Xv7SDs5fPhIOzv9SD06SDt4Q0K 8OXx6ezl7fkg4fDvIPTn7SDQ7+vp7eEgKOvp4+EpLCDl6e3h6SDo5ezhIOT17eHs5fntIPDl8enz 8+/05fHvIOrh6SBkcml2ZQ0KKOTl7SD07yDl9+XpKQ0KDQrQ4fH86+Eg4fX04Swg8/Tn7SDw4fHv 9fPhIPbc8+cg7/X05SDt4SDk6eHt7+fo7/Xs5SDs8O/x7/Xs5SDt4SDw7/Hl9fTv9ezlDQr3+fHp 8iDQ7+vp7eEuDQoNCsrh6SDl7uHx9P7s4fP05SDh8O8g9OftINDv6+nt4SAo4e0g4fDv9uHz6fPl 6SDt4SD29ePl6Skg6uHpIOTl7SDw4fHh4+XpIO/w+fINCvDx5fDl6SA9IPTx5evvIOLh8e/yIPP0 7+0gwevl7uHt5PHvDQoNCsX37/Xs5SDw7+vr4SDw8eHj7OH04SDt4SDq4e3v9ezlIOrh6SDvIPfx 7+3v8iDw5fHt4eXpIA0KDQrPIMHr5e7h7eTx7/Ig6uHpIPDp5ebl9OHpIOwg4fX07yDh6+vhIOrh 6SDk5e0g5ffl6SDr9fPl6fIsIOHr6+Eg6uHpIOTl7SD07w0K4fDh6fT5IOHw7yDh9fTv7Swg8PHl 8OXpIO3hIPTv7SDk6eH35enx6fP07/Xs5SDq4ekg7eEg4+nt5ekg9O8g6uHr9fTl8e8g6uHpDQr0 7yD04ff19OXx7yDj6eEg5ezh8g0KDQrK4ekg4fX07yDw7/Ug5ffv9ezlIObn9Ofz5ekg4fDvIOH1 9O/tIOXp7eHpIPDv6/Ug8OnvIPDh7fkg4fDvIOrh8O/p7+0g8O/1DQrk5e0g5ffl6SDk7/Xr5fjl 6SDw7/TlLCDw7/P5IOzh6+vv7SDt4SDl9+XpIOTp4ffl6fHp8/Tl6SDh7enx/vDv9fIg6uHpDQrq 4fTh8/Th8+Xp8g0KDQrI5ev5IO3hIPbl8fkg6u/z7O8g6uHpIO3hIOzl6e3v9e0g3iDv6+/pIN4g 7+kg6uHr9fTl8e/pLCDl8Onz5/Ig5OXtIOzw7/H5IO3hDQr08eXs+SDh7SD29ePl6SDl7eEg4fTv 7O8g8O/1IOTl7SDw4fHh4+XpLCDv9fTlIO3hIPTvIOH25/P5IO3hIPDp8/Tl9eXpIO/06Q0K4fX0 7yDl6e3h6SDq4ekg7+vhIOzp4SD34fHhLiDU5+0g4evr5yD27/HhIOHw7yDw6fP5IPTn8iDq4ekg 7O/1IOvl5ekNCqvk6eHi3Ob5uyAo3PP35fTnIO/o7+3nKSwg6uHo5SDs5fHhIOX37/Xs5SDl7eEg 5enq7/Ph6+Xw9O8g8/Tn7SDh8ffnIOzlDQrq6e3n9O8g6uHpIOzl9OEg7/Dv9OUg8OXx7eH5IPTv IOnk6e8uIMjhIPTn8iDh7eHo5fPl6SDq4fDv6eEg8PHh4+zh9OEg7w0Kwevl7uHt5PHv8iwg6OEg 9OEg6uHt5eksIOHr6+Eg5OXtIOLr5fD5IO/06SDs8O/x+SDt4SDi8fkg4erx5w0KDQrB6u/s4SDq 4ekg9O8gcmVtb3RlIOHtIOzw7/Hl6SDt4SDr5en07/Xx4+fz5eksIOjhIOT58+XpIOXs9uHz5yDq 4ekgZHJpdmUNCvP07/XyIOXk+S4gxOXtIPDp8/Tl9fkg4fDv6/X04Swg4evr4SD07yDt4SDw4fHh 4+/17SDq4ekg3Ovr7+ksIOjhDQrq6e3n9O/w7+nn8+XpIOrh6SD07/XyIOXk+Q0KDQrU7yDo5ezh IOXp7eHpIO3hIPTv7SD05fP04fHv9ezlIOrh6SDt4SDl9+XpIOrpIOH19O/yIOrp7ef08e8NCg0K xeP5IPTv9SDl9/kg8/Dh8+XpIPTv7SDs6fPo7yDz5SDh9fTvIPDv9SDo4SDw4enx7eXpICsgMTAw IOX18fkg5fbp6vTv9OH07w0K7PDv7e/18iDw4e35IPP07yDw8e/j8eHs7OEsIOTn6+Hk5yDw6eXz…
This is a multipart message in MIME format.
——=_NextPart_000_01A8_01DAAC6D.62D770F0
Content-Type: multipart/related;
boundary=”—-=_NextPart_001_01A9_01DAAC6D.62D770F0″
——=_NextPart_001_01A9_01DAAC6D.62D770F0
Content-Type: multipart/alternative;
boundary=”—-=_NextPart_002_01AA_01DAAC6D.62D770F0″
——=_NextPart_002_01AA_01DAAC6D.62D770F0
Content-Type: text/plain;
charset=”iso-8859-7″
Content-Transfer-Encoding: base64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——=_NextPart_002_01AA_01DAAC6D.62D770F0
Content-Type: text/html;
charset=”iso-8859-7″
Content-Transfer-Encoding: quoted-printable
v\:* =
{behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
=C4=FE=F1=E1 =
=E8=DD=EB=F9 =F4=E7 =E2=EF=DE=E8=E5=E9=DC =F3=EF=F5 =E3=E9=E1 =ED=E1 =
=F4=EF=ED =E4=EF=EA=E9=EC=E1=F3=EF=F5=EC=E5 =E1=EC=E5=F3=E1 =EA=E1=E9 =
=ED=E1 =E4=EF=F5=EC=E5 =E1=ED =EC=F0=EF=F1=E5=E9 =ED=E1 =
=E1=ED=F4=E1=F0=EF=EA=F1=E9=E8=E5=E9
=C3=E5=ED=E9=EA=E1, =EF =
=C1=EB=E5=EE=E1=ED=E4=F1=EF=F2 =E4=E5=ED =EC=F0=EF=F1=E5=E9 =ED=E1 =
=E4=E9=E1=F7=E5=E9=F1=E9=F3=F4=E5=E9 =EF=F5=F4=E5 =F4=E7=ED =
=EF=F1=E3=E1=ED=F9=F3=E7, =EF=F5=F4=E5 =EA=E1=E9 =E5=F7=E5=E9 =F4=E7=ED =
=E5=EC=F0=E5=E9=F1=E9=E1 =E4=E9=E1=F7=E5=E9=F1=E9=F3=E7=F2 (=E2=EB =
=CD=E9=EA=EF=F2, =E1=EB=EB=E1 =EA=E1=E9 =
=E3=E5=ED=E9=EA=E1)
=D5=F0=E1=F1=F7=EF=F5=ED =F0=EF=EB=EB=E1 =
=E8=E5=EC=E1=F4=E1, =F4=E1 =F4=F1=E1=E2=E1=E5=E9 =EF=EB=E1 =EF =
=E9=E4=E9=EF=F2 (=EC=E5=E3=E1=EB=EF =EA=EF=F5=F0=E9), =
=E5=EE=E1=ED=F4=EB=E5=DF=F4=E1=E9 =EA=E1=E9 =
=E3=EA=F1=E9=ED=E9=DC=E6=E5=E9
=C8=E1 =
=F0=F1=EF=F3=F4=E1=F4=E5=F5=F3=E5=E9 =F4=E7=ED =D0=EF=EB=E9=ED=E1, =
=E1=EB=EB=E1 =E5=F7=F9 =EE=E5=EA=E1=E8=E1=F1=E9=F3=E5=E9 =F0=EB=E5=EF=ED =
=EC=E5=F3=E1 =EC=EF=F5 =F4=E9 =ED=E1 =F0=E5=F1=E9=EC=E5=ED=F9 =E1=F0=EF =
=F4=E7=ED =D0=EF=EB=E9=ED=E1 (=EB=E9=E3=E1), =E5=E9=ED=E1=E9 =
=E8=E5=EC=E1 =E4=F5=ED=E1=EC=E5=F9=ED =F0=E5=F1=E9=F3=F3=EF=F4=E5=F1=EF =
=EA=E1=E9 drive =
(=E4=E5=ED =F4=EF =E5=F7=E5=E9)
=D0=E1=F1=FC=EB=E1 =
=E1=F5=F4=E1, =F3=F4=E7=ED =F0=E1=F1=EF=F5=F3=E1 =F6=DC=F3=E7 =
=EF=F5=F4=E5 =ED=E1 =E4=E9=E1=ED=EF=E7=E8=EF=F5=EC=E5 =
=EC=F0=EF=F1=EF=F5=EC=E5 =ED=E1 =F0=EF=F1=E5=F5=F4=EF=F5=EC=E5 =
=F7=F9=F1=E9=F2 =D0=EF=EB=E9=ED=E1.
=CA=E1=E9 =
=E5=EE=E1=F1=F4=FE=EC=E1=F3=F4=E5 =E1=F0=EF =F4=E7=ED =D0=EF=EB=E9=ED=E1 =
(=E1=ED =E1=F0=EF=F6=E1=F3=E9=F3=E5=E9 =ED=E1 =F6=F5=E3=E5=E9) =EA=E1=E9 =
=E4=E5=ED =F0=E1=F1=E1=E3=E5=E9 =EF=F0=F9=F2 =F0=F1=E5=F0=E5=E9 =3D =
=F4=F1=E5=EB=EF =E2=E1=F1=EF=F2 =F3=F4=EF=ED =
=C1=EB=E5=EE=E1=ED=E4=F1=EF
=C5=F7=EF=F5=EC=E5 =
=F0=EF=EB=EB=E1 =F0=F1=E1=E3=EC=E1=F4=E1 =ED=E1 =EA=E1=ED=EF=F5=EC=E5 =
=EA=E1=E9 =EF =F7=F1=EF=ED=EF=F2 =F0=E5=F1=ED=E1=E5=E9 =
=CF =C1=EB=E5=EE=E1=ED=E4=F1=EF=F2 =EA=E1=E9 =
=F0=E9=E5=E6=E5=F4=E1=E9 =EC =E1=F5=F4=EF =E1=EB=EB=E1 =EA=E1=E9 =
=E4=E5=ED =E5=F7=E5=E9 =EB=F5=F3=E5=E9=F2, =E1=EB=EB=E1 =EA=E1=E9 =
=E4=E5=ED =F4=EF =E1=F0=E1=E9=F4=F9 =E1=F0=EF =E1=F5=F4=EF=ED, =
=F0=F1=E5=F0=E5=E9 =ED=E1 =F4=EF=ED =
=E4=E9=E1=F7=E5=E9=F1=E9=F3=F4=EF=F5=EC=E5 =EA=E1=E9 =ED=E1 =
=E3=E9=ED=E5=E9 =F4=EF =EA=E1=EB=F5=F4=E5=F1=EF =EA=E1=E9 =F4=EF =
=F4=E1=F7=F5=F4=E5=F1=EF =E3=E9=E1 =E5=EC=E1=F2
=CA=E1=E9 =E1=F5=F4=EF =
=F0=EF=F5 =E5=F7=EF=F5=EC=E5 =E6=E7=F4=E7=F3=E5=E9 =E1=F0=EF =
=E1=F5=F4=EF=ED =E5=E9=ED=E1=E9 =F0=EF=EB=F5 =F0=E9=EF =F0=E1=ED=F9 =
=E1=F0=EF =EA=E1=F0=EF=E9=EF=ED =F0=EF=F5 =E4=E5=ED =E5=F7=E5=E9 =
=E4=EF=F5=EB=E5=F8=E5=E9 =F0=EF=F4=E5, =F0=EF=F3=F9 =EC=E1=EB=EB=EF=ED =
=ED=E1 =E5=F7=E5=E9 =E4=E9=E1=F7=E5=E9=F1=E9=F3=F4=E5=E9 =
=E1=ED=E9=F1=FE=F0=EF=F5=F2 =EA=E1=E9 =
=EA=E1=F4=E1=F3=F4=E1=F3=E5=E9=F2
=C8=E5=EB=F9 =ED=E1 =
=F6=E5=F1=F9 =EA=EF=F3=EC=EF =EA=E1=E9 =ED=E1 =EC=E5=E9=ED=EF=F5=ED =DE =
=EF=EB=EF=E9 =DE =EF=E9 =EA=E1=EB=F5=F4=E5=F1=EF=E9, =E5=F0=E9=F3=E7=F2 =
=E4=E5=ED =EC=F0=EF=F1=F9 =ED=E1 =F4=F1=E5=EC=F9 =E1=ED =F6=F5=E3=E5=E9 =
=E5=ED=E1 =E1=F4=EF=EC=EF =F0=EF=F5 =E4=E5=ED =F0=E1=F1=E1=E3=E5=E9, =
=EF=F5=F4=E5 =ED=E1 =F4=EF =E1=F6=E7=F3=F9 =ED=E1 =
=F0=E9=F3=F4=E5=F5=E5=E9 =EF=F4=E9 =E1=F5=F4=EF =E5=E9=ED=E1=E9 =
=EA=E1=E9 =EF=EB=E1 =EC=E9=E1 =F7=E1=F1=E1. =D4=E7=ED =E1=EB=EB=E7 =
=F6=EF=F1=E1 =E1=F0=EF =F0=E9=F3=F9 =F4=E7=F2 =EA=E1=E9 =EC=EF=F5 =
=EB=E5=E5=E9 =AB=E4=E9=E1=E2=DC=E6=F9=BB (=DC=F3=F7=E5=F4=E7 =
=EF=E8=EF=ED=E7), =EA=E1=E8=E5 =EC=E5=F1=E1 =E5=F7=EF=F5=EC=E5 =E5=ED=E1 =
=E5=E9=EA=EF=F3=E1=EB=E5=F0=F4=EF =F3=F4=E7=ED =E1=F1=F7=E7 =EC=E5 =
=EA=E9=ED=E7=F4=EF =EA=E1=E9 =EC=E5=F4=E1 =EF=F0=EF=F4=E5 =
=F0=E5=F1=ED=E1=F9 =F4=EF =E9=E4=E9=EF. =C8=E1 =F4=E7=F2 =
=E1=ED=E1=E8=E5=F3=E5=E9 =EA=E1=F0=EF=E9=E1 =F0=F1=E1=E3=EC=E1=F4=E1 =EF =
=C1=EB=E5=EE=E1=ED=E4=F1=EF=F2, =E8=E1 =F4=E1 =EA=E1=ED=E5=E9, =
=E1=EB=EB=E1 =E4=E5=ED =E2=EB=E5=F0=F9 =EF=F4=E9 =EC=F0=EF=F1=F9 =ED=E1 =
=E2=F1=F9 =E1=EA=F1=E7
=C1=EA=EF=EC=E1 =EA=E1=E9 =F4=EF remote =E1=ED =
=EC=F0=EF=F1=E5=E9 =ED=E1 =EB=E5=E9=F4=EF=F5=F1=E3=E7=F3=E5=E9, =E8=E1 =
=E4=F9=F3=E5=E9 =E5=EC=F6=E1=F3=E7 =EA=E1=E9 drive =F3=F4=EF=F5=F2 =E5=E4=F9. =C4=E5=ED =
=F0=E9=F3=F4=E5=F5=F9 =E1=F0=EF=EB=F5=F4=E1, =E1=EB=EB=E1 =F4=EF =ED=E1 =
=F0=E1=F1=E1=E3=EF=F5=ED =EA=E1=E9 =DC=EB=EB=EF=E9, =E8=E1 =
=EA=E9=ED=E7=F4=EF=F0=EF=E9=E7=F3=E5=E9 =EA=E1=E9 =F4=EF=F5=F2 =
=E5=E4=F9
=D4=EF =E8=E5=EC=E1 =E5=E9=ED=E1=E9 =ED=E1 =
=F4=EF=ED =F4=E5=F3=F4=E1=F1=EF=F5=EC=E5 =EA=E1=E9 =ED=E1 =E5=F7=E5=E9 =
=EA=E9 =E1=F5=F4=EF=F2 =EA=E9=ED=E7=F4=F1=EF
=C5=E3=F9 =F4=EF=F5 =
=E5=F7=F9 =F3=F0=E1=F3=E5=E9 =F4=EF=ED =EC=E9=F3=E8=EF =F3=E5 =
=E1=F5=F4=EF =F0=EF=F5 =E8=E1 =F0=E1=E9=F1=ED=E5=E9 + 100 =E5=F5=F1=F9 =
=E5=F6=E9=EA=F4=EF=F4=E1=F4=EF =EC=F0=EF=ED=EF=F5=F2 =F0=E1=ED=F9 =
=F3=F4=EF =F0=F1=EF=E3=F1=E1=EC=EC=E1, =E4=E7=EB=E1=E4=E7 =
=F0=E9=E5=F3=EC=E5=ED=EF =F0=F1=EF=E3=F1=E1=EC=EC=E1 =E1=EB=EB=E1 =
=E5=F6=E9=EA=F4=EF =EA=E1=E9 =F4=E1 =F0=E1=E9=F1=ED=E5=E9 =EA=E1=E8=E5 =
=EC=E7=ED=E1, =E5=F4=F3=E9 =EC=EF=ED=EF =EC=F0=EF=F1=E5=E9 =ED=E1 =
=EB=E5=E9=F4=EF=F5=F1=E3=E7=F3=E5=E9
=D4=EF =E8=E5=EC=E1 =
=E5=E9=ED=E1=E9 =ED=E1 =F4=EF=F5 =F6=F4=E9=E1=EE=EF=F5=EC=E5 =E5=ED=E1 =
=EA=E1=EB=EF =F4=E5=F3=F4 =F0=EF=F5 =E8=E1 =F4=EF=ED =
=E2=EF=E7=E8=E7=F3=E5=E9 =ED=E1 =EC=F0=E5=E9 =F3=F4=E7=ED =
=EF=EC=E1=E4=E1 =F3=F9=F3=F4=E1 =EA=E1=E9 =EF=F7=E9 =E1=EB=EB=E1 =
=CD=E9=EA=EF=F2 =D8=E1=EB=F4=E1=EA=E7=F2 =EA=E1=E9 =
=EA=E1=E5=E9
=CA=E1=E9 =F4=E1 3 =F7=F1=EF=ED=E9=E1 =F0=EF=F5 =
=E5=F7=E5=E9 =E5=EC=E5=ED=E1 =EC=EF=F5 =EA=E1=ED=EF=F5=ED – =
=EF=F5=F4=F9=F2 =E7 =E1=EB=EB=F9=F2 =EF =EC=EF=ED=E1=E4=E9=EA=EF=F2 =
=F0=EF=F5 =E5=F7=E5=E9 =EC=E5=E3=E1=EB=F5=F4=E5=F1=E7 =E5=E9=ED=E1=E9 =
=EF =D0=DD=F4=F1=EF=F2
=CA=E1=E9 =E5=E9=E4=E1=EC=E5 =EA=E9 =
=E1=F5=F4=EF=F5=F2 =EC=E5 =F4=E1 =F0=EF=EB=EB=E1 =F7=F1=EF=ED=E9=E1 =
=E5=EC=F0=E5=E9=F1=E9=E1 =F0=EF=F3=EF =E2=E1=F1=E9=EF=F5=ED=F4=E1=E9 =
=ED=E1 =E3=F1=E1=F8=EF=F5=ED =EA=F9=E4=E9=EA=E1, =DE =ED=E1 =
=EC=F0=EF=F5=ED =F3=F4=EF Business
=C1=F0=EF =F4=EF=ED =
=C1=E3=E3=E5=EB=EF =F0=EF=F5 =E5=EB=E5=E3=E5 =E4=E5=ED =E3=F1=E1=F6=F9 =
=EA=F9=E4=E9=EA=E1 =F3 =E1=F5=F4=E7 =F4=E7=ED =E7=EB=E9=EA=E9=E1 =
=EC=E5=F7=F1=E9 =F4=EF=F5=F2 =F4=E5=EB=E5=F5=F4=E1=E9=EF=F5=F2 =F0=EF=F5 =
=E2=F1=E7=EA=E1=ED =F4=E1=F3=EA=EF=F5=F1=E1 =EA=E1=E9 =
=EB=E1=EA=E9=F3=E1=ED
=C4=E5=ED =EC=F0=E1=E9=ED=E5=E9 =
=EA=E1=F0=EF=E9=EF=F2 senior =F3=F4=E7 =
=E4=E9=E1=E4=E9=EA=E1=F3=E9=E1 =ED=E1 =F3=F0=E1=F3=E5=E9 =F4=EF =
=EA=E5=F6=E1=EB=E9 =F4=EF=F5 =EF=F3=EF =E5=F7=E5=E9 =
=E5=F0=E9=EB=EF=E3=E5=F2, =E8=E5=EB=E5=E9 =E1=ED=E8=F1=F9=F0=EF=F5=F2 =
=F0=E9=EF =EF=F1=E5=EE=E1=F4=EF=F5=F2, =ED=E1 =EC=F0=EF=F5=ED, =ED=E1 =
=EC=E1=E8=EF=F5=ED, =ED=E1 =E1=EB=EB=E1=EE=EF=F5=ED, =ED=E1 =
=F6=E5=F1=EF=F5=ED =F4=E7 =EC=E9=EA=F1=E7 =F4=EF=F5=F2 =
=E5=EC=F0=E5=E9=F1=E9=E1 =EA=F4=EB
=CC=E1=EA=E1=F1=E9 =
=ED=E1 =F4=EF=F5=F2 =E5=E9=F7=E1=EC=E5, =E1=EB=EB=E1 =EA=E1=E9 =F0=EF=F5 =
=E5=E9=ED=E1=E9 =ED=E1 =E5=F1=E8=EF=F5=ED, =EA=EF=EB=EB=DC=ED=E5 =DE =
=E4=E5=ED =EA=EF=EB=EB=DC=ED=E5 =EC=E5 =
=E5=EC=E1=F2
Tasos =
Vogiatzis
Managing =
Director
www.brainfoodmedia.gr | www.brainfood.gr =
Alfavita.gr | Allyou.gr =
| Avopolis.gr | Botrini.gr | Childit.gr | =
Glykouli.gr
Enwsi.gr | Epixeiro.gr | =
Platform.gr | Tetrapodo.gr | Thecaller.gr | =
Theopinion.gr
P. 212-1056743 | M: =
+306940715510
From: Tasos Vogiatzis =
<tv@brainfoodmedia.gr>
Sent: Tuesday, May 21, 2024 4:31 =
PM
To: ‘=C8=E5=EF=E4=FE=F1=E1 =
=CA=E9=EF=F5=F1=EA=E5=ED=DF=E4=EF=F5’ <doraq@brainfoodmedia.gr>; =
‘almakridakis@brainfoodmedia.gr’ =
<almakridakis@brainfoodmedia.gr>
Subject: =E1=F0=EF =
=F4=E1 meeting =F0=EF=F5 =
=E5=E9=F7=E1
=C5=E9=ED=E1=E9 =C1=E3=E3=EB=E9=E1, =E5=EE=F9 =
=E1=F0=EF =F4=EF =CB=EF=ED=E4=E9=ED=EF
=C8=DD=EB=E5=E9 =ED=E1 =DD=F1=E8=E5=E9 =
=C5=EB=EB=DC=E4=E1 (=DD=E3=E9=ED=E5 =EC=F0=E1=EC=F0=E1=F2 =EA=E1=E9 =
=E8=DD=EB=E5=E9 =ED=E1 =EC=E5=E3=E1=EB=F9=F3=E5=E9 =F4=EF =
=F0=E1=E9=E4=E9 =F4=EF=F5 =C5=EB=EB=E1=E4=E1) =EA=E1=E9 =ED=E1 =
=EC=E5=E9=ED=E5=E9 =EC=EF=ED=E9=EC=E1 =CB=E1=EC=E9=E1, =EF=F0=EF=F4=E5 =
=E8=E1 =EB=E5=E9=F4=EF=F5=F1=E3=E7=F3=E5=E9 =CC=CF=CD=CF remote
=D4=EF=F5 =
=E1=F1=DD=F3=E5=E9 =F4=EF project =EC=E1=F2, =
=E1=F5=F4=EF =E5=E9=ED=E1=E9 =F4=EF =E2=E9=EF=E3=F1=E1=F6=E9=EA=EF, =
=F5=F0=DC=F1=F7=E5=E9 =EC=E9=E1 =EC=E9=EA=F1=E7 =E1=F0=EF=EA=EB=E9=F3=E7 =
=F3=F4=EF =EF=E9=EA=EF=ED=EF=EC=E9=EA=EF =E1=EB=EB=E1 =
=EC=F0=EF=F1=EF=F5=EC=E5 =ED=E1 =F4=E1 =
=E2=F1=EF=F5=EC=E5
=D4=E9 =
=EB=DD=F4=E5; =CC=F0=EF=F1=E5=DF =ED=E1 =
=EB=E5=E9=F4=EF=F5=F1=E3=DE=F3=E5=E9;
Tasos =
Vogiatzis
Managing =
Director
www.brainfoodmedia.gr | www.brainfood.gr
Alfavita.gr =
| Allyou.gr | Avopolis.gr | Botrini.gr | Childit.gr | =
Glykouli.gr
Enwsi.gr | Epixeiro.gr | =
Platform.gr | Tetrapodo.gr | Thecaller.gr | =
Theopinion.gr
P. 212-1056743 | M: =
+306940715510
——=_NextPart_002_01AA_01DAAC6D.62D770F0–
——=_NextPart_001_01A9_01DAAC6D.62D770F0
Content-Type: image/jpeg;
name=”image001.jpg”
Content-Transfer-Encoding: base64
Content-ID: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=
——=_NextPart_001_01A9_01DAAC6D.62D770F0
Content-Type: image/png;
name=”image002.png”
Content-Transfer-Encoding: base64
Content-ID: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——=_NextPart_001_01A9_01DAAC6D.62D770F0–
——=_NextPart_000_01A8_01DAAC6D.62D770F0
Content-Type: application/vnd.openxmlformats-officedocument.wordprocessingml.document;
name=”=?iso-8859-7?B?wunv4/Hh9unq/FRIT01BU0JPVU1QT1VMT1MuZG9jeA==?=”
Content-Transfer-Encoding: base64
Content-Disposition: attachment;
filename=”=?iso-8859-7?B?wunv4/Hh9unq/FRIT01BU0JPVU1QT1VMT1MuZG9jeA==?=”
UEsDBBQACAgIAKKGsVgAAAAAAAAAAAAAAAAQAAAAd29yZC9mb290ZXIxLnhtbK2W227aQBCGn6Dv
YO092EY0aq1A1EIbVeoFSskDLPbYXmVPml1DyNN3fVgTIEUODRfYnp35Znbm98Lt3bPgwRbQMCVn
JB5HJACZqozJYkYe1z9HX0hgLJUZ5UrCjOzBkLv5p9tdklsMXLA0iUhnpLRWJ2Fo0hIENWOlQbrF
XKGg1j1iEQqKT5UepUpoatmGcWb34SSKbkiHUTNSoUw6xEiwFJVRua1DEpXnLIXu4iNwSN42ZKnS
SoC0TcYQgbsalDQl08bTxLU0t1h6yPbSJraCe7+dHpItQ7pzkxC8TbRTmGlUKRjjrMt2sSfG0YAG
1og+YkgJxzl9JYIy2WNqXZyA+txjl7trWoM6bOTQC8OHFNIu/WYbpLg/r4Je0c/X8ZoNUvEJwUXZ
CntBXoNIS4rWA/g1BK7SJ8gWVG5pL+asGCTnE1LGaIFUHERq3jXZODqRy5+SajjQiv+j3aOq9EHu
02tor97A+PP7ABMPmLvTTwe7xB2a2cOMRN2HdKYl8HPj6tz0sIScVty+sbLCI2M8TTRF+ivz1snX
togVNpfvWXO1qq7KaJq6F7KBmZfuZktdTZJxEtaOHHI7zHOjrFVimC+yohyKBbsDkEOcw8P+al8n
A+dAcwvYOXNWnz+Taf/wUHFnoJVVXV1tlzYeHLdm8+INkxtvWZhjW9hFh32v8dKQ3xDD8Sg/qBz3
48uzhTs3gv5uvddu0xso3InWRDNpLK7h2dZy923WCAZwC2S++nb/o+b1bheoBmr1WWjB/3ACmfkS
P7RPaLlvQnQykm4wzbf7NzL/C1BLBwi9s/eFWAIAAM0IAABQSwMEFAAICAgAooaxWAAAAAAAAAAA
AAAAABIAAAB3b3JkL251bWJlcmluZy54bWztWllu2zAQPUHvIOg/0Wa7rhE5CBKkaFEEBZIegKZo
iwgXgaTs+BT9a+/QY/UkpVbbSp3ISlHZAL8IzfKGfJ4ZvA9fXD5RYi2RkJiz0PbOXdtCDPIIs0Vo
f3u4PRvbllSARYBwhkJ7jaR9OX13sZqwlM6Q0HGWhmByQmFox0olE8eRMEYUyHOeIKadcy4oUPpT
LBwKxGOanEFOE6DwDBOs1o7vuiO7hOGhnQo2KSHOKIaCSz5XWcqEz+cYovKoMkSbukXKDYcpRUzl
FR2BiL4DZzLGiazQaFc07YwrkOVLj1hSUsWtkjbVIgFWmmdKikIrLqJEcIik1Nabwlkjem4LAjOI
OqPNFXZrVjehALMaJuuOBlBd+1zXLknLoTYP2XAhSZuLFK4veCaAWD+/BejA53Z+glt1cQNBZ6lU
1A3ZBQLGQKgKgHRBIBw+ougasCWomzlatGrnBlKEwUIAumlSedAv67mNdrmPQYI2aIu3oX0UPE02
7T7ogrY1gd7wMAC/ApjqHQhmUgkA1V1KrZ2vT5FepnkIWRLtwvoIbTe36HUqlLYtAcmCnGmxTG9p
bZylhCBVeHTiA3qqXb9/fq/tn2FlJWhehidfRXZgFmlfZg7tYKSX+moSA7bIt3r2rWOdOliUxy1n
SmbvkBDj0L7jilv3gEnrfk1nnMgMBco9DgSkupIY7HHHV0z+FbO4SX4FJ39VkzTv7aTxQynz3HE3
zq55KjAS1h1aVWw1TBueGo6SoW3rq9z4/6Chfvw6mJ2xe9IdFfQyhv7QP2nWBj3MYeAPTmIOh73M
YfDhtDf7qJc5HIw67vYjYe19D3M4HHTc+P95Dse9zOHIO7XN7uyI1VeVrG+UrFGyRskeX0cZJWuU
rFGy/XeUUbJGyRolewJKNjBK1ihZo2SPr6OMkjVK1ijZ/jvKKFmjZI2SPQ4ly3IFy7b/TbAjZ3fo
dPLIZ2n+/jT/hbRgf1qwneZs/Q9s+gdQSwcIJV8JGuICAABNJgAAUEsDBBQACAgIAKKGsVgAAAAA
AAAAAAAAAAARAAAAd29yZC9zZXR0aW5ncy54bWyllc1u2zAMx59g7xDonvijSTYYdXpYse2wntI9
ACPJthB9QZLj5e0nx5bVpEDhZqdIf5I/0gxNPz79FXxxosYyJUuUrVK0oBIrwmRdoj+vP5bf0MI6
kAS4krREZ2rR0+7LY1dY6pz3sgtPkLYQuESNc7pIEosbKsCulKbSGytlBDh/NXUiwBxbvcRKaHDs
wDhz5yRP0y0aMapErZHFiFgKho2yqnJ9SKGqimE6/oQIMyfvEPKscCuodJeMiaHc16CkbZi2gSbu
pXljEyCnjx7iJHjw6/ScbMRA5xst+JCoU4ZoozC11qvPg3EiZumMBvaIKWJOCdc5QyUCmJww/XDc
gKbcK597bNoFFR8k9sLyOYUMpt/sYMCc31cBd/Tzbbxms6b4huCjXGumgbwHgRswLgD4PQSu8JGS
7yBPMA0zqWeN8w2JMKgNiDik9lP/bJbejMu+AU0jrf4/2k+jWh3HfX0P7c0bmG0+B8gDYOdXIKEV
tNy9wmHvlF50xQn8FH/NU5T05mHLxdN+2JjBL9sgf5Qg/JtztRBfFKG9qTVsfnF9yuQqJzf7Poi+
gNZD2kOdlYizunFZz3f+RvxCvlwOdT7a8ostH2yXC2Ds95z3Hg9Ry4P2xu8haA9RWwdtHbVN0DZR
2wZt22vNWVPDmTz6NoRjr1eKc9VR8iva30ljP8JXavcPUEsHCI6zw6QFAgAA6gYAAFBLAwQUAAgI
CACihrFYAAAAAAAAAAAAAAAAEgAAAHdvcmQvZm9udFRhYmxlLnhtbKWUTW7bMBCFT9A7ENzbkoOm
CITIQeGg2QTZuDnAmKIkIiSHGFJWdfvSsX5SJwgUdSVIw/e94fCJt3d/jGZHSV6hzflmnXImrcBC
2Srnz79/rW448wFsARqtzHknPb/bfrttsxJt8CzKrc+MyHkdgsuSxItaGvBrdNLGYolkIMRXqhID
9NK4lUDjIKiD0ip0yVWa/uA9BnPekM16xMooQeixDCdJhmWphOwfg4Lm+J4l9ygaI214dUxI6tgD
Wl8r5weaWUqLxXqAHD/bxNHoYV3r5rgVBG08C6PPRi1S4QiF9D5+vT8XR+ImnTHAE2JUzGnhX8+h
EwPKjphTMi5Ao/c6evdDe0VNG5lm4fWcRs6lR3UgoO59F7Bgnm/1Ts1K8QUhqkJDYyCXIEQNFAaA
XkLQKF5ksQN7hDHMRTUrzhekQkFFYKaQ+i+d7Ca9iMu+BicnWvV/tAfCxk1x/76E9uYP3Fx/DXA1
ALb9/cfazIKJ4d/Fq6Chjj1gqJXgybsFP0mB/uD7EwZke7Ce7TtzQO0/WLPDhpQk9iTbUzXp797t
X1BLBwj2T8XQoQEAAL0FAABQSwMEFAAICAgAooaxWAAAAAAAAAAAAAAAAA8AAAB3b3JkL3N0eWxl
cy54bWztVttO4zAQ/YL9hyjvJW1aIraiIFQEuxJiVwt8wMRxGwvHtmynpfv1a+fSllxQSBEsEk/J
zHjOXM74cnr+lFBnhaUinM3c0dHQdTBDPCJsOXMf7q8GJ66jNLAIKGd45m6wcs/Pvp2up0pvKFaO
8WdqmqCZG2stpp6nUIwTUEdcYGaMCy4T0EaUSy8B+ZiKAeKJAE1CQoneeP5wGLgFDJ+5qWTTAmKQ
ECS54gttXaZ8sSAIF5/SQ3aJm7tccpQmmOksoicxNTlwpmIiVImW9EUzxrgEWb1UxCqh5bq16BIt
krA2ZCQ0D7TmMhKSI6yU0V7mxi3iaNihgRZi69Elhecxy0wSIGwLY0ejArSNfWRiF03LoHaF7Hqh
aJdEctMNCSXITT0L6NHPfX9BOk1xBcF46VRuB7IPBIpB6hKA9kGgHD3iaA5sBdthjpadxrmCFBFY
Skh2Q6pexexoWBmXuxgE3qEtD0O7ljwVu3Gf9EHb24Gj49cB+CXAmTkAI44u8QJSqpUV5W9ZiIWU
fa4408pZT0EhQmbu3JwYqdw411zHBLnGgFSTFoPSF4pAky2+YKoO5dlwiFMuzZIVmP00Ccfg49yg
/pZa3y81c1XVUWDLUofZ4OHOqr2iGK9aoqhKGawARDIUWGhsTudgaHOmxJ4Q/slJKfxJqVFAqnkR
QxQx9lG9WpOzS8dA6I0w7gKkHVYRW9TM9DOaubd2uKlVRbmnudcywhgkuCyP5Yvy2JlrHV5DSPEz
6Hur6YSfrXRuO0RpLuIHBnsH14Hj3OCMcspCUDj6xUrrLqDxwk+6Sd/GlNn+NoUQm9PB5DX2hy+T
9VFDHpZFjWqzHTTMdlAZ4j40+K00+IfS8IixuN1bUhRl1Tem9apabJW1k2ek+Z+FNPL+JI5bSRy/
K4kfTQWpZnNIUyetTZ38tzvDCJNPsk2UaQqdg6hN0CGcHbdydvzF2aGcHchN0MpN8MXNW187fbm6
J9o8DGtPvkz75q+yyWfsc/O5tX/NB5P6NZ/r+rJyl4a6kZit4a25+R704qb97TNuePuMW94+5Z86
+wdQSwcI5I6lVBsDAADFEwAAUEsDBBQACAgIAKKGsVgAAAAAAAAAAAAAAAARAAAAd29yZC9kb2N1
bWVudC54bWztXely4ziSfoJ9B4Q2YmM3RmWJknxp2jUry3bZ3T7Ulqu6/01AJCSiRBIcAJSsiv0x
7zC/5vX6STYToKjDsltW+aBddFTZAAgkgUTml4mTP/3tNgzIiEnFRXRQcraqJcIiV3g8GhyUPt+c
fNgrEaVp5NFAROygNGGq9LeP//HTuOkJNwlZpAlQiFQzdA9KvtZxs1JRrs9CqrZEzCJ42BcypBqi
clAJqRwm8QdXhDHVvMcDrieVWrW6U0rJiINSIqNmSuJDyF0plOhrLNIU/T53WfpnWkKu815b5Cit
snljRbIA6iAi5fNYTamFm1KDh/6UyOihRozCYJpvHK/zNk/SMXRHGNgXjYX0YilcphSkHtmHGUWn
ugYDkURWYp0qLL5zWpOQ8igjg8KxRCh79xa8O2WaITVryIwXKlinIvbROe9JKid3a0E34Od8+Ziv
JcVLFKCUTmQmkJuQcH0q9ZRAsAmFQLhD5rVpNKKZMHuDtcR5iZLH6UDScCak6lE961SXxKXr05jN
qA2+j9onKZJ4Ju6NTajNaaCz/TgCtSmBjwCBPeFN8G9Mxk1AUO/6oFRNf0pp0hEL7iZ27iZdH7E+
TQK94klHLiQ6jWZMJT3zslTHVCbuSPzz1YVyIwpvdQGbmCxVMFXah/JERFpBBqpczg9KLclpgC9y
1VyEUaVbitO5JL8VqSy/odibvsaxcVcEQk7T0sqaB+rbNLW+M01pq8W0SlrDStYM+RD/VvB5kUtv
oMlQMx1kheeZMG4am9pUMXUBVGPJFJMjVvp4c3p10eqSw6vPF52rz+dXXSyibcGn4FnoNlsBiExE
NWsD10B+TGLbF6AC5Jr9I+FQmYMSQIJhcQocEIybNHJ94AYNAjG+AocioDEyivSYzyMPbKWJeVzp
Q2yvCd1kofMsdG1CPvc8FplgQCci0WdRmwWG9cQinXlmTfiInTI+8LVJUjyMA9YRCmOmZlkKuTU5
Jim/4VEsFEcX4DSjdCIFYCb0bBJGpWmeq35fMf3xg7Nb3d+uAb/nU6dRS2iB7Jclsqi3AK2xf4dy
fbu+V3+Q8hdThN1irxAXWrJb291uNOol4kKD9hvbe7uNtFWs32euPrZZewelnf29bWCb5RiwcL8K
UT3jwhiqdAnenY2BX9eRhHuG1xENQQQxH22amnN3LnhENSWJ5E9hH/DdgMcqtgH3ctQFKKjYmDKo
QJu3fRniX6C41JkUWfMQXyqz0rFU+hMTIcHAQUkCs0qYTkfnStus0yyYrETAvRMeBCYiB712IEmq
87XqTtWWDWKf2lSnvlvbTl+ZZrfheTpBhL8jgXGbFVMqs8ZiSN/2bg0ewN9MIZfMTXvfqe/vfo+5
WaTwgLmpHbX3W8fHJzZVA8MxdTf9mTdCCF3Qs4i6fQAU01PjZsDRSaw1ssh1EkACTbSwiIgkjzj2
Bwj8FBt7+lym8BhPbYT5vcCVyhy/IISWGaTYglJb2xrYGGi3loBLZxFAxL7TqKFuzEdU7J5w6P9z
sAkdaLpRBDmfAxXmoKT+kVD0+vTcI9upLWhRnxtRmlUmjRgJryyo0HzcKr2tqWllhrGVDIkNKJ8A
0vaoOyxw+PVxeLfe2EvxZru2t71/Dw5X50C4+jgE5iEdMGcrhpHeY7F4/fHLx58ghGMgG4hGHe6i
3GIE8DitU3V1naaZsAgAK+szeZ0y/Zop/o1NvZw7pHsBj6ewiGEimyzsoWTJM2/HtldJ9xp4+QAX
IY+WTLs+BvtADvOnIDx9UFl8HcYeaVlW9fSfWJaKhftp0+0LKxmnN4WCmf5XVvpt1im0YPnqI5Ta
a4xQ1nDPa9W77nmt+nZGJN/VxA1GIOc05LRMPknGYEDwf+Qv9SoB79LZqdXr2w4k6J5IwlgkgVD/
OwgpD9ABhPSlkYo/icEy8WgIus6tolv/4R0yOZkmoK8bsE05D8xi3lm0wMjKHCeflnv3VC9XoFKf
B5VcjPZreyvEYO/twMmTNnkDIT89+3R6Dv9vustingd5a8zLW5SENsCD0WIrzbMzL2NG2vKsQHzo
WR4IbE/KA1MN9S0NmIIRT3slYH29Xs6e0Brgdq28Ej31NckyPWYsWidzZda++8eAy8M+GJcQ20yc
HDPZfBoNzBIUxuf9g8KoP7lRP2IaDPUHITm6Yx75jfXIERuxQMRmfS+Woo8zNSKiQJlrn9TJhFGp
iOgTdgv2BwqCO8Aj0pfAhQ8M+pPCf3RPTcSbUcujYm8Xil0o9jtU7JbHYk0o/APNnXzDPusl4IWC
MhNpJ/NRJZVRVi1ppHC8Drm0z0JQZy2IZq4fcRcUX8XM5X0ImiXzsgUCSmBsLaBEXySRZx4hDJze
XJyXSbvbLZNDITTkoXGZ/ExHtOtKHusy6Zx2yua13V/PSRerK7dIHrFhp8CGAhveITacBAnadlBW
kB/fjOiHRiGPYZDKlZ8pOFj/EYgBqLALo3XmCumh3V9wCgZSjDEzFHcD9CKIAixQfWom8rfyqNcL
yxVDxuJLnOVbVGlMPke4XEqP6YAdSkaHh6wvJFt6OuaeGOM0nBRZnzgZRhT48TB++MgDnL5NsWKa
1Q3A40zlfyXG9ExfzAEOjkP3HoE+Mlu6WIVEs0lLLLSATr2lnuRLcRXSIGjTeFmMwCzy4bL0PNVk
UySidKppHZaC+dWtgA9mi25UMeTb2wHQ994LG2B8R4qvuGhyzqjHJG5zbJIuunE04N9goAfgDy/H
rZ4kpF8FLtuYAtYhDMFrHBifEQ3En4/scgnzewXMFzBfwHwB82+lFzaA+Wsac4+0KbjwkrS8EY1c
M65vEjAAocApPRjJz83qQTZ07gH+HTORh+Aekp+TiAM3FvNRDUSY0nzAyGUicQmL/BcN47+a9+US
8vdzDflOAfkF5OcFbArIz0MvbAD5bTvL0p2bZWmSq3EEiC365MZnCOOKa0ZOmRRlQl2fsxGq1vYH
pQHxPwkxCBiRkMjGivSRJ2mJOZee4Ou4y1Qugb71vOv/a0iKs0JSnGefdHwLezMOi70ZeW7yBpBz
/Hvn+Prs+LJ9nEcsaOdC3t6ZJG0w4XTvUKG8NLB44p9qo1JzyB///Bep1iu1Ri6XEo82Wkqs/7AD
hs3OkBTriq+7Q3hhQplHZlt6MJtZ1oKoJI6F1LjLgJiLAKIJ6TEIMULJ51/IKYRcgAwzOc1kLn3P
40KXC11+77rcFkKCMts9QSFoCo9hzKipGqoyaLHrE6qygebcjsFytj5k9/jM1o7yvlx0Uqh1sdvn
HWpyqpzYV3ZpFwwz/Mf4kE0y6zzTarTNkrky4druAQ6oxhOEZRIKD/oWsmb3/wTmNhaOaWYjoY9b
gV3uma2F04K53N3nVF99CmnF/RDPfiPGG5hAcpycDuh7QgzxEquuphKxFQqaw+Ip9kEUj42nMXtO
9u+Dr97gVmGCPT9bmSd0bJBx7kEe8er5pgzuzlUfTrco2/ns7GfpCGEe2bQJW2ivku9GPV/fP8Mc
UN3MAeE8VD7Pmji1wsMsBo65waXnGjhKRnHbSbqkaNcXR+AjikThDA+6iXbH+fQ8CjqPY5+D8zkR
CXFpRPrYhzwiIbinQoIPGXCB21H+/CT5XnGS/KHOAf887Rcf7O2WK7aS4QudKs8NJx/NtDzOVjj1
wpYUsxXvUNmumcv4COzHPZtVcLcimAWfxvEkPXC02nz8ua3YL2zFQz0BFoK9kG14C5MSjVefLip2
HN3XN9uv0jdvA8Cfbwj/JXXqr0UAbj4e/RYq5prive7vdMLmnrmMtLXTGZ0N/q4mXK1VnN1sZ4uT
Rz9059VhsfCwHietbbPtghuVdYPEY16TtAU4W/C732esjHu2gsR1ufjjn/8G56qDO40V3vRCvtAA
/+ZREHefVxCzjeeP2IL5xgXzSZu8gaDOn2BqKcXxUySaXODRVCaJl0izNQHGAjOzQ8ZCDjEZLyYS
Xi5H7nuvjpiFI3lf3+znYuWx2Lp+T5M3AJHjo8/t1s3Z1WUeoeCZT7H8gDZrE3F7SpuFS9roYAVM
szuX6bVFItWi85RPLr4018oLbDpTAcXtg59/KZNateaQD29h/f+1vaW5e9fmL1v7+mvC5IT8tz2N
cSF6PGD/s3A1m7mO7WLS/RWKt35u/V4mvwnp4TI6+P7p9OsFnrBsdc6AdvfqMpdu1TOfOvsBsfTF
/f3TTnpoKJXGzx4LJwUOfBcX86iqz3xgr1DVlxAysBnM45TcSLuZuEzOReSJyOhqzUxaFtq6DiPz
qKFHrz9H0VgxR9Eo5iiqzvGr981bR8tcDxLRM3fBfr8B8Hz5YeKiR9gAj/DBYc/COOfo6gLiFK+3
/cR16iNB6DTplckX+xVskt7wVCaXwmNbX2EEdNmBYse3WAtlEo5/hnddMwVvgRERJOC3m/BOFwga
t/VCRANxdJgGhGKQMdE+dG56g3aZnHDJsAgSoq42dG1VSIcOkBLuhx8mGTHS0gHN5VUszsmr41Ex
n31P39Re/4xTYSu+D/MOu66xFYlmknRd87WNwjSsMg0RHyGI6wleg/Ub4DOTEbmAfDAomX24DA2H
4+TxQGLtmY+9FQcSN+6ZhYM7xZbp5S3TOYOPH11ai2/j5brJG1i37i9n5+d5/C5ebWFX9Awx0kN6
uzsFZLwjX/Q4+96bR0RUeKF3GNS0i6mz71qV7/kcljkkaVRlekrSfHEHF17tREMedX07N7r+pIpQ
6P5aJgivaJv74CNeOpxHId3JjZD+AEL50kK4aoa3I8ZMksOz6Wxsunfgokuu+n3u5nGvem03N0Ja
IOnLz+hRxd2K3QtIhpEYB8wbGEDNo6ju5UZUfwDRfPGPxJrtfrilb5OVsflFsRVrXqvWuFauagFy
R4MkoHK62GYW2I67N1sA7koPJDOIfsTiQEzMGqlxlhfXyw4D4Q5dn/KoTG7EkEXExQrDi+cvngTP
+z/BP6e4tfFLgs1YqXOKudoyrg8+O5PXrM+kcXuyw+OOEQw9iYGhnlUv2wnxoIud5QO+bO/ZW2rG
EK6lN9bYL21DJwgJteNZoQuKHW8nAA9KuzVLXsRZ2N5IkEbSr5qkMd/clXtQatRrGLV1tk9T6pdJ
eANVhYd4qF5n2Ke5DlhnsICIlVn7K1gjb2IC0yv/Pv4/UEsHCBNo1UcEDwAAN5gAAFBLAwQUAAgI
CACihrFYAAAAAAAAAAAAAAAAHAAAAHdvcmQvX3JlbHMvZG9jdW1lbnQueG1sLnJlbHO9ld1umzAU
x59g7xAxdVddsAkJtCutyEebhNEuDWm73VQGHKABG2wnkD79nERtUqmNNikqF4hzLP/Pj/Nhn11U
WVpbYMYTSiwF1oFSwySgYUIiS5l4l99NpcYFIiFKKcGWssRcuTj/cnaLUyTkHh4nOa9JEcItJRYi
P1VVHsQ4Q7xOc0zkypSyDAlpskjNUTBDEVY1AFoq29VQzt9o1gahpbBBCJWat8zxv2jT6TQJcJcG
8wwT8U4IVci9WAoiFmFhKWtz44R1Kaao7zNoh2TgWAiZXL7FePHsQ2gcEmFKifCQn+6k4tW1D0I/
JASZZz5m8r+3EK+ufRAQHDYVVGC2m4eVvbcbTg4ZP5ZKLE3IbIuwkuVStyzLekRpJGsS0Ez2DWJB
fMED9Ij5wmoBYACom/o3lOU/WPpswQ7s9NvdR0yu2hA09M17vcwrzqaW3RndEXAyJK75sAQucURD
g8+j9s+HSXvcWixgdNSwoQGkdNM4aTQNbb25sLwYH2ngHvs8EauvPmZ0oyuSYGb1dT6wX56b62gC
B7Dodiq3G167HgZu1wbeZAnHXQe4RVS6T23HnURLb8ah613/cp9G5X0wKnpD57aIOzhLx8H9H6fQ
h5cotU3bsQfJ76dypb6OKtNrdR6SsWc4AKSz3tq5wKGloXji9MqkgqxR5Iubrl3dDT3Qs/v+KLNR
NGJu0MPRaNBu2/2vKQstUOmm0QwNaALYRNj04SmoNKCFwG9Msd4yfAj0Y3gsn5cCuTSUte9Vsk0I
+rBJmgc9MsQyxbsHxtre16OtQ4ZPMnlib6NnOEzQxgnruZzfDxiMT5yT1YrEIutJSYg806kM5dN5
ltN5Srn6f9UzPwFdysqbp9wMVSwnSrLX57OPQdU3V+75X1BLBwhEwCYqnAIAALoHAABQSwMEFAAI
CAgAooaxWAAAAAAAAAAAAAAAAAsAAABfcmVscy8ucmVsc43POw7CMAwG4BNwh8g7TcuAEGrSBSF1
ReUAUeKmEc1DSXj09mRgAMTAaPv3Z7ntHnYmN4zJeMegqWog6KRXxmkG5+G43gFJWTglZu+QwYIJ
Or5qTziLXHbSZEIiBXGJwZRz2FOa5IRWpMoHdGUy+mhFLmXUNAh5ERrppq63NL4bwD9M0isGsVcN
kGEJ+I/tx9FIPHh5tejyjxNfiSKLqDEzuPuoqHq1q8IC5S39eJE/AVBLBwgtaM8isQAAACoBAABQ
SwMEFAAICAgAooaxWAAAAAAAAAAAAAAAABUAAAB3b3JkL3RoZW1lL3RoZW1lMS54bWztWUtv2zYc
vw/YdyB0b2XZVuoEdYrYsdutTRskboceaYmW2FCiQNJJfBva44ABw7phhxXYbYdhW4EW2KX7NNk6
bB3Qr7C/HpYpm86jTbcOrQ82Sf3+7wdJ+fKVw4ihfSIk5XHbci7WLERij/s0DtrW7UH/QstCUuHY
x4zHpG1NiLSurH/4wWW8pkISEQT0sVzDbStUKlmzbenBMpYXeUJieDbiIsIKpiKwfYEPgG/E7Hqt
tmJHmMYWinEEbG+NRtQjaJCytNanzHsMvmIl0wWPiV0vk6hTZFh/z0l/5ER2mUD7mLUtkOPzgwE5
VBZiWCp40LZq2cey1y/bJRFTS2g1un72KegKAn+vntGJYFgSOv3m6qXNkn8957+I6/V63Z5T8ssA
2PPAUmcB2+y3nM6UpwbKh4u8uzW31qziNf6NBfxqp9NxVyv4xgzfXMC3aivNjXoF35zh3UX9Oxvd
7koF787wKwv4/qXVlWYVn4FCRuO9BXQazzIyJWTE2TUjvAXw1jQBZihby66cPlbLci3C97joAyAL
LlY0RmqSkBH2ANfFjA4FTQXgNYK1J/mSJxeWUllIeoImqm19nGCoiBnk5bMfXz57go7uPz26/8vR
gwdH9382UF3DcaBTvfj+i78ffYr+evLdi4dfmfFSx//+02e//fqlGah04POvH//x9PHzbz7/84eH
BviGwEMdPqARkegmOUA7PALDDALIUJyNYhBiqlNsxIHEMU5pDOieCivomxPMsAHXIVUP3hHQAkzA
q+N7FYV3QzFW1AC8HkYV4BbnrMOF0abrqSzdC+M4MAsXYx23g/G+SXZ3Lr69cQK5TE0suyGpqLnN
IOQ4IDFRKH3G9wgxkN2ltOLXLeoJLvlIobsUdTA1umRAh8pMdI1GEJeJSUGId8U3W3dQhzMT+02y
X0VCVWBmYklYxY1X8VjhyKgxjpiOvIFVaFJydyK8isOlgkgHhHHU84mUJppbYlJR9zq0DnPYt9gk
qiKFonsm5A3MuY7c5HvdEEeJUWcahzr2I7kHKYrRNldGJXi1QtI5xAHHS8N9hxJ1ttq+TYPQnCDp
k7EwlQTh1XqcsBEmcdHhK706ovFxjTuCvo3Pu3FDq3z+7aP/UcveACeYama+US/DzbfnLhc+ffu7
8yYex9sECuJ9c37fnN/F5rysns+/Jc+6sK0ftDM20dJT94gytqsmjNyQWf+WYJ7fh8VskhGVh/wk
hGEhroILBM7GSHD1CVXhbogTEONkEgJZsA4kSriEq4W1lHd2P6Vgc7bmTi+VgMZqi/v5ckO/bJZs
slkgdUGNlMFphTUuvZ4wJweeUprjmqW5x0qzNW9C3SCcvkpwVuq5aEgUzIif+j1nMA3LGwyRU9Ni
FGKfGJY1+5zGG/GmeyYlzsfJtQUn24vVxOLqDB20rVW37lrIw0nbGsFpCYZRAvxk2mkwC+K25anc
wJNrcc7iVXNWOTV3mcEVEYmQahPLMKfKHk1fpcQz/etuM/XD+RhgaCan06LRcv5DLez50JLRiHhq
ycpsWjzjY0XEbugfoCEbix0Mejfz7PKphE5fn04E5HazSLxq4Ra1Mf/KpqgZzJIQF9ne0mKfw7Nx
qUM209Szl+j+iqY0ztEU9901Jc1cOJ82/OzSBLu4wCjN0bbFhQo5dKEkpF5fwL6fyQK9EJRFqhJi
6QvoVFeyP+tbOY+8yQWh2qEBEhQ6nQoFIduqsPMEZk5d3x6njIo+U6ork/x3SPYJG6TVu5Lab6Fw
2k0KR2S4+aDZpuoaBv23+ODSfKWNZyaoeZbNr6k1fW0rWH09FU6zAWvi6maL6+7SnWd+q03gloHS
L2jcVHhsdjwd8B2IPir3eQSJeKFVlF+5OASdW5pxKat/6xTUWhLv8zw7as5uLHH28eJe3dmuwdfu
8a62F0vU1u4h2Wzhjyg+vAeyN+F6M2b5ikxglg+2RWbwkPuTYshk3hJyR0xbOot3yAhR/3Aa1jmP
Fv/0lJv5Ti4gtb0kbJxMWOBnm0hJXD+ZuKSY3vFK4uwWZ2LAZpJzfB7lskWWnmLx67jsFMqbXWbM
3tO67BSBegWXqcPjXVZ4yjYlHjlUAnenf11B/tqzlF3/B1BLBwghWqKELAYAANsdAABQSwMEFAAI
CAgAooaxWAAAAAAAAAAAAAAAABUAAAB3b3JkL21lZGlhL2ltYWdlMS5wbmfrDPBz5+WS4mJgYOD1
9HAJYmBgTQWyt3CwAck/nn7sQIqxOMjdiWHdOZmXQA5LsZNnCAcQ1HCkdABV93u6OIZUzHl7Yzdv
cwDDgQPuU0xXSOj8Ng/J/OFxUmRG027OmGqpz+mSDCAQk397//rd0mD2vCNTWEE0x8xNYL5isBiI
Ukg5xQSiW3wiQVTDBE1uEC1glMoIop2W6YAohxOjmkc1j2oe1TzSNe89XrKm3B1sgM2h9zb//mpx
Xji33jEKJODp6ueyzimhCQBQSwcI0WCNZMkAAADlBQAAUEsDBBQACAgIAKKGsVgAAAAAAAAAAAAA
AAATAAAAW0NvbnRlbnRfVHlwZXNdLnhtbLWUTU7DMBCFT8AdIm9R4pYFQqhpF/wsgUU5gOtMUgv/
yZ6W5vaMkxBB1SyQyCby5M2892kSebU5GZ0dIUTlbMmWxYJlYKWrlG1K9r59zu9YFlHYSmhnoWQt
RLZZX622rYeY0bCNJdsj+nvOo9yDEbFwHiwptQtGIJWh4V7ID9EAv1ksbrl0FsFijsmDrVePUIuD
xuyhf5+sSya810oKJC5OZix7OpHYY6aaT8wpk3K8bX5NpHpq4mfS0VZn+PmAXgTQXU/cKx+vz5FI
jSnhlXYZVAV/inB1rSRUTh4MjRSfLlQ+OAkx0mcwuoiASKch9U0EfBGGbHnq5N9qMaxlHgRsNUwB
dNqs8bVzCOFyfK8tZ84nI7HTMIUwyLNC2IPZQaDzZYhRnhViVIxQ9jLI2PKPHEhXy8TyO6l/jj8B
7+6n9RdQSwcILtxbhkIBAADfBAAAUEsBAhQAFAAICAgAooaxWL2z94VYAgAAzQgAABAAAAAAAAAA
AAAAAAAAAAAAAHdvcmQvZm9vdGVyMS54bWxQSwECFAAUAAgICACihrFYJV8JGuICAABNJgAAEgAA
AAAAAAAAAAAAAACWAgAAd29yZC9udW1iZXJpbmcueG1sUEsBAhQAFAAICAgAooaxWI6zw6QFAgAA
6gYAABEAAAAAAAAAAAAAAAAAuAUAAHdvcmQvc2V0dGluZ3MueG1sUEsBAhQAFAAICAgAooaxWPZP
xdChAQAAvQUAABIAAAAAAAAAAAAAAAAA/AcAAHdvcmQvZm9udFRhYmxlLnhtbFBLAQIUABQACAgI
AKKGsVjkjqVUGwMAAMUTAAAPAAAAAAAAAAAAAAAAAN0JAAB3b3JkL3N0eWxlcy54bWxQSwECFAAU
AAgICACihrFYE2jVRwQPAAA3mAAAEQAAAAAAAAAAAAAAAAA1DQAAd29yZC9kb2N1bWVudC54bWxQ
SwECFAAUAAgICACihrFYRMAmKpwCAAC6BwAAHAAAAAAAAAAAAAAAAAB4HAAAd29yZC9fcmVscy9k
b2N1bWVudC54bWwucmVsc1BLAQIUABQACAgIAKKGsVgtaM8isQAAACoBAAALAAAAAAAAAAAAAAAA
AF4fAABfcmVscy8ucmVsc1BLAQIUABQACAgIAKKGsVghWqKELAYAANsdAAAVAAAAAAAAAAAAAAAA
AEggAAB3b3JkL3RoZW1lL3RoZW1lMS54bWxQSwECFAAUAAgICACihrFY0WCNZMkAAADlBQAAFQAA
AAAAAAAAAAAAAAC3JgAAd29yZC9tZWRpYS9pbWFnZTEucG5nUEsBAhQAFAAICAgAooaxWC7cW4ZC
AQAA3wQAABMAAAAAAAAAAAAAAAAAwycAAFtDb250ZW50X1R5cGVzXS54bWxQSwUGAAAAAAsACwDD
AgAARikAAAAA
——=_NextPart_000_01A8_01DAAC6D.62D770F0–