%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 30 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Coloring Page_Japan_TIKI
2020-04-30T14:43:07-10:00
2020-04-30T14:43:07-10:00
2020-04-30T14:42:53-10:00
Adobe Illustrator 24.1 (Macintosh)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYqgLfXtIuNYu9GguVfUrGOOW6twGqiS14VanEnapANQCK05Cqq3W9aj0yGMJE13f3TelYWMdA8
0lK0qdlRRu7nZR92KsM8waQJ7G+utaCatd26D6wr/wC863EgAgsLCJ/hjZ2dVac/vPioGqf3ZVmf
lzRotE0HT9JiIZbG3jg5gceTIoDNQdOTVNMCpjirsVdiqTeadbu9HtIbqGGNoDJwurmZmWGBODES
SlFdlTmFVn4kLWp2qcVSC5/NG20/UxZaxp8liqW6zXEof1qNIzLEYQiUmilZVRHU15uiFAxNFWUa
Hqz6nZfWJLWSymVvTmtpWjdkkABZeUTOp4k8TQ9QcVTDFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
YqtlkWON5HNEQFmPsBU4q860+1n03TLbXlQyanawQatqQX4nlhvw7X8YpyY0KmRFHdEUbYUJ9aXA
kutX8wLxnm9RdN0epqojHBeI329W6Y8yOqqv8owJXtZpNrOnaKhMltpa/pLUZTQepcOzCAOBsS8v
qTtToyr44qybFXYq7FVK6urW0ge4upkt7eMVkmlYIiitN2YgDFVRWR0DKQyMKqw3BBxV455n0bR7
jVfVW5Gj+X7C6paCS4S3g+sWdxE88ySSJKYLdLqOKH0UoJJQDRacmKpvplvrQeGy8oNcWUWnf8dM
zyrewG6LyCW1McrRM9JEJkmV1b4gfiJaihlUB8/oiPO+mTzMHb6osM9utFaihrn1rnizKQSBCwBr
uaVISjtN8wwXN4dOu4JNP1UKXFnPT94ikBpIJFJSVBUV4nktRyVajFU1xV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KrZY1lieN/supVvkRQ4qxbRbmSPSLRmX1NS0FBp+r2yirlFVQ7qg3IdVSeParLsNziqW
+UrZdP1u80PmG0+0lOs6ZOvH0zYzwLBBGpHVYmEg+Sof2sVTDS9Wi0/Q11ieJ7jVPMU31q1sYxSa
VpUH1aBQ1OPp26IHY/CtGY03xVMFg87GMTteaeJz8TWPoSmIDr6YuPVD17ep6dP8jFVfS9fW5uzp
19btp+rqhkNpIQ6yRqQGkt5QAsqAkV6MtRyVajFU2xVi955iF/d6poEug3F4sKmK5tS9qrT28q0E
saSzRhon3Xly6gg0YUxVjPlma+0aafTtOguIrywrI+i3KGJb+yFKy23+6luo+YWQxMY5G3aheqFU
o8xaMfMehaPpzLe2Ymtp5Hmjs2ufWS6Ux3CLHyXi0y3fJZG2R1DNQUJUMo07V7fyhfTQ69S0i1Hj
czXhDekbqVV5ojBeLFpjJ8PLmPhNKNXFWZWesaTekC0vILhmFQscisafIGvbAlDeYrHTLyw4Xs62
jxuJbO95KkkE6/YljZ9uS16HZhVWBUkYq7yvq0uraFa303D1nDpK8J5RO8MjRNJEQTWOQpyQ1+yR
iqaYq7FXYq7FXYq7FXYq7FXYq7FWM6v5wP6Qk0XQYhqGsRAfWmAZ4LTlXj6xSlXNNo+S/wCUyAg4
qoReWbi7Bl1i1/S7v9tNUuAIhv0WzhjltVAqaHd/5mPXFVHVdF8raRCbm5s9J0ZTUfXYro6S4X9k
etCkbHf/AChiry/zX5tl05XuNGuzrtpHBdwPPavHcNbxXkbLIDLAOL25kjSRWZEPOMAcuTHChnWn
eZbVL4zzyrHrc6CGKzRXup7S2qCltb2kXJw3w/vJpOKs4r8SKoCqerba/eqSumPGjGpl1PUJEm5d
nWCzEsSf7F1I8MCULq3lTzfewpFFfW0bwOs1ndOZpHt5Rt6sfPnKWoSCGm4spKleJIxVmsYcIokI
aQAc2UcQT3IBLUH04qxzzNc6Jc3EdiYri81q3/e2qadtd25bo/rEpHCr06SuFcClGFRiqTX8Pm+T
S+WtRWKpaSCax1WW7WyvbZwCFkIWG4tmk4khqMqMKqV4ndVZ+XOuTXtvcSa9N6d1pYkSzmZkW0ks
QFP1qBl+B124s3qScAAC1Waqqc+YNZ0aa90OEXtvJG18zz0kRgscVpcuXahoq80Cknbt1xVKbuDy
TcRXN5Z+WTc6ZErTXWqWkUdvFIigl2jKtFLc0Wpqisp7EnbFWh5f8kxXk9lpuiXmsmEKL2KK4eW2
UugZUk+uXMcDsUcHgOR4ncUOKp/H5w8u2kawag/6BaMKiQaiFtEHRVWORj6EnhSN2xVWHnXyaTQa
9pxJ/wCXuD/mvFU5xV2KuxV2KrJ54YIXnnkWKGJS8krkKqqoqWZjsABirErzzf5guHhk0XSTJYXD
qlrd3BAkuAakvFblomEYArzdlqN6UoSqgb3zj5xt763039HD6/crzEUcMMzRqCN5F/SEYH/B+J7Y
qpw+bfOc01vCttI090nqWyx2NrwZByPN66q9FcIeB5LXtXFVeDzZ5zSNZpNOS5jcpxRoVtarJJ6S
MHhu9SJDMRT4PfpiqXyaz5MtJ5v0p5Um0xpC1xdXaWwjt2d3IeQufq8jMz9W9OpNPHChFrq/5e3m
lz3mkXU17PGFEWnpeXlvLLJJIIYUaKSSNuLzMqhmWm+BKVXPk/T7CF7uOC1bW7mdLUaoYlAFySfU
+rK+0cVrGHZ5K+q4QjnyFcKE4u/L9pZ+RtYmCMZLmxuY7NZyzTu91EYxJO7/ABtcXDsvIt9nZABQ
1CU8vLTyTa276bcadaraJQNALMG3DEVVPhjMfNtuKfaNRQbjFUFFcXGgGee3FzLolqQL7TpyZ7i1
VgGE1s4aRpIgCS8RYkD7FOPBlWWRyRyxrJGweNwGR1IKspFQQR1BxVdiqV3Xlby5dXUl5Ppls93L
T1rn0lEr0AA5uAGagHc4qh30PyVpMkd7NZafZzFxHFdzJCkhduiiVxyJPHYVxVLfN8Ft5kSx0C2+
qTxarDPcPfSxrcrHaQmKOVrbYp6zG4QIxNBu1GpTFV/l38svKuiwKrW/6SuQ7zNdX3GUiWRy7NHH
QRRfEdvTQbYqmHnNnby7dWkZIk1Ix6cjDqv12RbcuP8AjGspf6MVb8sokf6ViQAJHqEwWgp9pUft
4FuPyGKp1iqU+b53t/KmszoqPJFY3LxpIAyM4iYqrA1qCdqYqmFnax2lnBaxEmO3jSJCxqeKKFFS
ep2xVWxV2KqN5eW1lZz3l1IIbW2jeaeVuiRxqWZj7ACuKsZlE+prFqmuQPHp4dG0jQNvVmlO8b3S
khWk/aSInjHTm55D4FVkl5qc2ovaacUm1uUFLvUiOdtYxcqNHCDTmQRTf7bjf7JWNVdZ2eiR3/6E
S5Vnn5tfSzSA3N88dDJGpJDNHHzHq8fhFeH84xVuKd5rvVdXhIEvFLDT32PFpmVIwfFCfTmXwDnF
UXcWsKTtBBRIYW0y1jBqd7aczleh/wB1MKYqg9ZX6zN6xNY7zUreyAqF/c2xbx7rcs5HjtihAeYb
GyuvO9vqH1WOW80i3ubqCQoDJ6lpAqrHyO9H/SYbbui+GKUNrmqWz+ZfL/lwRMml2U0xutVmdFja
S3s2aaMKTV6xSMsrmijkRueXEqms2sWWuajayTzpaeX7N0u4WnYRtezRtWGQK+628brzRjT1HAK/
AtXCptCzy6hcXulueciRfWbO6jlhR6A+nKjMoKsV+FjxavEDamKpVr2kNcXGnWmp3BW31O7ka89M
KYnkWI/VrZ1lDq0XFTUMtHcA0BamKqN3oh0P/StLtbbT71aCCezX6tZXTdre8gWoQyfZSX4uJ7iv
BlUfHqU/mO7tYtPuZbPS/qcF/dSxgLNL9b5ejAHPL0+IjZpKDlutCN6qoPTfNF1p8ctpeySapPKL
abRVARbmeO+MvowvTgheMWzuz0FI923ViVU30rRLtrxdY1uRLjVQpW3hir9Xs0f7SQcgGZiNnlYc
m7BV+HFUkt5WstNtNc4k/oi91C01AHqLOW8eOaTfoEaKKc/5CnxGKs2JABJNAOpxVgfkG2udS8pf
VZruV5bWWymt7mZjNIkjWVpeNyLmrfvZn6noaYqyyytLDQtLl5TEW8Rnu7u7uGFS0jtNNJI1FUCr
E7ABRsAAMVSXyd5k1HVbXV9Z1MpZ6QLt49LWVfRZLeFQjtMzH7RlDcgacSCvauKrtf8AMGi6r5U1
39E30F/Lb2E06rbSLL0jcxkcSQQXjptirJ1ZWUMpDKwqCNwQcVbxV2KqV3aW15aTWl1Gs1tcRtFP
EwqrxuCrKR4EGmKsQu9D8y6bcepFJLremKhjRfUEepwxCh9GKVykciuR8chKy0p8TGhCqGHmrQdJ
0Nra2uEh1iYcrq1CCC5jbiF4x204jev2YbZSvxHj1HI4ql4sZ9P1U3d4qx6rFYUkW3JZbf60W9OG
F2ILm2gt7iQsaF3ctQclAKEw8y6pL5Z0vS7S0t47jUAwna0qRE81DSMkD4UCiQxV7xquKp1cXX1d
DqbfZ+v3MssQIBZba2mhCrXqT6AbAlLJ763t9Y0jSJ2MlxJKtvG8YqGmi43t5O9duJkSJAftBmb5
hVrzPK+nXl1raIfSga5sbtgeSol5Z2zJM6jwmt4kPgGLdMVSHXLewvNP8uXVzBHcxvqr38LvQiOO
61VJxLQ/aBtvUXp0OFD0O80+6+vte23CZZoVt7qznJWNljZmR1YK9GHqMCOPxbdKYEoaW6v7Im7u
liW4v54rWCNpCIYU+L0g7hd3dyeg3ZlTtXFUNrd3SxH+Io7OHSp5fSnt5jyoiRtIZBMSigq0fNfg
rQdm6KsfuZ7l54YobvzAPLM9vOlyJLFbkgn0xGvG5tZ7xlZDJy9QHt74qkuhazJpV9c+XLRptagu
7eFNKv7UGWWe2t3lW4jlccI4riP1I4nLsoUsHNPs4UJzoHla81nzBf8AmDUbx4Io3ks4raycxryi
PpzIkwCyrHEYxF8HAl1kbZX44Ep55QmuI767sjczXNnJbQahaC4keeWJLqa4Co0shZypjiTiGJIP
Lfpiq/VfKN5eNqlrDfJDo2uEHVLRoTJLRo1hnWGTmqoJokANUNDVhudlUy81X31Dy1ql2Kc4rWUx
KSBykKERrU7VZyAMVQXkK29LyzbTVJF4z3MTEEEwyMfq9QdwRbiMH3xVIPMmqXnmnW/8L6MzCztX
DarfqKxq6N9nfZhGy/Z/bkHE1RJRiqfaz5cgTRrC3tLqHT7LRXW4pdx+vbNHDE6gzqzxE8C3qci+
zDkcVSPT9QstU0jUX8vtdeYb/V0a2k1uSMQ2v2WVKOwiT6vF6hIEKtWpPxMSSqzuCIQwRxA1EahA
T34imKr8VdirsVdirTIjFSyglTVSRWh6bYqlereVtD1Wdbm7tyLtAFW7heSCbiGDBTJEyMyhhXix
I9sVSm98hiZ2vP0lcXepIYPqs176TokcFzFcmGkSQ1WQwBSzcmAJ8TVVA3kfmuJNKgvdGNxb2krX
V3Nps8cxeZPjVis4tX/euWDKFb7XXauKpBHqmm+XvMum6n5vlayvJ4LmaGD05JyjcwkW0CyAO4uL
mWTw9QLUhBhVMn83T61aXdlo/ly81V7idbmRrn0rW0mtxMAv7yY1ZXihAKlPbAqBGl+edeuNQt7a
20rRbeC0Gjyaa7zSvBCyl1kh9JYkU8WAjbptWm25Vk+n69qWoC1jkuRpt76bQSK8ayQHUIHKXEMg
bg56B4groXT4htgVNrS1hmub6ymkkvLdY4UuPWIdDOQzPQfstw9NiFooqKCtcVQXmLyfFqOmvFbs
JruMxSWqagz3MB9GZJvSkVyx4SNEAzbt37UxVLpNavdPmjsG07VbSeSKWZY4bnT7iHhAUEsiS3k3
MIplUfEq9fs4qx1hHq+uDzBZanYrrWmhptO0+3u7Sa9vCq0aC6NuETi6c4wv7ziSGDCnHCqJsfP3
lz/CdpDFcpNDJC1xfek6B5BKxkkQcmUIHZ6SSuVRASOQbooTXRfMkVhN9c1i3lgfV39S41KbjDbx
JGh9KNElZJ1hj+wHeJOTEvxAY0CWUeXtf07X9Ji1XTi5s53lSJpUaJj6MrQseDgMAWjNKitMVQPn
Ty1P5k0y30sXCwWL3UUmpqQxaW2jqxjjKlSjmQIQ3amKsc80+Z9Y1vVX8k+SHEd2gCa7r4FYNNhI
3jjIoHumX7KA/D1NOyrJ9O0ay8q+WpbfR7Nrg2kLyiBeImuZUTYFgAvN+IUbUGwAAAGKqFjfea7q
xg1K0k0vULa6RJYYYzPCvBxWq3P7/n12/cr9GKoaw/w5ry32pG2n0nVNOna21R0kNtcRywostJZL
d+MyenKrryLKQ3TqMVTry1cXtz5c0q5vjyvp7O3kuiQFrK8Ss+ygAfET0GKpjirsVdirsVdirsVQ
+o6jY6bZS3t/OltaQDlLNIeKgdPvJ2A74qwW/wBd84+Y7Vp9Iik0Hy7ySup3C8buaFnAaWKI/FHH
wq29GKmoZSOOKqmjeSvL1nZ2VwYTLJqUTW2pXdy3rTi6kTiJfVevGQOrRHjQszCu4xVkT3MzWdlr
DUWexLxagB9n0+Xp3XE77JJGJB3IWnfFVK4pp3nCGcfDb6vCYZwBQevARwkdj4qwjUd64qkvmY/X
brUF8qM91qtxGbXVooEje0NFKK000pWKO4iBoCObAU5xuoWirHIdI/MTRtIit7fVzYTMQDYy8HWr
GvFLqZHhlkc1CqrwfIbYUKuk39teTXGnX8+qWWq3TPbwrLqd8vpXojHFFIlhjIb4SEKg1NRzjZXx
VMdb8rPfXdrdWOpNqDNHDdS2WqMslvFawh5Iz6yKGTlI/INIsvJlB4kR7KXX+uwa1pl7Zul1KLWP
neC9OnxWMMYDcLn6wYmZoTwJSWFG+gggKpB5DtfMy6TA9/YXF1aaZJPDpMxihAIguJI/WkgmnjKX
C8eKtOf3YA2rzYqEwtNAm8wyp5i1ysdjJKBoFq782Pwnnqdw4ARpFhDtAAPTQfYHxVKlnPlIw2Xl
CyubrhZxyQtfXHMhEiNyzXMgYtsoQyGuBWK3HmTzD5+nk03yfJLpflhHMeoebivGSYKaPFpiuNz+
yZyOK78QTirMdD0HQfKmgrYaZbi006zRpHCgu7EDk8jtu8jtSpJqTiqloHnTy9rqw/ULhg9zELi1
jnjkgeaBgGEsIlVfVSjD4kqB3xVUk8p6R68s9t69hJOS0ws55beN2JqXaKNhHzPd+PI+OKpdrGla
dYaOnlvS4zDJrkzwyHm7ytHL8V7cSSuXkZ/R5fGxJ5lRXcYqylVCgKooo2AHQDFXYq7FXYq7FXYq
hdV1Ww0nTp9R1CYQWdsvOWVu29AABuWYkBQNydhirzptO1fzlZt5p1ZmsrC0kd9G0ZviEKROUe6u
V2DzhQ5VRsuwFfi5FWfhl1jQ5EIMRu4ZIZUrUxyEGORD7o9VPywKgdLWLULC6t2/dLceneQAU5Ri
5RZhIvX4hcCRh7jFVTQbn6xJeRzIBJKEmuIx9hZCGtpo1B6gSWzH3rirDEux5kjisrqeCLQ9Jmkj
gDXot5rw2jSW4mkdOUscfwn4Qo5H4uXH4SUJ/Y21tbQ28Noz21nbCkVvarqVzEF7KkkbxoQKdOJw
KpahLeWsYi+uyW8bo3Nbj0SJVJK8Qt9cuwr4lafqwqw2TUdLj1poNdt5JdHvrd7K4ggimmmjliYS
WkgFukjKy1lEfpMOBb4QANlVvk86vO8Ol3M0cMwRJrcak4jkmZSygemYp4JZYViHJk3T7I2XZVPb
m98pWtxN5i1S/GrT26LFbW1vJNLZ+rG5KcpZGa3MnqN9pyqR9aLTliqcRabNcQWflaSRZEdG1LzJ
LGTxkF1M8pgT/IuZzJX/AIrVl/aBwJQPn3UbiTS5jYWcuoT6l/uJ0qyt/haSCRgb6YOK+mjRpwWQ
ii0DDZsVSZ7BvMV8v+Nb39ILCw9PyboyPPbQspqovnh5qWG20jKteh4tTCrO4L7zD6McWneX47O3
iUJHDe3UdvxVdgFS0S9UCnQVGBVKfVdchk4XN5pFlIBUxPJJIfGtWMH6sVYvJpusQyNb21pYajoL
s0smnAXwSKbnUTWMsNtP6LFmLcQxAO6FdyShG6L5o1yLWn0SK0vbyS2iWee3vQgkWFn4Aw3YMYc/
yrcIrPRj6h4nAlkeiWd/PfXGt6nEYLmdfQsbNmDNbWoIbi5UlfVlcc5OJpsq1PDkVU7xV2KuxV2K
uxV2KvMdS1Uea/OP1Y1by5oMiOqEAR3dylykE8hJ+1FCGdKAULBuoNMKs9t44/0hqVnIoeGZYrhg
R8NJlaFkp/zw5H/WwKgvLkjwyy2crElgzBm6vLbubedqduXGOT5uTirGEn1DT/OSXQupY7G0itdO
uNPNDFJDPfXUEMlD0khL255D9hjXqKKp5qepWugau91dFhauHaONBuxnXkUjTq7+rbbAdWlxVj+l
6X5oOo3Go2F0lte6jNNPNpBeT9Gj0iqS7x8XWT1TxMqf3j83KsvEYUN2fmPR7mVLHV7yS3unne1i
t/TnuIp7hKho7e4mlurSY1BBFOY6MFIIxVPf0LHDbyO1vHYWpobia+dGUnpva25S1PXZiev7JwJW
DTIoLCbUkhdIrWBjYrMOE00oWkRKKqiJOVPTiVV+L4ioamKpf530HTfVsFvrX65owkjutVj48v3d
ooRnKjd1YtC8id0iOxwqyl9G02e1SbS/StZDGv1S5t1X0ylKorKlFliI/ZO1OlDQ4FYZ5c9DTk1u
2nkXTdMW4iaWZ33ht3iRF0+3IofguRPGnEbLRU+I/CVQdydS1HzJDqOp6TNb6JMn1PS7O4uDZJHb
LLFH6lxbRo0pE80kdY2ZRx4h0+GuKs/tNHuoII7dLpLO2iAWK2sII4Iwv8tJPW/4XjgVVk0fSVQt
dKZ4xSv1uR5kHavGZmUV9hiqCHmjyhZcrW1vLd5Y/iaxsB9YmFe/1e2Ekm/+riqDsvMGr+ZY2OiR
jTbBWaKfULvi10rLSqx2YLem+/8Ax8FSp6xsMVUm0LTtJ8x6GNNVm1O5luJNUu3YtcXFoluyu1w/
7YW4e34g7LsF4rtirLsVdirsVdirsVdirHvOV9di1ttG0+f6tqWtS/VY7kfat4KVuLhR/MifDH29
RkrtXFUt1PS7bS4HsNMiW3srCxt7eCNNiqypdwIOX2j+9aMkk++KEx8w6xLpzJfWcS3MtxbhYUld
o4viuYIleRlR2VF+s8mPHYDpilCWerLNcR6oieiJGMtzE1GdGjYWV/CzDYLBIkTse/E4qgvM9lBc
eaINMEjx3GrLPC0se7RQz2bsZQNwDFPpsJUnu1O+KpXrkXmW+8zaS+sGBLjSLa51JNOtQZYGkjiZ
IGaV1SR2My+oECqF4ivI74VTzzP6+naZfWumvwnltbLTbKUkMVllkljXl3qea/fgVIfzV8mWd75T
tdItYB9X0f6s9lGaEcmLx/vC1FqwTjzPdyThVLvI8j3UcL293di5s1rDDJ/pQVeIrIltd85Aqq4V
lt5FdahSHHGR1DJNd1fXkt4XGq6ZeSxToyactvLbSSzV/cpMjzyvEkbfvXY0pxqdgQQlFLpvm/VV
jun1OSCRA/pyW6QWkXxgj92k8N9Oy9uTMhPUDFWMLrOq/lvdiymli1fRmCAaPaNLLf23ImkwDhuQ
lo1VYopO4IPLkVRn5fat5W1281DzMDLe3LXkx06P0LiRra3LN6bGMIyxyS+ozBvtcGA23xVV8+al
FqcU1hNHt+5TUYBSU2WnNPFLc3F56TqE5iIKqLJyC1cVowVVuTyBY6eCy2doIuqSz2FrqFmoFDV1
WO3vEJ619RlXu2BUZHY+U7W19TWPK+mw2EiELq1hBDc2ZjccQXZY0liBU7koUX+fFU10i9utEsor
Oa3l1DSY0X6hq9iv1gvDQcPWhirJzp+3GrK/2vhJ44qgJvMcNr5guNRisLlpru1jt7PTUj43t88c
jH1vQcoYYoufH1ZuA3NaALVVGeTp5rm+vbnWY5LbzPLHEbmwlC8be2qxhjt2QuksYYtykDVZ614j
iqqsqxV2KuxV2KuxV2KsK1dnPnpbtvjhtILSzgrv6ctxcmec9ejQQrWvhihO9Yt5H/ScgQSFLW3l
ijAqzyW8ksqqdtwWAFPnilLtS/R83kuO61KRTZ2tu0OpOx4q8PA290KjqOrLT7TKtMVQOk+WvMtz
pFpPJfRWlxqNtBNqsclu7uk89qsd6kal4goldVf4h8Lgkhq0xVk2leX7PT5nujJNe6jIgil1C6f1
JmRTXiKBUjWu/GNVWu9K4qxPz3I+n6yNTVf3X1dY5WNTQyCaFKL0J9aSFj4KpOFCP81tCLO7vCfh
ttV0ckimwjurV2Ioe6S03wJZRc6faXJk9eMSJLH6U0TAFXWtRyB/lqafPFXnuteVnsZ7i8jM/CE+
rdPAGaZGNaXsPE8mrVjOi/EH5Og+NllKFS7bX9Wh0hmNvqjWd0l2tsjIktzbGNo3kgkLLbzqySla
VUcD8XxHiFVTzle+c5LBllkOipcSLDZx2bpIxJBZ3uLjlHKBHErStHAgNEIEhrilMNG8qWXl7ylf
SCJhfSW0800kjc5lZ46spk6lzxHN6/E3goVVCoHyBH5c8yeXLE6ppVpPe28ZPC4t0do5KlbqNfUU
keldepGR4BSftCqqK13y7aaBPDq2iQQ2NqXWK/t40EcCeoRGsxjUceBPGOcU3Sj/AGolxVBXl1La
eWbzR1DrBLbyyeXHc0ZJ7UGT9HSMpNJIHiolPtIO5QklWT3KwQz2dxYMbO61SQqoA5QySGF5z60Y
I+IpEfjWjbDcjbAqTXekX6mUeXp30TU2PrX2joYhBcryrJJbvJHIkbsT/eonf94oYgqqlOn+corG
GcaPoXp3nPjqRu5ZXu0mQAUu5THInMD7PrXCgrQq3GmFUtk17zDNeR+Y4ryPUL6xidbeysY5byN0
kKmW2ePT4L30vUMafGbmXiwBpsQVXp+iaxaaxpsN/bVCyCkkLgrJFINnilU0KyRt8LKRUHAqOxV2
KuxV2KuxVhOoy2jXnme0uZhBcRTW176jkDhYT2sdo8wJ/ZXhcfI4qiLLXNY1uRLrQ7RI45rWEHVr
tZBbozcnkEMX7t7ilVoQVQ7/AB7UKqM0fyLpNglsbmSbVJ7RjJbSXjckikJZucUChYUarmjBeVP2
sVZFirsVYR51v7S70vXJHPLT7DT7lHmU0JmkheP00PQszOoXrRl6bg4qk3ma+812vkfR0sNOa+1f
VrmzmEkRjBWa3nguIlMMpiHx2tu9TyAVl32JIKpl5T8xecbDUrfS/OtjJFNq7oul3kLxz26yQWcf
rQStGFZHkkilmQsKGpXlsKhWeyOERnIJCgmiipNPADrirz4aloFzMJ/Lc0N5DezRSNocn7uO5e4t
fryz2LNT0Z2hJkrsrEHlxY88Kq+oXOkX0Vs6X0wtIpZLK7gvD+8sJrq3kgjeZZR61WaQRgs5B5gg
8TXArKba/stStZ7W44xXAjKX9k5HOPkKNUHqp/Zb7LDcYq8v0LTtRjlsdQ064iEup29ld3ML+pHG
8stvBA9yjx1eGSWdwhPE8hy5q3EYUJzqs2u61YrpF7BKkWp3M+kzXE1zE1vA4jl5SqsEELzf3R9M
ScV5Fa79FLKNf0S2vBc6fcMVsdaXgXUkNDexANDNGQQVb92CDUUZFpu2BWKr5ouGisNI1SVRqtpd
W0+n368SlysMqJcwPw+FLpI5HiZNqsRxHxBcKsq1JXn80Q6fcuy2tzZmewkTZ4bq1ko7xvTZmjuF
2OxCkUpWoVKNY0iKTV4tY+oW155j09GAARCL+0Vh6iR8yeE8X7NTs3w14vUKsxsL60v7KC9s3Elr
cIskLioqrCo2NCPkcVSuxQWvm3U4VHGK/t7e8AH7U6F7eZv+RaQD6MVTvFXYq7FXYq7FUHfaNo+o
SwS39jb3cts3O2kniSRo26VQuCVPyxVGYq7FXYqxrV9WW9iuo0uv0fotonPU9WJ48kIP7qBug23a
TsKBQeVVVYvd6dJ5gvNO0P6qbLRCRMNKIKsLWOhae8Gx9SWqpHFuYw3N/j4BCrPPqtrdraXV0rST
lhJbEFh6TPGwqvEjifTZlLdSCR3pgVUtpmksi94gAiqXP2t4XO9AATTiD03PYYqoazBpuq6JIs91
IulzxkzyWsjIZIWUqR6kf7xR8XKqMDt1pUFVglx+Vvluyv8ASNS8mW8GgzW7GDUpEjl4yWbisiu6
b+qHRRy9RW48gXpsSrPNZ8taFrcfHUrRJ6o0XqgtHJ6b/bQSxlX4N+0vKh74FYPrWleQbG1vtM1G
/u7uCz5EaTfXc3oBkt1n9MTuOSxtGw+EyceooaUwqhPJt1cXWm2rScq20cMbySqTIs8Yup5gzmvJ
hOkdSejeGKE3msbnV4dYe0Us2l38t/p8akhXv7aWiISKftW7Bx39TFWW3LR6voIuLBhILmFLqwkO
wL0E0D7/AOUFOBLzufy/ca7ca0dOtYUt7GZrgPcICLuW8Rb1YiGZUARLl+TN19TjXjzqUIXQPN9z
MdO1NVTU9MsnaS10+3uZrzVoTJG8LIA0CerCQ/NVkk59DyJouKWWaU1hquvamunyn6rdrHeyEKYb
mx1GJVh/eQycZI2ki4mjoOQDA1BOBUlTRIovNF3bR6Npr3uoepds03O2lF0hHrCO7hjkkWOYMJo+
pqZP5CAUJlYO2lebdJS8ivrea+Fxp8EV1cG9tyWj+tF4bpy0rf7yEcJiG7qoHI4Es8xV2KuxV2Ku
xV2KuxV2KoHW544NOd5H9OJniilfpRJZVjc1qvH4WO/brirE4ZJdRke6EIawsLrhZ2p+FbjUi4Rf
VVf912I4x/66s1KxqcVT/wAs2KRQT6g7mSS8YsLh6BniQng5I/35vIPAMF6KBiqBi1W+tJLGe8n9
HR9UJW3kCqv1aSR62sTFgaCWNgvxdJPhH2lAVRl1riaLqLw6oVttGlRWs9RYERRyColiuJCSEJ2Z
HagapHUCqrY806bf3Edlosy6lLNyEtzaMssFsoUnnNKpKA1oFSvI1rTiCQqi5L3TtOgmuroNbRwp
WaR0YrHHGvTmqkcRSvXFWNWWu+Y9agA0m3l0/TgW4XLRobhkJJTj69IYgop+zKw6MiEYql48rR3V
zJei4lmhdVa9uZLmQ2jtGQfUlnfg0tAi0WBEQcachTChTvtY0uw+rWunqJwJkt7cUEYu7x3jKxRo
B8K0iRNhRYeTH4ApdVlPlO0i0jQLiSeUO6zXE19cU485o2KTy0qf7x42f6cCUD+XmpSG2utGu/Tj
vrL07oW0ZqIoL9frEcPt6LM8QH8qqf2hiqSWi26LrtvqbcPLdvc2aTQKTJPfTtplkqWojXfgaLVF
3lJ4/Z5ByqD1bTLrS9bg13VtLtprXXX9CbRmYBLduK+nzf8AeI8nBGaSgWMfHUnZioT9tM8qxAtc
+ULjR5APhvLC2T1ge/py6U8twv8AwuBKW39vZ3+qaZJY+c47W7tJxLHHfww/XjH8StEgk+rmnpu6
gyxOwqd9zhVOdUtteXWvLi6hNa3+m/pAuLhImhmjkFncelyHOVHDMacl4022NSQFZhirsVdirsVd
irsVdirsVSrWopp5rS2LqLeSaNmhAq0pjb1GDn9mNVSp/mNF2GzKpHo9wIvKOiXW5mg06TU5Wpub
gQUl5duTSXDkg98VTzUbZLfQV02I/DIkdhH1qFkpCWHU/ChLfRiq/Wruxjtms54Y7t7mNwLJ+PB4
wPjaXkCqRL+0zCnbckAqvPtM1+80iGb0vMtrFatP6dnZ6qA8ccMZ/fyq7SxXEcQPwxiR2pQLSpwo
ZpoOq+aL+GG5uLG1js5XceoZZ4pvTR2VJRA8Lf3qgOqs6kA774EoDzcqanr+kaHcFf0VGJdU1ZW6
MltT0Feu3p+qeTV7qMVY55h/MXTpbpbNnhS1b4YbacMUYVoOVslJJzx/ZPGJP22LUoUL9Pttc82/
v4Z47i0iYKb+8lSeFJU6iKysnEDOoIBb6wy9QQSCuKrtA8t28Xmqx1B5ZL24iu5okuLrjVYBFcwq
kMcapDGnq2ZlCxooPOpqRupZrDarc2Or6Xy4j1Z4i/f/AEpBOT9Hr0wK850HVpbCPR9bmdopIVlj
1C0EZMtzzKtq1xJszRw2MyKsZO37soK80wqnnl99FgmufNGoyvJJcXCRaTZULlZVtIYH+rwqCzzv
6RVm7KDSi8iVVHW1u9XW7M8UU+trGHSwdwbTSrdGWZvrUyVUzzBByWu/2R+7DuVV2h635jls2eS5
v5bCEqsV7bQ2123pMiywtLEEFxzaGRGPBH3PWuKExW602/kFpJ5tZrmX7Wm3kNjGxHT/AHmmt45x
1/awJSvUdGvPLmq6LcJbxmyOo28SnT0e2tudy/1b/SbMO8SkLOXSaOlXUKw3BxV6RirsVdirsVdi
rsVdirsVU1toFna4CD13AVpP2uI7V8PbFWHXVv8AUdTfQ5PgsLt5rizkHaG95Q3MP/PO7uI37URw
BspxVN7jV7Yw6dqV6wgtYLOfVJ3/AJPSiVWqPBUuHr8sVYzZQaPcxC+886lb211qFLg6FcXKQRpG
SWiS4RmRpuCsPgf4F/lLcnZVmGhQ+VhbKdBjsRaxbJ9REPprtSg9LYbYqmmKsB/MCGYa9ZiIEjUd
PuLWahKlkgurW4kjBG9XthP08MVW+SbP9HTaz6cXLUbsXAt7sKKsNPuJrQRBdlABRZeK7FpGJ64q
yDUPL3pLHqmgqLfVreNQFNUS7iQbW9zUb1H2XI5Rtv05KyqTaXcQNp+haiUobKDTZLgtxDhp0uLS
T1NhxMTzsz9P2vfFWTXLmy1eG5YgWt6q2szHYJMpJgPh8fNkPi3ADFWH6/DceWNZupLCER2vmaVQ
b1IvrFxFcUYvawRMChNwzGSPnSNXMrv1Csqt8o/lYNNtgk1xNZ29ZeFtFO0l2IpZGk9F76iPHGKj
93bLHSnxPJ9oqp5c2NjeSjyppcKW+kWvF9bEShU4t8a2m2xeevKXv6fX+8BxVINNuLObzHPBaatP
psck93Z208TRKkk0MwlVFjnSWOSv1mSNTxrSL4cKGUXVl5mMLQXCadrlo2zQXCPatx/yjS7jkb/Y
IMCWI68IdO0y5i02CfRZoUFw+gXW9pKluRMZbB42liWWER+oI4m3A+OMEhlKvTlYMAymqncEdCMC
uxV2KuxV2KuxV2KuxV2Ksd82LbNfeXo7jaO5v5bVyCQSsthdfDUb7sq/SBirE7r69e3t75b1BpRZ
2ak6vLCfTe4iupQ1vBCQVCNeSuV+E/Cqlag0YFDILzTm0HRUksBHaajPPEILS1VUgMzuC6GgVpi6
hqtISSdxxJ2CUDq9vpEVlLd3scdxcNPKsGqyx/6TDFDxhkk523oSnlc7AI6/bG4AwobtdW1TT4IH
tr83EZgSSW11Il41f042aKG6UG6FBKrF5YpevXFKF81+ZbW/1LRdMmtriy1KB766vLWRQHjhTTLq
Iskg5ROrtMOLK1NqGhBACpp5bmW61FFtwDBb3uqSliP57l1PA17s3P8A1XU4oZjiliGnW1tFqOrW
U0YbTZb2exuFOwP12GK9XnvsvqXUqCn7TjFUysp/hOga2TJcFSlvcP8ACLyIAkOrCn75VH7xRQg/
EPhIxVu6ghubU6FrhMiXHw2t6DwMpQ8kIdOPp3KFQw403HNOhCqpfN5m1LSrK40y+Cza/EqR6XK4
4RX5mkWCGX4RRSJJUE6qPg+0BxK4qll7fQWVgNB065maNZmh1O/hH+m315JV5oLSnEes7Gs0tQkK
9CtCY1UkuC1t5iSC+0yO806MWsE+mwCN7eBxG8EWnQh/TRykd7HK3KgYn4abAFDKtNlb1JB5Y1Np
ZLdQ1z5c1RpA6KTtQyg3dvy6KWDx0+yvfAlFaith5w0DUdHYSWOorHxkt5aLcWk5BMMvwlgRyWqu
pKsAdzuMVTfQL5L/AELTr5I/RW5toZRCTUpzQNwJ8VrTFUfirsVdirsVdirsVdirsVYX52uZpdf0
a0gXn+j/AFtVlFTX1YoZBax0H+/eMv8AwJxVrQGu9QsLrWbaMXF1MJNShjJFHnni/wBBi3KAelae
lUEgFnrsRiqprk98kmjWtyRdXtnb/XLtKAc7lFVIGXjxHx3HwUA/axQlnmBvRvbWzik5R6eEjikc
KwD20fJWetBxnmkCNX9pMKqamCPjE8n1a20214zu54yQSXqepIS56+jZlj8XT0xirEZZNa1XWo54
0MGua9wMRbc6dpzSiBSVYcCo9XgU47yV6oa4q9F/L9J4zdWHpW66foo/R1lNAGX1TFI4nkKMWKEs
gR6sxZlLVocCWY4q8+8u6n9d81+ZdOvd9O1i8mFgwPFhcadFDa3CKwPINxjSRKdCGOKsqiji1CCX
SNYRZrmEAs32fUSv7u4jK8SjVG/GhR+n7JKqHl9fTuNlqrfX9FuWWGO7mC+pE7kCOO46B1ZqKkg+
KtA1T8eKqOp6JDeiHSdRkdiji40LVKg3MFxCKj4mB5SIKkE15pyDg0YsqkHlyFPLGl3lvcKbzzdZ
iO1jlnO04u5uFtJFxA4QzTHlLQcuYYuWI5FVDeZ7S6tdKePTmN1/hLhqd/OwFbjUXYTSMx7FIXkl
cdPjSnSmFWUtf+SPM/oJHfW096qiW0aKYRXsPMAho+JWaOo6+I2NRgVLdSt9WtL60W5lWTVoiyaH
rhAiW42DNYXqpxUGZVNCq8CRyCqwClVN/Id0t15VsrhY3iWQzFYZRxeMCdwI2XsU+zTtiqf4q7FX
YqwvVvMut6d5uaUhp/L0CLa3dpEnOVJGQTi5TiC70XkCn8qkrVqKyrMLa5trq3jubaVJ7eZQ8U0b
BkdWFQysNiDiqpirsVdirAvOlz9S1XVpSg9a60hFsmI5cpLePUOQoN9muI127uB3xVBabqWkSadp
WmF/q5064huJ7KYBLnmk6GP/AEWpnMcS8l+NBx4q37OFCa+o1xqupa26erDZzR1tXokws7eFpQ8f
Pj8Mk/CRQaD4evbAqTBHvtZH1pTDBKiPKzgov1e4Bu51aoHw1aVo5P5kp1GxVZ5g1SfXW0ewuI/q
a6negXEcQKyCIyEKxbf96kUcKse6y/y4qjfJunWsszay0fGTV76MoBxCpYxWv1qxjRQo4BIliDLU
/ECRSpxSyPyRbv8AoLT7+o/3I2cNzOlKETTlriRtuvJpzX5YFTfVdRh03S7zUZgTDZQSXEgXqViQ
uQPfbFWELod5Z+VobiFQ+q6bewXCuDx9a6EUcFwC9DxSSbn6ntXChlV7Ml3pdtrdhVpIYxd2xoQ0
kLqGkiI6/vE7dm4ntgSmFzBaX9jLBMBLaXUTJIK7NHItDv7g4qlVtO1z5f0W5uHMl3KLKRZFAVjI
4UyMAelUL8v8muKpb+YKW1gumeaWhaaXRLjeKP7c0d0ht1hHjWd4mHuuKoN7IJZDQbub/QrSB9T8
33akj1pJi0rQBuyyuHdxX4YwqdHBCrEvKMN4I/8AC2s3kK3jAC30rU4Uu7KSRoo5niAfhJz4SBx6
b8V5UKVUFyhkFzdfU47jRNZE1vYTqDPbSSmY2i8wEvrC6ajyQQylCwcB4DRqKlMUsk/L6PU08qwf
pQINSe4vZLwRAhPVkvJnfiCBtVsCsjxV2KuxVjXmez+q3B1kxNcWDxLb6zbxhjIIY3MkN1Fw+P1L
Z2Zvg+LiSR8SqMVQUehXtm/17SbiRYrik31qx9N4p+fxepcWTUiYtXk0tuVd/DFUXBrvmISJbgaZ
eTk/ZkmuNNnOx+zayxXLb9qv9OKo/wDSnmFTR9ELdwYrmJh9PP0j+GKtNrmsoaN5dvZD2MMtiw+n
1LiI/hirE/NmseVNU1nQPr8j2V3o9+t1fR3UbRGC39KSRWmZgUEL3EMVHDceS9diMVZ5c22majB6
F1FDeW8ih/SlVJUZT0bi1QQcVSe58h+WpfT9KB7QRbwx28skcKH/ACbepg/5J4qh28jyLEIodVla
Ply4TwW/H7PHj/o0dqxXj8JViQR1xVjPmzynqGj6YuvNeJPb6NJFdXFtbwSqzW8Q9ORy0s9y37qE
8+KcQeAFDRaFDtS0U6b5Fi1SHUry61O4soYbAM8UUavNEi8uNtHByWONOTVNWRKEmgxV6JpESw6T
ZQqSVjgiQE9aKgGBKA82BpNPt7Net5e2kLA7hoxOkkyn/WhjcYqhdRtjd+SruOpjGoJLICKgqt3K
XHvUCTFVbyldFre4tiOAV1u7dD1EF6vrj5KsrSRr7LiqjLM7eUdNsYCUudUggs4CD8SiSKssgPjF
CruK9SKd8VTC3RLrUR6aAWWl1jgp0NwV4MV9oozw69WYdVxVKPPQvb99L0fTkWe5F5bandwMwWtp
p86TEcjsGeZY1UHr8XgcVQFv/p3lnTbYjldecZheX1aVFrMonmR6fspaqlqD7riqjqlhZXukXetX
icoI9Zmlut+BFvC/6Nkk51qnopCLhWUggorDfFV+uia58taxp2qFLjWvLcRvYLiXjGtzbiNzG8m3
FVuI0kt56Cn2yABxxVkXkgXY8n6Kt3E0NwllAjxyAK44xgDmBsGoNwO+Kp3irsVSzzNo0us6Fd6b
Ddy2E8yqYLyB3jkjljcSRtyjZH48kHIBhVajvirDIL3zZo6GLVdaa0kQUU6nFG1lxXYFb+NPir/x
cVc/yYUJtomg+aLO1ZbPVLVbKdjLHBAgeKLnu4t2Kmis1WoQQCdgBtgVVfy55kvI5ItS1GSaCQbw
erB6RNa0pHZQyUp/xZ/XFKy38jtbrxhkmjU9VTUtURK+IRZ1Ra/5IGKqreVr+Na289yk/aYarfMB
/wA8rgXUZ+lcVY9a+aYPK3mie213UI7qHVHijursm3M1tcIojjNz6HD91IlF5mGMKw6UYsCqZ2ek
6QlzqSy6td2mkxVnsbdHk0+3ggP94yTr6bSokxYgcuCKygLQgkKqeWfOUEWmSQ6vNcvcwyy/UHmh
JuL2zaZ1tZokiQeqXjUV4ry7sBWpVZTpmqWep2gurRmaLk0bB0eJ1eNiro6SBWVlYUIIxVFMoYFW
FVOxB6EYqxbzdp0AttD0+2iWG3W4mt4YolCqi/ou8jRURdqCoCjFU70K5W60TT7laFZ7aGQEbijx
htvvxVL/ADJMiar5XiatJ9UdKDpVdOvJRy9qx/fTFVORmi8hRy7f6Pp8UzA9KQxK5G1ey4qt06lp
5i9KnFZfrNtI3ZnR1vLZF/1YrmXb2xVDWVxcOkN4APWtdMtILIEEILm/IDcgOwKQ/IcvHFWQs1jo
2kSSyN6dnYwvLNK254xqXkkag3Y7sx7nFUD5YsbtbeXVdRQx6tqvGa5ibrBGAfQte/8Acq3xU2Ll
2/axVJYINF8seaV+u3jWumy2a2+hi7YC3gd5ne6t4pn+zzWODhEx6L8GwIVVMfJ0mm6r5RjiV0u7
SX6xb3DKwdJf3rpIag7rJuwI6ggjbFUj07y8da1mx/S1u80eiWl3pd9dM7KLxxNbmAt6bj1Y2jik
MsUi8eTUoaYqz8Cmw6Yq7FXYq7FUj1jzfpVhJJaxVv79NpLWBkAjqK/v5ZGSKEU3+NgSPsg9MVY5
B5e0m9vxdXWqWekTOwk+o6DOLVpKgEC4uVKSz+NVSPbscVTeUx2jlbfzb6bADhb3rWk8a/Oiwzt9
MuKuOteYYEBjn03WCV5D6ul1BUdNvSGo4qlerfmBq8DPpiaQ02qzIVjgsppZJkDiiy8JreBwgJ+2
V4jxxVKfLfmPzP5b8v6To93odlZi0ezsb2V78s6GeWOFp5xFDLEryGTnR7jk7HvhVONRvLI+arvy
4NEOs6UbBHv4knSUQm4lesZtJ3VOJEaH4DVarRaGuBVunu2nfULjULbkdNedbW5ui88tvaXdwwkV
7oM0MRtoY0EnJ2NFpXepVUNK/SCXcOi6b5xgvb+d7i8v2treByjMxlZ2UtPxTnIqCMsGoQVb4TVV
NHvvzCuIJGjGn6T+jmdLye8gmnS79McjLbrHND6MTLQ1YuQainw1ZVQ1fzdaXltpixW9yl2tzpdx
cSei5gtTcyxM8c89OCP9XkaortUVpyFVU38o3dnb+WtOs5J0R7NP0fR3AJe0kNoetKkvFT54qlvn
1pBfaVNHXlpSz6w3EVYx2clusyKOpZoJ3UDFU5tIbe7sNQ0eVg0REkYIoQ1tdAtGVH8oVjGPHicV
SO6vZPquna5MAJokSW7HaO4sucd4gA+0/oS3A/55jFV0F2tvetZzjkjtaRQAsSTJaXixlmO+7QzW
8ijvvihOPOAB0UI28Ut5YRTA9DFJfQpID7FGIPtilOsVWTQwzxNFNGssTijxuAykeBB2xVKrny6f
r8t/p19Pps9yB9bSERvFMyqEWR45UcCRVULyWlRQNWi0VRmkaXBplitpC8kvxSSyzzENJJLK5kkd
yAoqzsTQAAdAAKDFUZirsVdiqH1HT7XUbGexug5trlDHMI5JIWKtsQJImR1+akYqx7T/AMvdL0mN
ItCu7jSIYxxSK3W1kAA6DlcwTv8A8NiqT655o8y6fr0Wg6PexavqZHO5hktObRIVDKCYprZeZqD8
RVVUgswLIHVTgTedrazhl1XVNJt7mXY20FhdTkudwkR+to8hA8ExVjtrqHnLXLj6zNrb6b5ejcwt
JaQQia8cKQ0dsP8ASXryr8cbmnH4S9SUKsosdFhs7KWijRtMAaW5VZP9KloPilurvkzA06kOW2rz
7YFSa7bTL6wjn1S3Nt5VY8NK8vpFSXUnPxq0tuByZWpySGnSry+Cqse1qHSrKxlvLy0gsYTJKlnp
tsRHEk8rAzR84h++nbh/pE1GSMDggdqklDh+n/K/kD9C3GlW8sOuvPa6fZRsY543vo5JGjkt+JU8
m5cVEvwlljZqAyYpReh3n5f2FnpAh8ryS6lFe29ibs2sUs0d87ANI19I370qSWd0kY0xVPbtdP0y
FNP8zelHaask1hcyo07/AF2RhzDvwWsf7lZOZZgBXiCRTAqTWEd4ln5qsi082ganc/7htQV+d7RL
FPrB/wBIFHEZgpEzEl+9R8RKprdQ+TLb655f03RBq+ryRh7m3eFmMouPiE11fTLxIZt2cuzbHiCw
pgVM9Ks54Nb02yvJze3em6MIbi6frI80kavIR4yNa1OKoS0+saJqEWl0LPaq/wCiVBA+t6dXk1so
NKz2m3AHqlN/ieiqIlVBcNHbOhtNVf65pExqEjvkXlJC1BVVmCFj3P70HcjFUgmtLZ7b6hO72lvw
5WNxQGS29AFFk2/3ZacjBP8AF8UXFuWzUKGXBTrug3Wm3rCG+aI2920Q2SRl+GaHl1Qn44z9+4IA
SqeXNZk1C1aG8VYNXsiIdTtR+xLT7aV3MUo+ONu6+4ICqL1bU7bS9NuNQuQxhtkLlI1LyOeioiDd
ndqKqjqTTFUN5Y8xWPmPQ7bWLJJI7e55j0pgokR4naKRHCl1qroRsSPDFU0xV2KuxV2KoDXtW/RG
kXGpfVJ70W4DG2tVDzMCwUlVJUUWvJt+gOKsdsdS8xa9bJeLLJb2EwDQxaV6EhZDuC15clVYMP8A
fUakdmPXFV8Uem+XLcxiS00FLt+Uk08pur+6kau7NIeTzeBLS/LFUnk1JNf1SbSNLs7kxgBNUvrv
lDcXCkBxb7/vIIDyDS1VTQ8USrVUoTy31fQNOlMUMh1fV7dfQkisIvUFuAK+iAn7m0Si7CR17cmJ
3wJSB/MupearhIRpoawJEun6UZVY3oVvhubyRVZIbJHHw8eXqlfg5rQMVRt00Fmsmr39y95cS8rZ
r+McHlJ3Nppy1pBD8JaSblWi8mf4eaKqHljQzczHzl5lMMNraRctHtAONta2sY5CVQ6oyqAKrUAn
7bAHgkQVMLa1u9f1iO+vEkgpEWt4D8D2lnKaAEbMtzdhfjPWOMcBxYlmVQd3pEN7+VJNsrxsV/TE
X1SiSiRbj68fQqCEc7hKj4foxVBz28k2rLP5luI9ftEsL4WUBhSOFj+6uYHVAW5yywI9H24+mwXu
SVUmsINC8m6L5Z8uNa3Os3oTULj1oxdrOsS+vczyIxZ39YqI0+LluOJ+HZVkFw3mb63beaZbe1eG
yt5ImsLF5LqSa1uDHJNLHK8dufUQwoUjCHkAwryYcQqP0i9tL3zXqNzayrLDNpmmPDIhqrxPLeOk
ikbFW5bH2xVNdX0iy1WzNrdK1AwkhmjPCWKVN0licbq6nof4Yqw/U2vNISa312P19MuHDSX8X7qJ
3B5LKSpH1O5DKG5VETNRgyOaYq55Yp2jjmYztcuphvIv3TXEsQISWLkFWC/iRaSRsB6i7dAVUoWL
Nd6ciXPIvp8ZIt9StQEES8vjjkR6rCAQRJFNSNTurxtRAqi7670q/MN/dskV5CtLTUrSc2N0Ubeg
S49NWiJ34tI6Hr4YEpRrtvd3lv601/dX1tEy+lJI8TUcniixJbRW1u87OQI6GVuR2MZ+MFCf/l1p
j6TYajpTFf8AQrqOPjHXgHaxtZJuFexmkc/TgSyzFXYq7FWLXi65qUthqpgnj060uhMmkoRHcTxC
J1WWdXKUKyskixFhQCrVeiKqjYvOGkRu8GrSppF8rELZXcsayOhoUeOjEScgwB4E0aq9RiqBuIvy
8uLqSS8t7W0u7gku9zCbGaY03YNKsLyUp9oVpiqQWOqWGifl5pl95c02C68x6pFFp9oLSKMme/Cm
OWSSRQvJImieR3ZqUXrviqZ+WPy8a201ItcuWuWcmS5soXZYJJXJZ3uXHF7pmZmLc/3Zr9iu5VQX
mOx16fXYPLdklkNHaISQWMJeKK2gXYz3sKxlZk9QUihEsauahgwViqqYwR6Pp2lyXBlePReStc3z
1e71SbZVpwHJkY0VFQfHsqKI6c1Urby/f+Y/Nds2qFrexs4Oc+jIV9GG2kYehbSlQecs5iLThW4B
FEdGDcyVT/W9QsNS1j9ENMHstIQajryqeQUJ8VtBIB/OymUr4IARRsCpjFcRaRotxqep/unIa7vy
o5NzIFI1C1LsqhY0pu1BiqH8jPPJ5S076zEIp1jaOaKvIK0bsjCvfdcVYnZRtdaNa/olVe+0K+ut
OsUHwhv0e8ktohY/svaKYeXhKxGFWUL5f8u6rocU+jwxaf8AWSl/Y3trCkUkdxxrHMVAWrAMVdW+
0pKtsTgVQ0nU5lhnvDD6FzaSmPzDpiElY5aB2uLcUqyurCQU+2prT1AQVUv1Cz0LSr+dr+VrbT3j
l1DSNSti4ltmZg13AjxBi0bMyzCMhlarVXimKonTvNkNvd20Uut2msaXcLKDfqYo5rdoELlrr02E
XEhWBYJHxagpvsqmcfm7SJtSXT5Ukt4riFpba6u1EENwFdY3SISlXanqL+zQggqTiqUzeS9Jla4k
8s3kNtzIW+0w0udPl6ELJbhgYmHH4DEy8TvQ71VS6abzJoc7SzWlytQAbmIm8DBeitMqkzKqgAG5
jiYD/dxrhVD23nHyUzu7QGK4LcriXSZJIA7jdmnNvIkRb29WT54oRmneaNG1O+DeVtMvNYv1JWPU
LxpzY2xrwdvrFw0gU06rCCzfLcBKNuLibSPqOj2N16kovYZ9e1KSi1a5n9Ro+4V5yTRP2I9tqpir
LL++tbCxuL67kEVraxtNPIeiog5MfuGKsW0vWtV8weZLL0q2elada/Wb+JWJaW8mHprCXHENFCRK
G8ZF3A47qswxV2KuxV2KsfnsdU0fULi+0qD69YXr+te6YGVJUnIAaa2aQrH8YHxxsygn4gwJYMqt
vvO+nW1q5W3uv0gSIrWwmtp4Glnc8Y41kdBGasd3VioFTWgOKsUk12wsudvczJqOpX5FzdQ8vSW7
cgBHmduXoWEY2iQgtIoqFffmUJ5p19on1xdU1a+bUtTWv1d47ec2tsGBBW1VUYA0NGkJLtuKhfhA
ShF16Sz0JLu0Dtq/mm5luoJYoJblo7UkJHcmGJXdlhtRCKcaFyoNA1cVb8u2uliS/ttOjmWO4u7S
B2uopoZ5Fjj+tStMJ0jdjKTLyZh8RY4oRHmzVpv0oxa0Nzovl+IahqLeokcZuQC8KyFzWkKr6pAU
7mM9t1KJ9fUtI8m2NovGPzDqCLb28Z+JVv7kNJI1NqpCecjf5CnFUB5d02fSbTUdPMkcxtNT06JJ
Io2jApBZRFeLvMxPo0q3LepxVMNF1BNP83an5cb4YJh+ktN8AZTW6ir/AMZW9Ub1PNuy4qs85Sto
N1a+bYVYx25Sz1uJAWMtlK/FHCqCWe3mfmv+SzjviqD816dFd+VtRsrYqw0+L9IaYyASA2skbrJE
i1UNyiaaFQDTgy4qy23srBo1mWOOZpUjLXBVS0gSjIzNSpodxiqpfNYx27TXvAQR/EzSAFR274ql
Pmg+VNP0/wDSGtFLSK3BEV1EHS4WilisLQfvq8UJ4p1AO1MVVorLXERDa6qJYno3+n2oeQKd+I9J
rSm38yk+OKukg1yX+9tNPklFAtyzSGg/4xGMnx29TFWpV8y+gyTXVnbIoJl1FEeoQDcrDISiEb/E
0jgd1OKsFli/LO68wxadqNzb6hbX6LHpVyb31U+sEn1lZA/Eyzua+tQ+p/dsdlVirtJh1NrjU/L8
SNc2GhXbJD9YP1fT7dPSjlV5pFBaVo+bPFBGAkfw140QqoT3yhp0eqeV7SWN5tMuIovqbfVZDTnZ
yuI5GZ15uyuzM6vsWLBw2BLKvq+pfVOH1xfrVa+t6Q49OnDl0r/lV98VReKuxV2KuxVjXm/yhdeY
7vSw2otZ6ZZNNJd28SAyzu6CNAsjGiLwaRW+E1DU2xVOtL0nT9KtBa2MIhiqWY1LO7n7TyOxLu7d
2YknviqLxVg/5WBb3RoNWI2is7XSrUH9hLKJVuBTorfWjIj/AOotemKo7UpDp/nO2mcAWuoJCVO4
pNCZLdqmtOTi9ioPBGPbFUnsb+2vm1H61KINLstVurnzBfSfBHJJbXRhs7VSftUjghMlOwVN+Zoq
yTRbe71G/PmDUImgqjQ6TZSAq8Nu5BaWVT9mWfiCVP2FAXY86qoLQnW91GadP+PrUbm+lHUelap+
joen+/TAJEPcA4qgpUku9O1TzTbAyS21/wDXtL4rV3t7CMW0qJ05fWEWfgelJAcVZB5pjjvfKOqr
HIOE9jOYpl3pWIlHX5GhGKpJorCw1e10pwBBxZ9OUj4FsbxC5gHYmCeBYwOyMg64qnXkwMvlPSI2
PIxWkUXI9T6SBKmtdzxxVhnmTzbqOr2lvINInTyu1wkzXqSSpdyrbuWRo4jAbcKZVjkj5z/vF+Hj
VuOFUXrjW15e6aDqtpd3VwPrOgx3MpjW4EskEyK/pRFURhbsiNuWqRQ/EMCGS2Xm3STZRnU7y2sd
QQBL60klVTFMoHqLR+LcQd1YihWjdDilO1ZWUMpDKwqCNwQcVSDzvpd9qekxWltG88JuYnvreJo1
kkt0JYqjSlUqHCt8RoaU74qwy48v3vmrzBc6Dd2dnpuh2sKnVI7eKO4u2klUOkMt1KrfGUZXPBO5
+NqYVS/8vfKlvqHl66tNN1vUNMvY5ZRNYyypdw8qkpM0U6szA8l/arxCnY8WxQ9I8m3FrJoMMEEK
272TyWl1bq5lCXELlZf3jEs/Jvj5N8TVq25OBKd4qo3t5b2VnPeXLcLe3RpZWALEKgqaKoJJ9hvi
rGB+Y2nRPE+o2N1p1hM3FNRnERgVq0/eNG78fEkVCj7fHFUv8ra55qjutCOrXQ1Cz8xQc15RxxyW
t0IZLiSEGJY1McYj4DkCzHeo4nkqzp54UkjieRVllr6SEgM3EVPEd6DFV5IAJJoB1OKpVoOujWFu
ZEgMEMUii3Z2BaWJ41kSXiPshw9VFa060NQFU1xVStbS1tIfRtYkgh5O4jjUKvKRi7mg/mZiT74q
kXn7y3ceYPLdzaWcrW+pxhpdPuEKq6y8GjZQzB1X1I5Hj5FTTlWm2Ksb/Kmy0zUdHWe5aW8u9Fup
LWKO5AjS3kRQ1Ut0WOJZAJKM5XnXlVq1xVmnmW81Cy0C/udOt3utQjhb6pBEvJmlYcU28AxqfbFW
MaFomtz6TFpnoS6TZNFHBe3krr9clgiQKkNtwLGNeNQ0rlXqWYIrNyVVmsFtbwW8dtDGsdvEgjih
UAIqKOKqANgANqYqw3kW8gWWgxMTdagh0S23q3BOUEs2/wDvuCNpDXwp1OKorz4kNlHo+tlxBFpl
9bpdSUA/0S4lSN0r2X1RE5/1cVS7Rte8wCz0rQtKs4/r0djbS6hcXHJkhkmQSMoiDRFlTlufUruo
Ab4uKqVjWbzygmpaT5nhitvLt3BcyafcxbQJKVZ5YEUs7JHLyJjVnPFqrsGjXCqUeXlXVNBstF08
i+1q6NvJqVxBxkg06GGL07eEzUKI8Ctz4Dq/MDrsoe0EV2PTAlLYvLukQTCW2ha1IPL07aWWCImt
atFEyRsa+K4qmWKsT1HR/Mmn65d6xoQiuhfEPdWcrBOTLFFCq122Cw8lavwkvs3IcFVlr+XmnTad
aNqaqNYQM9xc21CnN5Gl4cJVeORImkKxGRCQPCpxVkOjaNZaRZ/VLQNwLGSR5GLu7t9piT09gKKB
sABtiqOxVLfMmlWWq6DfafeymC1niYSXAYKYuPxCUMdhwZQ2+22+KsGj87alcadPDcaKdb8vxxsl
xqFvA1lG8SCjNFDJJMKLT9uSOnXpvhQx38r49R8xWVhfxanBpmiaCLq3sAfTe+pJNIDcGNyy2x9J
ljX1A21fh3VsUs28t2MGq3uq3C309xPp18iabq7cTKIvqkZ9IgrwaM+q7bKA6sr7tR8CpydC1yQ3
Vrd6sLvS7xgZI5IVSdIygWWBJIii8HIrUpyUFhU7FVUdcaXML43tjcC2neNYZ0eP1YnRORjPENGQ
yFzuG3GxB2oqhILHXtLZvq051a0c83hu5OFxGx3cxShSrqxqRG9ONaBgvFVVRC63KCBcaZe29SAC
Ujm+0aV/0d5unfFUzxVK9N8t6bpusapqtmGjm1gwvexAj0jLCrJ6qrSod1ID70PEbVqSqmmKuxV2
KpF5e8qQ6TK9zNcyX98wkSOeUBRFFJKZTFEi/CgLGrHq1BU0CgKq/mvy5a+ZNDm0a7keK1uJIHnK
U5MkM6TNHv2kEfA+xxVdqfl2wvrtL4PNaalEnppfWshil9MEkI43SVAWJCyKygmoFcVeUzeXrbzN
oNjdzcdW843dzbNBLqHGRYHgiivrhHi4GONCF9LaLivJfh5FuRVOb06fqFk9rpXlJtN81TN6UVzH
Alv9VnG6zSzRmKQxR/aNKpJTirNUVVeoj364FeC/mD5m1Cb8x2u/KFxcX13p9vJZzTNMF02zvVin
SMckkdSxkk4yxzQ0JC/GtDhVONX138/VimksbCyUma2FTNZiO3jVGe5EhaQkFuaKN26VGzUCrrbz
V+dCW0t3PN5eubPhUTxXMaKGWfiwRzIU3gR3BevEg1BpirNtY816na33+46OC+06GETXMrFl+DhI
3MTJySsjIscacN25b7UwKyzFXYqlvmTTJtT0a4soSnqSGMhJSRHIEkV2ikoGPCQLwbbocVYrquk+
b28oQaW1nax2totmLuGCaW7uLiCCSNriNA0duOTRo3Xnz+ztWuKoLRbfyf5j8zLLAitdNpkS34sp
pYGt5LOT041Z4Gjb94s7BQxrRKEAimFXoNhp9nYWy2tnEsMCkkIvdmNWZid2ZiakncnAqIxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KpdZ+XNCstTuNUtLGGDULpSs9wigMwZubdOnN/ian2jua4qmOKuxV5
Lr35NWsl1rOu6ndX+v3d1LKtpZ27pDKLS8QwSWzvJzWQRpKSjHjQIo8aqsej/KvRre+E0PljX5P9
IklMrX0dU+pxRUkUFat9Y4tGtTyffnQcMbTSbaN+Svlu4sobC40/U7S2mtWtJ2nnhkcetCJpXdTC
y+ossxjWRTWqmh4k8m0U9B0PyDoek/UmQzXMlhAttAZ5XdOMbl42MZJQyIWbi5FRyNOuKskxV2Kv
/9k=
uuid:24c44239-5cd9-b345-97b3-98d783a1fc4c
xmp.did:900ab399-8193-4496-9d7c-a1252e24972e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fb6bbb1d-0d9e-f24d-bb12-7852891caedd
xmp.did:5bf6eceb-0dd8-4df5-b891-8629af1f369a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1982b341-d65e-4ffd-af44-94140d839c35
2020-04-30T08:16:22-10:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:900ab399-8193-4496-9d7c-a1252e24972e
2020-04-30T14:42:53-10:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.267717
11.692913
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
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
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
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
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
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
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HdM&=}@Nn$V!`,Ї%fHv:32"߯o^Gv>8ik^;_>|W|ݟ}(Oij<3V\?~|i\w{Z,gүVjgykhO}6yzcʳWՌƾ[OF\Wyb֞X9uyW"\)k<~zޜvk?gCrVh?#-iu`avٵ5'r
6|`z=L3M)\ᢖk>3j,^> -o~0khj
<GwJ*==UGZ>gNj?%tUr07X+JOYP"T {1J)D30Qv㪮Vg3&&apԘ v,xأQ(榄|vgϹ8< fs9C[S