%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
WEB-Disciplina Ingeniería de los Materiales
2017-04-20T22:01:14-06:00
2017-04-20T22:01:14-06:00
2017-04-20T22:01:14-06:00
Adobe Illustrator CS5
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A4p5sJPmnWSTUm+uan/ns
2GXNklWBXYq7FXYq7FXYq7FXYq7FUdpNxPb3DywSNFKENHRirCrAHcZk6QfvA2Yh6k0/Tmtf9XC5
/wCR0n9c3HCO5zOEO/Tmtf8AVwuf+R0n9ceEdy8Id+nNa/6uFz/yOk/rjwjuXhDv05rX/Vwuf+R0
n9ceEdy8IZP+WGsatJ+YvlqOS9uHjfUrYMjSuQQZVqCCcqzxHAdujDJEcJeof85QedvN2g+ZNNtt
E1i702CSzSWSO2laIM5lmUk8SOyjNRQ8O/NwwNnif/K2vzP/AOpq1T/pKl/5qyq0O/5W1+Z//U1a
p/0lS/8ANWNq7/lbX5n/APU1ap/0lS/81Y2rv+Vtfmf/ANTVqn/SVL/zVjau/wCVtfmf/wBTVqn/
AElS/wDNWNqmVp+b35ni3Qf4mvz13aZmPU9zU5ttNhhLGCQ5WPHEx5K3/K4PzP8A+plvv+Rpy/8A
L4+4M/Cj3O/5XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1
Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5
XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1Mt9/yNOP5fH3BfCj3O/5XB+Z/wD1Mt9/yNOP5fH3
BfCj3MP81/8AKUax/wAx1z/yebNHLm4SVYFTPRtGF96k1xN9XsYCBLKFDuXavFI0qvImhJqQAO9a
A2YsRmaDKMSTsy5vy2srnQINXtZp7G3uJxaW1ze8Wt5Lgq5CNIip6VfTO/xU25UHxZdPS1sDZScZ
ukh0n8vvNereutjaK89rNJbXFs8scUqSxceSlZGSu7U275itdo0flV5v9Tg0dqhBflyu7fZY2Cs2
znl16LVvbpjS2xrVdMvNL1K5069QJd2kjRTIrK4DKaGjKSp+jFKExV2KuxVFWH25P9T/AI2XMnR/
3gbMX1Bk1n5ZiutNS+Gq2cNf72CaThIpL8VWlDUmhbemw2rm2M6NU5RnvyRb+SYlVqeYNJ9RFBKN
cMpasrR0SqeChzy4mh6YPF8ivH5FA6p5cWxgkmTVLG8EfpcktpS7n1Qeg4gUQrRt9tvHJRnfQpEr
6JPk2TKfys/8mT5Y/wC2na/8nVyrP9B9zDJ9Jegf85ef8pbpX/MBH/yenzT/AOT/AM79Dhj6fi8Z
8seX7jXNRFrDFNOwAK29upeaVido46BqMRVq02AJ36ZHFj4jXIIiLZR5l/LB9M8q2uuwpdRrPGZW
E4qla7w8uEdJFT954MtehFDZlwgXR5JkKRd5+S13aCf1Ly6doI2lZY9Lu5BtI6KOaBkPMRMQVYj3
75RTC0lvfyo87x6q9jZ6VdXUdV9O5aFoFo7MimQSkekeUbbOR0r0ocC2lj+Q/OSafeai+jXa2eny
+heSmNh6b+m0x5Kfi4rHGWZqcQKVPxCqm2Tfln5V8pa5p+oy69qhsHtQvoKJ4IOKMsrNOROCZljZ
EUxR/GeXXNphySjjjQ7/AL3JjIiIpkdx+UHl6zL2155stYrovb8aiLlGkkdyZBLD61QeUMdPj2Db
ipy0agnlFPinuQEH5ceWZLPT5bjzTZ2zTQSvctEVuW9eJ2PH0y8DRrwoo5bs4anw8SZeNKzsnxD3
Im0/Kjys04t7jznZNK5ki5W4jKRPHfxWpdmlliV0MMpmFGB4gkVA+KJzy/m/il8U9yUQ+RNFMtky
69bXdvqEOpmBFkit5kns7aSS1EyyM6xrNKET4iKnkFJHFzPxT3cqZcZ7kev5X6MuiSXMvmawF61k
l6kfrw0ikVJGmtpAsjFm+FAhSrVP2PCPjm+RY+Ib5Lrb8qdClvIrR/OWnJJcFvQmBjMFBAZVaRzM
pQM9FA4luJqQGqgTnNXwlfFPcwrzBY2VjqjW1nKJoFigb1Awcc3gR5ByXbZ2YZfAkjdsibCXZJk7
FVfzVZXP+KNY+ED/AE652LKD/et75ojhmehcDgPclf1K5/lH/BL/AFweBPuK8Eu56X+UUWjGZIdZ
+oGCCSd2TU3cW6m4WBI3PpBv99sCXIVTTepAOThjKMSKILMAgdXpElz5T0DynceXLmOx1lp1ntdO
sbOW2vJFuJmkeORXaX1FijPJmleNCvw07jLKlKXFuF3Jt5xFqnk+TWdQOp6NPfwT3vKLVrOQwyei
qLDI6OCrkSFWYhgdm6csxJYpEnYtZiV0s/5WwXlx9W8mX8sIW5SDncsCwf1FhajtKE+CRT9klSoI
JNSY+FLuKOEqF5c/lvPZ/VbbydfRvBcxzRSLcUkaH1I/XjlYs5PKNWVf5TSlPiq+DLuK8Mm57ryJ
I99Ivkq8FveF3VBMF9J+U7qY2H2FVbiH4Rt8IrX9p8KXcvCUVBqn5cjS5rCbyJdMouJ3FwJh6yRM
zGGP1ah/gWhNT2p0x8KXcvCVA3/5am8ml/wRd+jcuDJB9Zb4FNyZeMJDjhWKiAgV+H3ar4Uu4rwy
QGpR+WdSs2TRfLs9hqs0n+9Uk6Lb+mjyFwFqsakgovtx8Tl+mgYzBIbMQIlun2i39jHpOl22q+XE
1VrKwu9MUSX1qqfv7qS5E6oQ0kbx+txDch7HtmbIGzRre+TdLnsUwvvMmhTX73935JtHe5gjDyz3
tryaaKV5HlYcVQAigPw8jxAZmBZWiIGq4kAHvSbXNd0y/wBEbS7HQ9P03UJle3ur2C+skjlDXaXU
dUQolIwhQNXoaV+EZOMSDZJI9xZRBBu2CXOnz26c5GhYcuNI54ZTUivSN2NPfpmQDbaCyD8rP/Jk
+WP+2na/8nVyvP8AQfcxyfSXpH/OXOn3zeYtKvRA4svqaQi6YFYvVEs7en6hovPia8a1pmnv93Xm
4Q+l4t5U1y78vavHqESxy8dmjZ4yPmAxK1+joT065GEjEqCybzj+Zmo67pr6dEUS1lPMxJwt4UZq
c2WETTkuyqE5F6BaqF3rk55LFAJJZLB+dunw3SumnX5tp7hptSgfVi5kjMdyipC5o0IDXEbAIaDh
TfrlLClG5/Nvy5PNNIdP1VUnk9Z4k1udV5iUyRqKSA+nGrcVXsSWFMVpbc/mz5euzPHc6dqbWl80
kuowLrMiieWRlRuXFhVGtQYSp2ocaWmPeRPNflnQtG1i11ay+uT3hjNrCEgljKrDdRtHJLIS0Y53
EUgMYLVTt1zYYiOCPqAq+vm5EdwN2St+Yv5X+k1tDoU0FndyCe/iZhPKWFsIeCTvMrlORZt6bmu3
QTv+nH5po94Q2n+dfynt7+zlfQ5Rbwyw3LqB6npuPqrXCRI1ypZXaGUIZHPEEbGpoTI19cfn70m+
8JfH5h/KYWgR9FuWuHtWjmcy1K3ISYrLGwmUfFKYuVVoEqoWq8nl4h/nxTZ7wg/N2t/l1eWkn+G9
Ml065mukmAlfksUAt1VoVczS8/3xY1Kg0378VljyV9Uon4pjLvIYl6sX86/eMu8aH84fNs4x3u9W
L+dfvGPjQ/nD5rxjvd6sX86/eMfGh/OHzXjHe71Yv51+8Y+ND+cPmvGO9NtH8reZtage40bSL3U4
I29OSWzt5Z0V6A8WaNWANDWmPjQ/nD5rxx71/m//AJSzWv8AmPuv+TzYcf0j3LDkEpybJPPKtpBL
cTXEs7W5twvF1uIbYkPVWWs2xqP7euV5CwmWVSadp6Wfo3F5HF9ZXhOlpe6VCXXlv6ggUNxBXdXP
v40ps3/a12fxajb6LZQxSQWurOluisZI49VtEUqpT1GVVYg1BO3U9abEZIyPUfYpke77FUWdt655
6zdpSqxt+mbEkFagbl1HHko3r8q7YLPd9hWz3fY0umROXl/TUySQhRE761Ygn95xcIS4qPAj5+GP
F5fYVvy+xY1sIp2g/TN2ZCqleOrWxBXhVaENQ7LQexFK435fYt+X2K/1CzNyUj1y4orMWMmsWilh
uOQodulSCa0xs932LZ7vsUre1tynqXeu3HpSIwWJNWteTOCw3BY0jJj6k16HuKpPl9i35fY6LSoW
RYoNVuYSJNxLq1pErGQ8uYq3EAqftV3J+ePF5fYt+X2LXtrFZWgi1a9JhkjWj6rZ0qVBbiEZuXxs
KFfA9+jZ7h8ls932Jt+XX5Wea/PXla61Cz1+W0WO4Nmba4aQwyIIwz/Ejs2wdRxMdPfI5s8ccqIW
eQRPJh/nj8t/NXkq4hi1y3RI7kyC1uInEkcnpkAkEbjqDRgDQ9MuxZoz5NkMglyYxlrNlP5Wf+TJ
8sf9tO1/5OrlWf6D7mGT6S+s/wA2PyvtvzD0az0yfUH09bS5+siWOMSljwZONCy/z5oXXvI9U/5x
O8u6XYyXt55quI4Iqcj9UQkkmgA/edzim2O6l+Qvkiz0kamnme6uIROLeSJYLaKRSyPIrUnuIgwY
RGnEknw2NDSLT7yb5d0Ga3sPLcOo24t6GOC81Gx0i4kjeWVp1Rit5MzFzVOIVgOQBHRsVTLWvKp0
O/8A0Ub6xuJ7WVZI5zpCetQx7UaON/hQSFQqt/HFCUxaEklbhZ9PPpevEIP0VGqGGWUyy7eitVVp
KqPu8cKorQvLVvPdxaQl1psv1pltw8mjxM1X+AuSIkHJPUDbmhPXvgVkeu/l4mkahZWz6jaXGpX8
w+rJDodorABWi2ZXXigV6UX27Yqklz5b8uaTq15C88Uk8TyxTIuhWrIHEYtxJGfrCleATkoUjfcr
viqcW3krT7zSZfNtrqFpeRTTxLLbLotl6rSpMkXFg068SxVWarg8d++KpWdDgCyJ61Uf1FluDouk
1bk6ijE3XI0KDjtt1674qxzzB+U3lzVLqJ7vUruGS1i+r0tNO06BW4SOSziK6VWdmZt+46bUxpNp
XL+RnlSMhX1TVQ5HIL9VsjUByh6Xh6cT1xpbZRpH/OJuiappsF/D5juoo5wSsctrFzWhKkNwmda7
eOBNoz/oTrSf+pnn/wCkVP8AqpitvUfyn/K+2/LzRrzTINQfUFu7n6yZZIxEVPBU40DN/Jih8c+b
/wDlLNa/5j7r/k82dBj+ke52MOQSnJsmQeT7+wtZ7lL67+qQzoq8uVwASGqCwtwxIHuMryAnkwmC
eTJJ9e0mascevLDHHHLLG7yakWN1zqkgpCayAAUrxU9yMqED3fc1iJ7vuXv5q0+NFjs9b9I+qjl/
rGpFSKl5Cy+jU8qla9e+PhnqPuXgPd9y+fzJpXGSQa+jyyokDcZNTDLu5aTm0NWXcEoT8gd6DgPd
9yOA933Os/NdmAss2v8A72GN7eNvrOqLRJWq3HjCaK/pIzClNht4Jxnu+5Jge77l0PmTSLVpbeHX
o2s4Vla0jSfVkXaSsMaVh+DjG3FeQ6r8R3xMCen3KYHu+5aPNFlFbu1n5gEF0ObQFbnVA4kPxKwP
oKtQ1Nyeta4+Geo+5HAe77nP5k0tpXb/ABAizyB/UufW1RqvIEUsf3NTVYkU/IdabvAe77l4D3fc
1a+cbKRAl1q6qij1YwbjVOSyIUkRarGVqJFFDTse/HE4z3fcvAe77kHf+cbSGCOS3vZLxgZGNoLi
9Xi855s4aQLUqeQbf4uROSGM/imQgWMaD5s8yaA/LSNQmswZI5miRqxtJC4kjZo2qjUZR1HTbpls
8cZcw2SiDzer+avzS0jzX+TLW+pm2bzRFPCjQJE1aIWVJQWK8D6dSShYb0P2iBiY8Bhl2+lojjMZ
+TxLM5yWU/lZ/wCTJ8sf9tO1/wCTq5Vn+g+5hk+kvuHU7iWCzeWI0cEUNK9T75o4iy4AY7faxqb2
U6KqXDNGyiBwoV6inE1B2PTJ8ATTDtY8waqdIiik0pn9K7SGOK0+t25CpblkYm0jeQKvLjRvh960
wUhOPJfmG9fTHjW3lsmSQkxTfWXJqAAwe7jjft0FQPpwiIKgMO8za86+b7ppypCsHLrFfFiVhHwg
xTJF8QSlQu3U1wUgou8/MTVLe4EKfo8xB2UXKafLLG0XIJQKjghlZGJ3+IUoO5FKiNH85+Y7i8gk
tbS2jtfraQSLHpcwIiko3JZw3H4F2ZuNAetOmGksn8xeZ9UsdRiMNpHdSLtASlJOTEqVRwjhTQ71
pscaCscPnG9OozrqHllXiW5mR7iKyuJpCquxWSn1Tg5YUJKyEVOxONKmGo69INDlmh0q2k0J0Ekl
ncWvoSNMsyIvO2mjj+HivIFt9hth4QtMYi8xWM6lm8p6XwXiq1trQk7moG1NgSevy64KQ0fMdhVS
vlTSuaUEPK3tPhpQ8lJ+HjvQUPbGlTef82fNUCEyWCVWnKhShqCaCrdR93vgoKzLTfMes3NlHPcB
YZH5HgODDjyPAgio+JaHJcIZUif03qP+/B/wI/ph4AtJjo19c3TSiZgwUDjQAda+GQkKQXwr5v8A
+Us1r/mPuv8Ak82b3H9I9zsIcglOTZJ75Vt0na7U28dxKFQwRypEytIW4qrNJNblFYndl5H2yvIW
E2aXmkWaB5IdOt3nVf3YNrYooMdVo6i/kG/f4T9OUCR7/v8A1NQPn+Pkgbez0dIInm02NWkRpiTB
bupUjlsDfKy0Zvhr8uxyRJ7/AMfJNnv/AB8lSPRYZCC2n2vp82jmZIrUBInf4JPivRVhQUG2x+0c
eLz/AB8kcXn+Pk3a6XpUtszvaRCcyPHFGLW0ofTkZAam/BDFVqw6V+zX7WAyP4/sUk/j+xRu9N0+
IrEmnxmRooxJzt7cDgT6fNGW9I9SrA/r26kSPf8Aj5JB8/x8kQ9hp4toDc6XFFMpj+sCC0tpF5Sg
IAK3qs3Fz7Due5wWe/8AHyRfmgl08egJ5dLtBCCrTmNLdnVoqGZUU3ZqtEBU/tVIoBkr8/x8k35o
64sNDkCrDYpJG0QdnW0tIqV3ff6+xBTlQEnt9mmRBPf+Pkiz3/j5Ib6lYrLDG2nQmv1hyVt7UniS
RECovj1jYE1NUPTlTc2e/wDHyTfn+Pkxnybpuj6jra22rTCKAwzvCrSrAstwkTNBC0z/AAxiSQBS
x/DrluSRA2bZkgbMy87eUvKNhZzSQW62EYheSzu1uHLTSJIyxL9VmZ5Cs6hWqp/d135cSWpxZJEt
UJkl5jmU3sp/Kz/yZPlj/tp2v/J1cqz/AEH3MMn0l90yrEyFZQrIeoahH45oXXpH5nt9Q/REh0CK
1OogqVEix7r+1x5fBy/1tslZVj8r+d5PKVlLa2dsuvPKwuVkig2iqyqWV5IlB6Hb7sbKpp5OXXXt
p4vMtlCk8bA29xS2HqK1aqUhaQApx+1tWvTY42Vef+ZF1b/HMqWthJJbi6QRoj8Y2UqoJ+J40oeX
QsB8sbQirvyz55khlY6dDyMrTRQw3UfINdVlZebPH8EB+Dj/AMAOPxY2qYab5d80rqdrPc2ZgRZb
a4uAl6voMGk/0iMQxkLVQw+HhwoD8R2GNlLJ/MEWtjUYf0VHA0DJWhSIr6gbf1WccgtD+yfHvTEE
qkl3L+YVtqMjQ6fbX1gL2T04hDaxu1qJGKKJDdbVioObLXluV7Y2VZXqkV02kGTS7e0i1QhGSK5V
ZEUkgurcGSu1Rs2NlWOxL+Yig+paaPIQx39IpVTQjjSdvs1PXrT6cbK7txj8w/UUvaaL6bAhl9Fg
ymlAf96CDvuR4Y2V3Vkh88SXiKYtItrVwfUkaAzFDQlaATx8hWgb8MbK7sksLOOO0jS+NtcXYH72
aKERIxr2QtIRt/lYLKq/1fTf99Q/8CuNlVWGO2Qn0VRSftcAB99MTavgfzajt5q1llUlTfXJBAqC
DM2b7HIcI36OwiRQSn0pf5G+45LiHeysMm8j3VnZ3F0b9T6TqgVTIkPxBtjWSC56dDsNifoqym+T
Xk3ZGsulNcRytew8SvqSxme3+KpUtGD9QorNwPt9npShrv8AH4LXf4/BXXF7pksnOO/C8lV5Fae3
G7qUCV+ot9n015ddtu9cQfx+Co/H4ts3mikhmu1BZqyBbi3pV41Wu9i244jcDanywX+PwV/H43U5
LzTppv31+koV/wB27zwVUeq3hY0b4VVqkfgSMN/j8Ffx+N1xvrB4o2huoopCtY3ea0JGxNHX6kP2
xtXcY3+PwV/H43bj1LS2JV7uMIHDFGltuLLyJZPhsOpPI1qBQjbbB+Pxuv4/G7V1qWlI0UUWoKit
I8jj6xamoYFieRsFo3Ntiflt1wgE/j9qQPL8fNza3p0ZlurrUFu7gLKAsV1ahmjJDcR/oIHNuC78
vtb0w8J7vx814T3fj5pEPOtmj8YortbZKLDGXtCQgRVo7fVQWNV9ss8I/j+1n4aD8n+ZdP0h5I76
3lkhmdXM0DDknBHABiJRZlYtujtx8QclkgTyZThbIZvzB8rW9rcyaXpjRarO4kF6YLdJQxlaV6SM
bgUflupjIpttTKvCl1OzDwz1ed5ktzKfys/8mT5Y/wC2na/8nVyrP9B9zDJ9JfcGqQSz2bxxLyck
UFQOh980cTu4AYnrmga1Np0yRPHaoyOJ5ZSpAQoQaHmnH55MyCkpGfKXnOfQ7K3s9RjShQrNbyoh
ZArc19Rxc+pXtxVelcHEqDfyp+Y9rJPdT6tGLeIVlEt3AiIqfvCzH6r8NEWh3A41J9niVINX0y4l
8wXRa50RBI4k9WZ7N5FUJyeReU8b/Dx3Y0quJKEevlLTfrbRfp3Ri0kZnEIjteaqi+sZEP1j4UCf
F0+zU++NhV+n+WNPbWLZrTXNHmltpYpGtoIrUyuGuAqkslwTzZ3VA3HrTauNhLMdW0PX5dXhIlQW
ssymO19VYXZYwHJHVnIIJKjt9OPErELv8uPPaarPe2VrB/vXLdQE3RSrNKzoxWjLsDuDWvy2wWhO
dQstfl0k6PqFxb2Gvyr6tuBeJE0kUUiBpQQoKjk4UgKeo8clxJtJpfJvnH1zx1mNZpURJa6mQ1Ig
oqFEY35Kanbqa4LQj7LyXqxj4X2uypMWZvSjvxJRPs7OxjkFOQG38cbSvXyNMsiInmK5BjIkWP65
Hy4/CSPt14tT8cNhWT6X5e1K2skh5vecS5+sSSIzNyctQkH9mvHDxBNor9Dal/vn/hl/rjxBbTPR
bK6tnlMycAwHHcHpXwJyEyCgvzqyCXYqy/8AL7RLXVm1GKbQ5daeOJWi9G6S0aI/FU/GQHrTpQ9M
Qgs9v/y10i01FrQeTLspdfWIrXnrNoJY5o5HI50f004xR/ECWFa0Y4UWh2/LfTrf0Xm8nXbmN5bq
S3Gr2rNJaoZFoWQ0KhzGAUoxAPWobFbUdR/LnT7aPiPKl0Ht2mmlk/S1o4a2juFLVWqsWjQ+keIA
PXr8WNLbF/0v+Upt5AfL2pLMJP3VL5SDGWY1ZvT6qvEUC777jAndc+tflKbrmvlvUFt96xm+BNCV
6HhsQAeNa9aHl1xXdiutSaPJqEj6PDNBYEL6UVwweQHiOVWXbrilmflXyPHrVqiW8kcUqwLcMJ5k
hDlyikKX2r8VaV+yCc2enIhC+9vhLhCbP+VN4jukj26PHQMpvbbZi3Hifj+FhQ1DUpl/js/FbH5U
XhgMySQMqGUSAXluCnosyvWrDb93sw2O2+Pjr4q6P8prp3VBNbCrKjMbyCilxUVIO+2541+/Hx18
VKdT8lRabMkNywLunqL6M0Uw48iu7Rlh+z91D3yQy2yGS0J/h+w8X+8f0yXGV4ymXkKzhtPzS8rR
xV4nULRjyNTUzAfwyOU3jl7lkbiX2xeXS20DTMpYLQUHuaZpALcFj3mHVLDUNGu7K5WSGG4Tg0qk
VWp2P0dTkuBNMM1ibym/k7SNPuhcTWFrMrpLDBbXEjSkNJy4XKXCqORIJCk9gceFFIHSPK/lC71B
3ht9WtZDGOUs9nYRRuifAF5G03qrdO61r3x4VprWbfRpfMbxTajNCjSRq9vHakMFVAgCukPpCvy4
48K0ms2reTAUuhfalFKyIkkyW4ZpCsnNWkVrVxy5J0CjpWnfHhWkRpmpeS4p7azt7i9kurdoVSR0
NW9GcuisxhEdOR4bU+HpQ748K0nHmC60iXzDpc116yzxP+5RaFWaI+ou/VNz8XiNj2x4VpgOsWfk
q81a+uX8z+hcPcztPbco6RuJ2fgYwy7pJVeVKtjS0nUsvkyLy2thBJOy3aG4bVoo7idW9OZVY8oW
+BjIy1UMDtXts8K0kzab5Xnhb/chcmTiwEi2V5XYBqlQ3xEbn3r7YaWk3tX/AC1aR5Lm2u5dRNfr
Eka6lbBjy5HjCrcVArWi7Drtg4VpELqv5VhxIunzklo3DCK+K/uKoimi8ePZlOzftA48K0zDSdc0
uHT4Y7GCUWoBMQkZ2ahYk1MtX6nvjwJpF/4ih/3y33jHgWkXYakl4XCoU4UJqfHBKNKQ+AvMelWF
n5h1S0touFvb3c8UKcmPFElZVFSSTQDvm2hpcZA2+9zY4o0l/wBVg/l/E5L8pj7vvT4Ue5NdA0vS
LiZ/rUpt5EKtA4mWGhWrN8Tgivw7e+RnpYDkPvYyxgcgn0/lfydMz3H17eRyrGS+hZzIX3c/BWhA
JJ9/bK/y8f5v3/ra+Dy+9dceWPJoteb3pmkgITh9fgb4Ks1IxwB6fcT44/l4/wA37/1rweX3rD5U
8iq04N76gidgjx3kQV1DEBkDxBjVaHcD6OmD8vH+b9/614PL71C58r+T4VkcXhkWKMuVS6hZmbcq
FoN9kaop3XCNNH+b96RDy+9I7+38tG3QWEN0lxz+MzujJwp0AUKa1ywaOHUfezGEdUB9Vg/l/E5L
8pj7vvZeFHuenfl/qOn2NuWvXijUwRiFpbVbwco5UYLwcqFqq7tvttTfIThWwa5R6BlT675cdLwN
qEXCSJVhjXS4x8YJkBpypVSxTnUGlOwpkOE932sKKqvmLy7FEIk1G2IVHKzJpESSKBMgVB8Qq0iF
2Y9BTj3x4T3fatF03mPy3JGkS38SRcnR1/REAoCEQSqAx34xjatfffZ4D+CtFC6jqvlqeyv4YtRi
jN3HEr+hpoiL+gwZVFGpHy2rx2PHcV3wiJsbfaoBYPlzYr+Tv/JreVf+Y60/5P45P7uST9BfaN5a
rcwNCzFQ1DUexrmlBpwknv8AQ9OgtJZbu5KW6j94xoo60ArXudslxpthNzD5QvNBt7u4gu4rBLtr
exWNkSQssYHLj6icd6rxBO+5748SLQWna15U0/1V0661G7u54lNnbahcxpDydQY15O7+mrdWfgeI
PhQYiS2l2uX3lZNdntL61t01cSoJw+pzIAwoGNI4yfgJA+FevvSrxLaKtdf8qRX0dgllp6CF97p7
pCtYlJEqyPAWetX4s1CfHc0PEtorTNd8sPq9jY21ppqyXrwBHtriN2X1HAOywLVkfjQV367Ux4lt
O/Nx0az8yWS30EzmNBPHdxPwKF2YcOJ4owJi35OMHEtsX1LWPy/jv7+G5s76SSKcs3G8tljkcyUZ
lV7yMoR1Kuq06DHiW2T6noPlLT/KdzqdqZ9R0u49Nn9Geabmol+2j8nIoxJ+GlceJbYtFP5CAaZ7
G9hmid+ERlueRor8KqOzsOG9QK+GNraeWt35fmgF7a6BdSkjn6kFk0n74zGNo+SRn4goLseg6Hci
p4lteE0gR8P8MXfpvB6kirYORyO4i4iH4q0rXHiW2VaNosFxpsUoiksal1+qsoUpwcr0oOtK4ONN
o3/DsP8Av5vuGPGtouw01LMuVcvzoDUeGCUrUl8G+b/+Us1r/mPuv+TzZvsf0j3OwhyCU5NkzjyN
5ctbm3tr2Wyiv2ubicTtcScILOwsVge7umQMhkcLcjiu4ADEqdiMDV55RIAcfNkI2DOdA/LrRtV1
TVEuLa10xrMwPasIGvba9s7wymzuFRbmE27lYGLguFYcaKP2qIauXItQzHqmWp/k95Yt4kuDPaoi
gKVSyk3JCmvxaqvWvj+FMujqJfg/8dZDKfx/YlWvflz5NTTFhFxFauw4rdQWQMoKsWLfvdWKEkRF
dwRQ/wA3xZKOaV/t/wCOso5Df4/UxeT8tfKkaBz5iu6NuKWNl4oO+pf8WjLfHl3fb+xn4p7vx8kF
cflZd3KWs3l69GowXTPGFnRbaZHjaJTyCSXMJU/WENVlNAasFocjLViO0h+PsQc4HNimtaNeaPem
yvOHrqKt6bc16lftDY7r2y/FlExYbITEhYZZ5P0ttWuNL0tZVhe+kjt45XBKh5W4LUDfqcrySqy1
zNMu8r6BbSaZdy3c0Wm3ZtL67ivryJZkiWzgt5ogsMqvE3rC75ksCeC/BuajC1OUg0GnJI9Ffzr5
R0221b6tY3kCPG7QSTz0tYp3SK2kEirQRxljdlSBRPgJFNwJ6fKSN045GkjTynI0pjbVNNUCMyeo
buMqaDZRQ15Hwy/j8iz4kNrWhHS+Fb6zvC8kkdLOdJ6CIIebcK0V+fw+NDhjK0g2leSSr+Tv/Jre
Vf8AmOtP+T+OT+7kk/QX2Zqk8sFm8kTcXBFDQHqffNNEbuGGK6zrGttZMkHCcOeMsckaOpjINaqR
vkzEKQk995q8zLpEE8umpd3KTH0beSJuiqeDj0oLgxb7VK/rwcKqVpfeYLq1ju4NC0uB3KsI7jlF
IoU8SGBsgykAfCafhvh4Vpjep+Y9Q0rzdeajBIscwl4sVkgBYNQEMhQ7Gp9607nAQhcPzT838Dyu
IwVQu0kcloSRVgpYGKnb7sFBUy0Tzz541Ge3mt1L2XrpDPLF9VZVVSA6vSMGij4lp/N22wiKsi1z
WtRtvMVtLBpn1uYARi/CJyiRiQyhivYEnqOuNJYrqf5r+aLPVrq1W6tWggmkWrJalkVJONHJu4t9
x1APiOxFBDLtU8x6tc6GbnTY49UMgjeCArCyOpYEmrFU2G4+LJcITTGkv/Ny0Y+VrLl8deENlWn7
A/vfGlfbHhWkVaeYvzCsrJY7XRILd2ctJHClqkZJqOXFZxvsKnfBwrSv/jD8zuTH9EqE5PxWtsW4
0+Cv78Cvjjw+S0yS11vW2t42uZFWcisiqq0B8OhyXCE0q/pnUv8Af3/Cr/THhC0mei3t1cvKJn5h
QOOwHWvgBkJgBBfCvm//AJSzWv8AmPuv+TzZvcf0j3OwhyCU5NkzLyDrvma0gv7LToJLjTXjZr2R
J/qf1ZZAoeQXTfu4hII1DCSqPxFVJApi6nHAi5GmnNGJ5shvfMn5qyhLbSzNY2sdshSUXUVw93Cp
PBvrRPCdUqeKxURd6KCTWvFixAXzYQjADvSx9W/OGUem91dSfGU4M0J+JaAihy7hxs6go6lc/mrb
WclzfySC1g3lZjbuEqaUIHIg1bp8/fCBjJ2UcDH285+ZWFGvKjwMUXt/kf5Iyzw4s+AIe88za/eJ
DHcX8zRW4YQQq5SOMOeTcETiq8m3NBvg8KPcngj3ICWaaZ+crtI/Tk5LH7zkwAOSQKZTpf8Axz4P
9XKZc2qXNkOiy6rHa3pga3XTGVUvzfmAWnxVCBjc/u+ZHLjT4iK02rlGbgr1Nc66rdffW57iGXUm
EgaFWtHhMbW5gqaGAwVi4cq/Y/arXeuSx8NenkmNVslhRgASCAehI+nLGS3FXYqr+Tv/ACa3lX/m
OtP+T+OT+7kk/QX2rI8aIWkZVQdSxAH45pHCSjXtSuINPL6RHDd3hdAIzLFGAtasSZDQigpTrhoq
kF1f+dZNIYWz2sepJdOiOHtmjkthCQslGb4eUm9Oo+WGlRb6d5nKEL5ttlatQ31GA7eFPV6Y0Vpi
mtweZm823stuJm0ySVDbzRX04EdOIZ1twyQttUcGND440VQuh2Hm39M26zT3ItooEaI3GoXSRiZF
WT05QpdSnLknI8ie69saKpppHlHzPFfWV3qOtRSfVLmFvRTUrt1a3VmeTlyVBI3JtlcGo25AADGi
tMm1e71oeYLVrNYjp8BQSkyxqGWU0mLoZVJ9JQCnw9TjRVJZr38w4NVklha3vNOW5cpbM9oha3Eh
4j1AVILIdjSopvjS7o3zm+rS6Ot/YXLpMsKrcaPbSDk0jujc1nh4zcoqMvwniwO4xoqxOwufND8I
JLe4V2DMtw19qIQPMFEfPkS3GNq8xTYE7bbtFDIrTRNfgjQSXsE1Qv1gfpW+JY0pJwLAleSkqN/h
IDDfo0U0hoNA84QRzx/pK0m5sRBLJqd9yRW2JpQ8jw6Cux3BrjRWmX+XlFlo9ta393DPdxBlkm9Z
pefxkhi8pLklaVr06DbBRVMfrWn/AO/ov+CX+uNFVSKW3kJ9F0cjrwIP6sSFfAvm/wD5SzWv+Y+6
/wCTzZv8f0j3OxhyCU5Nk9E8hzWcmgLC1pJfx21zcyajaW0Ed5MPWjgW0uTavT1oY/TmjkAPwCQk
fazWa6JsHo4moBtn2leavJuizapJf2a+WdEvpLc6JpNxaMZpfQEi3N21sFmNqJucahh9r0/nmPhx
TluGqEJHkq6j+ZP5XT2wjt7+KOUEfF9WnXYADqLVvA5lDDk7vx82wY5dyTan538izwotrrEcTgnk
3p3KVrzpuLJv5lyYxT7vx82Qxy7krm80eWWjVU8wRqwG5/0sd4z/AMsPgjff75Lw5d34+aeA934+
aB1Hzf5GS302K8tI/MFxbmYzzLE0fwtJG0aNcOlvLL9h68oxxV6KagERlgyE7HhXw5HlswPXb7T7
3UGnsLRbK2IosCigG5Pi3jTrmThhKMakbbscSBuWV+TrnTrafTp9Siaaxj+K4hVVdnWh+EByF38e
3XIZAd6a5sy8qanoFvOaql1DbreAaddxwRi4XUIIYXCtczrAhhEUiAvJUo5oD8SnC1OORotOSJK7
UfONNS+s3chEzyzy/VdOkieO2hdbaKC09Z0kjl4JZ8nZBxq2x2w4MRANrCBpD6h5u0jUYmgvW1K4
gahZGe1ALADccYQVHJex6ZeIEcqZiLH9SfQGjQabDdRyjjzNxJG6kcfioERdy3TfpkxfVkLS7JJV
/J3/AJNbyr/zHWn/ACfxyf3ckn6C+zdTt5Z7N4ohVyRQVp0OaaJouGGP3Xl7UJ7aWDjw9VGTmrLU
chSoyfEE2x8flnqn6FtdOW6MbQSNI0yM6cuRJoPTljZdtuvjgsIdYflUYYz9ckuLmcymX1I729hX
cUAKfWXBp18K70rjYVB3n5U69LeTz217bQJK1VU2iu/GoIWST1lMlCoNW70PXGwrf/KrfMRjhX65
ZxyxnnLcRWYSSWWvJXY+ufskmnf3rvjYVfYflbrlnLEyXFnxjnWYstmizMqkEx+oJdlJFfs9fuxs
KnGr+S9ZvNY+uRzlIQYisfOgHAsW2HWtRgsKk91+XPnOW8luIdUjt1eaSWNF+skKGdygK/WgporD
lQAE9gNsPEqZaj5J1+48vDT4pv8ATPgZ7gyuAzBgz7s0siq24A5EgbVx4grHB+Vfnc26qL9IpQpB
aOWoY8jQMHjYUCUX4QDt474LQqP+V3nV2cm9RV5EpEkxCkNQUYlGY/CPHrjaq+n/AJWeZT6q6nqU
zKygRNbyxgrvVtmi6nx/zBsKyyy8s39pbrAvKRVLENI6s1GYtSopstaD2w8QZWr/AKE1H/fY/wCC
H9cPGFtMdGsbm1aUzKFDAUoQelfDISNoL4V83/8AKWa1/wAx91/yebN7j+ke52EOQSnJsmW+S/LF
vfyWU07Svd6ldSWejWUEotmkmgjWSV5LgpL6SIJUGyEsTtShzE1Oo4NhzaMuXh2ZV5b/AC18veab
7VhFdyWtzps62t7Z3t2fVEzlzG8M6WsvriQRN8Pphlod2G+UQ1p5U1jOU+v/AMg9Igt5ZFuAgeIr
EzXNy3GXiODUXTt1JI5bfKmTGqP4/tSMxQNx+TPly0dpZrysLhvTQzXpo3E0rw0wkgMrHttt75Ia
iR/A/Wnxj+P7Ur1r8pdCFsh0nV0imLDm12NQlTgFUNQRaZGamSQU9vpycdQeo+79bKOU9fx9rF9R
/LTzLbfV2slj1aG5qIpbL1a8g6JxaG4jgnQ8pUC8owG5DjWuSOpgOe348mXjR6sd1HTL/Tbk219C
1vcAVMT/AGgDtuO3TLYZBIWGcZA7hlvljTb3UxY2FlH6t3c0SGLkqcmNaCrlV3+eVTIFktcjTJvK
vlF9ZuI4CVa5nklitrUzpahvqyo1xI87JNwWITJ9mJy1dhQEjHzZ+DYNU50qar5Mt7PUTbNqENqF
MkUwlk+sCO5iETND6lupD1S4RgxRetOIbbHFm4hyWM7CV6p5flsvT9G4jv8AmZAWtkmKgR0PKrol
VKmv3197RK2QKVEEGh65Nk1iqv5O/wDJreVf+Y60/wCT+OT+7kk/QXv/AOd/kH8yPNV1pMnk/VP0
dHaJMt4Prc1rzZyhTaIHlTieuaRwnls/5If85BQQSTzeaAkUSl5HOqXlAqipP2ewxSyCXyf5gfS7
PUY7g28N1WOKabzVfpE7oQagyQK2/Bwy7U7HwKEKmhalBKZbnVIZLMRo0kMHmy7knJiLGVoQsPJy
6MAIwOo98VQAt9WtuMV2L0yoqsy/pvXA9ZIPUUSBbJugUsVFGr8NcVVP0bqUQKtcXck3pq4rrusG
IfD6lWdbQfEwNPT2Ip44oXwabrFxqiWivdu0dwsbImvawqspRlWMzCx9PdmQmQbEqfeilPbnyT5m
sbm3trlljmMwmWKXzXexu6EhmiIMDErtxVvp6nFUFH5I803V4mnw38Taikvx2sPmy7aV1if99EY/
RLKwUMCwHw/y4q6/8m+bdOSay1G4FvfyA3iyP5nvo+EIfhsv1anDk/E7+HhiqybyzrTQs31+CImJ
uMi+brxlBYqEk4ejVgvhyFT3xVVGgaoglCXts6SSK9s5833ZdQpYUNISGVq77dhv4qqdt5d1ZOaS
ahBOEos5XzhdVUksR8Qt24dvoHviqRW35K/n5eQrc2fmtJ7aWpili1a6kQitNmVSDgSqf8qJ/wCc
h/8AqZv+5pef804q90/KPy35q8ueTYtM80Xn17VVnlke49aS4qjmqD1JAG2GKHxp5v8A+Us1r/mP
uv8Ak82dBj+ke52MOQSnJsmZ+QPOL6Nc2yCOX61ZTTXGl3UEC3bRtcRCK4je2d4fVjlRE6SKVIqK
1IOJqdPx7g0WnLi4t07u/wAztR0vV9auPK2nfV59ZmW61uW4tFjJZa+miW6vKsKKXYli7M7MST2y
vFo4jeRYQwjqUHP+a/5g3cHGW2hlhB7WppVQK7jwFMvGCAZ+FFAXH5hea7xAk1jbyKu4H1d9uXLw
bvyOEYojqnw4qE3mjzFwlEukwhbbablbyj0912f4vh3iHXwwjHHvXgHehH8++ZBDbwWk6WFva+oY
YrSNY/imp6jM9C7FuCj4mOwA6YnTwO53ScUTzSW9v7y+m9e7lMstAvI06DttlkICIoM4xA5Mr8v3
l1ZwWl1ayGG4iFY5V+0p3FR75VMW1S5shsPNV/Da3FtLd3sJnoUvbC5Nrdxn92GAk4yAq/oR8gRX
4RRhvXHy4BPyapQtSn8x3iOP0dLcWwLSyzzyTGW5uJ7go0008oWMMzmJNgoACjatSTjwiIrmmMAF
7ed/ODCQNrV4fVIMlZ3PIqKCu/bJ+HHuTwhKLi4uLm4kuLiRpriZjJLLISzu7GrMzHcknJAUyU8K
q/k7/wAmt5V/5jrT/k/jk/u5JP0F9oX10bW2aYLyKkCladTTNKBbhMZ8xa+suiXccsc0cbpxd7WQ
JNQkD4WYcRXoa9snwJIYHqN/pB8pWlpHPqlvaQ3UqxSDlPLGREWPIW/HiirUr4HBSKRPlTW/Lmjy
MBYajqF+FIe6e2vWURlvhCwyeqFpxpUCv348K0h/MGs6M+tzTXltfcRcBpI4mjjUmVVFCRJHKVIq
v+T8VKct2lpfD5p8jXN3LLB5cvJpIZo6x+sRGzcqIfSedYilWAoR33FK40qvZa75Nk1Gye28u3kc
sTxpDcrcFFRi8dC/G4q/Fpl5Hi300xpaTXzJPocnmlLm/guJ7i3RJVClfRijjPxEqF5tU9aVI9sa
Wkl1DVfy/wD07dySfpZNUimZ7g27aoADJJxbg0acDHViKIaUqPEY8ITTJPMeqaTD5YW3vpZ47KMx
gXnrevPUuCCZJ1l5VPjXDwLTCRf+QRIYUvNQnklfhHGkcLszIQvGNRa1P0eHjgpFIsaV5ZFFW21l
F4lDS1UcqgFyf9Fr8ddz8/fDwrSeG78lKeB8szng3IH6pcsKglga8D3JpjwrTKdM123hsYo7SyMF
soPpwtyQqCSacXHIY8CaRX+I3/3wP+C/sx4FpHabqDXiyEoE4EDY1rXIyjSkPg7zf/ylmtf8x91/
yebN9j+ke52EOQSnJsnq/wCTg0ZH06O/mW3stSvbq11W4q6VZLeN7G3kkjeN44pGaZvtAOyb/ZzW
a4niA6OJqCbeh6TLoknmDzTBNdRro1hPBZ6Xe3N61mX9SEm/ht3SWP1YkZkKxs3FQxI+1vi4zLo0
xtFal/hVYPUtdXie5JqSdWZz8Sjkfivuta75kDi7vs/YzFpDqS6XDBF+j9QhVxQcU1JaAIGCAD6+
oFAqZYL6j7P2MhaXXl7eywcW1QSc4zDIrakrAxngChB1D7JV5NunXJADu+z9iQGKahonkRIdOXUG
t7G6YzC6aylSdjGskfptJEt06RsVMoXjJVqLyVQeRM55b9O4ZGU+jBNbi0qO946Y7Pb8QTzABDb7
UVpB0odnb55k4TMx9XNuxmRG7K/J9ha6hNp1nd3aWFtMQst3IKrGu5JptU7UG437jIZDVlrmWaeX
Fh0d2l9e3ihjuZlu9UeYRKgjWFrNPrEcsLRC45zV4ygsUoenE4Oqkdu5oykqvDTbq6jutYbT3Eon
WC5eSRYbmCNbYrKskbTSMxle4RJGdiQlCxpyw4JS4VgTSg1v5VZy8cekCKRnKxfWtQ/drwZwGZlV
jTZFoDVuu2X3Lz+xs3STzHaaaH+uWM9kscrBfqNm9w/Ci7vWdVb4iKnwrtt0nAnqkFJMmyV/J3/k
1vKv/Mdaf8n8cn93JJ+gvtO4t47iIxSV4GlabdN80oNOEkHmXTLS10O8uI7T660acvq7vRSARUnb
oo3w8RTbBtb1bR4tDQ2en6fK8F00dzBNylt/7pnDo4VRU0pXfv1w2i0FomrNL5gSx0zT9Fs2mUpD
chjGG3osYdDybkVHHiu/tTHiW0dr1/oMGtTWl3oWlXTq7LJcT3cSvziRW5OjQuRVtl37dqY2tpdZ
6r5dmt1kl8r6LFJIvLe9iKuApcmq2zD4Sg7+FMbW2V6XLqxTTxb+WoY9MuApMlrdsyxrJwbkFFug
p+8NfcH548RW3eZVsLfzQlqdKa5NyLMyXJkZV/eXBhHw1pty2269cFrbtR0j8vvr08l15Vubm8ik
kDTjSZJi71+JklETBufH7XLfHiW1LUdSsLPTWuYNJFtodpEInt9SSawPrNIFhSIGKRSgRWrRe6++
HiK2oaN5n0PVGRbfS0uLpOUkyWcr3Ppin7twVgDbyVVvhHH3O2PEVtHwajq7XKLP5bkjtqr6kyTX
LuFO5Kxm0TkQK7FhvjxFbRFlqEshP1vQbuBWdRFw9aRvTYMS0gMMaqwAHwhm3NKimPEVtO9K02G7
063ubq1e0uJUDSWxdmKH+WrJGf8AhRjxlNov9BWHg3/BYOMraJtLGC1DCIEB6Vqa9MBNofBHm/8A
5SzWv+Y+6/5PNm/x/SPc7GHIJTk2TKvJcGp2ytqMOpT6dBcyfUoYbWH63PezACQwR2xaOOVUqjP6
jBVqvcjMXVZYRFEW05pgbEWyjXfy382arq0a3uoXN0IooTJG1nLLPZLcD1FSezsfrYgVgSy8CQd+
jVGV4dRCthTGGWNbBLn/ACe1VHkDy3YRE5I/6I1SjtQHgP8AR9vtdT4H2rd+YH4IZ+L+LCGb8qdY
WGV3a5V0VzEh0vUwJGWvFQ31bbnTavfrTrh8cfghfF/FhbeflfqMNi1xDJdXFwtaWg0vUUZqLUcW
eAJ1NDUjEZxf7Qoyfi2M3nl3zBZFBe6Zd2xlHKMTQSR8lBpVeSioqKZaMke8M+Id6BkjkjcpIpRx
1VgQRXfockDbJlWl/wDHPg/1colzaZc2S+W7HXJDNdadcvZRJSKe5T12J5b8PStkmml2WpCxtTqa
ZTlnGI9TXKQHNufRPMWqXqyRF9ZluI2liuIWaZpEiPpsAHpIGQ/CY2UMvdcYZI1Y5KJClK58o+aL
aF5rjS7mKONDI7NGw4oF5Fj4Djv8t8kJxPVPEEoybJ2Kq/k7/wAmt5V/5jrT/k/jk/u5JP0F9maq
0y2TmEsJKinHr19s00ebhhjGqy+ZZNPnXT5pIrwr+5dgSK+G+2/TJkBSwzWf+VhHRoFnS4e8S45B
7aKN3p6bDk4a3u0NOVQeANcCEw8r6Z5ie0muL9GS5IA0+aaFGmgIBqeP1a1IAahHWvsa1IASEqut
X/Ma3v7u0a41CaNeKLeJY3XGqshkdeAKUK8tl+jwwIUrXVvzLnugsb6gxWSkUT29xECvIkmSWQrH
SgZe3Y9qEKmdrB+aSanZtNd3LWscqm4Pw0dA9Gqnq7VTf9r79sNKnHmK583rrVuNPE5g5D7K8oiA
QT6hK7U3p8X44qWM6nrP5mx6hdG0bUvq8VzIsS8HZSnMkU/0BiVpSnxtTxPXAqeXN95s/wAGE2s+
pSainpqs1zC4uWPrKGZo4EiJHGvRRUdclQpKQWd5+Y92RBEdShYgPWZLiLgy0Vv3jlEZW3omxG25
4ksKQjBa/mooijluLieP4A7RSNC4AZi3xNM/KoenTsD2pjSrY7D81+UfqX1x6TurzIrMHQKxHBXM
zVBXc7dade7S0y7RW8xwaXBFfTTyXSAiV2LEk8jTerdvfCAEhHfWNW/mm/4bDQSmuiSXTrL9YLkg
rx519/HITpBfCfm//lLNa/5j7r/k82b3H9I9zsIcglOTZM88hecbTS7Fbdja2+q2Ms1xpN7fJK8C
vOIeXIwrJIjI9sjL8BVgWVqChzB1enlM2HHzYiTYT7RPzS03y9d6vf6ix8xa7rs0E95c2DvaWcIt
EaOGJFliVpfhkPKqBelOXXKcWilzOzXHAUZqH5+6XeWwgOhyoAQeXqwN0AHQwf5OXjSkdWYwHvSj
Uvzc0i+hSM6VKnAk15WzdefjB/l5MacjqyGEpZN+YOjSRqn6PlHEUrS1PeM/74/4qyXgnvT4Zam/
M1IrLT7Sw04BbFpZC9yLeVWaV4n+CH0PSjANuhJUcmNeRINMrnpOI2Sg4L5liWsatPql39ZmVVYK
FoiogpUn7Maog3b9lQMvw4hAUGyEOEUy7yXqo0i507UjD9YFt8fokhQ2xFKlXp18K+FDvleSN2Gu
YtmHlbzxeaPMLjSZ4LC5ieaRrW/9WW1uVuo4RKjSRI8sbJLbK8e3QlWbucXPhlKiGmcCVLzB5wtr
u6WSS2tr+eR57i7dfVSL1rj0QfTYfV5HKrbgc3QdaBaKpw4MJiN0wgQEHcecLKRZEj8v2MaOxIq1
1IVFKKBzmI+Hr03PttlwxnvLPh80PP5jsJlcHQbBSyLGGQToV4rxqOMoFe9fvrhED3la80iybJX8
nf8Ak1vKv/Mdaf8AJ/HJ/dySfoL7UnnigjMkrcUHU0J6/LNKA4SXX+r2b2NykN0IZmicRSkMAjFT
xYniaUO/TDwlaYjoMOopayw3HmV4ZluBKrQcZyeQMjqyyREDmX5Y8JWmVrr+j2OmiW71ENDaw8rm
9mHEERr8cjkKqL0JbtjwlNPK/NC2Go+YL25trqxb1pOUEpS3Mn7xI4xUSSq5PKnYbbdwQaY0lNvp
UNzcGNr7TPSldAeEcDFEaVAXbhPVvjPOgG9ePXctLTItJ8v+UrbV7O6g80afN6NxFMYIrZFZ3jdT
QMkp41Ip07+OCimmV6/Z3t1rDXFtqKR254hoWMqkcVofsq3U4RErTHLryz5VN3cSHzUsUjXMs00b
NJ8JlkZ3SgmTieTHt16iuCitK1r5ctrXRr4aBrgu7y79CKK5Wa4thEkTBz+9hMxPw07dNuhw8JWm
otO86hFjk1SNuMc6rKuoX60LwpFHVRB8XDizV613648JWii9H0bXP38up6/JbTvRYkt7m9ukA5K3
Ksot6GgZePE9a1x4StIiTy07RIi+ab1SOXqPzvOTcnDDf16rQDjsf1mrwlaZTpt5ptlYxWv1t5hE
Cokl9V3IqSKtIXdqDapY4OEppE/pnTf9/f8ACt/THhK0r215b3IYwvzC05bEdfmBgIpD4H83/wDK
Wa1/zH3X/J5s3+P6R7nYw5BKcmyeh/lzoi3EFlJbQpLf39xe1laGO5kEOmW8Vwba2SYGMT3PrEc6
EqFqvfNdrcsgQA4ueZBp6Hp/kPRNQ8xatb3VtDcjT2snju5bAKzwaiGlWG7ihktVjlh9Lj6uzMH3
H2TmPj1EhtbVHIVe6/LTyzYxRM0GnOFZmFbI1IaMnixbUNwB07175eM0j3/j4M/EKT6j5O8qaf6E
LW9k4kkIY/VVqw9R/hJbUOQG9PhoaAb5MZJH8fsSJlIPNHlryfcpA0ax6bQFz9RihXkGCMA3rX8v
2fUAFMshOQ8/x7mcZlKbr8q45PqMmlal68N6Z1LXCwQrG9tJDG4MvrtE21wrfC1QA1QOORnrOE0Q
pz1zDDtb0iTSr42kkiysBXkhUjqV6qWU/Z7HMjDl4422458QtlflDR7vWZdP0y0KLcXPwo0rcEFA
WJZt9gBkMkqstczTKPK3ldbvV7HTri1ee7v7u4t/jjneC3hs40knmmjhaGZuRnjRAHShNW7DMTPn
MaAapzrktm8rwXF7cxLBc2MlpcXdldQpbzTD1LVoSs6IazRwzR3cbKH5EH4amoOHDnMhusZ2Fb/A
UUdz6M9xex1BkjP6OuAWjVgpbixUj7S/ePHLfE/FsuJC6r5G1C0hWW0ju7tXK8WaymhVkZCxdWao
Kjj1wxyApEmOSxSwyvFMjRyxkq8bgqysNiCDuDljJU8nf+TW8q/8x1p/yfxyf3ckn6C+ztRtpLm1
aGMgMSCC3TY17VzSxNFwgxzWPL1wdKuhLJGsbRsGI5MdxTZaCuWcYTbB7zy15Wby5bi91AafHLdr
wuJIY5GM3phlQiSG5QIY2FKHp+1U4LCNmtP0zyzY28kdj5rljteM1y9nDDbcGWKMvLSJLGrEpVqA
Fm7VxsJtA6/5atp9RvbiXXra2X1BJ6b2c54qyBlBJi3O64LQqWtnfWllDp9v5st4YAhEbfVbgMKM
PstwCBd+4w8S2nNn5f8ALdxqVvcjVHubx5Ioo3liYF5kYOpJ+rJuQApOwp7742FsJ9rP5cvqepvf
NdtGzAKEVthTv9nrgsKkU35Ra7c6lLPPqFstrNdSTPEgn9T03kLBQ5fircNj8NN+mPEqezfltFLo
zaR6oW2dxIWDAuGDh9uUbL1Hh8sPEEoD/lUEVCBfygk8uX7ivKqty/3n61RfuwcQVY35NWrTrOb2
T1FGxHoj4hX46i3ryqa48QVEaf8AlJp9nO0xKXJaN4uMwjoFk2anCJD9n4evTDxBU+h8sTwRiKH0
Y4xUhFLACpqf2fE4eMLap/h69/nj+9v+aceMJtMdJsJrNZBKVPMgjiSelfEDISlaC+EPN/8Aylmt
f8x91/yebN9j+ke52EOQSnJsk10TzHe6SskKRxXNpKyySWtwGKepGCEkR42jlikUMQHjdWoaVplW
XDGfNhPGJc0zP5l+b4gY9Lvn0a1J5Na6e8kSM5pV5HZnllc0Hxyuze+RhpoRHJAwxCw/mX+YLfa8
xagfncSf1yXgw7gnw49yxvzG8+MQW1++YjpWdz/HD4MO5fDj3LW/MDzu32tcvDTpWZz/ABx8KPcv
hx7ks1XXNY1eVJtUvZ72SNeEbTyNJxWteK8iaCprtkoxA5MhEDkgsklm3li2kuRZQxzCCRh8EzNx
CsASCWqKdOuY8zzaZs40qyubNJbeTVrd4ZCtf38sboVjAVo5reWKVPhopAbiQByB4imNkiJcw0yA
LWp2V/dBqaxDbQJEUMCTSNzUsGcO7STSzOzRoxLsxNF/lABgBEUAmNDokZZRJyHmAll+y9Lmu+5p
8Nf2V/zGW/Bl8F8UoiAaLzG8bqRxAF0Kfs1BA/lGPwX4JJMzNK7M5lJYkyGtW3+1vvv75JkqeTv/
ACa3lX/mOtP+T+HJ/dySfoL7XzSOEpXlrFd20ltLX05V4tSlafSCMVSo+UNCe39C4gNwvrm5BclS
JSoUt+74dlGNqsXyN5VUoRYisZ5J+8l2PLlX7XjvhtUXP5Z8uT3LXU+lWcty7c3ne3iZyw/aLFa1
98CpNqmk6dBqBt7bybbX8BtzN9bVLNFMglVTBSTieXBi9TttTFURbazr0MSQw+VLiCCNVSONbixV
VUUHFVWWgAHT+GKqq675jLop8tXKqSA7m5s6AEVrtLU77YqtTXvMpkVX8sXKqftOLqzIG3/GUHri
q4675j9QKPLVzxoKubmzArtUAeqT32xVGaNqOq3iyHUNKk0tkClBJLDMH5VqAYWenGm9fHauKpli
rsVdirsVdir4B83/APKWa1/zH3X/ACebOgx/SPc7GHIJTk2TsVdirsVdirsVdirsVZZpf/HPg/1c
olzaZc0VgQ7FXYq7FXYqr+Tv/JreVf8AmOtP+T+OT+7kk/QX2vmkcJ2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KvjbzL+TH5n3XmPVbm38vzyQT3lxJFIGioyPKzKR8fcHN1DU4xEbubHLGuaW/8
qQ/Nb/qXbj/gov8AmvJfmcfey8aPe7/lSH5rf9S7cf8ABRf814/mcfevjR73f8qQ/Nb/AKl24/4K
L/mvH8zj718aPe7/AJUh+a3/AFLtx/wUX/NeP5nH3r40e93/ACpD81v+pduP+Ci/5rx/M4+9fGj3
u/5Uh+a3/Uu3H/BRf814/mcfevjR73f8qQ/Nb/qXbj/gov8AmvH8zj718aPe7/lSH5rf9S7cf8FF
/wA14/mcfevjR73f8qQ/Nb/qXbj/AIKL/mvH8zj718aPe7/lSH5rf9S7cf8ABRf814/mcfevjR70
TF/zj/8Am9LGJF8vsFboHubRG+lWmBGD83j70eNHvX/9C9fnB/1YP+nuy/6r4PzePv8AvXxo97v+
hevzg/6sH/T3Zf8AVfH83j7/AL18aPe7/oXr84P+rB/092X/AFXx/N4+/wC9fGj3p/5B/I780tK8
76Fqd/ono2VnfQT3Mv1q0fjHHIGZuKTMxoB2GV5dVjMCAejGeWJBFvrDNS4bsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVf/Z
uuid:f3e1f606-bb5f-424f-a009-a505eb86f9c0
xmp.did:0A801174072068118C1493CA62C16AA6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bc53d919-9913-d34f-a223-415f0c2b63ee
xmp.did:4D94A43D092068118C14B8E2AF81073A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118C14B00EB683E31F
2017-02-27T22:32:13-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:4E7CEF9F0E2068118083E0B2626C39F2
2017-03-16T22:32:03-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:0B0EA33C102068118083E6F021C3DC0C
2017-03-18T11:08:36-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:1DCF8893252068118083E6F021C3DC0C
2017-03-18T19:19:42-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:335ED9BE2C2068118083E6F021C3DC0C
2017-03-18T20:06:10-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:5EBAA830322068118083E6F021C3DC0C
2017-03-18T21:01:20-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:FE7EE221402068118083E6F021C3DC0C
2017-03-18T22:14:07-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:007FE221402068118083E6F021C3DC0C
2017-03-18T22:22:59-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:017FE221402068118083E6F021C3DC0C
2017-03-18T22:24:30-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:027FE221402068118083E6F021C3DC0C
2017-03-18T22:32:18-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:037FE221402068118083E6F021C3DC0C
2017-03-18T22:36:14-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:047FE221402068118083E6F021C3DC0C
2017-03-18T22:36:27-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:36C72D5D102068118083EDA0602B3F12
2017-03-22T01:32:38-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118C14C4A724750488
2017-03-26T20:03:21-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:4D94A43D092068118C14B8E2AF81073A
2017-03-27T20:54:21-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:0A801174072068118C1493CA62C16AA6
2017-04-20T22:01:08-06:00
Adobe Illustrator CS5
/
Print
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 269 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 269 C
SPOT
100.000000
CMYK
78.000000
100.000000
0.000000
33.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
19 0 obj
<>stream
HWˎWLo2X{ΈLG-m!`hGd|>p_?O>+/_a|zo9ָEd륜sj~:Ggnt◌z_5Y4=2Η/\$g+J߬Ǿĭgrzcj`)[yc`zJÞOpٽ)Tџ\"vSyzUl:ޜ Я6d9n^2]
>
B=_'ЅX5t