%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
直角 2.0玻璃 JAM60D10 330-350 MB
2022-05-12T13:52:47+08:00
2022-05-12T13:52:47+08:00
2022-05-12T13:52:47+09:00
Adobe Illustrator CS6 (Windows)
256
172
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AVFlAzVYV29s6zieSoLQ1
vBUAA06HiMNEo4wGnuzt6ZAHegof1Y8KfEXJc3HUTstBtuf64DEdyjIe9et1ek/37Gnuf64OEMvE
PerIL9yOJap/a3/hkSAyBkU2sdGvHIZjJLLSvpCop4GprlM8gciGMplb+pCeL2ErAGjAfar/AByk
0eraCR0TdIQIhIkEsdRXpSnsa5STvzbxy5NWGs2v1iS3W4Bnh2kjNOS7kb77fZOM8Rq6ZRmnlvq6
nYSoTStCR06ZjnG3CaIh8w6dI8MTXMHqXNfQVZVJela8QDv9g/dkTiPcdmYmiJdW0+C4t7Z7mFLi
7DG1iaRQ8gQVbgpNW4jrTIiBIJrYJMgDSpLrENvC001xEkK/adnUAVp3r74BjJ2ATxIyPUYWIQuv
LoAGU9TTx8dsrq9wztMLNmNwnhv+o5GXJkEyytm7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XzlZ2EoJE7EI1K8gT+oHOpnLueTxwI5puuheXpgqmdYWAIJAahJ7/EFOY5y5B0coYcZ6pnpvk/yy
1DPOste3NQPwOU5NTk6Bvx6XF1KcweR/KBIPpB1r057fgcxzq8rkDR4u5Vm/LvytPukTRH/it2p+
JOAa3IOrI6HEeiiv5d20O1teyqAdgwUn7xTD+dJ5hiNEByKPg8tSxxhXuOZU1UkVP4nKpZwejbHA
R1RK2FzGCK8h4EVGQ4wWYgQsDX0Zo8fJPcYdl3SS78i+UNRuprq60sST3EnqzuJZ05uOQBbg4G3M
5dHU5IigfuYHFGRshUuvy38jX8kslxpKBpmdpOEs0YLSFWYgIygbxqdsEdZljykk4IHmEefIXlKQ
2paxB+p8hbD1JaLydpP5t6M7Ur0rlf5rIL35tnhRWj8t/J31WxtVsmSDTUmjslWecGNbmpl3D1Ne
R69O2H85ksm/q57DogaeFAVyWr+VvkMC3A0sUtVKQ/vp9lKCMg/H8XwgDfH89l335+5P5eG23Jev
5YeRVMBXTKNbMrwt609QyOJF/wB2b0cV3x/O5e/n7l8CHcy+1A9dTXx/VmGW8JhkWTsVYJ5xvBfX
cll/ihdCtljMcqQJKl3xlKcn5lgqn4SqHh+1UGvXO044RfBxH7GnIL2uvvY+8vmRdTe+i/MW3eOI
27Np8tr+5YxKiSByjK6LKU5EL3J8ckYD+YzEhW5TnybfvodzqA8w+cl1szmGGCOSIwmCSAPG441b
4pKDkP5lPicqyYzIDhjSeMMts/NOgXpkWzu1uTFT1RCryFeVacuINK8TlEsMo8xSiQKJ/S1l4yf8
iZf+acjwlNu/S1l4yf8AImX/AJpx4Stu/S1l4yf8iZf+aceErbv0tZeMn/ImX/mnHhK2g9Ynhv8A
TprSC6ns5JQALiOCUsoqCaVUbkZPH6TZAPxQdwwObR9IhleFvPl9G0exilkYMqpGIOLcTGx2Qcq/
tVOzGuZ4ySO/hj8btHAB/EUfbP5dtWh5+cZ2aO4S4IaaUBkXb06FyKOx+PsT26UrPGf4ByZ7Dq3p
mhRTQSzW3m3ULyGWF7dJI/rEkYYqqFgS0m449jWvcb1Z5qNGER8lEPMrpPJ80kUkb+atX/eBl9QL
PzAcsG4luQHwsQKDb6FCgakD+CP2KcdirKyXybctDHCnmrVo1jUqSovFJq7PX4JEH7QG9enhtlM5
8UuKq8hw19sSziKFc/n+tK106F6eolPlTfNkZkOmEAUamj6awFUZD7Mf6nKjlk3DFFWj0O0UfBIW
Pbnwb9YyJzFkMIRMGlRKKMVcf6tP1HK5ZC2RxhFppsSj4C6n/JZv4k5WchbBjCIjtCFp6klfHlkD
JmIqqxyrt6jEdqgVwWGVFukn+/D9IBwJbHqDq4P0f24Nl3bqe9MUtingMFquGKrwxwJXhmwJceRx
taVrMH6zHX3p9xwEpCZ5Fk7FXjvmj8yPy2tfMF/a6v5ZW91C3ke2muWhglMgiJAHOSjEU7Hplkc0
4ihIge9iccTuQEgj/NH8rBfTiTyxbPp8irwgXToVk5sRRnkMjK4Yjp6Y+eS/M5P50vmUeDHuDJPL
3mz8t/M2rSW1p5RiknEc13PJJBa8z6RqxHL7TFn7sOuI1GT+dL5lTij3BmvlTQrOxn1WRNM03Tbf
6wYoBYQ+i5iiqazuCA5qxIoBTfIzyzn9RJ96Y44x5Clut+dvK+j3MME3OczwPcxyQFGT042CseRd
a05CvGtNq0qK1skF/wArL8qc+HoXPIN6dKR/a486f3v8u+Kqb/ml5QWNZPQuSrelxp6W4ncJHSso
+0TsOvhirK9NlivopJfqxhjWV44iXVuYjPEt8DMB8QPfFURNbwJDIwWhVSa1PYYqxyLQ/KF1qN0b
3SdJeb1H9OREWWd+ZJkMoaNSrNQV3auWjPkAoSPzYeHHnQRp8reSiWJ0iyJcUY/V03FS1D8Pia4+
Pk/nH5p4I9yLsNO0DT7cW1haw2duCWEMEfpJU9TxQAb5Cc5SNk2UxiAKCHur5o9Tht4Y7R7V+Hqt
LcyRXCkluXCEQyB9gKfGK79KbxSmP+gf58sVYI95p0NC91EgPQmRR/HMw549SHCGnl0BWJruhct9
TtQO7eslPwbIHU4/5w+YZjTZO4/IpVqf5gaHZSNHbl72UCgaLaKvvI56e6g5jZNfAbDdyIaCZ3Oy
Xj80ZTIBHYKRTdDN8X0fCP1ZQe0R3N40B70RH+Z7EV/RY/5HN/GLIHtIfzWY7PPeqW/5sQtKA2nc
EJ6vK0ZA/wCekaL/AMNkT2j5fay/IHv+xNF/NDy0HCTc4R3f93Iv/JN3b8MsjrYHva5aOce5XH5l
+STX/ciu3b0pv+aMu/MQ7/vavBl3LovzG8my19O/DcRU0im6D/YYDqId/wBhT4EvwQ5fzF8mnpfV
Ph6U1fu4Y/mId6PCl3LJfzN8kxNxk1AI3SjRTA1HzTEZ4nqpxSHRo/mn5EVQzaoiBuhdJVH/AAyD
D4se9fDKOj876JKyLB68xlp6brbziNq/Z/esixjl0FWyXECjhLGdQ/OeyhWB7ez9CG5iMsMupzJY
hwNyUEuzgLuaNlfiHoGXAO9CwfnTKlrHcSxWF9HPJJHG1jdh1VolRmV2QTJXjMp2bInIRzCREFP/
ACR+altr+u2+mPYSWs9wZPSZZFlSiRtIeR+AjZfA4wzWapMsdC7el5c1uxV8q/mDJIvnbVaSSRgX
11TjdRxgfEeisDxxSxcyzeoo9aYfDbfD9ei7SH2rt+GBXo/5Nu7earkNI7UsL34WuEmA+Nf2VFR8
zhV6r5v8sXvmHy/f2tlKy3aXkjRQGT07eUtRCLgcW5IqsXAG/IAjcYoYf5o8sp5cW3SHUnsy+kyw
y28LG2tncFdhDbQsHduheQ1Pc+CqXyX0r3rBfMssZ+uhhMs92WH+h05/Fbt/qdK/Rviq3TbmWYWs
S6zJMWh04egLm7XnxmYmOphpRfCtN9jir2C7F2jLDHygmkAaO4EzzIpEsaUdHKcq+p+B3G2KsL8r
T6hoWra3aXuj6w36QlskjdI0ksI0SxtoJJVKyFVrM0jSkVJAr+ycAZFOJLvT4tWuZIZdDS4jZizs
Styqklf3hBrWuxwsU3j8yeVhGon1KzEwUGULOlAQKsRVq0xVuS5luVE+lzWk1rIB6Tt6jA70Y80Y
hvoxVKL9mOowxzvojX5EbwRXCuJ9nqGSrFuqnjQdcVTNP056h5tYmOopRJwQKb9W8cVfKb+YJ0nX
1IElhr8bUPqHbtQgdfEZr/BiXMGaQdF5jQk8AsLVpvtsajr0PyGDwAFOYnmVja+rNQMr1oCUI47e
FMPhV0XxSeqyTU7vZoJGKHoK0H0k4iAQZleuu3vpozSGpNKVPhXp1wHGLZDJLvWxaw8sp3Mrn4nX
rt2+IUoPGuJxCmPik7Ksl7Lxpz4A1DcSB18KDERUlBG63KhtvHtkqY2qLdIqjk5Vtvb8caSGm8z3
mmpJc26q7WiNIiShmUlASFNGUgGn7JHzxEATujircMJ1H8ytalKz2kNjZn02V4Ega5UmteTLfG6U
N4cTmZHFEcg0GZKlfefPO73SxR6xd2aGGRVgtyNOiAo3+6bcxRL86e+SYr/KLr/j7yjVS1b61FHf
mam/AryXjXxwqx7RyghQkozNbSgKefMALKailFocVen/AJb6fNf+RrUBf3UWo3odlU8hW3seJ+Eb
79yemY+omI1bdiiS9j/K3SdBtPNuh3FsbuW8kMo5mSJoQGsncyFFTkFJLIBWoI8CK14suMyAB9TK
eKYFkbPfczHHdir5R/MG89Pz5q0QN1yW9uTSJpaULH7PGJgPvxSxhbuRhyBveIFsCTLJ+zKfGL7s
CvQfyo1MQa3f3RW5mWDTb6TgzOxb4lICh0QVPzwq9s1HzhoPlyy1K51K4Akjllljs0Km4m3ChYoy
V5MzbDt40GNqAxbz35ltb+Ez6ZJetbyaZJM0kNpqYV4ZPstWC3cFWB/boKb1pXFCSreaudVjT1dR
9SbUQqEwa2KObECrE2nwfCep7f5NTiq2zvdRsZI1uZL544rLTnm9OLVZo/SMjAfGLcwkLyrQtSla
E0NFXpCeaNL1C9t4UWeCcytCkVxBLEX4zqVkQleLI6RMysD7GjfDiqIfSfJ7X9zLFZ2D6vEGuJWW
OE3CM1ayGg5qzHq3fAndKr/VbRbi5hTUbWKYmUKGsJJXQAgUYrKA5Xftv9G5QnllNo11axzxRpKj
CnqCPiCV+E0VtwKjFUUrWKqFWLio2AAoBirFbnXLZrxp01eGK3DkRwvp8jSKBx+HmXU/tjfjvirJ
7e90y5hSeD95FIKo4GxGKviKe/RiFGwalS25BB/ZA6b7dct/KQ82rxpIzTfKHmPXOEum6dc3MYJ5
mMAsArGuxHxUp2weDAdWYnIoK6tL2x1I2dxbTW8ykfA4EbEcuIK1B5Vbaox8CJF2viG6bkvXt+Si
KTjtQPXqfcJvX+OVnSg9WfjEdFRNQeRFZYDwIPJDWvYA1pSnvkPynmyGbydFqckBMQhZZHrzYg/E
2woKIvj4YTo76o8ajyQMusMQ5dDUAlaEEGgr1IGEaPzY/mPJfb6iGNAtW3LcSX2B6/Z+yPH5+GJ0
vmkZvJzTiSRRO0yMwJA9NulSD1Irvt88H5YjqnxfJR1C70yOzuBFO0k7QvwPwx0PA0OzPiMBG5Qc
rAGYMHllkWRgCTHIZCW28VH/ABtkkK1rHK10npxlwIZS3CIS0BVv2W2xUMh8mcP8d+TwhLKL+zAJ
AU/73qdwK4qkmnkra2wkLMfqs3p/vVZQCsopwFSv34Fel/lr51HljyLA3Dl9b1G+FQaMPTtrDpUM
P2/DJxiSgyAep/lP+asmvfmJpOlLbJFHcfWCx5ln/d20rUpRR1X7sJhW6iVvo7IJdir5O/MOSAef
dVDNbhvrtzXmbjl9s9eHw/dilj6yW/oj47ehW2rvc0/vTgV6B+SrxN5qugjQk/o682iM1ack6+rt
TCr2q60byrevPPrcFs0iXMyQTTsEYClSqtVT0rtiVDFfOuhaJYWy2ukafEbY2VxcKkSzSBfshpVM
TrT9ndqjpihIhpD/AKRK/oUA/XuPD6tf0J+o8uNPWr/lU69+mKrdIsY4fq802mpDEttp7NO8N2oU
PI4D8nl4AsdqsKHwxV6uRpcElrZ2HoRRRiqW8HBVUfWISaImwFWxVhtpp13a/me2oJDDd2UumXls
9/HcqWT17yW9CNDxWp2CbV26t2MerI8kXqPnbQoNQu7eXW5rR7eRucXoWxVeJJKAshJ2Bp32yTFP
bHzt5Tu4VeO7gRj/ALqlaOOUbkDlGxDCtO4xVB+Y/N+hWs8dkb57O5Vg7m3SCViKMvpsJBJxqaHo
DWnviqUDztpAcl9au1KGrQvbWgPEGu9E6MBiqN0bzt5ek1ArJq0s6yAqsNxFbRRxkfFUyIiGtBQV
b8cVfFNnqIkvLeKQhIZJY0Mr8uCqzAE7EDvXrmSZtAju+xPLfmXU9Eii0ix8n3TaPClstrfWalkm
9aFWMlCPsr9kmp7ZYNPCURLjF9xSchEiOHZif51ebbuz8uN5lj0afSdZ0+eC3imuVQCVbkVkKtsz
iMxBar0LKdiBxqniEaqQlbMTJvZ5RL+YkL6VG6ebIhJDdLPbWZseDLLbzoYpXKB/3dE9QIvTfZeV
Mr+DO/NV1D8wLWcWllL5ntZrSV0Mxt7OSH0ESQyCqkMrFGiU8UqvZSOuBNq9v53tY+CyecdPkjLx
lT9SlIjoJCaluUhCsV5UrzWoJ8X4Lfms0n8w7GWO4kfzJY2FzfyFrtGsS6Hg6gGNVj5JypyHFv2a
/DtjuthBHzZpMk91M/nG0t7y3Cpay22nyKsomMDyL8K0URiNo6+AoNjs/Bb81HXvOVpd6Nd6VB5s
t57aCEzWNuLadC8siAzxh25Fd2YL6jUpud6UR7lPLm82TWI5omiMznlVeDfDyDHpz5cfpIyZtqCU
3E8ixyRRu6xEGsfqcgf+BoDlLYr2sUXqK7yRGkE1Y5PV3+B/5B/HFQnvktlbz55RZUVAb+z+FeRH
+9yj9ok4qldlBciztRHC7Rm0lJdrdRT+9O0nxMfvwJTVLw2vkTRzWnLUtTG/h9U07entXLcbCTN/
+cc9Vhn/ADl8vQq0pqLziHcMu1jOTQAeOSmdkB9t5Szdir5o88+X/N8vnTUpbXSr2W3N3cPHLHa6
k6FXYlSGhUxmtf2cUpGPLHnfgP8AcLqFQsAP+h6p/uuQluqV2H9mKs0/KvSvMdj5huZ9S0y9gt/q
N0qu9pqA+NypUD1koSabAb4q9G84+UNV8xad9XszBFJFfyzVvFcKVK8arRW/ocBCg0wXU/Kes6Td
/o+7soZkOmzNFNGbqa3ExdQEiESI0bk8jxb4KUxAUlV/Q8X14t9RtPS+t8q+lq1PT+qca9K8fU28
a/5OFCHh06e0ht5otOhaeNNOAWOHUTIHWekxUScY+SKeTcjxp0xV7ZJb3coVXnQKHRzwjIJ4OGpU
u3WlOmKpHY+X0t76W4k8v6RahfVMV9an/SKEGh4m2joWH2v3n34EkoHUtSlWaZI7m6jRpWj4DSXu
FAJYkBljoyH+bevzOFChLrc0oJS7v0TkUCtoszEE8t94R8NB1p4YqyiI2TxI0luksjKOcjxqrMad
SpG1fDFWOXGq2X1h6Xk6CrBIl00sENSyUPoknivw9d/Y4qnmmy6fPp8DmJbiqisrwCEsQaV9MqvH
7sVfnKTbXKK8F2qSV2jk47nwoQG3r1yJyStkIB9Hfld+fP5kaf5ctrK+8t3XmSCBmt4byxjnuJfs
j0lb00fvypy3IBp0xErSY97GPzQ8zedvzAmkl1SHU7DS7ElRpsWlTpHCQaOZWd6s1dm3oNumTjIM
TF5M66CrEPdXLUPpmlrFx5A71KXAr9+TthSeaF5rtdEtzFZXBZGd2d5tOt5nYMqgqfUnaiUQbYOG
0iVJlc/ma10JDNcuDIiRsY7C3XZEMYCp65Tdepp+vd4WXGoN+YMAsp7Fbmb0Ll5JJA1nBKQZmd24
F52pvM233774OErxqr/mdKpEwn4mp4A6dbOak1JIkmepDb8jvUDf4RR4F412o/m1qtzouoaPFqE/
1fUg/wBZt1txBETLXmpCXBXeu7FDv8smJECtq+DE0WA2sNxdTxQW8byNI4SKNRyZ3cgKqqOrMdqD
fEsaTc+SvNKkibRb1RxNQ0ZiP3uuVWzATK38oeZFasNhcQs0EgqbuCPs9K144LSAn/lHyN5uHnDy
ze3KQ+la3tq8pkv7MuFS8VzxQzc3PEdFBJ6DfFFMb0ryvbzQWrtrWkWoNs4KtPOW39T7QCSeO9MU
0qeadJt9L8maFBHqVrqitf6m/wBYsDK8ak2+nLwJmSBuXw16UoR9E4MSyL/nGNE/5XV5ffYgG8C9
jU2FxvT5A5KSA+7MrZOxVhuueatUstSeFNN1OVUpQ2cQlhbatQ7QN9PxZkQwCQviA97CU66IK186
avPNDE2la3B6jqnqS26hF5b8nK2zUUd/DJy0wA+qPzYjJ5FQPn/VgvI6N5gBISiizBNW+VsenVu3
45L8oP58fmEeN5H5L1876z6iodH15QUZuZt4yKqnMdLc7tTiBTr4YPyo/nx+afF8ijbHzJrc97FZ
/UdVhD8f9JnSJYhzhEo5P9XJFPsnbZ/hOVywAC+IJE7PJPYdSvYFMcvpzOCatLMob5USFB+GU0Ga
I+v6j/yyR/8AI1v+qWNBVh1e6DcTDAG8DOa7f888aCrnvdQZSptY6MCD+9bv/wA8saCrP0tcV4+h
By8PXNf+TeNBVT69f/8ALJF/yNb/AKpY0FU11a4ZuKwQFv5ROa/8m8aCqhvr8CptIgB/xa3/AFSx
oKsXVLlm4rbwM3gJyT/ybxoK/PS6sbWcgzWqMzmpZRQn5spBzFBIcghl/liw0j9BoXmkgkSRh9VN
1aK3FQCFVJucik8tgO9fHAWQ2THUPL3lySVrS4u0kQEAyi901o0COPU5SRh6Aqw4b77nfpiLCkgo
CT8tvIq3UkovLlI24kt+k7CR6MRIzLSME1QbdT4jxn4hYcAROm/ll5DuLYyyX91GTIYzctrGnen4
qTF6LSUp169PfY+KUeGEquPy+8vM7m21Fi3rSFVlubP0xbAyLFV1EYZqopZ9lpvTcY+MV8ILpfy+
8vGzkMF5GXWhjZL61Kn1SUiDNT9l1PPYbFSBQ8sPjFfCCu/5d+W4boc9RB4h2NNSsmPGMgEKQjcW
UbLUb/s9MfGK+EEnv/Jmk2enXUizmabj6lqI761YsqqrMjxBQa7+PxbU3qMIzFTjDDY5ByiD2s1V
NWr0r7kANx+kZLjLXwhVluIQp/0WKlDtWX/mvChFQS2zyBWggjH1eT4mM9Okn8rE/hirIvJSWp88
+VOD24I1CzoE+sVP+mp05Cn34qkelyRvDarUmQ2z/ClrC/eUdagn7sCUdrkfo+RtDRgyF9S1Q0mj
WA/7zab0FafTk4EBiQy3/nGh0/5XT5YQSIWH15nCsp3NjcDt7KDkiRSKfdeVsnYqxTVp7iHWzcJB
A9xCnKIyajJBX4TQPAAUofEg+OKrv8VapuDFpwkAqEOoJU1pT/deKug8yeYrl+FrY2FwSCUEeoBi
eNK1AiNNz2r/AAxVPYZdRaFGlhWOUqDJGDyCsRuA21aHvTFV/qXv8g/z+nFWEa35R0W582QXUsVr
FNcb3C+pDFK7Ny40iMTNL6jKa1cd8VZshukRUSJVRQAqgAAAbAAA4qwu98qaTN5silZbZZJH9VoR
JCsrSqpZoxB6ZLI0e7/FUgmuKs19S9/kH+f04qwmy8qaTB5ueVFtUZGMsVokkHNpAFb47cRKQIw1
V+MkbYqzR/rUiMjxKyMCrKwBBB2IIJxVhnl/y1odr5puprEWnrQVZbaCWBnU8ir84EjQxhZP8o/F
irMpVuJoniliV43BV0YBgQeoINQcVYh5S8t6fZ6vcXFubeaa1BSARzRTuqszr6rhY42jkIquxP7Q
xV8UFnKhTTlT4qA1p7ZjU5LMPLHmqDTdIS2bULmylgl+sQRwTX6APyozIkFxHErNHVS3Cv4Y2VoJ
3J57tZY5YDrl2sM3L1ec2q0kWRf3iyf6R8Suxq3L+oIsrQSm7/MW6ee44QvMZPglvlv9SEk/Bqo7
F7mvUcgGGxONrspR/mJqSMvKGdggUoDqOo0V1BBcf6T1av8ATDZWguk/MzUS0XEXCJDQRxvqOoMn
HjxK0M/2ahTT/JUbitRZWlh/MPU3iSGRZ3gSMxel9fvwhVgwZQon2B5nYY2tIkfmjrX1iKdzcvNC
vBGOpalsvELQAXG26Kfem+GytBC6h+YGrXun3VjKJmgvFYTK99fSozO3Mu0ckzozcqn4geuCytMP
uIIVt5G9NSFQkLTbYdNqH7slE7olyY7dm39E8PRVqH4Y/X5bj/L+HMhx3QugmFalfq8ooDQ/Zk8Q
cVDLfJMso85+U/QkkjibUbPkhuUaoN6o/u1Cn8MVYzpUkHp26SRxGls55y+r2Mpp+7P8MVT/AOoW
9x5F0lW4SKmqalxKg8d7bTunMcshM0zjG2af8466XbxfnV5fmWNVZfrdCoAArY3A7ZGMt0yi+3Mt
a3YqxHWhMmqTP6jGqAALpkt0SAKkesmxH+TiqWvEJTKkkrMlPUgLaHP8JDV7r247AgHocVROlWmr
S3BitdRjtpApd3OlSWwINB8LO6/FUivWvyxVliQ3ARQ9yGYABm6VPc0xVv05v9//AI4qld8l6NWt
eNzL6Z41CQLInVq8pTunav8At4qmnpzf7/8AxxVKmi1E6+v+ly/V1AIj9BDFujA/v/tdRv8AQO+K
pr6c3+//AMcVSiIX3+IHRriYxAMRW3AhpwSgFx1PX9Y7Yqm/pzf7/wDxxVKbBb0axdRyXMzqAzKX
t1jiAL1AWYfboD/XFU29Ob/f/wCOKpToy3hurkS3MzEd5bdYFrzf7LqBz/pQ98VeL/8AQox7ebP+
5f8A9nOVeH5tvieTj/ziMT182V/7d/8A2c4+Gvitj/nEen/TV/8ATgf+ynHwl8Vv/oUgVr/irf8A
5gP+znHwvNfEb/6FJH/U1f8ATh/2c4+F5r4jX/Qo4/6mr/pw/wCznHwl8V3/AEKT/wB/V/3L/wDs
5x8JfEcP+cSKf9NV/wBy/wD7OcfCXxG/+hSf+/r/AO5f/wBnOPhL4iVea/8AnF8aP5X1jVz5mEw0
6xubswmxKB/QhaTiWFw5FeNK8T8sIxoOR8vpKIZCyu1ADvExjP0Eg/qyxrVJkkSVGZgxeKU1DrIa
EN1Kk74qyjymjr588neqrRy/X7TkhhSIU+uA/s0r92Kse0J5FjFJGWP6tJzRZhETtLTrXl92BXs3
5KflIPzE8jCMar+ixpuo3jVNv9Z5+tBZj/fkPHj6XvglG2UZU9g/Lr/nHD/BvnCw8x/4hF99R9b/
AEUWXo8/VgeH7fryUp6lfs9sAhRSZbPacmwdirDtb+prqshqvIhKk6pNaGlNz6KLxFPxxVAWtukr
TLbxerOxLGGPXLqQDcNUDh8G57DFU8PljRnHJrq+VmHxL9buGHSn7TH78VTfhZf78b/P6MVdwsv9
+N/n9GKpddWET6va3CLyhRT6spuJo2UioUCBUMcleZqWI/ViqY8LL/fjf5/RiqXSafCdajuwCYVj
4mX6xMCCa1H1cL6J7fETXFUx4WX+/G/z+jFUmT9ER+Y3c3MYaaMxrW8kMhk+CqC0YekNk+0u/wB5
xVOeFl/vxv8AP6MVS+ysIY9Qup5F9NZDSKRZ5pS67GrRugSM1r9muKphwsv9+N/n9GKpfptjFBc3
kko9NZpKxss80/JeTGpSRFWM/F0Tbt0AxVPcVS3Vtds9MgkuLmSKG3hYJLLO5jHNgGCIArs7UNaA
fxpZDEZGgxMqRK6jZ8FaWVImYsArsFNUJDUr1pxOQIpkqNd2i05TRrXpVgK/jgVcLiAtxEilunEM
K4qgtW1qy0yIy3U0UEa8ectxJ6UY9QlUHKjVLEGgAyzHjMuSDIDmsm8xaTbWiXV7cxQQvIIUl58o
2dk9ReLgbgpvXIyjSgoa688eUbWRI7jVrdJJFDIpepIY0WlPHt8j4HIpVm82+WVco2qWwYBWI9Vd
g6CRSd+6MCPniqEvLzyz5x0XVdBtdSSaO/tJ7S5Nu6mRI5o/TdlqCKqJR264q8M1z/nDOzuGQaV5
ouIYVXj6d7CLgg/5JRoAB7UxVi+u/wDOH3nqOdDpWq2F6gjdXeVWs92BACpGJgeu5NMVSvR/+cf/
AM0tH86+XZ5tDWSy0u8gku762mRozGlwJGcB3Dmi70CV9sVTG1/5xP8AN9tp9vcWl6kt28BV7e5t
0RELq1QWEk7bFv8AfeKvYP8AnHT8u9f8i6Ff6VrPptcSXL3AkgEvp8XSJQKyxxEn92egxV6/irsV
dirEdeuYl1E0BQqoof0ZNe9a1pLFt/scVS5Lk286vb84mYAM8WizqTVjWrdtuv0UxVEnWr5RHIbm
UoG+Ouk3K8hUbfEwK9ep2+kHFU50S/WeyH1gPNPGSJJnt3tQ1TUcY5K7U7g4qmHrW3++sVd61t/v
rFXetbf76xV3rW3++sVd61t/vrFWINf3L37UFzWOV+LjSiDT/Jlc8adPi7gHuRirL/Wtv99Yq71r
b/fWKu9a2/31irvWtv8AfWKo3FWJeePJOi+Y444tRvDaBWldWUqrkTQG3kQFj9lkIJ26gb9sy9Nq
ZY/pF/221ZcQmKP46Jy3lvRriygtr61hvlhPJGnjV9+XPaoO1e2Y05WbbA3/AIX8tARgaTZgQ09I
CCIBaVpSi9q5FK+38ueX7a5+tW+mWsV1yL/WEhjEnI1q3MDlXfxxVD+ZNGtNStHhuro20E4WOakj
x8wvIhOSPGaHmaitDl2HIYmwLYyjbSeXbOfS4rSW6nmiV1kWaG4mjduEYjFZEf1GHEb1Y1OQySs9
yQKWHyfpZYH170AJwCi8uQPtFq/bqT8VKntkEorS/L+n6ZK8lq05LjiRLPLMu9DsJGYV264qmWKu
xV2KuxV2KuxV2KuxV2Ksb1C3kn1ZzPyggCAGaLULiBiewMEbIv8Asq1xVo6bpjUc3UzKlBX9IXNK
irCv76neuKttpOnsqr9YnDCoVxqF1y67ivrb/I4qr2UVvZziRLp5ZWQpSa6eQEEg14M5Xl0FQK/f
iqOOo0BJeIAGh+Ndj4faxVv9I/EV5xchSo5rUV2H7WKtfpIf78h60+2vU7U+1iqAu9c1ZZuNhbWl
1HxDM7XYjYV/yQkm304qpPrnmUSqqafYshp6jG+IK7b/AA+ka0bbr/TFUsktrsXElxBZCUs5NW1i
5APT9gsyrvX4R4Yqmqa7rzMoFlZlORDsLwEgA0NB6e59tsVV9P1PX7iZVnsrWOHgxd4bozMGDUUc
fTSoK71rt0xVMvUvP99j/P6cVd6l5/vsf5/TiqIxV5t+bd/+Y0Onvp/k7TZp59QY+vqUDUkt4kRA
Fj3WjO3Pevw79yDmy0EcJN5Dy6d7ias5arGOfXuZfPp2tTWccenaidN4u5q8CzsULsUFJCOPwkbH
8M18zu5QUp9G81vLM8XmL0kfl6Mf1OFghNeNSTVgNvnkUoyLT9aXUTcSasZLMyM4svQiACEEKnqD
4tqg1xVKPzATXj5e1T9CRSy6nJbxpYiEsG5CWsoDKRxqnuK0pmVpeDjHF9N7tWXi4Tw80fp9nqp0
gxxXT212zIxnuEMzV9NPUHFvT/bqK5VlIJ2bA22meZ/h462lQtGraJQtyJr9v+Tanjv7ZUltNN8z
j7WtRtsa/wChqNypA/3Z2ahH3YqpDSfNnU6+u/LkPqUdBsQvH46im1ak19sVT7FXYq7FXYq7FXYq
7FXYq8981HTJtZZ7rS7+S6VAvrWcVxKhVQWFHW2kUEDwb265kQwcQux8x+trlOj/AGpVL/hoqWGj
arHHL1jjsr0UNetBZ8l48tvwyX5X+lH/AE0f1sfGHcfkf1Ns2guQzaLqwclS0n1S65GtCKn6p2/2
8fy39KPzj+tPijuPyP6k4XXdEhgj/wCdWmagoK6fcM/wKnxNS29x93tg/Lf0h8x+tPieR+RbGt6C
7Bz5TflK1SzadcV5JQAt/otR7E4/l/6Q+Y/WvieR+RWjzLoTMX/wpPyqVJOmXQPwUbva9K9PfD+V
/pR+cf1o8Udx+R/U0/mPQIpGjHlSYlauSum3JBK71B+q7n4f1e2I0v8ASj84/rU5R3H5H9S6PXdB
kQkeU5AoFCG024XYkt0Nr4ivzxOm/pD5j9aRkvofkWzr2hBAD5UkCNU0OnT06ipP+jbeO+P5b+kP
mP1r4nkfkVfXJdH0yOKRvKMWoGZ+HGytlnZancvSEcR8R3+eQxYhP+ID3plOuiVHzXpHpmU+Qrwk
NVl/RxLBgSAaelv0rUVy78oP58fmGHjeR+SMi85W+n3TfVfJ19FLIFVprezZQwJ2BZYxsPfIjSgj
64/NJy10KO078wLy91CKy/w7qNq0rMnr3EMiQqUUtVpOBAB40B7kjBPTCIviifioy2aosg/SF/8A
8ssf/I1v+qeY9BsTHIpWPIqmhdV9j1/XirXrR/79T7x/XFXCVWNFkQk9AP8AbxVfR/Efd/birqP4
j7v7cVdR/Efd/birqP4j7v7cVWs/D7Tqteldv44q160f+/U+8f1xV3rR/wC/U+8f1xV3rR/79T7x
/XFXetH/AL9T/P6cVX0fxH3f24q2K9zirsVdirsVYxq8F7JfTSJp99MOIKvb3jwRsVUjj6YkQA+9
MVQclvqLEn9E6mKEMijUWC16nYTeJO3TFU6stX1iWcRTaRLbQha+tI6OeQ6AhC3Xxriqrqst6+nz
pDbSySMtFSF/RkNSPsyGnE4qvE14un8Pq8jyrDThzPqFgvT1DT4q/tfTiqnpDXsGnQxywTLIORZZ
5DPICWJoZP2uu3tiqjoK30FrKZoLpJJZWcxXUxuWXoo4sCwVSFqFrirdi1/+kryaW2uY1qFiMsoe
J168o41J4Up3AOKrYvr/AOn5p2t7oQ+iFSRpq2xJ41CwA7Nt9oj9eKqWsC7njg4Wd1MVlkqbSc25
UEndvjj5DFUs+qai0nqvpmqhivBgupP23Bp6yr+31G/j0GKplolpcQzyXTW17bu+31e4unuI9wCW
Vecig7UxVR1Wwll1P1xYXswkX97JDeSwxigCgCISIK0HUAfOuKojy7Bd2tvI72dxbPKRWG4uGuSA
vQg1cL13ocVZBirHfMmi2d3cw3L2M93OvJV+r3P1dqUHQF4w1e9emKpZ/h2yKGNfL901JPUat3FV
ZOH83rVH2u3ff3xVGaXpaWmoxzpo91bEsUaWS5ikQA78uAkbpx7DFWU1Hj16Yqlw16yNeIdgDSoA
9/f2zVjtfEeQkfx73K/KT8mxrdqRURymorsoOw28cI7VxnpL5ftR+Vl3hUh1W3luEgCurvULyAoS
AT1BPYZZj7QxzmIUQT/axlp5CN7IXzJYW97YhJ7Z7lEdXVElEB5KwIPMsn68z2hjK+VdKDXIbSrl
45gVkDakXX4HIGzS/Dz9vke+Kom38q6bM6RyabcRxz/DM51B3KVSu1JK96fDv3xVMZfIHliWR5Jb
d3aSRpmDTSlebszMwXlxWpc9B+oYqqWfkvQLS5iurdZlliJZCbiZgeSlDyVnKsOLdxiqfYq7FXYq
7FXYqxjVrW7l1GaYaTb3HwBfXkuniJFDsUCsF9jiqW3OiXLSBh5ctXZeJLpfSoy03oaIu21MVTHQ
rGa2u+X6IgsmVG4vHcPOfi47BSFop/hiqZ6q961kwFpHcfEv7qVzEv2hvzAahHUbYqoW8d0mgC3S
whVRCyizErNFSh+H1iK0PjxxVfo63cVi6/UYrYtI7GKOVplJY7kuQu57im2KqehR3MEUoXT4bPkV
qsMrTA0UDckLSnQe2Ku0uO6ivblxp8NuWrWSOZpGf42PxKQvHrXr1JxV1ul2NZlmOnwITy/0pZWa
Q1CjePiKVpvv2GKpf5qOqvb2xt9Kj1HjJKXV5RDwG+4Jkir8sVSdLfzM13BN/hRPTAUcvXTktCfi
qLkgjevSvUYqmXl+785Q3q28vl9LHTZXZ5JBKjshodyBO/Wg2UUxVF+cZtfbTkistMh1BZHHrxTO
I1AUhgatLF0oT1xVNtNudUexha5t1in40dFPICm2xDN1HviqZYq8q/Mn8yvLWh+aI9L1u1t5IbeA
XJ9SB7iaT1QV4w04ohpHxPM718K5mafQ5M0eKPfTj5tVjxmpHekDpn5mfkpeBZjFa2TuDGv1m0KG
gUBl5KrLTi/82OTs/PHnE/Df7t0Q1eKXKQ+772S2t/8AljfRwJanSZ0lk/cLH6TVlJU02/aqF2OY
c7j9QMfeK+9yIni5b+7dOIvL/lyO4S5h0u0SZX9VZUiVWD1U8qjvVBgBB5JKKSytEARYyFAIA5yd
P+CzAj2XgAoA/wCml+tvOqyHr9gU7jS9OuCvrQB+Oy1eT/mr2yrP2Jpctccbr+lL9bKGtyx5H7B+
pU03R9Mt72OaC3CSry4tyc0qpB2LEdDjpew9JgmMmOFSHW5fpK5NblnHhkdvcF3mz6uNLYz/AFXj
yUf6ZC80W8i9RGQf7aHtm1cZiqHRRc3kMS6LSrSTItjcLWQDmWcg8W3NT/XFVB7Xy9NcLLKnl8Ss
lA8lpNEx9NmVQCzCoX012/qMVaFvoDIXkTy+Y0jog+rzGjHdQVLbcgG7VxVVFtpKlLq4Ty+kgaNv
U+rzcgoUFdyQVanRT06+OKp7aeblWaJtQ1fSxbtx5LF6iueaVTiXam5I6jpiqf6dq+makrtYXMdy
sZAdojyAJ3AJGKovFXYq7FWJatbrc6hJN9W0a5oOKzXRQzVpQq3wNt26/RkuA9yLQX6LhGy6b5eV
VUCP+7+GoPIbRdK9MeA9y2j9GjWzuml9HSbMNGVL2boHJLVofgQce/zx4D3LaYajdpcWjRLNZTkl
T6dw6NGeLA7jfcUqPfHgPctqUU4TSDac9PV/SZPqysgtqkH4eP8AIa77Y8B7ltdpdz9XtPSkksLd
uTH07V0EdCdjQ8dz32x4D3LazSJhaRSI7adbFmBC2bIqmigVbZd/4Y8B7lt1jMsN5cTM2nRepWks
DIJXHNm/eHbx8TvXHgPcttRzcdWe6LacEZSBcqyC5Oy7FvDY9/DHgPctqWrO11FEqDTLsxyM/G9d
CFqdmQhZKH6MeA9y2i9O1K9EBF/c2KSgkIlvKCgTtu/E1+jHgPctor9Jx/8ALXB/yMj/AK48B7lt
K9bc3yxRgaXeQrXml8yOBUU+EUcdOuPAe5bRen3zxWiRzT2UTpUBLeRBGFr8PEGlNseA9y2neRS+
c/z+ttQfzLqM8N0sNtFaWQnT0kZzykcApO1DFv1+JeXTfpm+7KlHhojfiP3Dp1dbr4y5g0KH3nq8
hb6x9Si/06Svqyf7tj6UT/i7NztfL8fJ1hvhHq6948vNzfWfqUX+nyV9ST/dsfgn/F2O18vx8lN8
I9X2jy80Zb6vrcVmxGrzN6ckfprJLHIq7P0V5WUdBmLk0WCR3hHfuFH5gW3Q1GWI+s/Eg/eWT2X5
uefoLKTnq63DK6Kryi35AMGPVZF/lHXMA9h4AfTxx/zpS/3XE5I7RycO/CfhEfcQz3yZ+cuua7fH
T3tbUTrG0vrl1KkKQCOCPUV5eOc/2zpp9n4TnM+OA2oxAO/9K4j7HaaHPHUz4BHhPfxX9m5eoaBr
73V/BbyQqsjhqujClQhOw3PbOb7O9ovzGYYuGuK9+IdBfLd2eo0HhwMr5eSa+ZhKdKkEdp9dBKgw
DmSasN6IQaDqc6Z1zHNJv9ZsPrC22htCkrERAJcEnj9gvzJAFGFaHx8MVTKbW/NqKzJpKyBSyEku
pqG4ghQGJUg1xVZ/iLzUVVl0YcC3E8vVDdBvx4E03/D3xVbb+YPN00sSPpKw83CMXExUVoalgvwj
rXY0/Wqndo/mAyj63BaLF+0YpZGYfLlGoOKphirsVdirsVef+cPL+lPePfasI7WOYmFJpdYlsUkA
UlV4hAvIqpNAex7Vy/HqZQFCvkGEsYkkH6L8lzRcZ7izVxJzMh8wlnqmwPPjyp1+Hpt0pkxrZju+
QR4I8/mUVbReU9P1JLiyubFltGZraSXzATyIRowZI2Rx8Sk1qT9NMjPVSkCDW/kEjEB3s20a6utS
CTrFavpz8wt5aXouVLISpApCimjqVPxbEZjs03+pReLfh/TFUp1y8fTPTZYUkicMSzyujDgpd6Kk
M1aItffFUtXX9T9Ro5NIZCBUENdEHft/oYPY9sVpbfeYr+CaCKHTAzTLsJpLqJjIN2VFFlIXoO/4
DBaaRdrqGsXV76EWmxiJGjNw8txNE6ROSOaxyWicz8LUAbenUYUJ/wDUovFvw/piqB1T6xZxGeGF
ZbeNHkuJJJTGUCCuyrHJy2riqQL5rl9Ti9goTc81kuG6DwNouKeEq7+YLp41Nlp5uZKN6q8roKrV
+EBltHrUewpitNw6rr07tDDpEf1j0/UjimubiDkAQH+KSzUfDyXpXrihluKvE/zm/KW68zeY01mG
4nT9wsBhhtXuSfTq1aqyUrz75sdD2n4MTDhve+7o4Wr0IykS4q297CpfyBvDbwQrdXimMuZZDp0r
Bmah2UOCBxoO+9flmaO29yeD7f2OOeyxQHF9n7VWb/nHm/8AqcUKXdyJYpH9R/qTMHMigqVX1BQA
JQmp3PbAO2zZPB9v7FPZY4QOL7P2rV/5x/vDYpAtzdrLK/qtO1hJTioKqhj51Ug8jUneox/ls3fB
9v7F/kscNcX2ftVz/wA47XaaZHH9enM9w6zGUWUhCotUEbR8qq1WLV5dMP8ALRvi4du6/wBi/wAl
jhri3937U3/L38nptE1cXEkl5JPMnprI9lJDHGjGjB+TFa8gP2unY5o/aHIe0dMcA9FkG+fI/Bz+
y8A0uTjviPy/W9V0bydqOn61HfPfwy2kfKluIGWT4k4/3nqEdST9jOY7M9m8emnHJZOSN73sbsfT
V8j/ADnb6jtCWSJjXpP45/sT3W9V/RenS3v1aa79IE+hbrykbYkBV2qSdh750rrlC81u5gs7S5h0
6e5N0xUxJTkgCM4LV2+LhxWtF5EVKjfFUZpl1LeabaXc0JtpriGOWS3apMbOoYoahTVSabgfLFUT
irsVdirsVdirsVdirDPNcsF7cRx3NikqWd8Yf3kBuudbJpQQilWb+9+yPn2xpIVdI0fR2slZdJtx
yNTW1W2NaD/dczcx9OPD5ra6GO2sNfgiht4rdb2KRDFGvphnSjo7FW4NxUONt9xUUpSNEHyZ7GN9
QmPk7/jjS7Af7kNT2BqP+OhPhDAp3hQxLzffevDf2hiC/VoJwHZk+P1LR22DSRN7bK/yHXEqEq1a
xurbX7a9ayV4FdBDwlj3YKDxVC5alQa/fgJADIAkozUJnXTbvUJW9a5iaKZ5BQxhoJVkjjqX+wrr
9lN+7Gp2iYyq+Xk2R4b4ebI7I11293r/AKLa+/8Auy478myTUmeFDHvONxy0+5sGt1ljlsri45uv
MKYDGPs7U/va8q/D17YlISyTR9PXWrKMaXCIXM5kogMZonw861AHh74KUlZ5q8uaT9UjuIrKCCWJ
6CW3CxyKCK8lYH7S8ajDVgj8WzhKj5Jto9w9zeaVdSKokn06WRylaVdrZjsS1OuAFgRT59/6Gk/M
D/q36T/yJuf+yjOo/kXD3y+z9ToP5Uyd0ft/Wvj/AOcn/wAxZW4RaZpbvQtxWC5JooLMaC47AVOJ
7GwjrL5j9SjtPKeQH2/rc3/OT/5iKqM2m6WqyAmNjBcgMASCR/pG+4pj/IuHvl8x+pf5Ty9w+39a
z/oaT8wP+rfpP/Im5/7KMf5Fw98vs/Uv8qZO6P2/rd/0NJ+YH/Vv0n/kTc/9lGP8i4e+X2fqX+VM
ndH7f1u/6Gk/MD/q36T/AMibn/sox/kXD3y+z9S/ypk7o/b+t3/Q0n5gf9W/Sf8AkTc/9lGP8i4e
+X2fqX+VMndH7f1u/wChpPzA/wCrfpP/ACJuf+yjH+RcPfL7P1L/ACpk7o/b+t3/AENJ+YH/AFb9
J/5E3P8A2UY/yLh75fZ+pf5Uyd0ft/W7/oaT8wP+rfpP/Im5/wCyjH+RcPfL7P1L/KmTuj9v63f9
DSfmB/1b9J/5E3P/AGUY/wAi4e+X2fqX+VMndH7f1u/6Gk/MD/q36T/yJuf+yjH+RcPfL7P1L/Km
Tuj9v63f9DSfmB/1b9J/5E3P/ZRj/IuHvl9n6l/lTJ3R+39bd1/zlZ5vs2CXVlYK5RJKx2srLR1D
Cha9Q9Pbrtmo1GPBimYVM15j/iXZ4ZZZwErjv5H9bh/zlT5zlQPa2WnOtSrGS2nj3AFQKXb9K96Z
kaLR4NRdcY4a6jr8GjV6nLhr6Tfkf1p95D/5yF86eYPOGlaLeWWmx2t9OIpnhinWQKQT8JadxXbu
MyNV2Vjx4zIGVj3fqadN2hOeQRIFH8d76Ezn3cOxVivm2yiE1n6UVXurpnmYRXEhLfVZEqWgDMvw
xqNsUhS029tILaGKhJkd44/9EvJqtGG5APKjMaemcbWgh7y+hk1XSLuFXaOK5mjcpZzqP7mVCKGM
8viHbHakja078mknRpCwZSb/AFFuLKY2o1/Oy1VgpFVIO4wBBTzChj/myzWPSNQuoImeV4ZnnSMs
WkC2zqoAAb2A6fPFIY2l/cXV3c3+sJLaNAnJrdkuSLeBqkAsI3pX0zU0o3fai4QADfX7vx3/ACZk
7UOX2o7Xrmyk0PUrRRL9YS1YurQ3haNGVgrcmRVRTwbsqnptjYtjEAFPNIvYrrW74oro6WtoJEkW
VGBL3B6Sqm3yyKCnWFCTea7VH0a+uFjDXKWs0UbFGkoknFnAQEdTGu/alfbEqFN9ZtULhlmBjTmw
+p3H2d9/7r/JwJpBarqVnd2jW0ZkMzx+tDS1uB8IIHP+6+z8XXJRlRWlnle4WW8sECMhWzunVWie
MCOSeEx8SyoCCvhlcBQDPIbkT5vijPQnimTeVNY8t6Nyv5zeS6o0FzaiONIhAi3UL27Sci/J2WOU
kLxHxd6Zi58c57CuHY/LdysGTHDc3xfBkeqfmd5e1SGysp9EEFhoVzBLoPECZhbxsqyw3CSNwYSx
oGbjSrj3rmPDRTjZEt5A8Xv7x+OTkS1kJUDHaJ2X3/n7yLe2F1ZtpssC3Nt6AaOzsz6dwSWN6vxL
LzYH0+BlNF3Lu2+COlyxIN8j3nl3d32fAJlqsUgRR3HcOff+CgofO/ky309LWLQ/UkjVLX6zLHFV
4EgkT1yqn+9M8vqMjl1I+Hl8KkTOmyE3xef28vdTGOqxgUI+Xwr9bAM2DrnYq7FXYqmugp5akn9L
Wzcxo7KFngdVVFoeRdTHMx3p9kZVl469NN2EYyfXbIW0v8qvUcLq12ECp6bMX3Y15VAs+g2/tzH4
8/8ANH4/znJ8PT/zj+P81MNEm/LPS2MiX/rvJIvIXdtHdqqKK14T2MgBPMqaHqK+GV5Bnl0+Rr7p
NmP8vHrfvF/71MRr35bklTcWvpKaxg6fByqvJdz9QbkGBB338dxlfhZu4/6Y/wDFNvi4PL/S/wDH
WBnXb7SfOWp67osdvPG6NHbgubZSrqoqggktHQDj9lQu23Glc02r02Y5SRGR5dL6fFz8GoxcA9Q+
dJBGtwZLi4mjWNrmeSbirI27nkdlJ4jfaubLsXDOHHxAjlz+Lr+1MsZcPCQef6GaflB/5M3y7/zF
r+o5sNf/AHEvc4eh/vovtTOMemdiryNPNH5yvcSpJYm1VZZQtNMadDGrkRUdblSSygV+HNt4Omrn
f+d+xxBLKT3fD/jyGu9S/NPUJEh1CxMlsp5BxpUqsDU9ON1WtAMTh09c/wDZfsUSy3+z/jzen63+
blrA9tHY/V1jdzHw0qR43U0Kmpuw6sSW5Aj5E4nDpu//AGX7ECWby+X/AB5GL5k/N0+uGhYEKDbs
NIkIY8jVW/0qo+Ghr44PB0/4l+xlxZfL/S/8eQOqebfz0gtlk07TBeTlwGgfTXhopDHlzNwwNKAU
plkMGlJ9Rr/O/Y15J5wPSAfh+1Kv8df85J/9SzF/0jN/1Wy38tov5/2/safG1X80fj4qV15w/wCc
i7uBoLjyrDJC9CyG2anwkMOk3YiuP5bRfz/t/Yvjar+aPx8VGw8y/wDOQmnhxaeVIo/UpzP1eRie
OwqWnPSuP5bRfz/t/Yvjar+aPx8UX/jr/nJP/qWYv+kZv+q2P5bRfz/t/Yvjar+aPx8Xf46/5yT/
AOpZi/6Rm/6rY/ltF/P+39i+Nqv5o/HxRFh51/5yHlu0jvdBS1tm5c50smlKkKSvweulQWoDvt13
6ZGWn0YG0rPv/Yyhl1JO8QB+PNMLzW/zguoYre4s1mgmkRbpf0TL8EdSS6/6UOTKVHw7deuU+Dpu
/wD2X7G4yzeX+l/481YXv5p6eP8ARLdYxN6fq/7ibhmFOXOvK6NeP7NDvXfjTB4Wn/Ev2JvL3j/S
/wDHlTUvNH51QWsj2Fn9duVp6cLaS8KsS1D8ZumpRd/s+2Shh0xO5of1v2MZyzAbUT7v+PPO/wDr
Gb/tb/8AD5sP8N/ouD/gnn9rv+sZv+1v/wAPj/hv9Ff8E8/td/1jN/2t/wDh8f8ADf6K/wCCef2u
/wCsZv8Atb/8Pj/hv9Ff8E8/td/1jN/2t/8Ah8f8N/or/gnn9rv+sZv+1v8A8Pj/AIb/AEV/wTz+
13/WM3/a3/4fH/Df6K/4J5/a7/rGb/tb/wDD4/4b/RX/AATz+13/AFjN/wBrf/h8f8N/or/gnn9r
v+sZv+1v/wAPj/hv9Ff8E8/td/1jN/2t/wDh8f8ADf6K/wCCef2u/wCsZv8Atb/8Pj/hv9Ff8E8/
td/1jN/2t/8Ah8f8N/or/gnn9rv+sZv+1v8A8Pj/AIb/AEV/wTz+13/WM3/a3/4fH/Df6K/4J5/a
n/kP/lQX+MNK/QP6S/THrj6l63L0/Uoacq9so1X5vwzx8PDW7dp/y3GOD6vi+hc592rsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVf//Z
uuid:e1d15fd3-4af5-46ef-9ea9-7649b4113b06
xmp.did:75A1CFB39ED1EC11B90ACFBD9F3AD61C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fb44ed4e-e51c-414a-9ae4-856871939707
xmp.did:4581A045B132EA118815978C14278BF4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6bddabf2-f9a1-f14e-b403-11fc92c535c0
2017-12-29T11:10:26+08:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:75A1CFB39ED1EC11B90ACFBD9F3AD61C
2022-05-12T13:52:36+08:00
Adobe Illustrator CS6 (Windows)
/
E:\zoudan\E盘\组件电池照片\2020.01.07太阳能最终\2020.01.07太阳能最终\JAM60D10MB\JAM60D10MB侧-2 (2).png
0
0
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\3双面双玻边框30mm\资料\xs0005-6069eh2.jpg
EmbedByReference
E:\zoudan\E盘\组件电池照片\2020.01.07太阳能最终\2020.01.07太阳能最终\JAM60D10MB\JAM60D10MB侧-2 (2).png
EmbedByReference
E:\zoudan\E盘\组件电池照片\2020.01.07太阳能最终\2020.01.07太阳能最终\JAM60D10MB\JAM60D10MB侧-2 (2).png
EmbedByReference
E:\SC.代至雯\物料\20171218晶澳太阳能单页\定稿\3双面双玻边框30mm\资料\xs0005-6069eh2.jpg
Print
AIRobin
False
True
1
210.001652
284.998625
Millimeters
Cyan
Magenta
Yellow
Black
默认色板组
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 166 C
SPOT
100.000000
LAB
56.078400
56
67
PANTONE Black 7 C
SPOT
100.000000
LAB
24.313700
1
3
PANTONE 1235 CP
PROCESS
100.000000
CMYK
0.000000
31.000000
97.999996
0.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
21.0.0
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 23 0 R/TrimBox[8.50389 8.50391 603.784 816.374]/Type/Page>>
endobj
8 0 obj
<>/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[8.50391 8.50391 603.784 816.374]/Type/Page>>
endobj
24 0 obj
<>stream
HlWˎ%;ܟ;v[Jw `Zn'"U}a]qGfdd>~Qi1Q9_:G=Qޏ_~~;?|cw-\(lÎox)zsx0yV`Pdgk
+wߕ*Q1