%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 102 0 R 196 0 R 291 0 R 386 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Color Mixing-1
2018-03-19T14:39:56-07:00
2018-03-19T14:39:56-07:00
2013-02-23T15:24:36-08:00
Adobe Illustrator CS5
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/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWFeffzU0PynW14/XtXIB
WxjbiEDbgyvRuG24FCTttQ1zHzaiMNuZd52T2Dl1nq+jH/O/UOv3fc8X1f8AOfz/AKi78b5bGFwB
6FpGqBad1kbnKK/6+a+WqmetPb6f2a0eMC48Z75H9Gw+xKLT8w/PVpOJotdvWddwJpnmT6UlLofu
yAzTHUubk7H0kxRxQ+Ar7RRZ55S/P/VIJY7fzLAt5bHZr2BRHOvU8mjFI37D4eO3jmTj1pH1bvP9
oeyOOQMsB4ZfzTuPnzHxv4PZIvMukXOmwahZXC3dvcpzt2jP2h03r9mh2IO4O1K5HX9r4dPGyeKR
5AfjYPET0mSEzCY4ZR5pbPrd9KTxYRL/ACqN/vO+cfqfaHU5D6TwR8v1n9FNkcEQh11C+Vqi4kr7
sSPuOYMe09TE2Mk/mT97Pw49yNtdfuUak4EqHqQAGHyptm30ntNmgayjjj8j+r8c2uWAHknttcw3
EQlibkp6+IPgc7PS6rHngJwNj8bFxZRINFUzIYuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVjn5g+
a18r+VrrVFCtdbQ2UbmgaaTZfnxFXI7gZVnycEbdl2RoPzWojj/h5y9w/FfF8pXV1cXdzLdXMjTX
E7mSaVzVmZjUkn3OaUm313HjjCIjEVEclLAzdiqK0yyN7fRW4NFY1dvBRufH6MrzZOCJLVny8EDJ
6r5V1AaXcxWyUSykKxunZewep8O5zmtXDxASfqeP7SweNEy/jG/7HoOad5V2KuxVF6Zeta3Iav7t
/hkHt4/Rm07I7QOmzA/wS2l7u/4fs6teSHEGVZ6a4DsVdirsVdirsVdirsVdirsVdirsVdirsVeI
f85GaoxuNG0pXIVElupo6/CSxEcZI8V4vT55rtdLcB7r2NwbZMnuiPvP6HjOYD3DsVdirI/JsSGW
6lP20VUHyYkn/iIzX6+WwDrO0pGohlGax1T0zTZmn0+2mc8neJGdvFior+OaTJGpEebx2ogI5JAd
CUTkGl2KuxVlmmS+rYQv348T/sfh/hnqHZObxNNCX9Gvlt+h1+QVIonNiwdirsVdirsVdirsVdir
sVdirsVdirsVeF/85GacU1PRtRG4mhlt260HouHHtv6x+7Nbro7gve+xua4ZIdxB+e36Hj2YL2rs
Vd+rJRiSaG5RKQiLJoBUg84weX7aaT6s128zIqqGCKKBiatRj+GW6zsXLwxlP0j5n8fF5PtXtvFY
EPVXwH4+Cz/lchr/AMcjbw+sf9es1/8AJH9L7P2un/lr+h9v7HtPlT8wtCnsLS0vOWnXKwoHWYgx
h6fEokHh4sFzRazsfNEmUfWPLn8v1W8l/L+nzZZWeHc8+Xz/AF0zbNK7N2BXYqyvSozHp8CnqV5f
8EeX8c9O7GxHHpcYPdf+m3/S4GU3IorNm1uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsT/M/wApyeZv
KNzZW6h7+BlubFSeNZY6jj4fGjMortU5RqMfHGhzdv2HrxpdSJy+g7S9x/UaL5YdHjdo5FKOhKsr
ChBGxBBzTvrQIIscluKUFcTc24r9gfjnZ9l9njDC5D1n7PL9bwfa/aZzz4Yn93H7fP8AUgr62Fza
vF+0RVCezDpmZqsHi4zHq6SQsJT5c0eW91VUkSkNswe45Co+E7If9YinyrnH5AY7Hm6PtXWDBhO/
rlsP1/B6LlL58zv8uPNr29yujX0jNbzkLZOxqI5P5N9+L9vA/M5oO2uzxKPiwHqHPzHf8Hpew+0z
GXgzPpP0+R7vj9/veoZyb2CIsLRrq5WMfZ6ufBR1zYdm6KWpzCA5cz7vxyYTnwi2WgACg2A6DPUA
Kde7CrsVdirsVdirsVdirsVdirsVdirsVdirsVeb/mJ+Tdh5jlk1PSZEsNYc1mDg+hOe5fiCUf8A
ygDXuN65iZtKJbjYvTdj+0c9MPDyDjxfaPd3jy+14L5q8qeY/LbiDV7GS2eWohfZ438eMiFlNAdx
Wo75PsvRSlnBkNo7/q+16XtHt3Tz0x8OY4p+muR89jvyY3xbwOdi8dKcYjcgNhD3yQgXCz9oQjtH
1H7PmjLO9NvVeIMTGrAdfCoP0Zha3syGYWPTPv8A1vL67D+YPFI+pM47u2kFVkA/yWND+Oczm7Oz
4zRiT5jf8fF0WTR5I9L9yr6ir8XIAD9qtKfTmMMEyaESfg0xxyJ2Bt77+Xxutf8ALVle+orUUxTT
cuZLxNwJO9eTABvpzl8vs3nlnkK4Md8z+gc/dyG3N7/Q6oywRM/rrf4bfbzZ5ZWUNpFwjFSd3c9S
c6vQdn49NDhh8T1LKczI7ojM5g7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXiP8AzkzDKYfL
swU+kjXaM3YM4hKj6Qhzb9kneXw/S42pHJ4Xm5cR2KuxV2KuxV9K/wDOPNvcReQpJJQQlxfTSQE9
0CRxkj/Zo2c/2mQcvwc7B9L03Ne3OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsR/NXyxJ
5j8kX9lbx+pfQgXVku5Jlh3KqB1Z05IPc5laPN4eQE8mvLHijT5LzpnXuxV2KuxVWs7S5vLuC0tY
zLc3MixQRL1Z3IVVFfEnBKQAs8kgW+v/ACJ5eby75R0vR3NZraGtxuGAmlYyygEAVUSO1PbOW1GX
xMhk7GEaFJ7lLJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvDPzb/Ji9lvbjzD5ZhM4
nLS3+mp/eCT7TSQD9sP1Kda/ZrWi7jRa8AcE/gXFy4eoeIujo7I6lXUkMpFCCNiCDm4cVrFVW0tL
u8uI7a0hkuLmU8YoIlLux8FVQScEpACykC30P+UP5RTeXZhruuhTq5Ura2qkMLdWFGZmFQZGBpts
BXrXbRa3W+J6Y/T97mYsXDueb1bNa3uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xVI9f8jeUfMBLavpUFzK3GtxxMc5C9B60ZSSntypl2PUZIfSaYygDzCR/wDKkvyx/wCrN/083f8A
1Vy78/m/nfYP1MPBj3Mk0Pyt5c0GL09H06CyqoR5I0HqOoNQHkNXf/ZE5j5M05/UbZiIHJNMrZOx
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsK87ebfOOieYdKt9H0GTWdJuLa9m1B4Y5TIktvFzgjW
VaxoZWHEc137Yqlmk/mT54vLi5luPI9/BaxiwSC0A43HO6nZLh3kn9CErFHxbjGWpX42X4vTVUvM
Xnv8ztK1LWrS18sHU4IRcjR722gnZOUNqLqJpl5fvBIZVgAjIrIj06hQqhbD82fzFe2sRc/l3fvc
zJAl1IrSQok8qitUeFysYb4iQz8FI5HnzVVUfqf5l+a7mwjuvL/lPU4WWWeKWDVrGZJJHhWJokjS
F24JP6jATv8AApQ1G+KrofzP82tPaRy+RdRRbibTo5ZE9VhFHfxNJK7crdP95SoWUdAT9oYqjPIH
5k6p5suIll8tXWmWjwXEkl7JIJIo57a7e1Nq54R/vKJzI7dN+uKs6xV4zr+qfmWdXv7fTPzA8vWj
x3c6wWE89rzjU3ESwRSobV5F4xv6bJXlzYH1PiCqqofl9ffndqHmK4j1Hzboeo6TaCIetbG1uUne
4sZni9NbYQzUEvpyOsnplgKoeNaqXebNb89XL6fLon5meWrF4reOSdHnt445LhEliu2UFJy0SlKq
GJ+LmSBxWihEeSH/ADSMzwQ+dfL3mOe0sngtLRbh5v30bWayyXPpD1nKD1KuWrykWuzcVVVPNmq/
mXAb6CHz15d0O4t5Ljh9ZngqsbXCyQiWOa3rGywzxRVq1Op5tIpjVSzStZ/MmbSy17+aPlt5Lea1
kvLu0nsWWOx5zLcsxe24CRjLbrESoXah3PxKpNp2sfnOsU3/ACFPyrKsTzRyCS4twVlIkpVns60V
0ZlHTiu3w4pZl+TeseYJ9Tk0/VvO9h5hNlayQy2FtNHNKbtbpi8wLwwXJjji4JUllJNa+Ch63irs
VdirsVdirsVdirsVYZ+ZHlvzvq8Wnz+T9YXSdRs3kMvrSSi3lQpyQPHGGVysyIfiFOPIEMpKsqxb
TfJf5+WVncBPNtibu4vLu6dphLdII3SP6tDH68bGJFkV+Sr0U7VOKsv0fSfzIiTT01bXLO7VbS7T
VeFsUeS7kkBtnhdDGESJPh+xXrXkWBRVhekeRvz70q2tEh822lxKLWGC8a9ea6HqpdyTPKvqwszf
uHEXVC3cjguKptBov563WjXGm6vqui8xFCYL+yN3BdSypLG80csioixJJGJE5xJyGxAxVDL5Z/P+
GztYbXzNpUbJFIsySxS3AV/WHohJZo3mdVgFC0rM/KpZnqCqrLvIejeZ9Hsr+z1uaxkgF5M+jxaf
CII4bNzySNkVIl5Akk9f9Y4qybFXzl5/178kNK1jUZtR8nX2oX5ur6GXnLMIWv7eWOcoqGdo0imM
iSFkT7LCqGrKFU8/LG5/JO8jjv8ARPK1zYh9Utbeza4jnu3N3BbO0M3APc+ksYeQczQE/ETUHiqx
S882/wDONdx/oM/lfVpo44DI3CWRxxtElMaOUvi3JELBA/2FIB4gUVSm3lnT/wDnH3TdB1S+Omag
h1BbqcWF6X+sm0jgt9TMEDW0npCNY1ieP1ZefVS3UYoQ/mLzz/zj3qGv6ymoeW9V1KVzKL28iMj2
kx0+P01miC3aqP3aBUkVFNG3IDHFK3WvM35BeWNG/Rp8n6ktl5rtLTUbm2RyFa2EzNCXYXbGNl4s
4VPYGnZVj2peZP8AnGGKyke28l6jNMxtikMk08Af1Iy2zC7dvgWoai0ZqdQeWKvbfyn0P8v66nr3
lfRJ9JmNzcWFw10/ql3R1ad4WE1yvpu6qKqwBKdPFQ9ExV2KuxV2KuxV2KuxV2KsD/MX8rP8ZanZ
X36WfTvqdjqFj6aRepz/AEhD6XMnmmydeNN/EYqoeXvy184aZrEV7d+fdSv7WOKWH6k6DiecCQxy
EzPcKZEKeoSylS+/EAsGVSvVfyP1m91Cy1WLzrfW2s2llb2TaoIIjcyCBZg7GRWRwJPXHw1/Z+Pm
1HVVOI/y8832Saq+kec5bW+1bVjqU97PZQ3TC39IRLacZGCUUItHULQCgXFUlP5EXVvrdxq2kear
vTJ5pbjiYYvjS1nnjnS1EgkVikLIxWuxJHIFQUZVN/J/5Wap5e1vTr6TzPdahYabYpYQaTIjJAvG
COJ5EAlIBdoudGB6n54q9CxV2KvDPOC/mTe+cZYdM/MvRLLSbTUElg02W5ihu4ysig29wkEcbyKH
mEfpvJ8XwcviNcVTnytJ+a17qV3MnnrQdUszDbpa2sKxXXpTSPHKTIbeO0Zy1skhU8lD8uQRBTiq
kfmLWfOt3quowab+ZGhLZ63ILPy/bQXIa6C3E0sUNFt4nbksk3pc4qH4Vd3/AHbK6rKvLkv5laJf
w2nmzzLod3LfTRidJJTDOpmgEVtHaRenCvKWeCQ/EPjoeKgg4qwx9c/Nq8s4XsvzR8qR3EPIXfp3
FpNG5ERZW5G1HAERMxXjt8bciKIilV1jzF5+m0eSztfzR8tw6pN6cxuXuLWGEQereRyiBxbt1UW4
6llZH+IVHJQsvdf/ADM1W9/Q2m/mR5cS54SWd3GsqRSPeXE1x9WW2cWxqfTeFCEYsGQj7VSyr1P8
t9H86aV5fNt5v1NNU1P1SUkiSNVSPiopySOEyFpA78nHL4t964qyrFXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq+cfOHmT8hrLzBdzav5TvrznqOo2N5MJZHH16xmgmlMVs1yIxDK03Ko41pQpR
jilkVjN+RvlXS01yw8tXSBV0vVEV4ZnZXmt5Xs3SS7l9AyJGX2SQ1fYcpKDFDC4/Pf8AzjXo09rP
b+UtVhuLYwzRGNuRUKwuoS5+vFW+OQNwYndRyHwrilmFlqv5CPplprK6ZewNor3L6bYzfXVkZ9Ge
W8ZxE0vosY2nkZPWNfiK7brihibea/8AnGnQdY1CKz8p6nK6G7s5r22Ly28kbo9rMYma8/u5I5yA
Qo2YHY0xSu82an/zjtpdroaah5M1OVbjTo7nT4xNIBFZXNxLL8ZW8NGq8kgG53AJXsqp2H5i/kJo
tybzy95U1ZtQt5LbVQksknCSUDhGx9W5uCXj+ttx+CnLoab4q+gfJ/m6z802Fze2lrcWsVrdzWTC
5EXxvBQO8TQyTI0fIlQ1eoOKE9xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KobUtM0
3VLKSx1O0hvrKbj6trcxpNE/Fgy8kcMpoygio64qicVdirsVdirSIiCiKFBJYgCm7GpP0k1xVvFX
Yq7FXYq7FXm/mnyb+aM3nuTX/K/mKOx017SKH9G3cs81uZxIBI5tSrxAeiNjGyty70LVVQk/l788
XNif8U6Yuqw6TJEyhGWOS9N3Gz3DQiLjIgtwEDcRxY7KORxVBeXrT/nIDVdOm1E+YtNgWe6hfTle
O2uYnswH9aQNaxkcZTwaIeoxC1DNXfFU00LSfzi/TFi955p028js1tIfMdpCoJ9RGkllCoIV4GW3
li/kJNH2VeDqpHNoH50Xt0ZpPPGlvZXaajpdksErQF5WjYQFTDEgNzFNAS/D4kCuF/aGKpnp3l78
744dZmTzPYXN1eKFtfUcSxW91D9WQsii0QRo3p3HKLi1KruX5OVV2q6J+c+sT3J0nzXpkeni8PD0
qngLe5QtC3pRLICvptG6mY1IcNtIBCqp3mmfmsLGK2vfOenW+vwahaTxAPHEgtJYJbZY5UFvGZmm
u32BQLIU+D02+yq3JpP58/oe6UebNHXUoJF53fpIIYo1SR3R0NuSj0eJizMRx/ZFOTqqVppP5/XM
rvaecNGu9PSeeHmkSNKFSRVAZ0tvT9VODq68QAajuCiqJn0v88Rq89vH5s0lPrE09xZWTxoZVskl
jERCi3DNwEhWWpNfhUMrNzCrZsfzjLy6XF5w0l9ZSKzultzHEJVQW0yXBeMQMfRlvfT4twB4KaFW
2KqFfyx/zkU/o+p5q0wmIzyco4xEGd4uECMv1R6pG/7xqn4q07BsVUpfJ35/vdyX8nmuySWO5ha2
jjkaOEWafWfVWRDaNCZCLhByMRrxBPxKpxVXtfLf57XUr303mzTJ4XtJ009rRWjjLXFxHJHIQIXj
alspWN2D8Cej/EWVS6w0r/nIS1uk0tvNmkywWdssct4fTkaKcxQRwx3SywtcSPKebKeS8ieRbpEV
UTd+Wv8AnIKaCCzk84aZ9fDJd8Y6QO3oT1YDha1aDh6aspXdmPJuPwsqnyab+cM9xa3Vn5j0u401
ptOkakQPqWscBF+A6xMC00pDIVI2/l6YqleneVPz9s9PitP8V2Ev1e34RTTx+tK8ojQj1ZHt+Tgz
chz+0E6h3bkiqLfQPz69a04eZtN9EafLHe1gXkdQdJvTkjAt/wC7R3i6ncLuK9VVll5a/PNbywub
vzHp8ksMF3DemjGGRpoIxbutskEK1iuI+RJfkQWoVVvTVVknkLRfO+nrqM3m7VY9Tu7uSI2ywE+l
DFHCqlQvpwLzaTkWZUAbrxX7IVZXirsVeHefZPI48y+YjqcGvGYz2D3k1vJaJamSCJhEsA5GTl6T
ueToKMoKujBGwqxK/wDKX5M29nFGx8wl7O2jvTeRzaY04gksYryJGlY1QRpbL6fHiObMELLyoqqW
0/5N6J5duNOWPzItk1zHIamzM0r2rycJURGBbmL0jnw5JwQ1jdY2KqJ1DQfyg0LzBdadIuvXc+mz
g3REtiLQvbQwThH5GNY4pBGqMnFUH7YVUjKKq8y/lst/eafd2+vRT6qkV/ezK1t6aNqdvKEjgkdY
/UUDWZwNuXNAoDEqrKpd5Ji/K4+idNtNcebQZIbl5Jri0iAltL5A8SyqsDSIJNTDSM3HZFqRtiqC
m/5Unp9np90q+Y/VEJt7WP1bLk5mvJZh6pRnoRJULN22KN6qVVVGWenflVbRz+U5IPMZufMYgto1
juLK4Jh06Vlt5UmqqRrLIpTf4aj4fhoxVRNnpX5TWr6jZLBq63Cajqdk1il1ZrC31xTZXMkbL6Y9
OGJVaklPTZgG2NcVVJNC/LfTr7U7m6t9biLz6xp0Mdpc2n+k8rc/Wp/RK2w5kX/BAOXEIpaiKTiq
y2sfyz06yTXuHmLTk0pLzXbZ42sXSAXV1FZJEPUT0hKGhV4otwKNRmIXFU+8+69+Wur6ibzV49Zo
kv1Oa7gNibdJNOluxGWEruI2kaGUiRVDAUBZASCqkV4/5W6xDN5xu7TVrWPVS+l2NnbNYyEQrpnp
o0cM8YEJMHw8UZlDnf4dwq0Lb8pof9JaDV9M+oBda1N7iPTWllW4ZbeIPIHfi4a5WRJBuvM8WVya
KozRbLyFHot/pJOuRaRY6rperUnOnm7lvLsSLGxKllEMkcMdEVUc04rVm4Yq66T8ul0+1udWtNXi
uLK0s7sW0cmnzL6NpaSRW5czLElWtoebBlCs/wAK8uLKFUou9R/JvRvLl5azf4jisr2KTS3mf9HP
cNGs63fqRGUtIwdwFGx9PqVjLcmVTG+8v/lJaS63Y3r6xHFELD6z6X1CBpIr+SLgAI44J+3GZTUs
Pi+KShVVA2GtflxcWGiaRPDqkumWg1CLS5A1rc3caahdwW371A0qTq0heRuURQbR/GykFV6H5N8m
eVfN3l061aXGoQWl41zBbRzvZ3TRxq08BKl4Z1DsZXk5Es6k8eXGq4qzLyR5A0TybZNaaU87pJHF
HK87IzOYeQWRyiRguVcKTT7KqO2BWS4q7FXYqwPXdY/NuDX7+PRtHsr3RIVpZO3wTySCASEO0lxC
oUu/BGVWqykNwHxBVfPq/wCbJ+q/V9EtFMkETXCSmMrHM0LNIjOt1X4ZaD4UcdKM3MtEqk6T/m/N
rd7qcvl+0UwWVy2iiZbN5VmlaIR2zypc81HFGZuLcSTu5oowqrWz/nfJNN6wggHoQLAxS1aMT+rD
6zNGsrSMvp+pt6gr24mgCqFl8xf85Et9faDytpSqtBpyTTrzJDoGMnC6ZSvF2Knkp+HcCoGBU21P
WfzkFvqbaZoVi08F5OmmR3DqBcWatAsDsUufgZg8zEmmyAcFJxVj8s358wat9csvL+mSyrBFHNdz
rbRy3QSONmjlmjuC+0jyiPiirXcin2iqYafq358TaxfxX+lafa2DR3YsTGQ7VhjP1Z1f1XUNLKyh
hL23CijYFa1TWfz/AINYlXTtC027057llhd2SMJaq5ozVu+bSuhHQU2+yO6qIi1n89WumgfQdKSF
fr6C8aSiuYrb/QZBGtw7qs9z9oblU+HYjmVUvutV/P8Aj083Vv5e0+XVgVZoRJAqujPNSFpGuAWW
ISL/ACHaoZubKiqZLdfnUH0uVra0NJT+lbdY4ShiFzcK3psbpWH+j+g0fXf7VN1Kqnaap+e8mhma
XStNh1gzSFraVFaIRCO3Eap6d71LvMSzOfsUpupKqo2ufnW7ap6ehaegt0Y6ckhrJOWvAsVaXXpU
+qK7OPVBDcTT9gqq+lah+b7+ZbWHU7Gyi0eW2ka6liXdJVXmgjpLLRuUixtzJDceagCoxVBeXNZ/
PZ4jFrehWUXptZItyrw+rIjycbt2jS6eNWSL4hQ0r0Vq0CqTWk/5zXuuSNdaHZHUdDtilpqVzaQ8
3kvRxPoXfqhKoBycRALQcHBLAqVZ35HuvPs0upp5pggit4JEXTZEXhPIGLvIZQjyxcVVo1Tgx6Ny
JO+BWVYq7FXYq7FXYq7FWB+Yvy313VNR1G+s/Nuoaa180RigjlujDAkagMqRJcxIObKrFlCnqNwz
VVag/LfzDGLwP5x1KRbh7WWAF5v3L28EiPxPrcis08iyslePwhCCuKpba/lJ5sWxS1vPPd/etG00
q3Li5SX1Z1aPlzS7UgRxkcFWlG5HcNxCq4fk5qM1jYwaj5ouru5tpY3ubv8A0lJJo4pbqRU5/Wmk
BUXSqjs7MvCo3NVVRelflt5ttHv5rnzreXtxdCZLfmtwsMKzW7RCkX1oglZOEoZSpBBC8QxxVbaf
l353jvrSaXzlcNFZmwVwRcP9ajtIVSf1UNwqRtPIC1QG6kuX24Koaw/KTzRCjR3fn3VL6Im6X0Zf
UMZiuYFiRH5TOzmF0Dglt9wftMSqpP8Ak75kku9Nnk863pSyiCXUQFwDePHNLLE1xJ9b9RljEoVR
yqKVDeCr0+ETCFBMyvMFAkdFKKWpuVUlyoJ6Dkfniq/FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FWCa751856Zda8Lfy5JqFtpyxSaZ6SXPO6qY/VReEcykgO3xLv/ktQ4qg9R/M3zdb6z9VtvJt9
cWMZlWS5Ed1RqWi3EbK31fb97yhI4nehBrVcVV7r8wvOcU9iYfJ881rcWv1m7dpJ4jAUMhdVrbNz
ZkQFEcRtUgNQn4VULB+aPm280UX1l5PnaWWz+tw1N4Yq8JZAm9nHI/IRBV4LUseylHdVVt/zG873
WtR2MXkye3sjPLC+oXDXSoQkjxowX6pVVcKrcm2FfD48VXD8yPOK+WZNT/wXeT6jCbcHT0M8bOJb
czTMokt+f7srxACmpZQWD8lVVLLn83vPttaxTSflvqLvOkDpHDJNKU9RnSRZuNpyQxmOvwq1VYHb
pirtQ/Nf8xdPluDL5AublYqpHb2bXkzuyE8pEl+pCModtm4t3XnuFVTO98/efYZbCWHyhK9rO/8A
pVvyna4SP1p4iQywekGCxxScWI+1QEj4wVQtz+anm8Papb+Trn1jpi6nf2rfWJJYndJuFoRFbtxd
3hAVj8W/92OoCtTfmt52N/HaWnkG+lWSKab6xM11DGnpFqRO31Nx6rqlVAJU1ADV6Kt/8rP8/SSR
Rx+QruAGVEnnnknKIpjid2VY7VndQ0jpWg+zWhNUCqPm89+cxrN9FH5YkGlWJliEzLdtJPILqGCN
k42+yelI8remktQBQ7NRVB235l+eJboA+SrkW8trNNHy+tIVmhjkdY2Z7Uf3pRU3RaH7PqAg4qmj
+dvN0c1/EfKs0wtp2itZUeRROi3KRM4BhYAelKHRuRD8W+wBXFWPQ/mr+Yc08cP+Bru3M0BuS8sd
2VhHoqVgYpAVeQysQPiXYUZU+1iqb235g+dLm2jl/wAHz2zParcN6rXLcZfrot3hKfVUf+4rMGpy
/wAgjfFVG9/NDzbbaPa3w8jahPcT2k9zLaxeuxjliuFhjgoLb1ayqxcExjbtxqwVXxfmJ5z/AEdf
X7+UZ5FSOKWwtkF2krFjAs0UiyWok5J67MpWPfiwoAvMqoWb8y/zBspJxP5Iub6M38lpbmz9cFYY
mKtNJ6kG6HYo67NvTYAsqnSedfNX+Jf0TJ5WmFmhthNqaSzNEBcLH6hjrbKj+lJJQ/GPgUseJHDF
Uu0L8wPPVxrFtp+qeT54oLq4hi/SEHrLFBG9uzytKJoU/u5U4VDUNeuw5qvRMVdirBvMuh/mffar
e/orWYbTR5obiO3h5rHIrvaBIWqLSSRGS5q5YTHb9n9nFUDcaJ+cy+X1ih8z2UPmB70PA1wkMsD2
yRSt9XJS0t2Lu5Xkyx7KlR+1yVS+58tfnx9Xe30fzbp5t47UQxTXCiWYXYlT1S8n1ZqhF9RFr8XT
lVqtiqfap5P83X9honDWJbHU9OtvQuri3vLnjJKJYKTmMr6UzGKOXaaNhyam/XFUH+g/zrbTf3nm
Swj1FLySdWjhT0WtS0Hp28nO3ZtkWerLRqlfipiqC0nRvziaGK6h80WOoBPrUIAkR4OB9JITySz5
NJEVkZuTE1opPxFgVVrzR/zrGkzWNr5r04a+0sc1lJLFGK20dusU4kUW5r/pDc6qm229DwwKl+m+
XfztFtqUdj510+69Q+vpkrKk5UyzkyeqTA/7vj6ixqmylQo2BxVNp9C/O4S2wtvMVi0azW73MkyR
/FDUtdRiNLRd9wsZ5r8I3+I88VWw+X/zoXVb25fXbT6vMyi1iEiskcS3TuoaM2O7eg4VmVl5AcT8
REqqqekaZ+aN3by2up+ZrTVbNvTsbybSgkFzHIJJRPKHQR+k/pvFyCtyFDwANORVBjyp+dlvZSo3
mmzE8xWdJZJHMaXkkiuYlVrcv6Ik+CNfU48PhMZLVCrINF0v8yIbK30+/wDMVjNqS+tLqcno+rKy
TxssDQBfq4iRJg1AyNWmzU+DAqTJ5d/Nq3s4YNM8y2sAkcxiKe4N8Yyi3AlVJ7q1lnnfn6b/ABkc
eJWnEfEVUP0Z/wA5AfXo+Wr2qWFnNGLl5EtWa7QRpV4gkMfpx86+oHYN9pk24x4qiruf8yr28vH0
HzTpEsbyMljC1xC68nlaWNCqWbujfVaEfG/Q9eXJFUHdaZ+bNlay6da+b9Nh12WbT0gW7nEjfVuF
wrqkcls5WSd0+FmWQv6bHkKcFCo/9F/mz6l9LbeZLG6m4NaaSZZkWNpUmj9T1oorMKsqxwy8iOfx
GirGK4qg9Qg/OE6XY2Cea9O0jzLezTSW9vdm1klliEcX7tEW1UN6X716IrFfhBdxU4q1ceUPz3+t
RtZ+arSCC2jRbdZSZwXWKIP6qm1VpBI6ybtISoNRU9FU08seX/zgtvNzXnmDzDb3ehu8xNpbxoAY
VFLdKNFGY3DMSxSvIVDNsuKvRMVdirsVeM+eNI/Ju48w662sXl5BrMr2x1SWG1Y8Qqr6aJM9s8bj
jxkKB2b4KgVXCqHs4PyUt7XUJP0nqENvqkVbiKaCcBobW1uLJ5lj+rUCsksskjEfa3NKEYqlUvlf
/nH3Q7+C8uNfvQ9zp4urG3MbSIlnJGJUuI44rT4abSKx3DL/AJNAqvu/Iv5IW+gQ28mraxcafrY0
y/Rk9SslvbLLbQA/6OgVHWWRmi2c0JRRxpgVVtNO/IbRpv06msX9/NPaw3NqkySzNNFaLEgMHO3X
k0gk9N/i35SKaUfiVVLjy9+R2mNBpcuvXtldQR3NsqCFVlkeONhLMpFmQXRRw5xfC3D0/iAKYqqe
TtG/LGx8wafrI1W/uZ7h1i0OeaxaIgTiWw4zzJDUvK1vIeb+mONF+yAAqmlpB+U2izaT6es33rWU
1/Z2zfVnkpKjXIuvX4WnFPT/AEg55vxBUKxLAMSqxO10P8o7m+gaXzFqS6RpNna20aSWUsc4mWcX
MatfLDR1pb0EUaBB9pDXfFUcnlj8iEsL5rbWL947WObT5rdYyTA6RTmRRDLbcI3/ANMdQzKBzYL9
tiCqv0S0/KSPXLnTrxdWiv8AUYYbOW21CNZSGlu1m+ry+h6sQM/1eF29RaBGFWBegVUNH0T8kNTs
7/0fM2p29pDcw3mqz3rxxxJdvIBHFJPPblA8bEiiNT4ianjVVV2sQfkxoOr675f1VtSNzeXEd39S
MVq0MjNA4jWzEcYjCQwyiQF6b8fiLhlxVF2vl38lb7zFoWlWOv30Ot2VuU0i0SJQ/EyyskimW0Za
ozs6UbiUAYhk3Kqr5bf8mPK2pWnmmPWdRsLjWYbvTYUvY3KXC27J62y25qQfSCsrfFxCrXcYqpah
p/5K2ekest3fyR2q+jI8Nsv1mOaRLiaFmWa3WQTK5bht8LheY+GoVXX/AJc/JrRltfK+panqNhJb
Rpp1vNcxiaO4Nxcx6ilZGt5rZ5EknIowHFXaooeWKqGn/wDKifKvmaC6h1jUJdT0iT9Hyx+lIwtz
6d1FRkjt0ZFYyvRoe/A1CseSqtrGvfkm1hb6RqGtalHSyWNNOufWmnu4riJbiDk9zHK1VNz8A9RF
5VVgVWgVSm98o/k7b+WtCbT/ADNdWFvq1y8lpqVzYC49ZC/pPEwFtFDB6ckxETuoEZLFR3Cr0DyX
5v8Ayx8reX7Py1pWpXUsdst9JbRXsFwlzI0HqXd0CZYYF5oCWoabEeIqFR9x+d35bWwla51OSBI3
hjDSWd2DI84cxiJPS5yVWOtVWlCN9xiqbaL+Y3kzWtRg03TtR9W+uEaWG3eGeJ2RI45WNJUSlEnQ
0Pv/ACtRVkmKvNtftfO9x5r1yGDyhpV9oH1B5tOv7mG2ea51KOAejHKGuVZo+bMlWRPmB8RVSJ9E
/Mhbi4ez8geWbdgLm1trhoIGc2gaJIUZVmj+GSJpeScqdOnRiqca15a80X800EnljRrmwjtxFaNc
WlrPKqwag3owgPKkZiSyYlE4rRj9oGowKlFv5c/ML9DXQvfJPl+91Kz0y2stLWRIVgl/0tjPEYBK
0USCEiQheILeOyqqtTy/+Ys8VvZt5G8tW8M0cSXkk1hbPEi+qytH6Md6xYJFDbt9qlVoK7cVV9lZ
fmTqerW13qPkfRTatqC28zXMFur29i00ou5kDSySvJIj/aqA3X0zyOFVC20b81bZtLgh8naItnpU
LSwTLbWKTLcrJKyLHEtwsaDk3q/u2j5Ma8o6sFVTnSdE89XNr5gstT8r6PpBWC7m8v3mmxWr8ric
svGRZzIodwoMjGPi4belKYFQuneSvMttrem2d95X0fUtEF3M93qEtlp63CR8m9GZljaFfWHANzji
Gz04VHLCqouk/mCPL9pP/g7Q31w3lxPqdvLBb0mDSJAsyuk4RZ5rWSRnkNenHiK4FQNxafm5dWF1
qd15S0aPVY5xc2oe3tppleLiscvJJ59/StkRgCz/ABDgw4AYVTH9E+etI1C1Gi+UNIjsBYD61DZQ
WkKNeSek1ObTxPximWvEJTivLkz8VVVcum/mFqN3o2oa15S0WS6uGjXWlaC3nMCGeVJXSd5w4P1Z
IDssnfbamBUFaaD+Y9vqekcvK2jywHULaW7u0ht7SSyjjKvczRPBcB2aV5ZSooa/HzHGThhVdpOi
/mMr2en6l5X0qWzhvYJnvhaWAIjkltpJyIluQqGIK4EioWb00PHkKlVAX/lb8xLe11C2tfJmgX8d
7eCGNHsbCNI7S2PpW8rqbhQ6iFv3SsGZKUIo1FVXeZ/LH5pz+Z2vbLQNJv4LiO2YajdWunC7tZLe
JJKRFmck+sxReTOFVRx3+NlURceX/wAwrzUnNx5G8uNbXCSyzX0lvbNdC8iE7QSEGWRH/ZRWO9X5
kKOSKqi9Q8r+cJH0ia18q6IhjW5XUbY2VoycLORk0+IO0xZQ9uaJw+wak0HwFVC3Om/mtPpWiQDy
ppEM9lCXa3MdtcwRSrPIFj9Sa59Qfu1hkPprVmqfVU/DiqY6JonnJb6xhu/KOi6dp8FzKshs7W2d
fqk7ywy8SbhWjaSAQ8wqHkK16enirOZvJnk+Z+c2hafI/wC7PJ7WBj+4BWLcp/utWIXwrtgVE2fl
7QLK5FzZ6ZaW1yAQJ4YI43AZVVhyVQd1iQH2UeAxVH4q878w6H9b8z3k589HTVIa2fS0uJY3ie9s
/SgUqt3GivyjaaKkQY70P7WKsOm0Cwm4wP8Am7CEsbI+jdtqHq3CyXMszJcsHu+KcY7uKOOTdiKf
ENsVR915etC0scH5uSW9zFdvPflr8SELGVX0CjXXGFUeT4uAX7QBGy4VXpomg/UtQNn+ZMY+o3Uk
1xfyXs8gt4rz0Y44J5xfoxINkygmQdT8Ib4sVS36j5Qm1lb+w/MBtOa4kkJaaGe1SSGJI5bj96JL
SJg91cyT825Ru8hXi3E4qyL8udJ0rS9Zks/8bp5ilu0lthpVzy5x29uSPRihM7Kioe7RnkteOxJx
VXsPybvNKutLOi+Y59J0+zuLa4v9Ps43hiuxbJGvpsiTLGglZHaU8CX5fFXiMCqUf5Oa7bWH1bTf
Ns2mO01tLI9nDNAjCCNY5T6Md0kfqXAjQyOQfi5EL8WKtf8AKtPzDj1qe6g843K6da3FpdabZvPd
SG4W1Dlra7Z3fhG5KKzJzMgqXBNMVRN3+UuuXOr6nfyecdQeK8e4eytZA7LaC6lLSxR0mXlD6XGM
RsOIpyG9KKq9t+WGuW+n3sK+aLg3t9FFHcXB+ucHeEwUkIN4ZgzLC6uUmViHpXiqriqD0z8pPNVh
FaRReeL4Q2nAC3UXPosqSWzBaSXcjgFLZloH4/GaKByDKql/+U/mWT6xHpvna/0u2ubi6uJI4BMW
VbyaKVo4i1xwj4em/AqmxckdwVVG7/JrWriLRJh5xvl1nSwY73VyjNNeQG4eZYnHq0AVZWQE8vhJ
HQlSqsg/JnzFbWD2Nn551GyhaaORBbCVAsaLIXjVTcMqepIyMSgX7JBryqFU11b8stWvrfWoI/Mt
zAmrPM8cZErRW/qXCzoI4xOgBQ8wWTiW5bn4Riqjrf5YeZNR8wXWrQeb7qyjmaYQWsSTgQxTW4h9
NXW6Rqc1WXag5CoAb4sVV9T/AC68zXkNtHF5vvLdoIbWN5VN0Hd7dOLv+7u41/eN8R5hq1PMv8HB
VLZfyf8AMJ9aKHzpfxWks003AtdSS0k9D0g00l2xLQ/V/gcANvtTeqqrfflFrF3a2iyea7pr3T5J
pLG/ljeaaJprWG2qryzM4KNC0oKsKsxrUcuSqdeSPJuu+XLud9Q1ptdF3bQRT3dyJVuBJaqFQ0eS
dSJOchanGnw7MxdyqzDFXYq7FUguvIfla61W71We1ka/vmha6lFzcqH+rxSQxrwWQIE9OZ1ZAOLc
jyBxVL5/yn8kSW4hS1mgPrQXLTxXVys7SW5JUmYyGSrcjyYNyNSa13xVu8/KX8vr23uLa70r14Lq
RJpo5J7lgWir6YFZPhVAxCqtFA7YqiD+W3kz6vc24sGSK8W3ScJcXKEi1Ro4uJWQFKJIytxpyBo1
cVavPyz8k3jRPNp372CGC2hmjnuIpEitS5hVZI5EccTM29anataCirtI/LPyTo+pyappWnfUr+Vl
aWeGe4Qtw6KwEnEpt9inE+GKsnxV2KpV5svrqw8q6zfWj+ndWljcz28lA3GSOFmRqMCpow7jJ4gD
IA97bhiJTiDyJD5q/wCV2/md/wBXn/p2tP8Aqlm5/J4u773f/kMP837T+t3/ACu38zv+rz/07Wn/
AFSx/J4u771/IYf5v2n9bv8Aldv5nf8AV5/6drT/AKpY/k8Xd96/kMP837T+tFaX+c/5lT6naQy6
xyilmjR1+rWoqrOARURV6ZGWkxgHb72M9DhESa+0vqDNK867FXYq7FXYq7FXYq7FXYq7FXYq5mVV
LMQFAqSdgAMVSn/FvlT/AKvVh/0kw/8ANWT8OXcWzwZ/zT8nf4t8qf8AV6sP+kmH/mrHw5dxXwZ/
zT8nf4t8qf8AV6sP+kmH/mrHw5dxXwZ/zT8nf4t8qf8AV6sP+kmH/mrHw5dxXwZ/zT8k2VlZQykF
SKgjcEHINbsVdiqR+e/+UH8w/wDbMvP+od8tw/XH3hu0/wDeR/rD73xznQPVOxV2KozRf+OzYf8A
MRF/xMZCf0lhl+k+59rZzryTsVdirsVQV5rmiWU3o3moW1tNQN6c00cbUPQ0Yg4aTRUP8VeV/wDq
8WP/AEkw/wDNWNFeEu/xV5X/AOrxY/8ASTD/AM1Y0V4S7/FXlf8A6vFj/wBJMP8AzVjRXhKMstS0
6/RpLG6huo0PFngkWQA9aEqTgpSERih2KqN9/vFcf8Y3/wCInCOaY83yvm4ejdirsVdir6osf94r
f/jGn/ERmnPN5yXNWwIdiqR+e/8AlB/MP/bMvP8AqHfLcP1x94btP/eR/rD73xznQPVOxV2KozRf
+OzYf8xEX/ExkJ/SWGX6T7n2tnOvJOxV2KuxV4n+b/8Aylo/5hov1tlsOTfj5MIybN2KuxV7B+S3
/HEv/wDmJH/JtcqnzacnN6HkGt2KqN9/vFcf8Y3/AOInCOaY83yvm4ejdirsVdir6osf94rf/jGn
/ERmnPN5yXNWwIdiqR+e/wDlB/MP/bMvP+od8tw/XH3hu0/95H+sPvfHOdA9U7FXYqjNF/47Nh/z
ERf8TGQn9JYZfpPufa2c68k7FXYq7FXif5v/APKWj/mGi/W2Ww5N+PkwjJs3Yq7FXsH5Lf8AHEv/
APmJH/JtcqnzacnN6HkGt2KqN9/vFcf8Y3/4icI5pjzfK+bh6N2KuxV2Kvqix/3it/8AjGn/ABEZ
pzzeclzVsCHYqhtT0+31LTbvTrmptryGS3mCmjcJVKNQ9jQ4Yyo2GUJGJBHR4R5//KddG1SxXyz5
cutbsRbXF1qKeqyufReMLFHNyVUd0dioEcjMRQLTky5f53I5v8o5e8JCnlZrmxgki/LrWbS4nt7i
7/ezyyrGLSSnoOno27+tOiN6Y8WQjn8QV/O5F/lHL3hSsvJ2pLHpsV95E1KS6kW7n1KWBp0hVYPr
Qit4g4crJKYIqSMeJD/Z+IY/nci/yjl7x8me/l1+VHl3WNIh1jVtDvtC1FLlymnTzSF0SN6xFvUj
jrUU6Cn6gDrchQe0MpFbPZsxHBdirsVdirxP83/+UtH/ADDRfrbLYcm/HyYRk2bsVdir2D8lv+OJ
f/8AMSP+Ta5VPm05Ob0PINbsVUb0E2c4G5Mb0H+xOEc0jm+YP0Xqf/LJN/yLf+mbfiD0PHHvd+i9
T/5ZJv8AkW/9MeILxx73fovU/wDlkm/5Fv8A0x4gvHHvd+i9T/5ZJv8AkW/9MeILxx730/ZAizgB
2IjSo/2IzUHm88eatgQ7FXYq7FXYq7FXYq7FXYq7FXYq8Z/Nqzu5fNYeKCSRPq0Y5KrMK1buBlsO
Tdj5ML/Ruo/8ss3/ACLb+mStst36N1H/AJZZv+Rbf0xtbd+jdR/5ZZv+Rbf0xtbetfk3bzw6LfCa
NoybkEB1Kkj018crm05Ob0DINbsVeNy/ml+cNpLq0E/keW6aCNo9NmtoLgI88QmRpG3k5o8kQZFB
X93+2XZFZVPNE/M3zpfNeNdeRNStlt5bWCKAgJLJ611JBNKGl9OEpHGqOQH25dfTrIqrevfmj5t0
zUWtrbyHqWo24vp7Rbq39UgxQiLjccfQNEkMrU3p8NQT2VS7TfzW/MS4tbzUrryLfQW8MUz2+lmG
4F08kZsURPU4ENyNzcsp9IVCDpRjircH5wefpEIb8tdTWYRxyKokk4MZYTKIw720dGU/C/IADcV5
cVdVX0781/O19czAeQtRtba3uJIg86zq9xCILiSN4le3i4F5LdE+P4QXWpHXFVOT8xfzPn0i61C2
8oyWrpdRwWtpPDczSsn1Rpi5UCB+E1xwhWQovpcuUi/CyhVu4/N/zja6f9buvy+1IFPqjTRxNI3C
O5hkmkbk9vEP9H9NVkrQAtuRiqa/lv8AmdqvnK4b1fLF1pemNam5tdXd2ktbg+u0QWJmihY8lXmK
gGnVQKFlWfYq7FXYq7FXYqh9Ra9XT7prAI18IpDaLKCYzKFPphwCpK8qVoRiryfSfzT/ADYuGEN5
5GuIZLi9gSCf0LhY4bOWSDm0qmvJ0jlfkeS8WpRWCyFVU/8AL/5iectQ0u9v77yRf2ksV9bWlrpo
IE7QTsqSXDNOIIysZJPwk/5XFaviqEk/NbzgnmS+0r/AGptYWxuhbasvqmKYW6SMh4/Vxx9Vowq0
J6gjltVVAwfmx+YsWh3GrXXkS+nlPpG00mGG5juAJLi9RhIxjmr6cVtblqIPt8uhUYqjf+Vr+c1i
iZ/y91Pn9cmtbrgZGSOGD0j9ZQ+gHkR/UbgAlW47eyqzQvzT8+ajcTG88g32n20WmXN9GjmZpZbi
F+MdqC1vEiSSBWYAncEEb/CVUOn5j/muunQ6xN5NZoJI72Z9FjjuPrqC1kWKKJpCOHKb1hICI90R
+KsSKKqGjfm5+Zkkd+2o/l9fuYp7lrT045rYm1iCmMFZEm5ykchUMOTFeCkc2RVm/wDivXv8B/4k
/wAO3H6V9L1/8O8m+s09SnD+75ep6fxceHX4ffFX/9k=
uuid:ecfc75dc-64d9-c948-938a-7d2e2bc66a1f
xmp.did:7D6994D51C2068118083DC1927CA6F05
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ae9148ef-3000-a144-9ee3-ddb3557e196e
xmp.did:8AF5709C0E20681188C6A12CE4B46A4D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7D6994D51C2068118083DC1927CA6F05
2013-02-23T15:24:34-08:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/thomasbutler1/Desktop/color-theory.jpg
/Users/thomasbutler1/Desktop/color-theory.jpg
Print
False
False
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.111;PS 2.000;hotconv 1.0.78;makeotf.lib2.5.61930
False
.6846.otf
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 9.90
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 392 0 R/TrimBox[36.0 36.0 648.0 828.0]/Type/Page>>
endobj
388 0 obj
<>stream
HWێ6}ẈTZQ$uyK6iQ HBml-;IɲM`DqfΜpxusMWoCz,^Ҧ_$ 82o.dJ'qikWo^v!ٿG8|
5aDQ0]X/J'[R`dÖH0ɘ|ĤR@IZ7MȗqĊ-P X)(H N2RrQfX9{j 7{T:,4h,>,h MrGUŴ{v|U ^~Nw)8r~h$,eSQ
uII-%f祐-a[m);Oݎn=_b[iʞJQ[;տ^J!TԵ9@w>rYFs#"Qcî
+y"Ļh-U7@OUW{aOԏ o8yQCuAm<90OunWlW֠-HxOM%hޖfk>s\r(kValMqQK(;%kr0##N9!Q#9IMxf>U=l˲2<>Wbj '~tK,Qւ=K8D5;oyF7cf|+W{i1l"J'$t͖*ڔm9Zm k%_rbeM`=Dَ/Ե=$I~)Ȋ+x
dq`z̸Wwbg़@psB-mݕMIqjѓ3a8ˬc
Z";VxQ9Aazc`