%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
屋顶光伏支架系统RMII
2019-01-25T13:41:12+08:00
2019-01-25T13:41:12+08:00
2019-01-25T13:41:12+09:00
Adobe Illustrator CC 22.0 (Windows)
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9L+Y7+Sw0e4u46F7dfWK
FuJaOIh5QPf01bCOdKHiGj+efrn5nWGs1tVjSf6jcSJOoY2WoRq9tUcE58Xqzb+GZBhUaS1eTX9l
r000rf6fb3TSO/8AxaklSf8AghnEzMo5CT9QP2uEdi98sruK8s4LuI1iuI1lT5OKj9edXCQlEEdX
MBVskrsVdirsVdirsVdirsVSDzR520Xy1x/SXqjnDJPH6aq3L05Ioygqy/ETOKdqA75CUxHm4er1
2PALnfIn5UP0oHTPzQ8qXsUcskslkkzKkLzhWjLMvMK0sDTRRtT9iRlb2wDKGnF2rhmASeG+/l8x
YB8iQfJb5m/M/wAv+X7bT7m6t72aLUlla39OAo4WEgMXS4MDrXlUbbjfpjLKAuq7VxYREyEvVdbd
3kaKyT809Di1OOwns7yBpHVPrEot1hXlGkys7mb4AY5UPxDvTrUYPFDE9q4xPhIkPM8Ncgf53cQr
2v5o+S7mzN2moIsQaFD6hVCDPK8a1DMKU9JnavRd8IyxZx7VwSjxcW232kj9F+7dTi/NfyTIdPQX
cvq6lvbRC3mdt3aMV4Kw/vIyvwk7+2+PixQO1tOeHf6uWx93d3imrT80NCub+9sFt7lbix+sGXl6
CoVtgzFlcyheLBDRjRRtyI5LUDKEQ7VxylKNG43fLp8eXny76sWk35ueVI9Ih1W6FxbW9xI8UCOs
byOY4RMWAikkFPjVOuzHegqQ+KKtj/LGEQEzYBNDl3X0J93v5qq/mn5Ye8a3T12jVLeT6zSNU4XL
W6o3FnEqqPriElkHRqVIph8UMh2riMuEX03268Pnf8Q6d/civL35gaHr1/BZWKT87i1kvYpJEVUM
Uc7W56MWqWSo26fdhjMFnpu0seaQjG94mXwEuFk2Tdg7FXnnnnzKtp5t0q3JBtrP4rxTuCtx8Dgj
2i/Xmp1mp4M0f6PP4/saZzqQeRX/AJa83WV3dWNpFqlzFD9ZtILhNWh4SxwTevayhGQn95UxgE1U
d83v5nF/Oi2WzbXdK1bVZLPUxacLy8tYJdRh5Rj07rgFlTqAaMtajbfOa1+Diykw3BackSTspeZf
O9j5P8raFNr+jy6jc2t3LHZLHdtAY+AWZHPpllff4aN0AzbdlwlLHwnamyEqjux62/OTyle6hJpM
XlSd55Lz0oEGoypQvRWMbIodFrbqaDxO4rvmx0MY0R/DdfFkCLpG69+bXliDSNP/AEj5Tme1axF5
DEmoS/AmomRAhdVHLmkfKrGoJ2FRXJ49PWwPX9qeKglL/nT5EcMbnyjciR7aDjTU5/ijWRPTVmbh
9jiGVt/xrlngy7143oHlvz9pGi+SpdftfL81lFPqklg1q949y7tEjcpfVlDGgdGTj7Zg6vL4YB5/
Y4mu1o08BIi96+/9Tv8Alf8AY/8AVml/5Hr/AM0Zgfn/AOj9v7HVf6IIfzS7/lf9j/1Zpf8Akev/
ADRj+f8A6P2/sX/RBD+aXf8AK/7H/qzS/wDI9f8AmjH8/wD0ft/Yv+iCH80rk/P2zd1RdGlqxAH7
9ep/2GP5/wDo/b+xI7fgTXCWU61oJ8xSodX0C2uWsy8URe9mUATIhcrwhFetK9iDTMk8UucR8/2O
w1GljnI8SANf0j1+DE/M48vaLaw32p+VQ1rbzLZW5j1CRkcwqFBMXw81AtVUmRanite2UZMvDuY/
a6/Vxw4oiU8fpB4R6j08uv0jn3BiuuecfJGtJaR3+iX0kdkhjtwb93IVmLGryB3PXuelB0GUy1QP
T7f2Ouz63TZaEoTPDy9TZ88eVDfR350u9N3CySW8v1mEem8caRKyqIeJ4pCgHIGlKj4qnB+aHd9v
7EnX6cyEjGXEOW425Du7gP7Vaf8AMHytLazWa6VexWk/oFoY7tQA9vwAkDGMvzdYlVmrXqRRiST+
bH837f2Mpdo4CDHhnRrr3Vv33sL/AF2W3/MTy2z2rfo2+U2AC6cBdR8bdRIJFVVMXF1QqvASBuPE
U3FcfzY7vt/Yp7SwmvTL08txtvf6qu6oKaedfICXV3dL5YlWe+SWK6cXbDks9fV2pQc+Xbp2pj+a
j/N+39jEa7SiRl4ZuVg79/NBjzH+XYt4oP8ADc9I3EjOLlVZ22DcuMaijqOJVQFp0Awfmo/zft/Y
1fmNJQHhy+f4593JGxed/Ii2H1Kby3Pco0SwzSy3jepIqelTmUCD/j2j6AdPc1kNWP5v2to1ul4e
E45HaufP6f8AiQjtL/NDyfpV3Hd6f5ae3uIoXto2W6YhYpJTMyBWBX+8Ynp7dMI1oH8P2tuHtPT4
5cUcZBqufS7+97jmzerdiqXXXlzQbu4e4urCCaeSnOV0DMaCgqT7DKZafHI2YglBiFH/AAj5X/6t
dt/yLX+mR/K4v5oRwDud/hHyv/1a7b/kWv8ATH8ri/mheAdyhe+QfJV9EIbzRLOeIHkEeJSKjv0y
3FCOP6Bw+5IiEMn5Yfl4k4uF8u2AnEglEvoJyDg1DVpWtcu8SXemlW5/LnyJc+l9Y0Gyl9GBbWLl
Cp4wJ9mMbfZHhjxy71Q3/KqPy24lf8N2HEgKR6K9Awan/BDHxZd6KCaSeUfLMmnLpr6bAbBZmuVt
gtEEzliz0H7RLt9+VZICf1bsMuGGQVIAhCf8q68j/wDVmtv+BP8AXKvyuPucf+T8H8yPyd/yrryP
/wBWa2/4E/1x/K4+5f5PwfzI/J3/ACrryP8A9Wa2/wCBP9cfyuPuX+T8H8yPycPy88kqQy6Pbgjc
EKag/fj+Vx9yRoMA/gj8ksTU/wAtGvzpayj62zcTDS6ALG4+r0rTiT623X36b5Hw8XL9bSNTpuLg
vf4/zuH/AHSUX3mv8ppi9pNby3ojmdfS9G4kUzIQjcQ2xb4x08cgY4u5xsut0h9Mhxb/AM0ndD3O
q/kjaoWuNPji4zSW7A20pIkh4+oPhBG3qDHw8Xc1zz6CPOI5kfT1HP71Vr78kFu0tGtYBM872oH1
afaVCAyn4dt2Ar0x8PD3Mjl0HFw1G7r6Tz+SOuLT8oYLOC9axtjaXEqwxzCJ+PJ15AmtKLx3rk46
fEeQczFpdNkFxjEj3KbR/k2ti179St/QQAt+4l5b8exX/ixcl+Vx9zZ/J+D+ZH5K36P/ACmOmfpN
NNhe0q4Z0gkJUxU58lAqKV74/lcfcv8AJ+D+ZH5KTwflCgjZtOiEcqyMspt5QlIlVmIYj4gQ44la
g4/lcfcv8n4P5kfkitV0b8qdLtori8062VJ15whYnZmUUrRVBO1d8fyuPuX+T8H8yPyS03H5Liw+
u/UITFyKBRby8iV4E7U/4sXrj+Vx9y/yfg/mR+T0i2uIrm2iuYiTFMiyRkih4uKjb5HL3MVMVdir
sVdirsVdiqyaaGCJpp5FiiQcnkchVUDuSdhirz/zP+fn5YeX4BJJqo1Fnr6KaahulkIpyVJ1pbcl
5LyBlFKivXDSLed+Zv8AnLIfUpJfKegG4CoDJcahKEe3cyen++tIeTMn2fjWXj8QWobbGlt6D+WP
56eTvPhSxhZtN1+jFtJuSCX4KGdreUfBMoqfB6AkqBvjSbejYFdirsVeay6pq7jWrk+aHFpbSSw/
u7JyIGDK32wv7I+EVO/bFUFqsEWkOyya4tnc3R9dL57AT8rdwOKcjGWFC37P83Trg4R3NfhQu6Fp
hpq32uyXz6dr8Zt+CNAr2UaxoZJnjDgsF+L926jbvjwhlwDuSbWdYNjq8yJ5jW0lguJk+LTUrG1a
OEZUPZ6hu/c48IQIR50r6n5lmuJbu1XzMDNHPOywmyDhVWhCBpE4jgqMa1Hzws1S+81tJptpaWuu
LYSxW7POkNkyQyoWPF15KWVqjcKKVriqyy1eO4UwvqyTXUDXAVpNLVlZRGFqBFFKfgIqwqpPLftV
VD3+r/UES0fzFFFe2jTxyyfo0gB6ovEKYeI4BeO2KrbXW5XkaL9PrE1oj1JtZZFijQxxheLxKQV4
kkKoHxbgdMVRl15gNvFIsfmSMPZiSGWRbFwfUJRVL8IQo9Migb9rb5Yq9QsSxsrcs4kYxITIBQMe
I3pRevyxVWxVouoNCRXFXc0/mGKu5p/MMVaaaJVLM4VVFSxNAAO5xV8u/nP+Yf57+XdQDLq9tF5e
vwFsr3SYE9FzSrIJpllkWQDweh7dCAQgvF5tfl1+RY/M95Nc3gVVg1qd5Z5ko7FUmBLFofjNTxaR
divIARkoQiDU9Fu5LWeKN+ao81tKFmhljKF0cMpIZTG5KSxPyCmqsOuFVWOxaRzf6EZka3Z5JIOR
a5tkAr6nNFQPGtN3VQVNeQX4SVU00XynqHme2kn0+ykjuYmle6veCx2HCikxrxA9OQSOo4KDs4oq
BKuq+xPyn078wtP8vpH5y1iDVWeON7Mqj/WYlII9OaZuHq/AFbkyc+RbkzbZEpDOeafzDAlvFWFy
eU/OCw3EEGtRCGeWaQj0IwaOAYl+JJNkZfxxVlNtZF7aD9IRxT3aKA8gUMKjwJA/UPliqvHb28S8
Y4kRSeXFVAFa1rQYq2YICGBjUhzycUFGOwqfE7Yqtls7SavrQRyV681Vq0FO4xVsW1uqBFiQIoCh
QooAOgpiql+i9M9RZPqkPqISUf00qpO5INNq4qvNjZFuZt4i+/xFFrvud6e+KtpZ2kbmRII0kNSX
VVBqeu4HeuKrE07T0LMltEpckuQigkk1JO29TiqIxV2KoS5lWMs7VpUDYEmrEAbD3OKpdNq0i2k1
2ts8cEMTTetcn0UKqGO60eVacQTyjGx8dsULNO/SF7p4knvoSZH5RT6fQoUVv5pPVDcuO9BtWlTT
kRHk14ZExskH3cvx+PNExaTYR3YvFi5XSqyLO7M7hXbkyhnLGle39BjW9suAcXF1YF5wkTVpL3R/
NOiCbSn9W3inIZE9F2UrIJqsqNtGa70Yfs4Wb5h89/lve+Wz9ftJRe6A0xS3u/szqsqgD1lAXj0I
2agIoact5MU98kflF5y1S0jTWbM6f5caUSPNfyi1eFUdluJIPUST03VUq6Oqh1HQ0VkSQGMpCIsm
g9V8ofkL5H8q61YXeratbXl5HwLRTyrGRdcKAQpyWocuHXkCylV47/FkTMMZZoRNSkB8XuMMEMEY
ihjWONfsogCgfQMW1Tk1Cwjm9CS5iSf4T6TOoej1C/CTXfiaYCQxOSINWLda39jdjla3EVwKBqxO
rjieh+EnbEEFYZIy3BBTFfsj5YWbeKuxV2KuxV2KuxV2KuxV2KuxV2KuxVDy/wB4cVYn5/bVV0+P
6p+8s2EiX9sppI6OAoKgUJAqQwHj9IUKGk+blhj+rzKJ24p6SQpxZWY8SsiqOKceDO9fsjelCMGw
YSkIDdPhaXt5JFdPeGGLgOMNq3JWBYkkyMKMHTjuEDD9lhjW6THe7RUenWMcTxCFWSVeE3qfvGkX
faRn5M/U/aJws2OXX5aeXZ55JFM8CSVDQRsnChFCBzRzQ+FcVb/MtYW8rT+rKsQXmRyLDkfQk+EF
Vc179O2VZuTr+068E2a5/cXidt+jtX1j9JXt/bWCyTchwl+rSRMHAB/dWzrX4geS9TViepzGuy8j
AQy5OOUhGz38JG/lE/jc9XsegaJPfW0N7Z+cL7ULYTFi6GEowBr6ZqjHr136dsyIxvq9Vp8BkBKO
aUhf9H9TFfzTsoD5ktr83FrC8DRcy4cy8EHJqr6Mg+HmOJV6kmlOVMrzDd1/a0B4sZ3EV86+R+/n
0uln5SNpmk65dW02oWjz3sccdqkTHlIaCQEAwwNQqwIrjhIEmPY3BjmQZRuQFff3B7Uv2R8synpm
8VQerX8VhZPdzMVhiq0lBUkBSaD6cVSFPO9kTGHoodlVuM0TleRpXirVNCd6Yqm+r6lLY20cqRST
s7JHSMcuPM05tuNh/nTriqWeWdZ1C4k+qXazyuA0v1uRERaeqyBDwNK7be3yqVVfV9Zv47g2OnQl
rkir3MoYW8K7mpO3M7fZX/ZFcVRcMt7FbRCab1ZeKB5AB8RLopbYAb1PTFWE6t+Y+p2fm86EkKtF
9YihEpbekvHenHtz8cVZ/cS3IiHoUaUq5QOSqlhTjyIDEDfwxVi/l/zF5svNThg1DTzb2zwF5JPS
lTi4Ap8TkruSV4ddq9MVZnirsVUXjcuSBtiqhNp0M0kck0KyPEeUZYA8T1BFe47YKYmIu2MeY/IX
1qWTUtJb6rqTEM6VAikNfiqKbM3j0J6ivxYWSa+V9Bv9J0v6rdTi4mZzIWFaLyAHEE7npXFU39GT
wxV3oyeGKoLVtBstWtvqt/EZYKseId4/txtE26Mp3SRhgIBac2COUVIWP2V9xYnbfkp5PgZ2K3Up
Ziw5XDDiC3LgOHCo7b1Pvlfgh1sOw9PG9jv5/ZszaGzEMKQxLxjjUIgrWgUUG53y0CnbgUKW3GnQ
XIVbmCOYIeSCRVcA0IqK13ocBAKJQB5i3Np8LTCdoEMy/ZlKqWHybrjQXhF3SNUUAGFk7FUJqcVx
LbFLcskpqFlQIWQlSA4EnwmhPfFUlt9H1uKaJ21G8njSUPJHKtrR0CkFKp6ZFWINfbFW/ONt5kuN
Phh0NWWcuhllDxJRNwykSBg3Xpt/DFUr/LzSPNemR3EGsQcIWkDW6q0HFBUljSKn2q/gOmKo/wAw
6Nrd7MBaCBoPi9RLyCK4DGtV41daAUxVM44L/wBBBJGzSKsfLeNQWDoTwAPT4T1OKsTvvJ3nCbWn
vYtSC27StIsbW8BZVqSqfb+Kg2qT74qzO7jungCwq8crRyKJF9MtGzU4tRzxNOvcYqk2kaDrNjqM
lzNez3UUygSQvFbR1epPMtGV8enH6cVZRirsVeSec9P/ADZl8zX0miPdjS2ZfqwinREp6a1opcEf
FXNbmhlMzV173ntbDWnKfDvg6bjuZFotnrEenWZ1eDVpr5YqXgiumAaUsCCD9YUbLsaUyyEZUOIS
+f7XY4ITEBxiXFW+/X5rfMlprb6TdR6FbavHqRRDbTSXZ4hlkUMKNOw+JCx3FNsckZUeESv3/tYa
qOTgIxifH038/ewT9Ffnn/Pf/wDSTH/1UzG4M/8AS+bp/D7R/pfMO/RX55/z3/8A0kx/9VMeDP8A
0vmvh9o/0vmHfor88/57/wD6SY/+qmPBn/pfNfD7R/pfMO/RX55/z3//AEkx/wDVTHgz/wBL5r4f
aP8AS+Yd+ivzz/nv/wDpJj/6qY8Gf+l818PtH+l8w79Ffnn/AD3/AP0kx/8AVTHgz/0vmvh9o/0v
mHfor88/57//AKSY/wDqpjwZ/wCl818PtH+l8w79Ffnn/Pf/APSTH/1Ux4M/9L5r4faP9L5hfFpP
54eonOS/CchyP1lOld+kmPBn/pfNMcXaFi+KveP1vSW05nSVQNYjLSKYmFzICqDgCN5XBrRj07/L
Mvh/r/P9rv8Aw/6/z/ax/wA3WHnFtPhj8uR6ol8s7+tM93VGh+IrtJId916AdD1yvJGdeniv3uFr
YZ+EeDxcV9/T4lif6K/PP+e//wCkmP8A6qZRwZ/6XzdZ4faP9L5h36K/PP8Anv8A/pJj/wCqmPBn
/pfNfD7R/pfMO/RX55/z3/8A0kx/9VMeDP8A0vmvh9o/0vmHfor88/57/wD6SY/+qmPBn/pfNfD7
R/pfMO/RX55/z3//AEkx/wDVTHgz/wBL5r4faP8AS+Yd+ivzz/nv/wDpJj/6qY8Gf+l818PtH+l8
w79Ffnn/AD3/AP0kx/8AVTHgz/0vmvh9o/0vmHfor88/57//AKSY/wDqpjwZ/wCl818PtH+l8w92
zbvVuxV2KuxV2KuxV2KuxV2KuxV2KrJZ4YgplkWMOwReRAqzGiqK9yTQYqvxVx6dK+2KsW8x695y
tNRW20TRItQje2E3KW4SFhIJQrJueP2DUb/qplcpSvYODqc2eMqxw4hXfW98kouvPH5gQzT+n5RW
S2jd1jk+uxBmVGA5caV6Hw65Hjn3OPPWaoE1hsf1gq6f5183y3F4LnRY0hgFz6IeT0JHeIlYlUSF
g6yEfb2pvt9nkxnLuZY9VqCZXj2HFXTly59/ft91l4/MXz9HBcXM3lYNEpRYY1lpQcC0rNJ8SkKe
I+yOvfB4ku5pGu1W5OL3C/numekecPPd3LALzysLS2MyJd3Ru46RxE0kfgaN8HWmSjOR6N2LV6mR
AOKhe54hyZr60NGPNaL9o1G3zy12i5ZI2rxYNxNGoa0Pviq1LiB4jKkiNEKkyBgVAHXfptiro5oZ
KenIr8hyHEg1FaV2xVyTwO3FJFZqV4ggmnSu2Kr8VdirsVdirsVdirsVdiqyeeC3iaaeRYokBZ3c
gAACpJJxVCJqZnlmhtIWeaFSSZqwpy6KDyBko29GCEbHFUJr+rw6NZm+1C4f0PU9OOGBApfmpAVi
eTbbtyUr0+9VL/Lut6a8Intp/rDT7yxPU3CqGYqquxZpuCn7JPLqR/JirIY7+3mp9Xb6wDSrR0Kq
DQ/E1eI2YGla07YqiMVYL530Bb7Wo7saC+pyR2yelcLP6S80mr6TIVkX7LEksvTbFUpuPLpudKeS
TyhI1wLqRjbm7cfDKP71W2dqvuV9sVQltoV/BEoTybM0ZD87c3vwMJVHPZlLDZF6mtfpxVuLQ7tr
xjL5WuUtZY+E6wTgFIJ1DsqKYogxRv2Qa/s9MVZlP+W3lO4U+pbP8bySt+8avKanM71pXiOmKqJ/
KvycU4NbPxqStHKkE96rxr7cq07YqmEXkjy9FbTW6QN6VxKtxMGcsGlWnxENUb08PliqiPy88qrZ
yWYtKQyJ6deR5qnqGXir/bpyPSuKrW/Ljyky8TaMU9IW4X1ZCBGsgkC7t/MOuKrbD8tvKtksyJBI
8U6qjxu5AorhxunFj8QrUn26UGKsoAoKYq7FXYq7FXYqtkkjjQvIwRB1ZiAB26nFUDJrEZtvrFrC
9zB8J9ZaLHwZQ3MFqF14kf3Yap2G9aKq4ivZQDLMIQQhMcAqQQauPUcfEpG2yqep8KKqN7aSQ2Nx
Lp8Qk1JYZRaPIeb83+ILzkJPEuBsTTp2xVhFj5zu4dRkstVtTb6rG5Z5FUcw3EV5UISRDGi1+yKA
EGtGxVmFnqsWr280MdusgH7q6WYqYjU8XAG7OOO4qoDDuN6KpTefl1priSawmbTb2ShaSBR6YYNU
lUJ5oDU0VJAPuxVW8oaH5i0oyxajdxS2YBEEEVT8RIPMkqnGgFKL1rvirJjWm3XtirEPNOsebdO1
VBZT6bHYNZSuPrr+mzXMfJiVXmHKBeHKleuVy4r2cHOdRx+jh4eHr/O3+zkxuXzl+YAluYDqGgmM
LOVnhkPrRlFbj+6aRzRWUcvhbavXI3kccnXWR+7rfff4fjdF+UvN3mGa9j/T2saXFbo85uo/WhJd
VH7ow8OPBe7epU/iFMOO92zS/mrHicNb3+iu742f0TeTzHoEZQPqNsDIHZP3qbiMcnPXsN8tdkpf
4u8riBZzqtqsTllRmlReRUgNQE1NK4q23mzywsCztq1mImLKr+vHQlacgN96VGKtf4u8rCITHVrR
Y2JCs0yDlx2PGp3pXtiraeavLbzPAmpW7TRhzIgkUlRHu5bw4964q3c+avLdrdtaXWp20FwgDNHJ
IqEBgCOpA3BBxVo+a/LfAOmpW8qF1iBhcS/G9eKn0+VK0xVNcVdiqx5oowS7hQKAk7DfYYqgX1u3
Ppi1R7ozECJ0AWNuQJDCRyqsvFSx4cth03FVV7C+mDB7hbVTzC+goeQb0Rucqlem5Hp9e+26qpHa
2KSCUr6koPJZJC0jKQvD4S9ePw1+z4nxOKsX89SeYYJIr+yYyaVbBJLiCI/vFeNy/q8aDkoouxr0
6AVOKr/Lnm8TiNZY1FrIAsDxjiOfP0+KoQNiSOleJ3+z9lVkqT3MjKSFgioCQ3xyEmtVIHwLTbcF
q/rVQ15ouk31o1rfq13G5VnMrty5qAOSlSvp1pvw4jFUj0byNHpWsRXcGpSPZQktHaOvxVMZQ1dS
o6muy+3virLfVj8cVd6sfjiq7FWN+a9M129lj+oWmn3dusLrIl8jM5djsFYdFI674qw9fJXnBJ1n
i0fR4m3V4kBERTiV4kFiTy5HlU74qjYPKvma3Mki6Ho3PjJ9XaKMBlJFFVgWVTVSyn78VV28s+Zf
SjmTSdKaX980kEylyGmjA2LO6vU/C5+HkB0xVQ0fyh5lE0SavpelzaZzJe0iqpX1SvMoKFFApyKj
rT6cVZaPJXlQW/1f9GQGDkXCMvIBm41pUmn2B0xVd/g/ywYBA+mwyRgswMi+o1WILHm9W+Knxb79
8VWx+S/LETFobFYWIIrE8iU5fapxYULUHIjr3xVUm8qeXprj6zJZIbghQZqsHISlKsDU/ZGKtL5R
8srx9PTYIwsizKI0CUdKhT8NOnI/fiqb4q7FUDc2ltLOXljEh+Ggf4lHBuakKaqCGoagV2HgMVYn
51v9Rt9R09I6xQBhLb3FEZTcAOhQ8unwPtXr9GKsj0vUor6wS6HwdRKp/ZZftD5dx7YoVRdo7hIF
Mw25SL/dgVKn4zsSChqFqR3pXFK30bmaMC5k9PlQvHASOqkFfU2YipqGUKdvoxVjvmXyYbmWTU9J
cxajwVTAx/dShBx4/wCSeO3h8vtYqmvlix1ey05otUmWacyFk4sWCR8VATcDoQcVTbFDsVdirsVR
QFUA8Ril53+ZtqJ7m2thcaxbhYHbnp5Z4G+0wWVKhmfkgpvlc8d9XA1miOaqnKFdx+9jEsMstg8C
X/ml0heVllDs0kiViVAyllIQUqtV/m+iJxHvaT2WTGvFyf6b3KWq2dtLpML3d1r8wlaQzRPIwJHI
R/vFkaVUbb4SF6eOPhebCfZAlGpZMnz5/OwyLyxrs/l6TUFa01LVI7t2uQ/DkI2EpgESVJBUncHb
am2ThDhc3S6Y4uK5GXEb36eT0ixvYL22W4gJMbFl3BBDISrDfwI6jbwyblq+KuxV2KuxV2KuxV2K
oeX+8OKpVrWmJq1q9jPAphYqROxoyGjfHEBU8lNBvTqevQqsOv7m50W9kttRVDGEIs2Ks8MkLcQ1
UJYsTQh1YmnIkbUoqzfR9Ti1TTYL6JSiTAngeoKkqw29xiqMxQ7FXYq7FXYq7FXYqihXgKdabYpY
d5417zTpM1t+ibrSVBjd5YNQd45JCp/3WAyjiF3NWyuXF0cLVHUivC4D38VpbP5w83Jpty0dzpCa
hDO6iG5cqDEC5+CkicuCGNmapFK0r0yNzprlLVcOwjxX17t/P3fagz5r89taq8Wt+XTdFVd7YuTT
hy9QB0d+wVtwOp6U3fW11rqu8d92/wCO78DeU+W/NsEmkwNrmpad+kmMvM2ko9IrF8VV5Gv92Qxy
yN1u5+n8TgHiVx+XJNYPMnl+4uFt4NRt5Z3KqsaSqxJcErSh7gZJubPmXy6AxOqWgCAlyZ4xxAYK
eXxbfEwG/fFVAecPKxeNF1W2Z5SBGFkVuRJ47Ur32xVVTzP5dd5kXUrYvbhmnUSLVFT7RO/bFVje
bfLCBS+q2qhwCpMyCobp374qu/xT5c/cf7krf/Saeh+8X4+TFRx+ZBGKppirsVUniZmJBG+KrfQf
xGKoLVPLum6qka38CTiFuUZJZSpPWjLQ0PcdMVRUFhFbxLDbxpDEteMcYCqKmpoAKdcVX+g/iMVd
6D+IxV3oP4jFXeg/iMVd6D+IxV3oP4jFXeg/iMVVwKADwxVjHm/Q9R1O6tPq1hp91AiutxJfRGV1
rQr6dGjNKj4vi+/FUku/J2v3lneTPp2kw6jVltiiP+8DyAMzlmZVHpg7EGtei03VTXQvLDG6ul1n
R7ARIztYywjkpSWqOjq1SSVUEk7b09gqm0flHyvHThpdsApYhfTUgeooR9iKfEoocVV4vLugRSCS
LTraOQcaMsSKR6alVoQOykqPbbFVJfK3l5VcfUYzzDAs1WYB2DNxZiWX4hXY9d8Vai8p+Woo4o00
23CQOZYVKA8HNKsteh+EYq3/AIV8t+rLKNNgWSdWWZkQKXV/tBuNK8qb4q6Xyp5clEQm0+GUwkGN
pF5sOOy/E1W2xVw8q+XhIjixj/dEGFN+EfHcemleCf7EDFU1xV2KvI/Oj/muPM98NFN3+jOS/VvT
4cKemtaV3+1XNbm8XjNXTz+t/O+KfDvg6cu5Oxc64miW3qRa1Jq31RluPSKBfrTIoDfGQKI1Ttt8
8lcq/juvtc0HIMYsT4+Heq5/F3mDUtdn0G4XRNP1i11YugtmmdWAUceZasrpRhyp3r4DDklIx9In
aNTkynEfDjMT6cv1kMJ9T88PG+/5J5j/AL/+k6n/AFx8/wDYrv8AkOf/AC/f8k8f3/8ASX/XHz/2
Lv8AkOf/AC/f8k8f3/8ASX/XHz/2Lv8AkOf/AC/f8k8f3/8ASX/XHz/2Lv8AkOf/AC/f8k8f3/8A
SX/XHz/2Lv8AkOf/AC/f8k8f3/8ASX/XHz/2Lv8AkOf/AC/f8k8f3/8ASX/XHz/2Lv8AkOf/AC/f
8k8f3/8ASX/XHz/2K3n+eHjff8k8f3/9Jf8AXHz/ANi71Pzw8b7/AJJ4/v8A+kv+uPn/ALF3qfnh
433/ACTx/f8A9Jf9cfP/AGLfP88T3vv+SeP7/wDpL/rj5/7Fv/kOf/L9/wAk8f3/APSX/XHz/wBi
7/kOf/L9/wAk8f3/APSX/XHz/wBi7/kOf/L9/wAk8f3/APSX/XHz/wBi7/kOf/L9/wAk8f3/APSX
/XHz/wBi7/kOf/L9/wAk8f3/APSX/XHz/wBi7/kOf/L9/wAk8f3/APSX/XHz/wBi7/kOf/L9/wAk
8f3/APSX/XHz/wBi91zbvVOxVBzmf1W4opHYliD/AMROKvMdaumj1ue2lvNbjRbp3mmtpOMI9bhx
RX7JHt+z44qy7ycbldJdedxccZ5VEt+59UgNQU+H7PcYqnvK4/kT/gz/AM04oV5vrLQOvELVSOSO
eQqOq/B18MUvO3u2vLaSaK68wWrzMbNkeShjaFUmaQKoHEsF48gd6kU3xVA6TPeatdW2mtd67A7N
IIZZmKoJAJHjZ5OTSEKKjbrRendVkk3kDVpbdIW8w39VqWYXDfEWCq1RTpRdh4k4qy21iuoIEiP7
0rWskkhLGprueGKqvK5/32n/AAZ/5pxV3K5/32n/AAZ/5pxVBTC6dJEAVCwKh1c1Wu1RVOoxQlA0
C/8A0Pa6c2oXJktpFka9ExE0lGLcXbiarvSnsMVTnlcfyJ/wZ/5pxVtGuea/AnUftn/mnFVPWrgQ
aZNcXcptLaALLNPE7h1VGDH7MbGhpQ0HTFLDm1ny/YxQ3Nx5j1BlgLRHlJOQ5flHR1+rmrJ6LfI7
9xiqOGt6GIp4/wBN3NGuUiJM0gYTqUpEhMNd+O4GxqfoVUJNS0MxWd82u6hFFbp9aUiaYrLEpj3l
UQNyWrLsd9ziqp+ldFnT4tevA17ILeNhK8ZEkqO6KnCBVQlJgRt2XuMVW2Eel30h0O28xalNehvr
xY3Miy8GRQF9QwKvD4geHjirMLSC4toFhFZeJY+pLKzueTFt2K++3tiqKxV2KoC5SMzMTbcz/NRN
9vc1xV5tr3mKe18xXEH6ejsYYpVH1M2KzcFouzPw71/m+nFWW+VboXujxyyuuoyq8kcl2kKQqxVi
NkPHoNtsUJx6cX/LJ+Ef9cVV5VhWF2NrxCqTy4xmlB1pXFLz7SZPNOp3E9tY+YI7iaNY5jTT4gio
68grOyqoLK6kCtdj4HFWRX2keb5b9pLW9ht7NoinofVoGKycCBIpYkn4qGhNMVTHRLHVbeGZdWKX
0rSloZEhhi4xkCilQ3Y1xVMfTi/5Y/wj/wCasVd6cX/LH+Ef/NWKu9OL/lj/AAj/AOasVQrpCORN
psKk/DGf1HFDGm/MLyQiF2lAUcT/AHJqQ9aEClT07YpT6yuLO9tIbu3tS0E6CSNiqKSrCo2JBGKE
QkcXNf8ARO47R/1xVu/WNLYsEW0oyVmdYSAOY+H4mA+L7P04pYx6VwPWi/xPD66KqSgw2VUlWNwx
K+p8NTR+P+T1ptiqpNOsl1JGPMVojUjkjgSO0DrGo9WQt++qwePvT4V398VQdsLi5jRW8yWB1T02
VZoobGQ8TMHDqOaNQxKFK9O9TiqfQ6ZrLzeuuoLLaSIvpxi1tjv6nLkHD7gx/D+OKovSrC+tomXU
H+vyErwk9CCGgCgHZGNakcsVR3pxf8sf4R/81YqiQABQdMVdiqAuPS9ZuXq178fUp0/ydsVee65r
eo22qXaQnR41VyEW6kdZ2+yPj/eLRipruOlMVZ1DFaRoFjSSMHcqglAr9GKFT9x/xd/yWxVEOYRG
xX1eQBI5esBWnfFLGdK1jWzeRx6peaY0O7TfVJbrmFAZaKJG3PPjv06jrirJYprKaJJoXkkikUNH
IhlZWUioII2IOKr/APR/+Lv+S2Ku/wBH/wCLv+S2Ku/0f/i7/ktirv8AR/8Ai7/ktiqBuuPoTeiJ
Gl4t6asJipahoCKrtX3xQw6yg85KVkNhpiRAM0McQuAVPFvskVG7UrilkGgnWDBJ+mI44nqPQS0+
sUC0358id6+G2KE2T0Oa/wB91H+/sVU9YKjTpWhsZNRlXiUs3aRFchgftMGA4/aG3bFLFbN5Eu7m
C38jiKOB+UUysIlkKkIGWsaivpuxG/t3xVq6sljuJJovIzTOIzEJPXjAKGsZULUkKYulF9qYqhJL
JIY5pU8jFWVVUenKxL1KDiOA5igLV+Gnw9cVTaLzD5khhSGLyndKV5KqC6PABVqvxU6k7eHucVT3
RL67vLRpdR0+fTZw5UQGSSWqgD4uSgdTXFUw/wBH/wCLv+S2KonFXYqgLh4xMwNzwP8ALVNtvcVx
Vg2rQLc6hfPceW0uwCQtyJ4OcwVkAanpilVFftV+Gnhiqt/i3zWWCRaDIF5lObXMQHEGgahjBpir
KLG6eazhmuJfq08iK0sBeJuDEbryC70xQjppY/Qfjceq3E0jLRDkafZ3XvilhInuZLR/V8pQowkQ
RQetZkOjMXJJWL4SrANxbY+NeqrLdHvJp9Nglux+jrggh7P1IZPT4sVUclUKaqAcVRnqRf8ALZ+M
f/NOKu9SL/ls/GP/AJpxV3qRf8tn4x/804q71Iv+Wz8Y/wDmnFUFO8JikDXPNSrAoDHuKdOnfFDA
/LvkvRbiRpbzS5NKb0/gb64shqxeNloFWh4iv04pZZomg6NosUkenzsizENKWkVyzAUB+IHt4YoT
RJIua/6X3HeP+mKqOuy2C6TcSXUkt3BEBI1vAUMjlGDKFA41PIDauKWCWmo+SFaWVNG1cu5E8zSA
yMxoYqtzlYk/vDt4b+GKoNrvyH9YlvV0nWWmSL0HAT7MLQtDyry7R7VY139sVbtk8kQSSSw6ZrVv
cJCpjPwVKM4iUJV23JofDFWceVvMVlqUDW8Md9YpaqgX67HHHyU1A4mhBpx3xVPfUi/5bPxj/wCa
cVd6kX/LZ+Mf/NOKonFXYqh5Y7gyEoqFexLEH/iJxVi2q+StavtQkuotdu7SGU/FbRSsFUcaUSgU
Lvv0OKqZ8i62YpI/0/eASSGQsJn5L4Kh/ZX2+WKsksbC7tbOG2LCYwoqeq8jszcRSrFgTU/PFVe7
iu7i0mgVvQaVGQTRyEOhYU5KSh3HbFWNt5O1z6o1vHr12hdoiZfVYuFiThRTSoLdW3oT28FU+0my
vbDToLSSU3jxAhrmaRmkepJqx4++Kozlc/77T/gz/wA04q7lc/77T/gz/wA04q7lc/77T/gz/wA0
4q7lc/77T/gz/wA04qh5YroxvQIux+IMxI9wOOKvLfrGhxRNKfOWoiMcEDB56VkV6E1iNahT8qeO
Ksr07zj5dt9NjRtTE62y+m9xcCcSNw4As/KIEn94tT74qrv598uRPGDdozSbxqqzktSRozT91/Oh
GKo/S/Mlp5htp/0LcoXgZBLJR/gJNaUeMKagHpiqI0O08wWdq8eqXyanOXLJPwWCiECi8EWnWpri
qY8rn/faf8Gf+acVdyuf99p/wZ/5pxV3K5/32n/Bn/mnFXcrn/faf8Gf+acVdyuf99p/wZ/5pxVU
xV2KrGhRmJJap8HYD7gcVa+rx+L/APIx/wCuKu+rx+L/APIx/wCuKu+rx+L/APIx/wCuKu+rx+L/
APIx/wCuKu+rx+L/APIx/wCuKu+rx+L/APIx/wCuKu+rx+L/APIx/wCuKu+rx+L/APIx/wCuKu+r
x+L/APIx/wCuKu+rx+L/APIx/wCuKtG2iIIJcg7EF3/rirHbi88vWmrxaWbWKO2Dx273LSJHGt1d
Bnit0VmHORlSrovxjnGeJViy3xwkx4vxQ5n8dx+NUsoEq/Fnp+PJO/0PpvDh6C8BSi702II2r2Kj
7sobUhm1rTI21K6srWOZdPtIb6adp/qzMjzTpcIzS8VjkiW1faVlHP4XMdCwjimJy4fd9t/qbs2E
44CR52R8hE3fnxbdPNNnS1t9Pm1Kxs5ZZZYxN6KB4ZpCRUB1fi4YV3DDkPCu2QzzMIGQHER0HX8f
2W1wiCQCaUNP1eO9u4IIYXkR4BLcyxzOwt5T/uqSvEV7Ury8VA3zFwa7xJiIF3GyQfpP807D/iu+
IG7bPBwgknr8/P8AG3mh/MGsXOn3tvDDBL9X5RtcXDB3DB/UPpx1lgRSqQO8kjPSMcfhYMSt2p1I
wgEgmzW3xPUjbbcrp9OcpIBAoXv8ul77pnpErX+m295LE0Dzrz9NZnkWhPwsrfASrijLyVWofiVT
UC/HMTiJDkd2qcDEkHmGP6j5subfzZHo66bPFp1uJJtS1W4kZFaJLUzD6lHy9S5IcqrmMNw3BXdT
jKQiLPIc2oy3/H2J35hvv0Ro11qMdpdahJbqGSztmYyyEsFAHJgABWrE9Fqcuxw4pVdLknwxv8f2
d/kwjR/OfneLzPZaRr2jrcWt3FRr3SXeRI5WuXiSR+c7ERGJRIfhqFIJoaqLvCgYkg1Xf/Zz/SwJ
nH6qPTYftPx8t3pmYrc7FUFPrmi28zQ3GoW0MyfbjkmjVhUV3BIOQOWI2JDWcsAaJCn/AIj8vf8A
V0tP+R8X/NWDxod4+aPHh/OHzd/iPy9/1dLT/kfF/wA1Y+NDvHzXx4fzh83f4j8vf9XS0/5Hxf8A
NWPjQ7x818eH84fN3+I/L3/V0tP+R8X/ADVj40O8fNfHh/OHzd/iPy9/1dLT/kfF/wA1Y+NDvHzX
x4fzh83f4j8vf9XS0/5Hxf8ANWPjQ7x818eH84fN3+I/L3/V0tP+R8X/ADVj40O8fNfHh/OHzd/i
Py9/1dLT/kfF/wA1Y+NDvHzXx4fzh83f4j8vf9XS0/5Hxf8ANWPjQ7x818eH84fN3+I/L3/V0tP+
R8X/ADVj40O8fNfHh/OHzcfMfl6m2qWde37+P/mrHxod4+a+PD+cPmxfS7LSNO8xNrUWvaZ6t9Ei
678dwXuZlVvji9S/kihRWK+mhicolUDUaotnrRKIiZRocuTXE4oyMgRZ/pftT7TNfsYrKNNT1zTr
q+HL1Z7YrbRNViV4xPPcMtFoDWQ1O+3TKvGh3j5tnjw/nD5sbj8veU5POj+aNS8xRai8cfpabZSz
wrFAhmFzR+LD1vTmAaHmPgoDuyoywxZRAy9YPFXdtV/r/Q5GfWYpwhH0jgvrzvh3r/NHx3ZVc6/o
MtvLFHrVtbySIypPHPAXjLCgdRJzTkvUclI8Qcn40O8fNx/Hh/OHzSvRh5W0y4M/6ct7p/TKRmU6
dGY3lb1LuVDbQ27c7yYCaepKlxVQuPjQ7x818eH84fNH3mo+T70p9cvbG4WOvGOWaJ0qafFwZipY
U2alRvTqcqyDDk+rhl7+XybMesEPpmB7j+lWg8waBHDHG+sW0zooVpnngDOQKFm4cFqep4qB7Zb4
0O8fNr8eH84fNietae1/qdvcw+e7cWcdyLk2d5b6XdegVmR1NjKEhaGRYhJCHl9U8Xr9oVwHLA9Q
g5cZ5mPzDL/8R+Xv+rpaf8j4v+asPjQ7x80+PD+cPmk2nW/knTNW+v6bqNjZQfVzb/o23FhFByaQ
O03JI1uOZ4hSPV4U/Z5b5OWqEucr+LXDwIm48APwZVhcl2KvLfN35O6hrvmO91aLUYYY7plZYmRi
RxRU3IP+Tmvy6SUpEguh1nYxzZTPiq/LyZRoXl3X9IttPgRrGQWFubZZKSKzq7IXJIrufSX+3Lce
Kca+nZ2WDBPHGI2PCK/HyS/zL5L8za3az2hurGGC5X98Wg9SQMJOYKScUKhdwvUip36Ujk085dzT
qtJkyxMbiAfK2H/8qB1X/q7Qf8i3/rlH5GXeHU/6Hpfzx8v2u/5UDqv/AFdoP+Rb/wBcfyMu8L/o
el/PHy/a7/lQOq/9XaD/AJFv/XH8jLvC/wCh6X88fL9qnH+RV7I7JHrdq7oSHVVYkEGhqAdsfyEu
8L/oel/PHy/aqf8AKgdV/wCrtB/yLf8Arj+Rl3hf9D0v54+X7VGD8jrmeR44NdtJZIwDIiKWKhqh
SwDbV4mnyx/IS7wv+h6X88fL9qt/yoHVf+rtB/yLf+uP5GXeF/0PS/nj5ftd/wAqB1X/AKu0H/It
/wCuP5GXeF/0PS/nj5ftd/yoHVf+rtB/yLf+uP5GXeF/0PS/nj5ftd/yoHVf+rtB/wAi3/rj+Rl3
hf8AQ9L+ePl+13/KgdV/6u0H/It/64/kZd4X/Q9L+ePl+13/ACoHVf8Aq7Qf8i3/AK4/kZd4X/Q9
L+ePl+13/KgdV/6u0H/It/64/kZd4X/Q9L+ePl+13/KgdV/6u0H/ACLf+uP5GXeF/wBD0v54+X7X
f8qB1X/q7Qf8i3/rj+Rl3hf9D0v54+X7Xf8AKgdV/wCrtB/yLf8Arj+Rl3hf9D0v54+X7Xf8qB1X
/q7Qf8i3/rj+Rl3hf9D0v54+X7Xf8qB1X/q7Qf8AIt/64/kZd4X/AEPS/nj5ftd/yoHVf+rtB/yL
f+uP5GXeF/0PS/nj5fte1ZtHqHYqkPmXUNUsGSa3ZhbSJwLqqyCN1PIuy8eVOAO/L6MlEBhMlD23
nLmCzQrIgkYMY2IZIx9nkjCvI0NAMPAjjTSXWUOivqkCMI1BNJFNVVX4uzKprRQCflka3ZXtYQmn
+b9Nu1qfh8WX4gBTqw2cVI/lyXAxGTvTi3u7W5XlBKslACQpqRy6VHUfTkSGYNsf84I6JBKGbgzE
MrElQwHwkA7A0r0xCChfJ7vJqcknISK0DUdWDj4ZAhBIJ3BQinUUxKhG+adPvJzG6Tzm2chZYIxI
wBUh0IWFeVPhPLkadB0xCljWkeWL65e7ttMvVtdPvne61C7jLtLJKeEcdI2IUfu4uPLsEHfFFWze
2g07RNPjtIFdYE5tGpLysWZi7Vdy27Mx6nAy5MU1TV/MUnmS3GnSyeg7Blt2QlI4YzF6/P01ozSb
qgYsd2IpSqmltmtvPJIP3sRhk3IRmU1A7ih98CrLO7lnVjNbvat6sscaSFSWWKRkD/CWFJAvNR14
kV3qApROKqEt0yXHp+mTGqc5ZQR8NTRfh7jZq+H6lFqysrCqkEbio36bHFLeKoYXb+tMpQGGJljL
oWdwzKrboF2HxDoTiqukkci8kYOtSKqaiqmhG3gRTFV2KpReavfWWqCCa0a4sp0LwyWql5YwjRo5
lTqwrLUcASAOmGkWj7DUbHULcXFlOk8Jp8SGtCQG4sOqtQjY74E2iMVdirTKrKVYAqRQg7gjFWN6
l5Is53Wa0la3nT4o2NW+IUKksak/FyY8qsSftAbZISYGCe2FlFZW4gjLEcmdixJ+JyWalegqemAm
2QFJZq3lHS792uIuVlfHlS6t/hJLBq81GzVLfF0Y9K4goMQUNonl3U7W/E97cLIIXdo3iAX1FYFV
5rQcSK1oDTp1yRlYYxhRR3mayFzprMY5JvQPqejCKyNQUPEVWuxOw38KnbIMyxTydDeX2sXMkcDa
daQT+tM8fCQTSmnJDIrFU2Cmir9mqnjthQN2fyMyxsyoZGUEhFpViB0HIqKn3OBkxHy3LenXtWu4
IVEGqXCSvbyx+jPH6UUVu7Oyl+Sr6LUqOTOeHwLGWJQCyu4t454yrAcgD6bkBipII5CvzwJYvqUv
myL/AEDTLJY9k5XcYWjsVJNGbio+yRU+3cjCxT7S9Ggsf3rO1zfMgSe8lJLtvUgVJ4rXsPatcDJd
AsU+liC+IuF9MRXbSxNCkh4gOfTkrRW+Z+eKGreW2sLURz3wkhjB4TzuvMIoLUd9uXFQfiO9B8VT
UlUFa1vqEWqz3sbCe2mgt4Vta8SjRSSs8ikih5rKu1R9n3xVFMEUmbgVduIdlAZiAdgacttz8qnF
VVCSgLChIFR03/HFKXWOnzWN5q9yB6w1G5jukRSAwItobYqa0G3ocq174qqWFjZ6fb29lZwPa21p
EIraNalAi0FDQtUjiN239+uKEUs6NJ6dG5/F+y3H4adWpT9ofjTocUpRLr+mRa7JbyTCWRYVWGOG
Np5A/KQzL+6V3GyIWU+GGmN7oSW11HULhrzT7GTSLiZErqE0qxyGoIBe1QTxy8F7S8T2BXqFWSRC
URIJmV5QoEjopVS1NyFJYgV7VPzwMl2Ksc84eYp9IFnHbXdna3F1JwRb2OeQOTsqp6G4JYipPQZj
58pjVEfG/wBDiavOcYFGIJPW/wBDFG/MjXoZke7uNLt7SRGaN2hv25B1P1duSIyryb7Sn4qA5jDV
S6mP2uBLtDJEgkwET5T/AM3p8xzZpqc3mqhn0r6i1r6PNRcCb1C/pyH9mgoX9P6OXtmXIz5xqnZZ
Tl5w4arrfcf019rCovP/AJvkhqbnRY5GI9NWS+NSwi4Cqrx3M69+/scxBqp1zj9rrBrc5HPH/svK
vvasPP8A531O4e305dKadnWOGCZLyN/jV5FLcgg+JIyeo6e4xhqckuVfasNdnmSIcF9L4h3nu7gm
nmDzR510f6rHJHp3rz2qFhSZgbo3CxvSjL+74SL9J8Msy58kKuuTfn1GeFfRZA7/AKrA+W6G8s+d
PN+qatpkUr6U9jfiSUGBboStFEaPTl8KlSR9oCuDFqJykBtv72vTavNknGzj4ZWduK6Cb+a9f8ya
RMvpT6XBb3U8UOn/AFoXTSOWBEgb0gVDcinHtStcszZZxP8AD5c3I1WfLjOxgASAL4vjy+FfFjs/
5iecUuo1H6JSG7uTb2fNbku3CQxkH0zJQ9Kk0AzH/Nz8nEnrs4kP7upSofV3+V/sZ4T5mPl8EC0G
v+nuCZPq3qV/4OlPxzN9fD04nafvPD/h8SvhbBJfzE82C4W3iOleqXghQyC5CvJIrrJ8Q+yPWhYL
ypt18cw/zc76Oslrs10OC9v53nf2jZm3lO91290hbrWkt0uZWJjFqJFT0tuNVl+IGtcy8EpSjcnZ
aWWSULyVxeV/pYrf+ftXg1a4Ed1pa6dy4WgmF2JK70MjJG6j+6k6eG/vjS1RvYxr4uFk1s4zO8OH
p9V/HY90kb5T84axquuvbXc2nvYyR+rbLaLcGceoPUh9QuOCgxA1r329snh1BlKjTPS6qeTIQTDh
rarvfcX8GQeaNQvtP0aW4sHt0u+caRNd+oYau4Wh9IFqmtB75fmmYxsOXqZyjAmNcXny+xiEHnzz
JcQRxwyaWb2avpoRddyJBtxCkehIp+3XltTMQaqf9G/i4EdZlkKHBxH+t7+7+aR157Mz8t6jPqWh
Wd9cFDPPHykMSyIhYEg8Vlo4G23LMzFPiiC7DTzM4CR5kfjnup+adSvdO0Wa6sTCLsNGkP1kOYiz
yKtG9MhtwdvfBmmYxsI1M5RgTGuLz5MRj8++YJiVhk0wvI5+rKRdBjH8MgJHEr/cSA/a+1tTMT81
L+j9rgx1mSXLg8vq9/d/NPz2Zb5R1O+1Ty9aahetA09wGblbLIkRXmQhUTfHuoHXMvDMyiCXN0mS
U8YlKrPddfbukPnLzHr+h6tbR2b6bBZ6gyKHuY52nMxZYyaRFVb4eNPlucpz5pQIAqi4us1GXHMC
JgIy23u7+CTt5/8ANf1BnS50aS4QwMzIl/xEdzVYgUZA3Jmp0rtWtMqOpnXOP2uP+ezcPPHxbfz+
UuXTv/Aejaeb42Nub8RrfGNfrKw19MSU+MJyJPGvSuZ0brfm7fHxcI4vq613q+SZsV87RebL6zay
0SGa3dJonF7DcRRM6AFnVQSGG4pvSu3auKpVb2Hm9LuK4ltdWcidncHU7Xh6coVWrCFCfu+HJEHi
fixVlWpatqltZW89po893PNIEktPUhSSNSD8bNyePqAPtd8VYjHqOswz3rSvfzzBwTp73ljEYfUi
aQKSG5KBy4ivXY9MVR+l+YtZtvVtF0vUdRit04w3UslvKsnpkipliRfjceJPboa4qm3nGbUV8vub
EzRXrshX6vJDHIOJ5sOUxVaUXf8AViqT/l3qGpyzXNrfSXFxIIYZXluLmCcoxqoULCW4hwOVT1xV
kfmWXUo9FuG0x/Tv/gED8Y23LqDtKyJuKjc4qxjyX5h813Wstaay8M8UkPNDAYR6TrRmDBGZyQX4
MKbbbmuKs6xV5b5g8zyxa1qK29/fcKusdvFPDxqiyJI0e59JY2Wp5b17Yq9N9eKK1E08ixxqgaSR
yFAFNySdhirziKXzKt9MLvUL6C2iEfqzfWLNV3bjVOZdSOLcmofbwxVNNCutQfV7W4kg1GOKv1ef
67fR8AI4QBKbfYSGQkbp3HLxqqmXm7zNaWlstpDdejczGJ3uEZR6NuZFDTcmorCpC8Q1fixVhI82
zwad9ae/vpfQuI4S31qILLVHmeNqoSrJ6gjLCoNBQ0XZV6F5P1eLU9Ct5VLerEojlSSUTyAgfCXk
UKGZlo3TviqA87a3c2Cw2seoWunC6K0uJzKJAqNWQrwR1/lHxEVqdxtirDL3UtdhsYpV8zJ6Mkoi
+uerPTgPULhh6NQwZiqsK1oOlMVZ15N1O6voJla9tr60twkdvNCZWmNKis7SBeTMoU8lA3r4VKqU
65Z3thc3LS+Z5YJtQnDWcMnJI4Q8ciqicRJy36L8PQHc9VWO/XtQtdTf6z5tK2MnppNIsk0siSSh
JF9OP0+I5cTSq8ePvXFXpmj6ctlBJxvLm9W4f1le6k9QqGUAKmy0XatMVR2KuxV2KuxVDtpunNK8
rWsLSykNJIY1LMQAoLGlTsoGKqkFvbwJwgiSJK14ooUV6VoMVSTzV5STzD9XEl5JbpbiTjGqo6Fp
FKcirgjkqk0PauKoXQ/I36H1WK9t9QcxJEsMtt6MSCUJEI0MjxhWYrx5DlXFUy8x+Xl1u2jt5Ll4
Io2LsqBWV2p8BZXBU8G+IVHWmKpPov5fHSbuC4t9UlPpTNK6elEnqLIBzjZkCsQWAO57DwxVlzAs
pAPEkEBh2xVikXkjUonDp5guuQDqZGjiMhWTcj1aB/tfF164qn1tpS/ohNN1CQ6goQRzyTDeWh6s
Kn9eKoKTyT5UkeR30yEvKCJGFQW5GpqQfHfFV/8Ag/yx9YW5/R0JnU8hKQS1aU3JO+3jiqUedNOg
sdNsrq1Vra0sZES4jtzBEpgFKKTLTqyqi0P7WKsL1LzEl5ZxwwXuoJFdtJF6lxPbyF+CpQKwU03F
KgihJJxV6N5MHLRILhfXWKVAII7iRZD6SEiNhxVAvJSKimKofzrpc1xDaX8dylslhJ6l20jKitBS
rAOUajVAA3HU4qwXVNX1h47a2h1mGOSeNI53kvFuDR25K9BCGqI2U1Xx6Yq9B8oaW9lYBmu3uFYC
ONeR9NQjMTRSkdG5MwJpuAO+KpJ57i1e01C3v7fWWs7KQcJLV7pbYc0FQY6xyA7bsD1xVjMWqatc
38Tza3ElpFJJcAC6NwwAHOREeOIyUVDyCkbjau2KvUtFtbq10yCG7na5uqcp5mYvV3PJgpYA8QTR
a9sVRuKpFq3njyxpN3NaX956NzAgklj9KVqK0byg1VCp+CJj17ZA5Ijm4mXW4sZIkaI8j3E/oLV9
568r2N8thcXT/XGgF0IIre4mb0W3DH0o3p8jvickVya7FCXCT6qvYE7fAITVvzP8j6TfNY3+o+lc
oqO6iGZwFkRZEPJEYGquDtgOWIas3aunxy4ZSo+4+/uWWn5reQbv1fQ1UMIFEkpaG4QBWdIwatGP
25FGIyx70Q7W00rqXLyPfXd3lZP+bHkW3do59QMbryqrRS/sSmE0+Hf4genbfpg8aKz7W08TRl9h
76Ww/m55CminlTUGMduvORjBOPh9RI+Q+Df4pVw+LFjHtjTEEiXLyPu7vNfbfmr5JumkEF5JJ6Vf
VIgmovFXc1qn8sTHHxYph2tp5cpcvI9xPd3AqUX5v+Qpf7u+kbbkKW1xuK0qP3fjt88AyxY/yzpv
53+xl+p0f5v+QZEMi6g/piv7w284WqlQRUp1HMYjNFf5Z01Xxbe4/qTFPzB8qNLbxtdtC10ypF60
UsXxSF1UNzVeNTE3XD4kW8doYbAur7wRzvv9xVdL88eW9TvobKyuTJPcR+rD8DhWX045ftEUB4zL
se+3UYRkBNMsWtxZJcMTuf1A/pCe5Ny1G+vbexs5ry5bhbwIZJWoTRVFTsN8VY3/AMrT8giRYzq8
au5AUNHKvVgvUoB1b7qnoDkJTA5uLn12HFLhnKj+Ar3PnvycGFvc3YPMgCNoZWBrN6A6IR/eimGU
gObdlzRxi5GhdfNV0rzN5VubG4vdOkX6pafFPIkLxhecQnrQopNY6HYYxmDyYYNTDKLgbH7LaPnz
yosjRtfBZFKh0MctRylEArRf9+MFr/DEyATPUQiSCeVf7LYfNx85+VLiyjnN0Jba4m+rxcopKPJQ
MAFZNx/ldPfCC2RmDddEPF538lRrHcRTrGJ1k4Si3lTkIBWTfgD8AXv9GFkm2i+YNJ1qBrjTZjPC
hoXMckda+HqKlRt1GKpR5x8zWemSRW5SG7uuDSrYJG15fStGkl0LeC0Th8V1bWN2scjyqokRRxk3
UKsG8qfmj5o/5WHrflbWLLT7PTdOntrCwu47e6so7q5ZoBcOZJ2Zk+GdTFGIGjLywxfWP3kLzKXs
OKHYqxrUfI9pe64dVe7lBfaS2IRoyAhSgBFPBviDb4DEMDjieYCkfy40N7mK4nmubiSOFrd/WaNx
LG/PaWsfxU9U0wcI7mMsGMmzEHpydP8Alxos101w9zdksHHp+ohQc04fCChI49V32PTHgHck4YHm
B8lXWfIOi6pKkkgMLqkkbGJI1LCSm7UXcrQca48I7mMtPjO5jH5Bq88hadddby7gPJm/0do4h8QA
pRY9x8Pep3648I7mfhx7giP8G6dy5C4uQ3PmSHUV/eepxIC8SO3T7O2HhHcvBHuXnylp/wCi20+O
aaMMCPrQKG4HKTn/AHrKW2+z/q/fjwjuXw49yXr+XdgLf0W1K/NU9MuJVBP7zny+wfi/Zr/Ltjwh
PBHuRMXkmzFuyTXc8kzhgZ1KoRViVKrxKgryp07Y8I7kcEe5D3H5f20t2JRqN0sDLMk8DMH5LKhU
BKjivAsSPhOPCO5TjiegTSw8s6fZRlI2eVjT95NwkbZOOxK7V6mlKnHhHcvBHuSqy8grAJEm1e9u
I3oVJkKupHIbPvtRulOorjQTwjuRg8l6cBGrXN3IsZrxklDhqctnDKeQ+Pv4DwxoJ4Ql4/Liyjto
7SHULpbdepJUygBkKqkihOKgKRTievtjwhBgDzCZ2Hk7SLN52+O5WeQyGK59OVEqSeMalPhUFq7b
4kArKAPMJbp/5exWdV/Sl08ZdZKVUMWVifiahqGUgN8vox4QgY4jkHQfl6EiCSaxeu6uzpOHpIAw
A4EtzBXatKdcaCeEOk/L4vCIv01fVLqzycgH4rX4VK8aV5b1rjQXhCr/AICh+uvP+lr/ANJ1kBg9
UUBkBFVNNuHL4dutN9saC8I7k70/R7W0sobZh9ZaJQpnmCtI9O7Gm5xoLwjueSfnr5M8wahq2n61
YaRb+aNO0mx9VPK8sFHDW+p2V3dSW83oTxySXNvD6BgdlYpyMYkq6YsgreUNI80f8rLstZ8x+VbG
dkgvNLsPNEMd3bSWwtry9XibSabUOTXcaLOty/pDjKyerIzKriMQBQV7Hkldir//2Q==
uuid:23f0a54b-d2b1-48e7-90fe-936711827314
xmp.did:78c9a953-02b2-5b4d-acd3-589f1de6aaa0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d04a2480-68e8-417b-b839-3c499e0efb28
xmp.did:9833DD165474E811B385E016B3A34FD9
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3E1BB279276AE811B989D082BE25C80A
2018-06-07T15:50:41+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:78c9a953-02b2-5b4d-acd3-589f1de6aaa0
2019-01-25T13:41:02+08:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\ted.cai\Desktop\25度调节三角架.png
EmbedByReference
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6_双排三角架%20.png
EmbedByReference
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6_单排三角架%20.png
EmbedByReference
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6角铝三角架.png
EmbedByReference
C:\Users\ted.cai\Desktop\新款轨道45连接件.png
EmbedByReference
C:\Users\ted.cai\Desktop\新款轨道45.png
EmbedByReference
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统-可调三脚架\3.png
EmbedByReference
C:\Users\ted.cai\Desktop\6.微信公众平台.jpg
EmbedByReference
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\专利.png
0
0
EmbedByReference
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SPAD.png
0
0
EmbedByReference
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SGS.png
0
0
EmbedByReference
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SAAEA.png
0
0
EmbedByReference
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\IAF.png
0
0
EmbedByReference
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统\RM1\RM1对称矩阵\侧压块组件.png
EmbedByReference
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统\RM1\RM1对称矩阵\C形压块组件.png
EmbedByReference
D:\D盘\A产品渲染图\A零部件\U20中压块.png
EmbedByReference
\\shared\marketing\个人文件夹\Y杨艺郎\产品\渲染\屋顶系统\RM2-可调三脚架\2.png
C:\Users\ted.cai\Desktop\25度调节三角架.png
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6_双排三角架%20.png
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6_单排三角架%20.png
C:\Users\ted.cai\Desktop\屋顶光伏支架系统\平屋顶\MRac RM2\6角铝三角架.png
C:\Users\ted.cai\Desktop\新款轨道45连接件.png
C:\Users\ted.cai\Desktop\新款轨道45.png
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统-可调三脚架\3.png
C:\Users\ted.cai\Desktop\6.微信公众平台.jpg
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\专利.png
0
0
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SPAD.png
0
0
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SGS.png
0
0
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\SAAEA.png
0
0
\\192.168.2.6\市场部\ted.chen\ten.chen常用\荣誉奖状&旧版资料\认证\IAF.png
0
0
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统\RM1\RM1对称矩阵\侧压块组件.png
\\192.168.2.6\市场部\Y杨艺郎文件\产品\渲染\屋顶系统\RM1\RM1对称矩阵\C形压块组件.png
D:\D盘\A产品渲染图\A零部件\U20中压块.png
\\shared\marketing\个人文件夹\Y杨艺郎\产品\渲染\屋顶系统\RM2-可调三脚架\2.png
Print
True
True
1
210.001656
284.999994
Millimeters
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
SourceHanSansCN-Light
思源黑体 CN
Light
Open Type
Version 2.000;hotconv 1.0.107;makeotfexe 2.5.65593
False
SourceHanSansCN-Regular
思源黑体 CN
Regular
Open Type
Version 2.000;hotconv 1.0.107;makeotfexe 2.5.65593
False
SourceHanSansCN-Bold
思源黑体 CN
Bold
Open Type
Version 2.000;hotconv 1.0.107;makeotfexe 2.5.65593
False
Cyan
Magenta
Yellow
Black
PANTONE 424 CVC
PANTONE 424 CVC 1
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
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 424 CVC
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
65.098000
PANTONE 424 CVC 1
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
65.098000
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
17 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 52 0 R/TrimBox[8.50389 8.50389 603.784 816.378]/Type/Page>>
endobj
18 0 obj
<>stream
HW[9~_]x|9>VKuq$V,lـꮞvt|s_NFvF?mz۟ˏym_?(hX
ʱ)[QOow?>|lbP
p킲 Wω:B{~?аtDtd688կ&[k
UCD¥ĝ]t!6UW+Us Y"4\-Tp`tܘr,ti9f&F L46~e<G:Dy$qnPvA1o 56V̤w_ؕe`rGeas7@ NJOfg
R{>AI*]zo+xo9