%PDF-1.5
%
1 0 obj
<>/OCGs[29 0 R 30 0 R 31 0 R 32 0 R 33 0 R 34 0 R 35 0 R 36 0 R 37 0 R 38 0 R 39 0 R 40 0 R 41 0 R 42 0 R 43 0 R 44 0 R 45 0 R 46 0 R 47 0 R 48 0 R 49 0 R 50 0 R 51 0 R 52 0 R 342 0 R 343 0 R 344 0 R 345 0 R 346 0 R 347 0 R 348 0 R 349 0 R 350 0 R 351 0 R 352 0 R 353 0 R 354 0 R 355 0 R 356 0 R 357 0 R 358 0 R 359 0 R 360 0 R 361 0 R 362 0 R 363 0 R 364 0 R 365 0 R 642 0 R 643 0 R 644 0 R 645 0 R 646 0 R 647 0 R 648 0 R 649 0 R 650 0 R 651 0 R 652 0 R 653 0 R 654 0 R 655 0 R 656 0 R 657 0 R 658 0 R 659 0 R 660 0 R 661 0 R 662 0 R 663 0 R 664 0 R 665 0 R 942 0 R 943 0 R 944 0 R 945 0 R 946 0 R 947 0 R 948 0 R 949 0 R 950 0 R 951 0 R 952 0 R 953 0 R 954 0 R 955 0 R 956 0 R 957 0 R 958 0 R 959 0 R 960 0 R 961 0 R 962 0 R 963 0 R 964 0 R 965 0 R 1242 0 R 1243 0 R 1244 0 R 1245 0 R 1246 0 R 1247 0 R 1248 0 R 1249 0 R 1250 0 R 1251 0 R 1252 0 R 1253 0 R 1254 0 R 1255 0 R 1256 0 R 1257 0 R 1258 0 R 1259 0 R 1260 0 R 1261 0 R 1262 0 R 1263 0 R 1264 0 R 1265 0 R 1542 0 R 1543 0 R 1544 0 R 1545 0 R 1546 0 R 1547 0 R 1548 0 R 1549 0 R 1550 0 R 1551 0 R 1552 0 R 1553 0 R 1554 0 R 1555 0 R 1556 0 R 1557 0 R 1558 0 R 1559 0 R 1560 0 R 1561 0 R 1562 0 R 1563 0 R 1564 0 R 1565 0 R 1842 0 R 1843 0 R 1844 0 R 1845 0 R 1846 0 R 1847 0 R 1848 0 R 1849 0 R 1850 0 R 1851 0 R 1852 0 R 1853 0 R 1854 0 R 1855 0 R 1856 0 R 1857 0 R 1858 0 R 1859 0 R 1860 0 R 1861 0 R 1862 0 R 1863 0 R 1864 0 R 1865 0 R 2139 0 R 2140 0 R 2141 0 R 2142 0 R 2143 0 R 2144 0 R 2145 0 R 2146 0 R 2147 0 R 2148 0 R 2149 0 R 2150 0 R 2151 0 R 2152 0 R 2153 0 R 2154 0 R 2155 0 R 2156 0 R 2157 0 R 2158 0 R 2159 0 R 2160 0 R 2161 0 R 2162 0 R 2442 0 R 2443 0 R 2444 0 R 2445 0 R 2446 0 R 2447 0 R 2448 0 R 2449 0 R 2450 0 R 2451 0 R 2452 0 R 2453 0 R 2454 0 R 2455 0 R 2456 0 R 2457 0 R 2458 0 R 2459 0 R 2460 0 R 2461 0 R 2462 0 R 2463 0 R 2464 0 R 2465 0 R 2741 0 R 2742 0 R 2743 0 R 2744 0 R 2745 0 R 2746 0 R 2747 0 R 2748 0 R 2749 0 R 2750 0 R 2751 0 R 2752 0 R 2753 0 R 2754 0 R 2755 0 R 2756 0 R 2757 0 R 2758 0 R 2759 0 R 2760 0 R 2761 0 R 2762 0 R 2763 0 R 2764 0 R 3044 0 R 3045 0 R 3046 0 R 3047 0 R 3048 0 R 3049 0 R 3050 0 R 3051 0 R 3052 0 R 3053 0 R 3054 0 R 3055 0 R 3056 0 R 3057 0 R 3058 0 R 3059 0 R 3060 0 R 3061 0 R 3062 0 R 3063 0 R 3064 0 R 3065 0 R 3066 0 R 3067 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1 Manual de Instalación y Usuario Wall Mounted Inverter INTENSITY -2020
2020-12-08T13:01:14-06:00
2020-12-08T13:01:14-06:00
2020-11-13T11:51:24-06:00
Adobe Illustrator 24.0 (Macintosh)
256
240
JPEG
/9j/4AAQSkZJRgABAgEAyADIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAyAAAAAEA
AQDIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA8AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9N2VlZy2cEssEckskaM7
siszMygkkkYqxxfNOkDzr/hSXSVW8eST0CkfNjax2kNx9dkX0wsduZpXtg5feVQq8vj9NVvzbrGo
aBpC3tt5SOt3T3Ulutlp1JH9L05WgnYmJeKs6RpIKfByJBfiOSlN7tXDyw2WiRyzRuUV7gxwwOpt
2kSQSIs7cDMBCw4c13biV4llCY/o3Tv+WWH/AJFr/TFW7RVQzRoOMaSURR0AKK1B9JxVXxV2KuxV
2KuY0BPhirE9E8+293ey2uorDYOjuqcpSd17FuPp9j8XMV7DFWWKysoZSCpFQRuCDirzv8yvzK1b
yzNpyaVa290LoTGdbkupX0nCDiU23PLrgJZxjbGl/OnzOxJrofDoKNfEgkfCDSLx26fhvg4k8DKv
IHnzW/MGryWd82mGOO3eYixN0ZOQdFAInRF4/GamvhTvhBRKNIj81PO2ueU9Os7vSbW1vGmkdJob
iQq/FVqGjRSC1P2vDbxxJREW8+h/O38x7izSeLT9DjZgQUuLtIXDcm6xSXCOvwiu436jbBbLgDLv
If5h+bta1O6t9XtNOiitbOW4dLSdHk9aN1XgSJpaLxbclRT9aCgxCQ6f/wA5CyRxwR6rp1qbiVS7
yW13SNV48gpHCUhug3PXwx4k8CKP/OQI9IyJoDShQSTHdc12H7JEPxfRjxL4b0PzXc69HofraHby
XF/zjZYYZIY2K1qw5TxzJTsfhr4EZJrYNafmJ50inUHSYL5pkBt7dtXsFL81EiFeECNXj06g9cVZ
npmtebLtx9Y8vpZRc1DNLeAuEY7sFWIgkKa05ddq4qwDV/zX842d/NB9TskCzEW8byOruo+ELRhv
y2ao/ViqcWHm382rqEPH5atqBglZZHjatBViG4bb9hirN/L1xrVzpMM2tW0dpqLF/VgiYsigOQlC
Seq0JxV5/H5q8+ToWgVhSMzBpDbRKU4uQR6sUe3wg1BO1cVTy01X8xIHZZtIN4jK5UySwIyuKBBW
PitD1O304qmmvahrx8oTXVqo0rV34LGJAtwIi86pWlArVQ16Yq80j82/m1Z2Iupr+C+9RIGWA2QE
yGUuHDLH6Y+Cg/sw7K9W8qXOp3OhQTapLHNfF5llliT00PCZ1Wi1NPhAwKjtN/451r/xhj/4iMVR
GKuxVa8cbijqGFQ1GAO6nkp38CKjFVyqqqFUAKBQAbAAYqo2/wDe3P8AxkH/ACbTFVbFXYq7FXYq
1IKowHWhxV5No+lQXuqTteXkdtBaSH9565hkQySF0kTmGWvwkU2r19yq9FtLOaWzjNtrM00PRLhR
bScgvw05emQaEfOuKvIvzr01pNW0dJYIayxzRrLKxqvKdmrRFkNAGB/UDTIybIMS0vTLWDjarNoX
GIOxc2z3EhINSxZrJjtQ9+gwMnof5QW9smv3TwXOlTk2r8hY231eajSxkEn0IeS7b79SPbCGM1n/
ADklbGTy5pMpRDHHeMpkfk/FmhYr+6BHKvD7RPw/TjJEHz9PpZhmMgihYRmipwZKFTUAjlUf5/RF
tesfknJHB5y1WcVkS20meXiCKEerEQoNKbLt4fPDFhPkwl70tdenPeW0fGiD92CQQp7rIu/UU6Vo
KDsGab6J5js7O4kguEtby25s8Ihit2l5HYHnOl58HEHbxPjigh9I6rq2nWmiJcX8q2sNyixqzK7A
O6FgCEAPbwGWNDw3QtOnlaVtQ1jTGj51Rmg1EMkiMYnQKrQMV+Hbeh6j3VZ3oPl3ULO9s5oda0aj
TIr+g16JJEEgZol5XjVYrxFGB36g4qpeYIdbn/NdNRsLyxOhRaJ9V9O7YXcX183hZljsopkl9Yx8
RzC9Ph64qmXlLT/zGsPO3mCXV1jm0K7a0NlJHIy26rHbhZBa2rTSmD94SZKr8Z3+SrPLa4juIVmj
DBGrTmjxtsafZcKw+7FXhOr6h5Sj8waj695rSzrO6tDC2nSKJVYh/T5sJSo49T71AxVWsNb0bT5B
6V/5nW3QlyqGxijdmXjv6ciVOxO4/Viqca/+YOq22n6Rb6bZyajZXyevMb70jd/uriQuN5lj/wB1
DiPi4jr2xVjjedfrdnFYzeWz6AEaxKlxZ1/dkhCWDKftP44qzv8ALTz3qWu6jNps2lpp9pBDLMkn
qxys7+qvL+5JRQDIf8wcVZfK8iaFbvGxQiKKpBoacRiqWDULj/f7/wDBH+uKubUpQyqblgzV4gua
mgqab4q46hc/7/f/AII/1xVMNLnuGuuEsjMQSGUsTuAffFUyt/725/4yD/k2mKq2KuxV2KuxV2Kv
JNK02wvtXazuLuG6a/Ek8NIrxzu/ENyRYQoPPcl6H/Y1xV6dp2lWlkodIIY7p0VbiWFOAYgCtASx
C16Ak4q8h/OzSbmbUdIjW3gkk/0hknuJBHEoeZnpzkHAEKf5hkZNkGBy+TJmjpFDpzOAKhLqycEk
VI5M6lyD7b5Fnb0D8l/LyaZ5luZVS2V2tJlb0J7aVuDTRFQVhdmA+H7VNzkgwmdkd+d1laa99T0d
xHG9nILhrxjG7KkiMrxiNip3HFuvhkuElhGVPPv8F2Teldwa1Ij8uaF4korepVCqvcbbAChGDgLP
xAnnkK10ny9falqE+pSXIvbOWxMYtxEyFuLepQy/GKKfsgnEQKDO1Ky8o+VVd3vdQuJomJZzBHBH
JyXbYtcSiniOOPhlfETu38h/lY8QdNfuqEsV9QBSAWJICvECN+mHw18Rn/5gQyXfkueKxlQSTej9
XkeWOEMOats8gK7oDiweW6N5a12S7jt7uNLyBqj0YtQtDIWpUFAE36CtcVek+XvKgtJra7/RRtJk
4rJI19I0lFO7MkaCM8upAIBxVJ/NPlrzZdfmamqW1hZXflmHQ/RP6TlAtY7362ZHcRKJJPU9Gnxc
QtP2u2Kqvk+x/MrTfOXmB9ZhibQLp7aSymS4LW0arAFkS2geQtAockvVByP34q9Bt7i3uIhNbypN
E1eMkbBlNDQ0IqMVeCS+VPM97rGo/VEcM88s1osSw8ZInYjmsjRotCuw8fliqpN+WvnskokU1CQn
JvqjfAAPAL3OKo3zh+X/AJtn03SL+HRrTUtSt7Q2t1BPHbL6f7+RwVUL6IFJeqr7kYqk+iweZ7G5
l06bylbG59WluYDZJETIqpu31WZa8huSR1ptTFXpX5e6D5h0/UZLnU9MhsYpbUKjpLbPJzaT1CjL
Ba21PtGvxEV7YqyO+0u51Py1FZ2t41hO8Mfp3SIspU8Rvwf4W9q9/HpirFJPyv8ANDNVPPF7Gu3w
iy08jp7w4q5vyw81FVA883qkVq31Gwqa+NYsVWf8qt82kmvnu9p2H1DT9v8Akliqe+U/J+t6Ldyz
ah5hm1mJ1pHDLbW8HBv5g0KrWoPQ/wC2qyS3/vbn/jIP+TaYqrYq7FXYq7FXYq+dX1DU7a4kZLSB
Cj/DHLMGFFNerRkHdDse23fFUfB5v1iJ1kn02weMipRkjWM0APxssKPSv0V+RxVf+ZGo3d3onlW9
g4aZKVuj6Fp6dI5VmQB0qrMB8DN4VyMmyDHh5i1tFiE+ray07MU5w3SlGqf2V9CQilNzyIwWyp6z
+XWpeY77UZZNRe6+rmBikV1HCv7ScWWSGzt1batP3p61498kGEg35wPPW3ievpqOZYLzIBRFbipV
61qNtsLBHQzxx6TAEupJIkeIIZD6b8VlUAemtxHSg2A44qxvyRFaJZ3vpS8H1PU7m/uDzO7XUTDk
Q86Cp4binz8MASWR3LJPpskUjiVGmk5IX5g0lY9PXl/4jhQ3oqxW8ciREQqSPhD8B37etD/HFUL+
YvmSx0DyJDeXiM0ASEySAzKka0VObtAGahd1Snct4VxViXl3XtFtNbsNF8yR3snmVzHMJbA3Ys44
prhoY5JfVnlZf3n22LEGtcVeqeXvMem6/aS3WnlzHDL6MgkQoeXBJBSuxBSRTUfLqCMVYRrOoebp
/wAz761Gmapd+VLPTIV/0WQ2MTXjyl2dJ5JrWOakTcWUMaHwoaqp15B8z+ZdXk1i31/RLnS/qmpX
NtprSwugeyiCek0jtLMJHbk3xxn02p8OKsxAAFAKDwxV8q+Z7DXZPMeqPZ3UTxW9xcpBcCSEBI2l
bYlYifs/8CMVQunW3nO2gW2s3gd5FVUaWC1lpy4+nxeS3djyMY2rT5Yq928rRTX/AOWtpZ3s8Sar
NBc8Ibdo4FYtJKqJwCxqUOwPw0OKo/SbS+e0EX6RS1gghp8EwZo2QBXDIh4KEaoqGI9sVZVDPA9I
0nWV1BrRlLfCeJJC+DChxVJPMGr3Ojfl/qWsWoVrrTdJnu4FkBKGSC2aRQwBBIqu++Kvln/oa380
/DTv+kdv+qmLKk20X/nJnz3fRzfXdU03TpkZFhiawml9QMaMQySbcfA9cVpk8X5r/m2ZbsXF7YQW
9uqslwdNnZXG5c7S/DwAr7jphpFhdF+cPntmKv5g04MrcJOOlysFepDKT9YG4ag+nGleofk75p1X
zR5O/S+qtE97Jd3MLvAhjjYQP6SkKS1Kqg74FLN8UOxV2KuxV2Kvn2DzXqVpfXcT2+h3axzGOGK8
idHT02K/bt7dUPKvKrMfoO2Rts4Qi/8AHl2UKLp3lp25EGkV9xO1abweKj8MbXgQv5i6rda5beX7
i91FLFntZ5WFpDcPaF0neIbNDJKKgAHkvXAUxFMS/RsMrhR5iiLn4Q4tr1ixJqtf9CqSSSMDJ6T+
Ren3KarqF1HrBv7H0BG0KxzIgfkrJ8UsECkqOX2T36b5KLCaY+efNHliw84/V9RmikljEfq2zcWI
SRB1FQ3KgDBQRXxwsACirf8AMLyleWIFlqcMUVu8acJbmG3KLGyHZJr1DQDYbU7YVoqWkeZdNite
Zu7NJDdTzskWo2rIxfnVy63ce7s2+39MVooufzXoxsZYP0hameRpTCj39oBVnZgRyvZBUA1+ycVo
rNE816Xb27RXOoWguQ3xmO/tCSpGxbhdwAd/2fpxWlP8108vyeREk1eE3mnLY+pOVd/q7QpJbyVa
SCrktIkfAK4Ddd6YoYB+Xfmz8nNQ8w6RNBaTy+b1RwE0+1lWFxFWSgiZpG/3Y0mxJHAqW4gBlXo/
5eT+QdKsrbR/LRu9MGoXctx9RuIJvUaVVZJEkeWNwopb0Hx9qA9BirFfN/mzzfB5h1vTbLUIBaJL
wMM01vyAdahVWS4jfo32VA398VVNP82fmdJUyX1pHHGFR1lks1J2qKMZn3+IVJH6sVeoeUBejQYF
vbyK/uVLiS5hkMyk8yacz1K9MVeZa75Nk0Z7rVtWFIp55isw1CdgQ3KVS0K2c1CiISSNuvbFUT5e
0uO4u/TsLp457uND6NvfSACIIJY2qbKOhINT0IOx3xVG/mB5W83Xek6FbaZBLdy2xuPrbG5jMg5u
jJ+8eMctlPRdvfFWEzeUfOum2F3e6zC8MMfxPLzjMQiVkKCilG5EuQB7DbFWW/k9c2txrV48EokX
6qdmK+pvIrV4g9Pj+Xv1xVlvniSSP8qfMEkbFJE0K8ZHUkEEWbkEEdCMVfE2jeavMZUabbJLqN1c
zK0QJllnJClRHHxPKhrWgGLN7O35d/mHHILrUE0oG8gDx29tdzRcBIBGnwPE6qzDlKvsj9xixUrL
yN5xe6Fnci0teE0iwyXN/IvrSxRB5ol4wszf3T8arQcXG+KVW08leb9VmWwih023LFLtrltQZeaz
opCxsI2JRS5BCAj4SAeS7qKeqf8AOPk0kv5dq0komIv71RIsnqqVWdgOD/tLQbHwxUvSsUOxV2Ku
xV2KvkbUb1LbWrxo7qzjk9Zj6ifCeRkZviIl/Z2PT+2tvbtZEmuBDLe2onA41eeJVqjgIEZnChdu
vLoMVZjrl/5YsNI8s2evyvNE9rcMbmwurd1CLdyGlCJEehoNpOop2wsQp2nmD8mYZBO8uqTW5cqY
na1VG+EgfEkiuBRiftdt8dl3ek/ld5j/AC+1G5vbLyraywyQos9w8xViVduAUH1JH2KdKDJBjIHq
lPn+7srfzMPUsoLu5mneGJDyilYtbW3SUMnNt6Kg3HXASmPJjmtW9tN5SuJrqOGxsnjtxPcNEw9A
CeLdlEcoTccT9rrTG09WGJB5GguUkPmK2dRE6SI8cyrVyD1FnvVQCNv7QlfcwaBfMH0S6t7x1Ehn
4rKUjQGMIOUyW/eoC7nbwxVNtGs4bXVIDLaWE0CiKaR1SQlPSTk7R1miLPs3L4vT5f5IxtS9M87W
dnf+U9N06S9EZv8AS2sm0uORIJp4rhYC0kSS8hyi9Km6GnLqOjSaittJtM1zWNN8yajrgsb7Q/ri
2ilrdrb07mOOObnJwUfCY9hy5Ahuq9ChS0zy15ej82aLrll5kTULmyjjt5rWe5CRzmSJ4kuIlUnm
zeqeNeQbpy5bhVhnn7zDd2nnPU7aMp6EFwrV+qrKQXWrFn+pysw+LpyOKpaPN0wuFWbULIxB0MgF
gyuymopU6QwFaGmx6Yq9z8g6jPqPluK6nnFxI8kg9ReJFFagHwwWfb/isfT1xVjvm/TfPOvwXGmT
WETaawljKqUAlVgyK1S/qIeLbcT89sVVdA8s+b9ItrVILPS3ngQf6bcvcTXJJWh5SsWYnenWnbFU
T5p1uzt7GytNdnltdciKX1tJpvMKJY2figdllHCRVaJ+akEMfbFUt8wX+n+bvKcmnRXsv11Y4WuI
3tJrhVdQ/Lk8FuvxOK1MdOlAACaqVT8t/JUHl/U5JIbhpXNs0dyDbvCGZpFZWDyRIWA4sAOZoMUM
vuNLttX8rSaVdCttqFi1rON90mh9NvslT0bsRirwbV/+cdvMGiXS6h5W07S76W3bnbst1qNldA9i
tbhox/yMGLK2I+Yb383tFhnOuaBdWtvOpiuJ5tVvzFInJm4PKL0owrIxoW7nxxSlMX5v+bIorSJb
ez9OwobMNqcrekViaAMha6JB9J2Sv8pI6Yqnnlv80PP2taotrbi0ilCc/VF7dTsFQmgVIJ5ZTvIe
i9zXbFXuX5D3DT+QzI9vFbTHUL4TxwM7xmUTsJGVpGdviap64sS9ExQ7FXYq7FXYq+RNW1ZG1i8k
N3ZkC4mXooXZmI29QCgrT5ewytvX2/mzUbeGP0NXt4rc1CxI7RU7bqsi/M79a+5KtJt56vre40Ly
vcX96Cs1jeD6wYWupKi7fhvyC0qoBHKoAPywoCRjzLaGQRxy2kjsjcnXQ4AFkHIhm5OoHQHp9GBL
1/8AJEyy6rqlwBE1q0QSGaHTorNX4SEf30RYPTpQ/PJRYTekXnlmyutSTUHkcXETmSH4YWCOyohZ
PUjcg0hXeuGmFpbffl1oF7pM2lzFxa3Kqlw0aW0crhJFl+KRIVckugY77nGk8SQP+QPkBlUcbocT
UUmA8f8AI/yv1Y8KeMo2z/JbyNaxiNLdpUAcUnWCX7fGpq8TGo4fD4VNOuNI4ym9n5A0CzkWS2jE
boQYmWC1HCgC0T9z8I26DGl4kPrHlYT6jbh9Pi1LS20ubSrhJG4TBJCn+7OS0VlQg8V5VoajuWLz
XTP+cbvLdv5R/RF9pP1vzA9vcIPMAnljVJpC3oyfVRP6Z9IOvw9G470riqNm8g+ZtLtfK2gWVrGm
kafbQ215MsK3LzT+qZZnHOakaySEn41KpyJBNAuKozz95G0a/wDPdmktwbS710t6VxIltInqQRbK
sZjMhJVTuzjc7VxVK/MP5XeVNE1zSNOaS/updYNybcxpZDjJbor8FMkSJyfn8K8hXfFXqvkry5ae
XfLlrptqsqxrWVluBGJQ0h5FXEX7uq1p8P3nFU8xV2KsW80+U77VtQiu7S4S3aIQ0Zmff0WkbiyD
4WUmRTv4U6YqhR5W84BiRqdmAQBQWkO1O/8AdYqmGgaDrtnqS3Wo3kFzGsEkQEUSRNyd0avwIm1I
++KplzmtTFaC4TZQsSmCR24AhRUq9Nqip2xVelxdO6Is6VflxrbSgfDStSXoOu1euKpFrqatamW5
m80vpttzXiqWULKtCrFA0iSFgw28feoxVhPmbTPyP18F9VgsDNJX/SILC7t5iSOpkgMbMR/lVxTb
BP8AlUn5X/XUg0Hze1lLOx9OO4043LVIH2JHWNgtCPtMcU290/LvyVB5H8pxaIL03iwSTTy3bosI
JlcyH4AWCqtfHFBZFDe2c1BDPHLyAZeDq1VatCKHoeJ+7FCtirG7/wDMXyfYXbWd3evFcJIYWQ21
yf3gbjxBEZBqelOvUbYLDLhK7/H/AJY5hDLcqxYIA1jeirEsABWHxQ42vCU9tLqG7tYrqAsYZ0Ek
ZdWjYqwqKo4Vh8iMLFhn/Kw/yolcw/XLV3NJWT6tIa8tuVPSwWGXCUMPzK/JxmMP1q1qADxNlLSj
DalYd6g42E8JTw+aPIr6da3sl9aSWN4WNlzVd9yjcE48qc1bcj7W3gMbRRVoPMPkRgWj1DTVNTUG
SFGqKpWhIPQUB7j2xtFFH6bq2gXLG20y8tJ2QFzDbSRuQtQC3FCdqkYVIKC1bzx5W0m7e01C+ENx
HQyRiOV+NQCKlFYDZh9+C1ESpWX5h+S7yZoYdWhDKCxMvKFKAgbPKEUnfoDja8JTKbW9GSzi1B9T
t4rAuQLkzRCFyFaqeox47UJ2NdvCuFFIaDzp5OuCRb67p0xFAfTu4GoTUjo58Diml2n+cPKWpS+l
p2t2F7LyC+nb3UMrcm6CiMTU4opN8VdirTqzIyqxRiCA4oSCe4rUYqhn1DTYkVpruEcZPQ9R3Rf3
tKlOo+OgrxxWlYfV5jyHCQxmldmKkjp7bHFWoLe2tYBFbxLDClSsca0AqamgGKpZpvm3RdSultrQ
3JlcsF9Wzu4V+BQxq8sSIBQ7Gu/bFU4xVL9W8waRpJjGoT+iZQzR0R3qEoW+wrdK4qhLTzp5bvH9
O1unnenLikE7EDxNE264qmFnqlpdyGOETBgOR9WCaIUrT7UiIO/TFWL/AJjeSbvzJFa/UWSO5jJW
SV5ZYqRn4iP3W7VIp/nTFXkcv+HdO1WS2vddshNZuI7i1uJr50MhNKfYAPQfEp6V+eKvUvIWjvp1
pf6lqFhDY2dxAPUb1Zpecca1LlJHlUKVJO3X3xVjsH5n/k5p+pNqGn6jbK3xgor3QLc2CikYiaML
12rQbdMVTbyv+Znl/XdY02C2le6TWnnNhbtHHSOO3Vi7mkSN8LJwHxHbruMVZv5juI4dEvQ00cEk
sEscDSyLCDIY24jmxAHTFXn97pvmOfT7WDTrmbT5IgKPFfRLFx4mgos71+I+GBUToWm+ZbHWRcXe
syvpymNilxfLKoVXcycgzt1Tjilg/mXU5b78zry5Ovxp5Slnt0v9P9OcSSJBbiN0RwoKkyO4DKy0
rWu2QPNtA2TD8z9dsPP2laXZ6Dq0tldCfm1h9XuWuGBqpJ9DklFX4qb/AA177YZboiKereSra3tf
LFhaQSTyrbx8Ge5jMUhf7TVUqmwLbU2p3PXJDk1y5vkjyz5m8tTX1tps+n2EjzyJF9cuFtIQvqMW
LMzsEAVTTcjp75EFtLJ9WOnaVqUdpAulw+hK/wBfRobdgyxtSNQwhnH2R9pW/HElQn35g2eoT+Uf
LP6OkhiihW6Xgpsre2VXuWClTIyfE6r0pTbxriUBiUWseZoZEgA09SvH0BL+hXIU1FTJICzdftE4
GT1P8lbPVItba6vdQ0horq0dorCzFgLtWZ0I5/VURvhVDy3I6ZIMJqfmrTvMOoeeXENtbyabLcot
3fXV81u0cUc3pypHCoNaQqOLfzdjQ42itlLzbDc6PqGgWdvp9tGt9FB9ZR5S8rVJV2X1WiYvXj8K
q2JtIATq1S0urF7JLFpmtb6OOeK1JIkYwXMkcql0c0aB4yRx2NcVQsOg2kf1URaFeRhruYEKV34r
MKfDbjf4f674E235Q0m3t7+R49IltjDqyJ6q+nwQCVOIk4RD4uLAfEQcQskb+d0+gxSaD+mYDPAZ
WKKInlPw3VoZBSN4iOcXNR1rWnfJFrDzWzsbaS1ikt7i5igYAxxenaUC+Hxw8vvxTbNPLUvluH9E
wLbSNrQvLYfXXRQTW6WtTHIif3Z47Q/1woYf+Z62665qlREjNqDgO0luCKsxaqshPvQnFCL0jy7r
CxxXUWqJJHNGCqTLaOArUK7HkK++KvZfy9ili8umN2VpVlYM6CMKW4ruBGFQYq8msfLWqajHN9St
tSuGiA9STk0X2uQQx1dInVgK8kqP4qptp/knzhZTxSQ21/HMZDE0y3IqqAg8wROPtcaHpt89lUy/
MO11W1sPLkC3LSXMUE5me5DSTMf3Z3IkPxA0WtTv3xVizlpv3QekaAeoyhl+JqFjyRqgHalKUGKs
4/LC6R9YuIBCnNbWrXQMnNqOi8eLuwA8eIpiqY+bvPeoaNrqafFDaPZTIIjLNNPbyrcsC/EMsE0Y
Hp0PI98VYYLLQ7u6kuLyy0q1kJ5ztJc2l9LMZwzNJJPc6fJMPEUcDwxVkGl6vbW9hcwWtxBb3soe
Vbq2KX5KIGJWVBDAvp8V5HevWmKpBb6Xa6lpaXqeYNK4CnOf6lYW4Ux1AVkaVHVQx+y/XFU6tJri
0eKaDzJp3pW4Bijt7fTuZRiWdV4SlqvRqcevvirLPzCSx/w5JNfKDawOJJeUpgAHFkrzWOc1q23w
9e+ApAtinlOTyYYP38+nQWdGS1nlvoriZ+T1aN0ureCRPjBoDXsR12bSYp7Fbflw7+nb6pYCaRDG
vpTWYk4yjh8PEV+ILQY2ii8C8wWcdl5n1G1ljvbiC1vZUdo5+PqKJGD8as/E7Ch+8ZBuCNsl8pxQ
mSKx1KMMaFZL+PmpJ2YD0GNfh7VH04ru95/LG8tLnydZi0jeKGBpIgkjCRh8Zbd1WMN9rrx+/rkw
1S5vCLNvyx0dpbm80i5USyt6EbahSNWj4MxVrVfUDKHFA4r9OPAzspt5c138uNf1Sxs/8OX8cd5c
RxQXDaldvxedjGzkErQfvD333wUptF/85FWCaXY6Bp+nQSwWaJc0eIrIXYkEq/qHn8PqO1f8rGSw
eHxm5bgE9avdhHFsoNAF336gZFm9X/5xxglm8/TySpIzW9hM7OyxcVcyIooQCy7SHod98MWE+T1P
zH5+1Xy7rb6RbWsFxGXeUXEz+iimZml4tIzBKip606YSWIjbAvN17r/my8t5tQmtLdbb1Ejt7K+t
o0ZGYOFnZp357KOgG/4AsgKT/RJIV8vxQTWEVtbWV1b2yx2d1HKzuttcOzySBrgh6vuG3xVR9XTl
W24WU3P63OeDXKqCD61DX0GO/XAlf5QlQ6rxNg0BOrAo5nY/CZUNSrQrzr/MrKPbbELJnfnvTrK5
bT57nWrXR/qzh0N3ULIY7i3uBSk9t0e3UHc9exocmWoML/5VRojOZH13SJHYDlIbGKrAEHelz7Y7
Jssj8veWIdNtbbS4Nc097NLmO4+r20DQszRyrKFULdNH8TIOsZOKDbH/ADt+UfmfXdRnntb2KKGW
6a4VfXkRgrF9toXAPxDChbpP5N+YbSARHV7uFUqERNSlZKHf7P1ZFH3Yq9H8raPeaTphtbyc3Mxk
ZzKW5kggAVISLw/lxV4d5nj0g6/qbyWf1g/Xbj1F9CQqWSUivNxTr4bdxiqEiu9Ct45THYRziYho
xLY+r8KKSCvNaca9Tt2+WKss8zp9b8seW5FlNqqx3QKRRpEgKzKN0KLwAK9APb3xVj0ENyjN6rm4
K/syIg+xXqIwnXjUnr+JxVnX5VxMdZupqLxFsVJ5AtX1QBWh/wCK+422xVA/mVcXP+Lrawi036+1
yRJDE+ny3IZ+MQakv1m3jUUjWtKUpucVQWnaQ80Cu/li1uGkhoi21qtKAsCnxamwYbfsnbeuKp3J
Y391od8dT01tItrOznjheSMRr6TwNCVUC7u1qOS8QQN1NNiCVXlFl5T8tzzF3KfVA6FljjQsVWpb
fkwBpRgTX7sVZ15d0jR7d5YNHmvoQ6+gySzWojRZGIPKJwvIfF+yKjtQ0xVnv5uKzflzrSqnqMYo
wEI5A/vk7VX9eA8mUeb5w0vXfMumShrMPBEHQyxR841cRkhFb07hDSjdjtU9Mg20zby/531ifWLC
G7twnqzorrHJfrMFZlQqwN1MrHpxU1HjTDaCHoPnA+dLDUNVutJ0vSIYbiO5WHU5kf6wyLYI6SSs
BJGvC5DfbUhwAtF+2SWATWXztonlzy3oVx5wuYbXUb+0jaV1VWSS6WKMyqhjqu7vtT4ad6YbRTLr
b0TBG0KenE6hkQoYyARsCjBWU07EVGFi+N/NlpcfUoVnkghRru6dGMhf7Xo15CNX40p0O/tlbeyj
8sUlF35b/uyn1uy6M3L++fsUA/HCGMnqf56+XLy/0ePVLHQrbXLnToZWMVx6g4JyRnPKO4tiR6au
eNCa9PAyLCJecjy35WW6aC80+x0V2XnDDqFhqyGSP4iByS5cfCU3rxqenhkWdl63+WPkuDRrWHUF
t9J/f2yxwXenW80U0kRoVeWSVzUyIqsy8BRvHJAMJFg11HN5p/NyPSbiBbq0ikvxq872VszRW9u0
i2gjnkgYsefBWHInfp1Ij1Z8gx3yr5d17zJo/mjWLHRLLhaM0eiLLaWcReRHBYMslqjMBbvyBNKm
nvxAtJIZL5L86ahF+W8F9Pbp9bjumjFqYXtDGwhuJKRraxwMS4joNj1NcIOyCN0z0/8AMXTZbeNr
i0voLhWaQxRxXkio7swqHa6iJZuVT8P7W+No4UVpvnDQreQfVLG7ikLRhY5LaYRsVPwcibuRQEJr
UqadQK4qQU8/NPynqnmOzsItPtorh7eR2k9UooCkL0LUO5XthkEQNMVtvy314z8bjQbJInqrziae
R1ANRRDdrXw+0KfRuKZcQZBonkKbT9Ut7pLCJGjkjJmIfkiK4ZuPO8uKGi02XpUYaYmT0PJMHYq7
FXz15nvr0eZtQRY4Qv1mcM5mp8IlahZeLHr4fwxVfY2OoXVjWT0IOTxRUa4iSQhuG37z0ia7Gvc9
MVTrzxbwx+X/AC5FqcayyLDdjnxFwCRIhUq0av8Aa2p+Nd8VSi313ypFbxEaS7haAFoIKgcADu1m
Sa0puTirMPys1bQ73XLpbGyktJha8gXhijHD1FLAskEDcub1pU164qlv5z6fqY1m1uNPgsZ57yNI
LRJlsfUSUQ3fqTym6jL+mH+q0IYqODVA/aVSC3l02+8kajJa2OnR+ZbDVW/0GZ9KieSz+sEiBbgx
PaFjb1HIDY7+FVWXaFP5Y1D8ojdR/VbW/wD0dHFqrLwt3S7AUOsnohDH6k8dRsARQ0ptirA7a3kL
LbGzsVMdPUlk1adQ4Y8SeXrRpz32AO/h4KslsNH1C0uo5LKXRknkIH7vXL0E1anCgf4gXSlO9MVZ
x+cBA/LfW68aGOMEtwIFZkFR6nw1Hb36b4CyjzfMNtoi3EMM7SwegQCtbjToyOP2uSPKGP8Ak1G+
QbWTeXPKso1OwljksZeFzCzhb6xaThzVhssjfFxFVoOvthpSXqXmvyt5cfzI2jRTmW615byPUIpp
rlTGmolHYxvGpgUh7dCsb/apQ1qtCYsBJNvMHkPzbJevd6ZrpnsViMNvodzDGERmtBaiVZ9ypjf9
/wAVQBm2264aYgsn8raTqWh6GLXV9Xk1m5iaSSTUJl4OUJqqkAt9hdqjr1phQXzd5S8vaLpPmtdQ
u7SXUrGzkqLVhbrGXqQskjKWqify032rkaZGb1u1/MbQIm5ReXreBoSWJRowU4sw5DjF4oaHp79a
SY2h/wAydEvPNMGlamhht4ntEexWeS6PG5ldWdCkKMm8W1Sp77eAITEvEIPyx87QX4hvvIr3Cxgu
8Sa4iAcaL8conkVeLfaGxp4dchTO3rH5KeVNY03zjPfy+SV8rWJ02WF7pNUfUVnla4h4LxeeagHo
yEFR077isgGBK3zN5e00a/rUsx083s11I0PrX08IBl+KPnHHJD0IJbfqTv0wEMwdkj0DQjFc6lcy
3enenc25gtpGWwimDxcVaZaxSVdjuymNWYmo74AGRLM7LUNc8n+TLnVdLgstTEc1vHcsk8JT01Vv
UYm2VED8mQAKvfpkhswO5b0/83vO0toszeUDeq+0VxazTrG9CVNK28oG6/zY2vAE40L8yPMup3UU
M/lg2KvMkUhknuWYKzAM6hbLieINfiZR03Fa4bQYsq13zRo+hSW41S4S1huFkMcshNOUZT4aAMd+
fXtT3wsEi0381/LFyF+tTx2bemryKZPV4sRunwKTVWBrWgpQjqQFJCaQef8AybPdJaQ6rDJcSSei
iLyNXrSlaU+npihc/nLSotVk0+4V7f0ufqXUjwCIMhUKtBKZavyqvwdjWm1VUwstd0a+MYtL2GV5
RVIg49Q0FT8Bo3QeGKo7FXz15i0ZZtf1RluJfWN3OSw4hgpmJ4L8NSqsBt/ld8VUNN8sxSTcV1ZI
JeYVoZhy59ONWWCVCtfFjirKte1CXSNH8tSC4h1COl00iCxjeCYRylnVfTtw0deYB48fsg+NVUKf
zD0700QaTp25oWFlOyDeleI+JaNXr1GKvQfJvmWPVpfRhls2ghgqkdtFPE2z8RQTKlEVaCgrviqW
fmVo2t309nNFc6XDpsVVLahHFVZH2+F5hIDyA6Dj9OKsKhtNPNtHBfa9pYR7n0I4ntbExQ0U+o/9
88UY61OxbbqaYqySTyDcHQLo2s1nqdrqYSaOOzjgs4ZCkTtblpUJDo0pTx61GKpRpv5e+abewH6Q
0DTJZ4l+KZrqerbmpYpLEi8U22XFUxtvLnnm3hEVhpFjDZsA8T295dKy8wWdkBuChbkaqTt44qy7
8yNfv9B8pXeo2EEdzcx8VSKZWZCWNB0260+1tgLKIsvPNO86/mrdwvPp/k/TrqEH0v3LoVWRBybl
RgysTIKq1CPAdcFlkQE50XzB+a8+o2sNx5Qs7K1leJbiYigjU7SPUSGvEdBx9sd0EDvQfmu78sw/
mN9av7n0JbEC4u7RILqYvLbrHNbyGSO3cKDGi86MQqqa9ThtQNmW+XfMv5eXokvLCWwhe1AZp1Aj
ChwFJEkiRD7T8TT2r1xtBiWTXV5GNMmvIHWSMQNNFIhDKy8OSlSKgg4WL52h13SLb9IXF3pVxNHb
D1fhmUxSSXJdU5GAx8GanIde/wBJ2TSZR+YY47WO7/wd/or0dmFxcVVZJSoPFwleXVd6Ux2WkP8A
mVqtlNqGipBdw6dBJYWMENpPHM7iaRTIkS8SwJCTjv4+FcrlzbIckD5F0z/EQN3aahBqDJz9e2it
bly6NQc3HrW8y7t1Gx267jEJJez+TrJbTUWRtPt7Nvq7BGjsXtZHVWStZGml5DpUU8DXJBrk8n/N
TR/MF15/v3trW4khDRujQWc7q4FuhNJBVCVC9u9a5EtkTsksvlrX+RDadfPIPgqLSSgRQx+2U3+I
U3H4YKTb0jyj5S1DUfyu1fQZLWW3muroGOC9UwDivosKko5IpHuePt75IDZgTukD/kFrnpAJ9QD9
wS1Kkmu/p/y+3X8Rwp4wnvlX8qfMOkajZTXMWnyRWs0ckbpJOjRcJOTMiRiJWLKafHX7tsICDIMi
/My6eKfSIOUcUM7TiWeW1F0sdPT4mnpzMpZjx2U9faoJLGItg2kX9/NqcbW86cFuzbpLa6XbMp4F
PjUmNZObc6moHyGC00E/8qeYPMd5q8S3d5M0S+nySSwhjVg88cZUyItV2frjakMU87yQxebdVUpe
MxnL+pExaMCtT8PMUApv/HJME50X8wYbC7QQ2kjWttWqtLdLXmvxM3rPID8b905E9q4q9M8p+Zov
MWnSXkcLW4jl9Jo2qTXgj1qVT+ftirxzV9P0K58xaozGz9RryZaPcW0P7wyP2lZakHqBvv8ALFXN
o9l6nGxn06FpHLOVurQcdyVTkJWJIU06b0xVOvOcGox6D5cigigZxHdF3Eq+mrc1NR6asrdSaD5b
4qxX1b0yVljQiQkng3IsBQllBB96E1A98VZ7+UzzDV76I8RCsJVAa8zwkXt0p8W/viqc/mdr3lvQ
9OOq+YPXmsNOQSyWdsspkb1nEKspWSKEHkaDmenId8VYR5M/Oj8m/MN1Hp15ztrh5ki0631OziRC
0w4kJJB66Dc0JmcHfqdzir12TQdLW1mhtrSKH1lAcIoQOFPIKxWhoaYq8Z/N7XdS0SFtItYb+Vta
ica2IVPoG2KpFNIoSKX05ZgrVbiQN6M3dV6H5LtL30oJbflbWzrHJc7IrNUFgp52kZk3NCwk964q
mP5hWdzd+U76K3kuEfiCUtEEkki1oY+NQSpruFNfn0ILKPN8vX3k383oNWu7zyxpup6dZRfFEsaR
c40kNOCSStFNKAZG/Z79KZCmZLIfJ/5d/wDOQmn+ZdHubuK5WztblS7SzaY8ccbni7FfWnalGJbi
hY9viphoo4g9E/MXyTqdv5w0fzRpkT3GnaUbm+1k399K0LqUNIgkiXRRVCkUSM15UAHXCQgFgtuL
3SNC836Omo6pcXmuWCa1Hqn12+d47eIn03hYaZGaPxCSuoCMgVQU2wJp7T5PuBJ+Vmnt6EltFDpf
owxzSetIYYIzFFI0npwc/UjQPyCCtemSHJgRu8I8uaPdSW2s6Wtyq3d9FGIud0IF/cBkk4ySvGCP
3ir8BO1fA5EMyGXW2kJFpNrZXEtrKIkUOJNRs2VqXQmNC05/ZFB4ZK2JCG/MTy95cXyza+aJLWK5
1RJbTTjP6cVxwSGzUFoPijDFJE+EiTj33yJZRYz5atpvLXk2XzTFbQxl7+PTtNaJ5WuY19GaWV+U
M8Mi8iUHBpSNm5KRxwBkdzT1/wDKDXvMet2QvNblSRw1ylsA6u6x0tW4uUJ3q9eLHktaHoMkGEgl
Gu+TPzO1HzNqctj9Si003Ae0e6QVMe4oChZiN9+Q8KY7qKUNDvfzW1N5rDRPNGiStYL6c1tbxKfS
YOylTWM/ZIp9HTGykgI3zXp/nYfl1dp5tnh1DUReepb/AFUIgEQhPw9Il68uu9O+JWNXs8qg1jVD
bC3sjPawoQil5YzQN2WhA2IHvSvvkWxGaXqery6tD9Ynn2nUCISHiVZ0BDJUDap8cUPbfzK8p6xr
501tNCc7Qzcnf7S+p6dCnxxivwHffJSDXE0xPTvy080x3CT3waWVro3EzxPHU8ijE1eUkmqk7996
74gJJCc+WfIWp6fqcM80dwiRGMoWmhZBwlRyCqkmnFTSnfGkEhjWu+avN+m+b9XtdPhZzdXChJfT
tmWgZ41UtIR9leDCtPuOSYJhZ6n+cl2jyLZUVFDRSNHZlJQa8WQqTXp0r3xV6F5POvnSmOuchfGU
/CY44wq8VoF9IsGFa/Ed/opiryjV72zfXdRiuNJu7mV7ydYmt5oUX+9KjZ/UNeVfv6YqitMisbgG
6tNL1CQwkqN4polbjufjgZS3xV6eGKo3z3FJJpHl9gJ7RUS4MsPGGJwPUSoKtGiinYhOm+KsX0qU
QOJxf3X1mN/3MsEsCUBWh2aBlHQgknfwxV6B+Wl1Lcands13qFwiw0CXk8csY+MDkFVI25GnXfuM
VZnrWgabrVuLbUFeS3rV4VkeNXoQQJAhXmKjo22KvNJv+cevL9zrjaoW+oS2t3Hd2D2vH4xG9eE4
kRzxCgKAjDxNdsVeqwhreOKKaZ55HYqJXUVJoW+L01VRsOtB9+Kt3FnDccefIFSGDIzITStASpFR
v0O2KqwFNh0xV2KuxVp3VEZ2rxUEmgJNBvsBUnFUi84eSfLHnXR00vzBatd2CyrcxxiSWEiVVZVa
sbI2yyHY7e2JCgsVh/5x/wDy3aCdNQsn1C4ubO306e5klkRjbWggWBVEbIqFFtIxyUBiAak1NRSb
Z1Z6Jp1locOh2sZi022tlsoIuTMVgSP01XkxZjRRSpOFDEn/ACY8nvKJXa6ZwagtIp6knoU6VJ2y
PCz4ymK/lt5ZXjSBPgBC/wCj2ZoCamlYPHDSOIprZ+XtAigFstjDILc8eUsKE8iOVQSoB2f9nYdO
1MaRa/8Awz5c+sfWP0Xaevx4ep6EfLjWtK8cNLZRVtp2n2rF7a1hgYihaONUJHhVQPDFFojFWJeT
Pyz0Lylqusanp8s8s+sSmWZZSnFATy4oEVf2q7nfABSTK091vSdM1W1Sx1BHeGV/gEbyRnkEbq8R
Ugca9TT6aYSFBpj9r+UnkK3kZ109pCw4gSzzuAPar/j1wcITxlHL+XnkxZBIumIsgPIOHkBqDWte
WNBeIsiwsXYq07qiM7V4qCTQEmg32AqTirz3Wfya0bWdSn1KXVdSje6kkm9NZaKjTEEhVZaqKADj
iqkn5HaKh+DWdVUKytEBcUKcaEcSACN1BxVm2gaKdHsWtWvrrUC0jSme9laaQc6fCGbcKKbDFXnm
rflj5uu9Uv54L2yjtbqWWSNSsocc2LLyoaE77/f1xVFQ/lFdPbIt1qScz8cipExCuSGIRi/TahNK
/LFVfXPy+u9QstN06C45vpSTpLKxmtgxuCHTjwBV6d98VQMX5cec40CR6tLFCAypEl/drwU1KgU2
+Hp8sVZT5S8o6po109ze6xcaj6sXD0J5ZpFRiVJ485GU/Z68a/jiqC8/edde8v6hp9tptnbXEV0r
meS4d1KUO3EIDt1rXFWJxfm15+ZhXStNCkkD97NUBerHY7de2Ksq8vebPOF5omo3+pWVpDJBZvc2
YhW44s4jLoG9YRKynb7L/TirET+b3nYR1+pWvInjT6u9AaV/5a998VbT82vPryLGmm2rvI3GMLA9
TUgAUF0x5HsPl88VetatqEenadPeyFAkC8j6jFV60pVVc712opxVjlv55u53nEenxzRxSiNJLeW5
mBBQGrcbSi1bYbnahrvsqjIvNV6ZY1l01kRn4yMBdMVHUkD6sobYdjiqlrPm7VNPv5rWHQp7xI/s
TRFqP8Iaq0jbpyAO/XFW7TzN5kuoRLH5ckVSWBElwsbAr/kugO/y/sVTbTLzVLyylkubL9HXILLF
HI4mB2FHPHhty7YqwLS/zV1Z7qaLVIdNtREoHFriZSXJ7NFHdD4abggYLZcKd235hLcSLHG2lKzq
XT1b+eIMAwXZpLNQdzQeO/gcbWmUaXeSXlkk8qJHIWdWWJzKlY3ZKq5WPkDxr9kYUFhsP54/ltJZ
G7bUzEBK0foPFJ6xVSB6vpqrN6bKwdT3H+UCAopmthfWt/Y299aSeraXcST28oBAaORQyNQgHdT3
xVinnLzZ5o0jU4bbStGe/tniDyXAQsA5LAItHXkdumKoBPNX5pO0Eq+WB9XDBp42MSyPHxNVQ/Wi
EblT4iG27Yqndp5l8wTwXsl7oUujx2kLTC4neO5VyhBKLHCwYkrXv9+KpJp35nhpAb4oUSMyzR28
DsaUYqFkMpFaKCar7DFUwm/NTy3EaNHc7cq0RNuPWo51xVkmr6hLY6ZLeQW73UicOFtGAXfkwXio
JG+/jirHL7z1qGm6d9ev9DulSoUooAYHj03qu7Db4vDDSqGm/mhBqC/6PpN2ZP2ogjuwr0J9NHX8
caVq7/M6W3ujbL5d1O4kEQmIhhc0UkjcMqfy/wCe+NKjrDzvc3rFItDvUkUcnSWOROO9KcinAmvg
TjSsg0u9kvbJbiSBrZ2aRWhf7QMbsngOvGuBWKXP5j29veXtvPC0ZgkaKIIol5FHKlifUj2+Hp74
qqRfmbo/Csttd1LOBSJFoBvQ/vW3VSOX8MVX/wDKztBoD6F0QQGqFiNASQK0k26d/wCOKrf+VpeX
qE+hd7AmnCPt2/vO+Kpro/m/S9VmiitldWlBK83hB+GtRwEjPX4f5cVecfnfeRxa1pcZ9dpRbuyJ
DH6goX+In93J0C9sBLKMbYn5K06480az9UhlufTiVp7t6Ro/E1UlTLDQseQAHT5dcAKTGmefl5Y+
Xtb0rXrbSEvvTjlOnXv6cto2jaaNuUiehUVKinJWUUJ3FajCGJFI7R57m3vXtINQQJ6pjnS2tLNm
qu5YJBI8leP/ABWadxscbWmR6YyX093Da61cPNZusdzBJbwxSxM6LIh4vAjUZTs1CDvTcHCtLvPk
F3N5UvYbQsLhzCEZAWf+/TlxC0JNK0xQ8dtNK1DVtLBF5FcQyl2JuZkglopoQqyzRuq7bMFHWoPQ
4bKptbeW0M8M14LREteLQ+hPHK5KU+Hj9bSvsN/lgtXpXmjyhD5l8nS+XLy6uLNZ0g5XVm4jnSS3
kSZGR2V6fHEK7dMSrH/ykvNNstEOjnUbqedby4gs49Ukha6cW0cfqBPSVAyivInc7kknrgASS9Bw
ofKlw1tPrd7FHoNlqcpnllEryzKWUuV39EqtNtz4t1OVt6KsBp0c8RuPJtvwUcmMM19G5GwUK7CU
Bq9ap93XCh9DeSZYpvLFlLFGYY3EjJCzmVkBlb4C7bsV6EnJBqlzeU+YNB8nad+Y/l+TygtsNSE0
sl1Fa2z6mqSMwi9SeNZ4/TSGpIEdCp+LsKFXsmhaYNK0TT9LEnqiwtobUS8eHL0YwnLjU8a8a0ri
hhf5pSanDPpzWCXT8xJ6620c0i0QrxJ9NWAI5mlfoxVilvrHne49KFZdUWRDIRyiu1qUUndig5VN
AFJ8cVZV5avddu9P1a01O1uof9BbhPc+ueR4srchMzpyNa/Ao7+2KsD02RVn9eW3e3iDBXMkccwr
wBVvTJZSD2r9HTFWaw+W9YmgeRbYoZI1aEPp1gnHlvQAykhuleXT54qz7Uef1MAECT1IeJcVHL1V
pUAjv74qk+p/pOGGJ9YvNMW25ACSWB0iWQo9eYknIKkbAVG+KofS9Z8sLE/6Q1XQpZRvW1MUSgDY
15yynrirDfPi2l35mjfStStreE2UXL0b2O1Dn1p/iqsic+FN+tMVStPKHmySeIfX7iJGajOdQBAB
bqR6rdAe2KvVvJdk1j5btLRpvrDwtMrzeoZeTes/I+o27b+OKsRv/LWpajqt9O+jXDw+tMttOl7B
RlDFQfTZVKgMCwFfnhVbqFxc+XLKFV8mTapLKzhWeeGaWjH4hVVkISjHtTx6k47KmGj6/rEdos9v
5DntGnCGWOKW0XvQVq0ZPGvdcdlS2/8AzT1q11htIj8lXM00TRq6rNE3AuAyVESSqKjcVOBWReXf
ON9quoi1m8u3emJvW5ueCrXiW4qBuTth2Vhf52Rzvq+nCDRZNUYW7VlU33FauaLS02r1Pxb5AtkG
FaB5h80aJcyXeneUpo7qUNF6jfpaQCJjyYUYmtajcU+LfAyIZh+Q1lrekJrMV3p11Bazqt1EJeRL
yKWBCBo4F5sD8TftbeGGLGaAi0b/AJyHOoPpkfmyLTLe3jb9HpHpdvL6kEZPphyyypHIVAHEy0/y
idy0WOzMPy+0XzfoN5rF7r9/feYbjV3t2Mr2dnZCNoEMRYJFcOKOnAUCgDjXcsThAQSy3zYJz5dv
fq/D1QgK+q3FNmBPJuwphQ8W0ua8k/drp9k8ikn6xLfSwNQsPgB9SFf8mg7YqnkOjwy3Cqtrpdu4
q6TtdsY1p0Y0uX6lQB8OKvUptf02CdoJTMJVIBC29wwJP8rLGQw9xirFvK/lvRR5nm1RkM19FLd3
FjdcbmGkV2UDh45FWNpK1HOu/h4Ks5dFdGRgGVgQynoQeuKvG9SXzfNqd9GlrqNtaxyOkESo7IyF
iKKycqj4FJJ69fHFUemkfmb6SxI15EqFgD9ZTv0p+8+yMVek6Kt8ukWa39frghT6xyILc+I5ciKi
vjTFXjeo/k55stvMq3ejLZ/VTey3fKeZyjRyzSF4ZkWFW4vC6xkBm6Ma/EAqm3uOKHnf5rLD62ml
y8RbmDIqgggMlQd67V6U74qxbTZ9AkKC8e8aUM5VoBCAy8gwqkgbmdgDyavQb0xVmvlzUNOmW9Gm
NcwygIj3Nxa28cSAyKPtRKqMVD7qxrTFUDofmrzJPHKt1ZLO8TAxSwmG0TgVAAC3CsSa8t1PSmwx
VMf8U+YTMqDTJPTYVMhvLIU3AAICHsa7YqnOvj6x5TkM12bPnFC8l8pZWi+JGaQGMxkFeuxGKvPL
zRbe58sy3cGv3OuxQSrFKLg3zHmI+QX0prj0w1HXcx4qwO3sbCTUYoIo4EExhCyzKsaq8rEM705c
eKjk1T0pirPIPy7HmPUpJfrGmRwQWyW/qWUsl60TCRmCFZJDxDo3830dwqn8H5X6nBAkEXmGRY41
CIBAQAAKCgE1NsVZX5X0+TTtEgspJvrEkDzK9xQqXb1nJYhmehNd96eFBtirGtQ84+RrW+ms9R1O
7t723mnMkEAv1UUkNT+4XiR8VfxxVL9X84eVQLe3sNaltpR6kxnvrS8vKrI6qFUzxt8DOtAQexpi
q7TPMGhXkSRR63dXV0FjMjW2ivTb7R4m0koH4nv8sVY3ewT3nmLUhbeZfqEExi9GKSwuUuCUjUsz
QqluB4Agbgb4qn/5f6fc2+sxSSa+dbiUOlPq08fpyFGapkclPsg7HffbbFWY+YfL9/qMsUtlqElk
6jjIBJchGowYUSGaFenIMeu/UUwEJBY5pui6hq8bz6d5iMsVvK0E3FtSA9RKFlPO8rtXtgZE0gtF
/Nq313UorHTL6PnPKkMbS6XeCMPMjyxK0hmVRzjiYjxocbXhZ1FY6nORHqr2l1bBamOO3dCZA1Va
ryyCgHanXeuSYplihD39ha39pJaXaepbygB0qRWhBG436jFXkvmS48zeVvO1nYWPltJfKupz20X6
Rtru6W4jjUp9ZlmjRuPweoeA70rU1oBul6V5audLv9N+s2SzGFnP+9ZdpAwA7yFzT5HChg+veX9E
vPM9wt3cXtv9bZ2ec3yW9uoRvs8GJehdNuKkVxVfaeR/J1usiz6r9YDgMVfVnjC7ULL6YSgblTwx
Vk3luy0m3g1HS9FmKn00k9ZbmS8jR5hIi8WY1DD06kA+GKsBtBZ2fnHUvK9lrk0Os26wNchDFA0z
SoJVCK9ws05SJqsFTaq4LTTNrfQ1u7hIT5h1SO7VWkaEu8BdOVOSxyotVUuASo229sKKQfny7vdI
06zWDWZbSdRHEs0kkQMwUP6jP6vFS1Qu4/2lVGPzNqEiLJHqOlvGwJDrcXpBIJGxDb9MVTnQNQ1C
7vYxJJBJCtX9S2muHBXiy/Esvw05e/6sVS/8yNHg1JrJWLo8YerosBB5FSgJnlg3qp40r17YqxSH
yVPctJEpullNAQy2pcFaxslFu36bmniMVZp5I8p/oa4nmcTLIUESmRY0VlJH2Qkkp+HgOpH9FWX4
q7FUHq0by2Xpq7RM8sI9RApYVmStA4ZfvGKsW8+WF7a+X2ki1SYfvVqJBaRR7qVBZxbnj23ocVeS
WHl/Tri4MRe5vJGQkRK5Z+PLiKcLUMy8Po6jFWWm+8waPqFppmhXk9vYz26yei0NtFO05kkidijW
s0sm8Sgs3Hx3xVGw+Z/PMMEjyS3dyORIYwqCKgkJRLAdAPCuKvQvLMssujRSyySSu8k7F5oxDIQZ
3pyjAXjt7Yq87ubTUv8AF1+2mW94v76Z74W9nB+9iMlKR3E0yBmrXY+PTbFVLzfZ3UdvZR3w1B1m
l9E/X4LK4DK5X90kUMyVZmFa7+2KpBHoohgV00u+E/qxhpDpFsaIyrUFVlqKluvY/TiqFlu9GbzF
HFq9rd3FxMyLc266bb/WZB6f7sHnK5TcLQBe22KvRvKMkJ1yJFt9USnIpJfW0EENBGy1RotyTWgB
xV6BirCrPQ9ftbu+hvLS31SD1Fe01GS1s2mkVkHMSIjWSrxevZq+PbAythHk/wDJq00DzC9/YWzi
awuYZrc0tpGLLbFGEiC5RoxymbiOR+H7VTQ4KTbP9I/5WLfXqSawlvpFmikejZyJO7tXYv6kT7U/
lfDug0y3CxWTpK8TJE/pOwoJAAStepAO1fCu2KvObzzDLq1hfWk9yWsJlljkcy24pEHjXnH/AKNR
m/e1+1sO9cVTDy3Y+bbJobWK3MOklw/rrdW0tVdt3oLfk/IfF9odaDFWN/mDYWEvmeOC9s2uJnjf
0GjCmoMjyIhDBjVmkKim2Kpfp/l/T4WluZdL1OKRSUBitfUZwa8lq/ouBRe21Dir0HybaW9nZ315
bW1zH8CRtBcxejLI8Ad/U+3Jy5+rSu3TFUg1zypoXnOGeXXfIqhrk8jqSfVhfn0qIhLMIpByRAtC
3Sg8MFJtX8k+RNM8nahLPo9rrv1RoTBDpdzdwz2UAdlZ2gjeYsrN6QqSxxAW0z/Ma4nXy5BdQ27p
ctLGACIi8QfqH5Ep7H4sKGB+XfMetyXr28NneT8wrGFFt+ChVCOWBSUUKilQK798VegaBqDXWroG
TUlb42rdWtvDFUIFNWRVfwp8sVRHnLyYvmM2rC5Fs1vzBb0/U5BipAPxL04/jiqXr+VOiqAPrl1x
WoArH3NR+xiqa+X/ACbaaLfSXkV1PcSSReiRMUoAWDE0VV3quKsgxV2KoPV0hksSk6epC0kIkTiW
qDKopxFScVY7rel+VbfTFthZ29nZzTr6vrW0gtyeL8fUUenX4m2+LqcVY7aW/lTTgWs77QrW8KLH
Iyw3CgseKqtPrANCegrirHvPLpP5ktJtAm09mFtbRXF7MnNY5vXk+JTI/IKjEEqtT0+lVHjy7+bq
tGPrunulFV3NrcA9F5NQJ2+L6cVejeSbfUbfy1aw6iyPfI84uHjVkRm9eTcK/wAQriqVT6Nrb39z
LFfrBbl5TFbHThL8ZmZuTyFCWUinQ4qlOr+V/Md1a2sYvhNexyMXuY7NrVRHWM/7rjLFqqdq0IPi
BiqX2nkbzXNccL3VpoLdAQs8K3DO3AoI6oUVRyAbluf44qh5vy18zz38s415owZQzOLS6Vm+BTtx
cAAN8I/ydsVZL5P8q61pWrG4v9TbUUdj6aG3niEY4vvymdx+1Tan00GKoz8ztT1LT9CtpLC7ks5J
btI5JYlV3KenI/HiSp3ZB9k1+iuEV1SGAeYJvMGneX7q9ttc1BbuKKqs2oW8y1ain90srOeu1N/p
yZ4K2SLY/wCX9d/M29uGay1ow3SK5Bu3cR0AVa8L2SNHPx/ymmQBCSE+t9d/OyO7+rT6zp8qMpkW
elkKAUBB4sI61Ow5V774ghFM6/LvUfN11c6nF5ivYLsxJbvbfVxBReZmD1MDP14L1OJroghmF1P9
Xt5JzG8ojUsY4xycgfyr3OBDyt9OsFtxLqC6uk8HNhM9lBHaj1m+xxUtKETgop6tT4nsqy7SvPun
XcQjs7G7uhExhd7aJGiR029NmEjBWUUqCe+KqvnG006ezuBDcWFtrfpk2sl76VCwU8Ff1FkKqTSr
BDTwPTEqw/8ALTTNYbzLqF35hvNCkASOGxsNL9eQmeOR5Gn5XKxAMAafuE4sKVpxFQEkvVXdERnd
gqKCWYmgAG5JJwoeB/nN5Z13zL5uh1zyn5p02BbPT0s5bL9IKkxmW4lJf0aei3FZv23G/wAhWJDI
F6b5D1CHSvJukWOva5bXOqwwql1NJPbgl2JIT92Qp4g8RTrTud8IQVH8wtQ1KKwjutKv2gB9OjxU
kVkZJnLAUYH+6H0YUJFZ+e72erepZ2tCVKytf86ha1ojMOJ374qyjQdR1ifU4ku1WOLf7IvlJPFq
A/WVVCNu2+KsrxV2KuxV2KuxVL9ea7XTJGsyi3QeL0WlR5EDeqtOSRkOR8jirDvMr+eJtL9K4uLB
meUemY7C/HRXPxANMew6DFXmNj5F80tdxQ2Jt3YSo49S31WEERmlHb00oFC1+0Kn6MVen2l3+ZMl
0LWeLRYhHbo8r/Vr+ZzI0hCniSnwsEJqSdxiqeW1z5yEQFzNYtN+0Y7K9VfoDOx/HFU00J7p9ODX
RQzmWfmY0eNf796UWT4ht44qmGKuxV2KuxV2Ksb88wQT2mnxzeiUN59m4eOOMkW0xALSxzr/AMJg
KYvIdV82audD13TGunTTrea7gtIo1tWgdY7opFGqR2I5VG9fVANN6V3jbYAm2gajrt5JEmi6k2gC
OOcn9Irp0SsT6PIJHFbDqStSR2274oIRcc/5jyav6beZbVGjDRjUXj07h6Z3orBGkozINuPhXDuu
z0Hy7cSzatfmS7juytvagPHNHMB8c+xMcUAH3HCGBZBhQ82/MrTNT1u9+oXGo6npOkWareQXWjho
7n6wg4r++QOQgWSQvUU+EU36ghU1/Kqw0Cx0K5i0e6vb317prq+uNQaWSV7mREWRg8w5EEx+JNa1
xASSyjV7O4utMvYLORbe9ngkjt7lgxEcjIQjngyOQrGvwsD4EYUMU8oeVPMth5r1HWdT1WW4tbm1
jtk06SOscckbli8M3ryOyVZ+KyJyCsByNDUUklmsyu8TqhCuykKxFQCRsSO+FDxKf6za67cx2yB5
o5iTziEi8ncUohV9wWG/X2B2xVPbOwu29M3VrEsfBmMC2DK0cgPTmbKVSKUBPfFU38723peULSVA
IDGI0aLinEgg8eSPGo2J6cFpU7DFXnsEl7cFYTPF9ZdGKSSrbou45KauqJX7Tb7HFWf+Q59YbUVt
765W5toIT9XCT278StFqUhPgSKjb+CrPsVdirsVdirsVWyRxyIUkUOh6qwBBpv0OKqJ07TzQm1hN
Nx+7X5eGKt/o+w/5Zov+AX+mKtfo3TqlvqsNTsT6a1oPoxVv9H2H/LNF/wAAv9MVVYoookEcSLGg
qQqgAbmp2Hviq7FXYq7FXYq7FUu1zRNE1m1Wz1eCO5t0b11ikJADICvPYjoH/HGkg0lKflt5F+rP
BHpUX1acAyRq8nBx2qA1DgoLxFuH8tvJlu6Pa6ctvxJLiJnAcEU4tudq0O1DUDttjS8RRX+CfLH/
ACxf8lZf+a8aXiKO0zQ9K0symxgEJm4iU8mYsErx3Yt05HDSko7FClcWttcqq3ESyqjclDgGjUIq
K96HFVRlqpUEqSDRhSoJ771GKtRqyRorOZGUANI1AWIHU8QBv7DFV2KtMqspVhVWFCD3BxVIZfIv
lmW4e4e2YzSEs7+rKCSTyPRvEYqjovLegRABNPgHevprWopvWnXYYq650DTLu1axvII7rTaRiKxl
jQwx+mKDiAo/GuKoIeQfJIBH6DsqGtR6CdxQ9vDFUxsND0fT25WNlDatx4ViRUPHw2HTbFUbirsV
aZSSpDEUNSBTfYihqPp2xVvFXYq7FXYq0wJUgEqSKBhSo9xWoxVqJXSJEdzI6qA0hABYgbsQoA39
sVXYq7FXYq7FVNI5Fmkcys6Px4RELRKCh4kAN8X+UTiqpirsVYF+Zo0pLjTXv0uXEokjVrckBApQ
ktSOU/tfh3wgKxCe00iA28lvp+s3f1iqw/V0mJKov7HO1QFeLEHiemExHeq3WRoelW0ct5Y6qkEm
5DrJFQ1UfEZbWND9rf4vl1xMR3qusLjypcQrcQPe8JE5FB6jUNCW5FLVlPHjvvTbuMPCO9Uba3Xk
mG29FLGa6kB5gu94CWFAo+C3CgHZem+PCO9XrscaxxrGv2UAVe+wFMgq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqwr8yWv1OnfUr2WxcifnLFYLqJI/d/Dw
ZJOG9PipiqrolzYTvZxC2ubyWNJQ09xZxW7SF+Liq8YUXiu2wHgdzuqgfzF8s6hrtjBYaTYxwXB5
u0kqwgcAUBoVetd8VSbyn+WWt2sYTWoLNIowRDDaWttIwJTiSZLpptiaNSnUeFQVWSXXkzS4kmuR
YfEjNcU+r2I+IRqAOQHIUZOVQa1OKszxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV51+b3le+8xHR7K0nhhflMGMzFCwYxCkdJIiX8BXFVuheTdR0pbOxu7
uRmU3DRiGK0XmrIvwgTtOWYEk/ESKDp3xVV812miadbwPrVvfX1okbUhjWzjcsrxAf7z/V6jfcE0
xVQ0DVPy4vLR/q2kXFwscpBM8BupK0KBuStL8LAGm+Kp3bQeV5bW7vtN0YwS20Mkf1h7cQFQ0e/H
1ChYcR1XFWXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yqw/z/Fq8ktgNOFwzLHcM62rSK5KtEV/u3j2r74qpLDqjXOmmZ7v1FWYzUa4BUFRSo9Nt9wD9rf8
FWO/mkki2dl6ssvHk5T1/rMqB1aMglVFqaceVfixVD/l9BrsulGTRr+3jsDJvEIbz1QwArzpLLSo
6A9PDFWcajFdjT7opLc8hE5XnJPxrxNK1gAp9OKsnxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVgv5oX9nZDTpbxFkgZbhCjwfWFqfS349j2rXFVHy9rmo6
u9heJJ6lsnrRxcLWSPgUUBgpMcg2rxqBTqOvRVV836RputPZW+uwz3VqnqPHEsc7fvAUoSIrUn7N
RvtiqT6L5Y8i6S9bCxuws6svpPb30kZFat8D2ZXr44qzC4uLqbR5fReZIpLdvT+B0IUpts1qpXbx
pirI8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVYB+a+
mSagmmRLHLIFMzFYYHuD/uvqEI4j3xVCaZ5WtbG8sJLO0iQyrL65EN+AwC7fDLVo92/hiqM1/SGm
aBC72Q4uTLax3pcjkm2yOafRiqlplnbWCVle5vHcf3lxBqbUGwpxEaqDVfCu+KprNaF7KSVbaMKY
ywJjvFYDjXo4FPpxVl2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KoHU9D03U3ge8iLyWxYwSKzIy8xRqMpB3AxVCL5S0UCnGYmlCTPNX/iWKrW8q6EjJy9V
Sx4qDcS/ESDsKv8ATtiqIt/Lmk283rJGzNv8MkjyLv8A5Lll/DFUYNPsAai2ir/qL/TFVfFXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX//Z
uuid:51a8e5d8-49cc-bc41-8b61-de31119af019
xmp.did:86ba7c75-d244-410d-99bb-141956bf5e06
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dc2a06a9-72a7-4410-8211-bc90baf7ee98
xmp.did:12E4DDE5DF1CEB11A850F25C0F589369
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:12E4DDE5DF1CEB11A850F25C0F589369
2020-11-02T16:04:16+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:86ba7c75-d244-410d-99bb-141956bf5e06
2020-11-13T11:50:38-06:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/disenogt/Desktop/ART WORK DIVERSE/WALL MOUNTED/Pictures/Pictures of the units/Hi Wall G-M9-H2743 gray.png
/Users/disenogt/Desktop/ART WORK DIVERSE/WALL MOUNTED/Pictures/Pictures of the units/Hi Wall G-M9-H2743 gray.png
Print
Adobe Illustrator
False
True
1
595.280300
841.891590
Points
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-ItalicMT
Arial
Italic
Open Type
Version 5.00.2x
False
Arial Italic.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.38.1x
False
Arial Narrow.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d3e1
False
HelveticaNeue.ttc
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
9.0d57e1
False
HelveticaNeue.dfont
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d3e1
False
HelveticaNeue.ttc
HelveticaNeueLTPro-Bd
Helvetica Neue LT Pro
75 Bold
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTPro-Bd.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.00x
False
Wingdings.ttf
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.017;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeSongStd-Light.otf
CenturyGothic-Italic
Century Gothic
Italic
Open Type
13.0d1e4
False
CenturyGothic.ttc
SimHei
SimHei
Unknown
13.0d1e1
False
STHeiti Light.ttc
Arimo-Bold
Arimo Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Process Black U
Grupo de muestras por defecto
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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 Process Black U
SPOT
100.000000
RGB
35
31
32
灰色
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
明亮
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
54 0 obj
<>
endobj
55 0 obj
<>
endobj
56 0 obj
<>
endobj
58 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3073 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
59 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3076 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
60 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 3081 0 R/TrimBox[0.0 0.0 595.28 841.892]/Type/Page>>
endobj
61 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3084 0 R/TrimBox[0.0 0.0 595.28 841.892]/Type/Page>>
endobj
62 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3087 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
63 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3090 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
64 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3093 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
65 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3096 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
66 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 3099 0 R/TrimBox[0.0 0.0 595.28 841.891]/Type/Page>>
endobj
3097 0 obj
<>stream
HWn}oqfߛI @/!@@p4G`ȑW"VhM`CYu?~#o?;r3xk?'6ROz?.?].D@B1Ѕ Bԅ&'J?rݼ>n(3D(.DƤ6
ND~{7wv[u/`Z#9~{槺ߏjqYWQ _6ձf:#[w9
Hb_rMB jaɾLJxiϧ$\8Iw>uur'r G½]uz7Ur/TcT)ֽ^y2Ҳy!k^/:C\xsE->MuxkáV7>fˇC28Tۭnۺ;,t*y\ⷠ+SsS$qڈh5X6!s-ۧI|QA
λuOC"e&
;X:MDty63 O&zX(?~3,kU
u,moχ-iyH