%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 109 0 R 110 0 R 111 0 R 112 0 R 113 0 R 114 0 R 115 0 R 116 0 R 117 0 R 118 0 R 119 0 R 120 0 R 121 0 R 122 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
R54
application/pdf
PSE-Accountability-Feb2025
2025-02-20T09:24:13+01:00
2025-02-20T09:24:13+01:00
2025-02-20T09:21:25+01:00
Adobe Illustrator 28.0 (Macintosh)
256
176
JPEG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ĢƵyWPgkX2G5AeoDX/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ĢƵSRpIjRyKHjcFXRhUEHYgg9sVYnrX5eaLPb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ĢƵY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ĢƵQKt0yN5e6LIR0/Uz+Q/WzD8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ĢƵGeO8ks40juDK8c622zvCtGkN1aUB8eL07DCFecjULUEwrqxvSqvI7yXR4ODxZ1C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ĢƵrH5Jk06yupUS8uzfJMY0RRGr8WFfgUAnx3yzHijDk05tRPKbkXokTM0SM32mUE/MjLGh
bbf7zxf6i/qxVJddXzFPA1nBplrqOn3UBivI7i5a3ciQOsqUSKUcSpWhrXriqT3tjrFxccJPK2lv
O26u97IS8aqqMCRaD9hFXc+HUZTOEDKiN3IhmyRjsTQV9LsfMlldW8sHl7SbRpRwvZoZ2VlQyFm4
0h+Lb4qeOTjjjHcBhPPOYqRJDLYufH4/tVbrTpU06e2TakOeXGPiAx9aTYmg/b9jiqRXfl97fUYL
rT9K01IgHNzO6n11LPUmNgFFStT88xziqQMRGnNjqOLGROU76Dp8Up89abqF9fQJa6Kl7BADSWWy
huV5y0MhDNd2zgMKBqIdx1zIcJEeRrfVbWwvrbĢƵDh0dUBaJ4IooFcsKPURTT7/COlBiqMb8v7KW
7vJ7nVNSmW7macQC7kiSIszNxj9LgeI50AJOKsoVQqhRWigAVJJ28SdziqA8wSadHpE7aiWFmOAl
4MUO7qF3BX9ojvkZacZhwHqyjmOI8Y6MJfzL+VIIiN7H+9JoFugVBbfqJaJ1/X74/wCh7b6D/smH
8vxv64/7FNbP8x/IlrapBDqESQxKvHnLHWjglalnruBmXj7MyQiIiJoe9x8naWKRMjIfYjB+YvlM
zCD69F67EARGWEPUio+HnXph/JZKutviv5zHdWL94V9M87aDqsskWnTfW5IVV5ViaNuKsSFJo/em
CelnDeWycephPaJtEahqNpJZ3EdxHJHCIzJKxKr+7VlD0KtUGjZRPBxDh79vm3xy8Jvu3Ya2t/lZ
aXDxtdcLhJPSkj+s1fmjFSpUSV6imUw9nBzET85M5dv70Zxv/NR1h5r/AC60x/VhvFT6wp/vbhGD
LzPxkPIRTkKBu+W4OxTjJMYn7S15u2IzA4pD7B5fJFt+Z/kISKjahb8qVB9SGg2r9rnTtmV/JuX+
b9jjfylh/nj5hen5m+Ry8YTUIOcoBQCWGpBpQH49ia9Dj/J+Ub8P2L/KGE7cQ+YTK18z6Zqdg1xY
lp7Zy0SzoUKcgeB3DHo2VTwSgaPNuhmjMXHcMbuNY/Lk3Uvq3HC5iDySr9ZCsFdTKzU9QbUkrX6O
1Mxj2CJerhO/merf/LXD6eIbe7oj7Tzj5GsojaQ3UIWD1GMbTwuUCk8/tSMQBQ5kYuy5QiAI7fHq
0ZO0oykSZC/h0VY/zJ8mVjSO9irMwWNFeKpLNxBoH6E9+mXDQZB0avz2I/xD5rB+avkcyBBqUXI9
P3kVD8XHrzp1yX8n5u5j/KGH+cPmEzsvN+j3zTrZubg2wRp/TaNggkBZakP3ArlUtNKNXtbdHURl
y3pOiQBU7AdTmO3Ma1/zZc2Osro1nZPcXU2n3N7FOEZ40khH7pWUceQYg1+Mdh+1gkaBLKEeKQF1
aVWPnbVIIrp9Q0O4bUE2DwRSIlwwlKKsaN6pXjGCxJbfifbMMZ6JPCb+92X5EERHiRr7vxyT7yz5
ludaFyZ9LuNMFvw4/WQRz58q8ahfs8d/nl2HMZ3YpxtVphiqpCV9yeZe4iW6jremaLpKX+pTehar
6SNJwd/ikIVRxQM27HwxVC2vnbyvd6U+q2t/HLZoWUndH5KaFeEgRq/MZDJMQjZZ44GRoPP/ADD5
hihv49aitr54/XWRwt/dKlF+ILxBMSqd/h49zmsj2lKR+nZ3GLsqMtjLdnOl+fvLd9oUmsNcrbQ2
6sbuKQ1kjKCrfCtS3txG/wA9s2WLKJiw6vU6c4pcJ3TDQvMuh69BJPpN0tzHEVWWisjKXQSLyVwr
CqsD0yxoQeravqtnLFHb6BPq0DvKWlgktxwIbb4Znj61I64AkpDfeaBJfJp+oeXniuYJoZAsV7ZA
hivwMFMsTkgy0oygH32GQmYEgE7huxxyAGUQaIq6S7XvNZmmB8waZfaJcWyu1kserQWvrKVerU9W
EfEU4A7sOXbrljQnfkHUtAu9Mul0/wBWBFokkc99FfSAUc7GOa549GNMVZnirsVS7zDBPcaPcRW4
/fsF9IgciHDgq1KN9kivTLcJAkCeTXlBMTTzP/Df5mfXYpDeMbYFVdOacwuwb/jwUHpt3p4VObXx
9PXLf8f03VDBqOIb7e8f8QnzeSpmm9Q6rqXDmrCARRCMIoZfS4CAL6ZVqEHwzH/NCvpj+OvNyfyx
v6pfZ8uXJv8Awff+nw/Teqfs/EYYWI4rxPEmA0r1x/Mx/mx+39a/lpfzpfZ/xKYaTol3YTmaXUL6
+BQp6U8SKgJYHnSKKPegoPbK8mUSFARH497ZjxSidzI++v0AI28VTb3DTIyQC3kErSIVQAsla8gB
0BykHlXeG6ud9zFrnyv5bnmlu2lmT1JHaX09SlSPk7EMoUScVHM9BTfb2zNjnyAVt/pXClpsZN2f
9Mf1r4/LflpZojGZRI0jyoq6jKObPQnYSfEPbp9+A58lf8dH6mX5fHfM/wCmP61ieUPLD8njEzHq
WXUpzT4QK1Em1RTfCdTk8v8ASj9SPyuPz/00v1qsnlzy5Optx6gZv31I9QlD0Apy2krx7ntXfrgG
aY3/AN6P1Mjggdt/9Mf1pjo9jY2ds8dkzvBI6MzyXT3VDtxALs5AO3TKc0zLn91NuHHGOw+8n72B
+arGBtXvBDdzWzPFHzSO01FlAEMaqokgmSMg1r8CePKtM2OnkeEWAfjHv8w6zUQuZokf5s/vEq+X
xS6TT9PmmWSDU7mJ22ln+p6osZkPPn1uF4tuFCnx71y0TkBvEfOH6mowEjtI/LJ5/wBL7G1sbOa3
9SHV7jlzk/fw2GrFtlj5Ek3HMU4rx7dfoeMg7xH+mh+peG4/Uf8AS5PL+laItLKC8vNPgOpSEpIv
pTra38RDN8A5yTXNNmQfaB9tq5GUjEE19sf0BshDiMRxcvKY++X3vSbC1123S7/SN1bXMLIfRFvA
0DLSv2qvIGqKeGaucoGuEEfG3ZQjMXxEH3Cv0llsyF4nQdWUgV6VIzBc1JNe8pwat6khvby3uCrC
IRXVxHCrlOAJijeMEdz0J8cVY0fy981mZpP8QMObrIxEuog8g3YfXOO6UHT5YqyvR/LdtpbCSO5u
55eBEgnuriWNnYgs/CV5ACSP898VTWJCkSIeqqAfoGKpdqmkw6voMmmzNwiuYkVmKJJQCh+zIGU9
O4xVj8fkODS9COm210Wha6+ss3pRR7mJY6cYViT9mtaZi6vTeNEC63cnTajwiTVsb1jUPzB03Uja
Qm3g8nxnjLqU8Vs6iOWNBw9H1Fkbg/Lc7sezbBrRGOOFH6QGA48uT0/USgvy20M63aeYbMO1vpl1
6KBuCSUKyGRRxkDoSFFDUHrmFoAbPc7rtojhgD9T0ryp5WsvLlg9pbMJPUcu0vpxRE7UAIiVF2+W
bJ59u9uPMsc8a6Za2k1qzSiaS4neN1bmOJVVjcMPtVFR064hSkf1fzo9zNeXnl3R3uuKqtwl5KGY
jhuS1vUKpWviKbV7x8ON3W7YM0xHhvZAXfl/Xb2+nudR8r+X5ryUoRM87yNJGEZXJLQKzFPg6gCn
fJNatp3l/WLEzXdn5Y0OwnVHSKSK4flQq4P71YEPE8Yx22J8KFVl+iza7LbO2s2tva3PMhI7WZ50
KUFCWeOGhrXamKo/FUo83RyyeXrtYiwkARk4faJWRW4jZvtUp0y7TmphqzfSXj7XXmeW7igS4vkh
9QULW8qFVZ6AVfTqmid3Y77f5WbvhxgXUfn/AMfdJx5DKgZV7j3/APC+7v8A2oVNT8zyyTTTS3sX
OhJRZVjXdlPFDpx4KpUqeXz3IGTOPGNhX4/z2AyZSbJkPn/1T+9X0qTzpe3cFiJrtOTqfrMscqIG
StVZ30+McSCTxY70ArkcgxRBO34/z04pZpERuX2/9Uwn7eVfPq24SK+/elVPqPcxNxZQ/wAI/wBC
AIPJakiv3b4/j4b5fYf+KcnwM9fV9o8/6H4++W2lrcDSjHqMUQu2tJEuRFRlb40G7cY61HX4QK5g
5JDi9PLiDn4wa9XOnkmq6Of8QXkT2ZW2urmYkraEuEDszcSdNfkPCjH9nfN3jyegb7gd/wDx90WT
F+8IrYk/w/8AVv8AT3IRvLuoGFKaZIwMbhkltGLLRi/CI/o80Yiv7PHelK75Lxo39X2/8fYHAaHp
6d3x2/d/j3rG0a8E31SKwmEErqIudoImcKxKRykacys3FeRqaDevTD4oqyd/f/x9Hgm+EDY/0a+f
7tPfLXkK5vTA62ccVtHOq3bTLGkhiG0iqJLGB2DgsDUjam/XMfPqxG9962/HEXJ0+jujQq9+XL/S
Dn+C9QttF0fS4ZBptlBZCVozKII1jDFW2qFArSuaieWU/qJLt8WKEPpAHuYvrnkjQNUvZ7ue7giu
X9Pm4ihcrwjVaEyWrkhgA3xEnwNNszMWqnAAAGvj/wAU4ubRY5kkkX7h+mKZp5e8kxxIv6P0zjEx
UH06fGwUH/dPVhx/DKjmynrL8fFtGmwj+GPy/Y03lzyLKVlOm6WfUqQwjNHrXrSKjfTj4+YbXL8f
FH5bCd+GPy/Yvh8u+SFcSQ6XpYZWBDLFuGBNKEQ7GoOJz5espfj4pGmwjcRh8v2J7K7tG6ngoZSC
x9agqOv91mOPxy/W5DIMxXIdirsVdirsVWW4IgjBFCFUEH5YquZVZSrCoPUYqlmpeXNP1Gzms7jm
bedeLqCKjuCDTqDkZwEhRbMOU45CUeYRGkaPp2kWMdjp8Iht49wo3JJ6sxO5J8cEMYiKCc2aWSXF
I2UZk2pDNEWROUfMLK7FTToSwB+KnjiqR65pqS6hY3C6Q85jqPXSYReiBIHqUUkPv8WY+SFzBq3M
wZKxyHFXlXPZKvzAsrOK4g1Gby9Zax6gSAzTLcSTVHIhFS3t7n4aftGmZDhph5OtrVdFuLi30e10
dZwVItQ6mX0uScmSSGBl3rSoPXr4qsqxV2Kpd5hlni0iZ4Y1lkDRURgCKGVQxoQ1aCp6ZbhAMt2G
Q1F5QPzG1wQ0fS7dbpVVjEYbgM3iFQ2VR0O9SM3H5KF/Ua94/wCKdONdOvpF/wCd/wAQqP8AmNqi
fA2mReskzI6CCerLvwVALI/GevWn37AaKP8AO+0f8Uk66Q/h690v+IUYPzN1madLeHR4ZpnHLgsU
wanWlDZHpQivemSOhgBZl93/ABTEa+ZNCP8Auv8AiESPPfmb9rQghUcq/VbhlZeIOx+pilK71+VD
kPymP+d9o/4pmNbk6w+yX/EM303UILu1a7ggYxtHJ+4uYFtXb05UFGDIjBW99qZq9VeOJ6kefl3u
z00hkI6A+X6Oa5dbsXkMcelwFlCl6zW1ASKsuxO4Pw5px2pImgP9kHaHs8AWT/sSt/TdseJ/Q8IQ
uqvI01qFUE/arX2NPlj/ACpP+b/swv8AJ8e//YlOS3l4dTaDv/ur3/pmd+aj/PHzcT8vL+afkrQ2
ukzxiSGK3ljPR0VGG3uMnHNxCwbHvYSx8JoinT2FisMjLbxKyqSrBFBBA6jbJcZ70cIeUazpWowa
jdS2Og2l0gSFLed7e2kmLCNSXZ5LhHb05F6Mo6ADxG5xZImIBkR8T+p02XHISJEAeW9C/wDdDl8E
rh0bV1IaLy3aENRgsllZqKNs3/H6CrcabU+jplxyx/nn/TH/AIlpGGXTGP8ASx/4tF6P5c1O9mmi
vtHsNPSeARid7K1ZUZQpX7N1I5X4R8PGgoAKUyGTNGIFSkd/5x/4lniwSkTxQjHb+aP+KPyTWTyF
IyOnPQyjksf9xoUlgpCMSs1eQLHfKhq/6/8Apv2Np0R/of6T9rN5ZY2gdQ6lypAAINSR2zXgbuwa
/SmtcSTodxX9kfWl8B1+Lbrmm/NZv9SPzDtfy+L/AFQfIovS7jULpiLzTpbIAE8muPUBIIoBxNdx
l+DNkn9UOH421ZsUI/TLi+CY+gni/wDwb/1zJcd3oJ4v/wAG/wDXFXegni//AAb/ANcVSgajqJeQ
DSbgxLy9OQXC0cD7JALVHLMM6jICR4ZoeY3coYMdA8Y+RWrqOrkry0W4CkgMRcqSK03py9zkRqcv
+pn5hkdPi/1QfIrRqWtGo/QdwDXb/SkpTxJ5YPzWb/Uj8wn8vi/1QfIr4tQ1drxIX0eeOBmCtcG5
B4gmhbiD0HXDHU5TIA4yB32EHBjEbExfdRTj0E8X/wCDf+uZzhu9BPF/+Df+uKu9BPF/+Df+uKu9
BPF/+Df+uKu9BPF/+Df+uKu9BPF/+Df+uKr1UKKCtPckn7ziqXeY57aDR55bllWAGMOXHJfikVaM
B2NctwgmQprykCO7zd7n8qQ8KF9DqAVi4hCArcqgldgD6h6/wzacOp/puq4tJt/d/YqmT8sYYlmZ
dGSNkXg5jWnCbkoFadGCtt88Fag7ev8AsZH8sBfo+zr+CrQ335dW89pdRPo8M6sFs5Qqo6kDmAho
CopJUfMYDHOQR6/NkJacEH0X05fjqmsXnXQZRCY9WsWFwSsJ5mhIpUb9PtAb99uuUnTTF+k7Nw1O
M1UhuirTWrPULK7vLSWHUIIYZV/cVdHZTGzJWtGqCOmU5sH8MhV97dhzA+qBuu5h7fmLoUd/LCdF
sEZDIrSmS0pRW4sSomLCqGpFK9vfJDsDDXFwj/S/sav5eyXwmR2/pDp/nWtX8xtAdzCNBtfRNGRv
UsdwGK1P+k0rUkAVNcT7P4a5D/Sn/iVHb+Qnmf8ATR/4pUi/MXy/K4ii0W1YPE/EcrKhKgycABcn
bkDVugOJ7AxAch8j/wASkdu5Cdie/wCqPd/W+CIj/Nm10tDbx6SlqivSWNZLRQGZev8AvTTw39x7
Zdh7HjEVDYeQP/EtWXteRNzBvzMf+KZF5Z89yeYrKeVYY4fSKpLGHil2kqAQ0MslNv5gMq1Ok8L8
frDbptX4osfoP3EsK1zzlrWka2bGS4tpFCxMVaK15nkiseJe7hep5ftJ7jbM/FpoThdH7f8AiS4G
fVzhk4bH+x/4sfcr2+rfmDc2Ed1ZW8d2k0JKypbWxj5glaoRd/FWlR2oa/5OA48INE1v3n/iWQy5
zGxvt3D/AIv8fYqLffmYY40/RlHDLzla1tdwQ1fgF540/awcGn7/ALT/AMSnxNRX07+4f8WjbS/8
82tzEL7SzfwfED6FvbwEkVUFnN1JQbctk/plcoYSNpV8Sf8Aes45MwPqHEPIAf74/cn1nqN9cACb
RJbANHK7SyPAeBQgIP3bMavWu3SmY8oAcpX83JhkkecSPl+go668oalPcySr5l1O3jLl4oomhASo
So+ON+Q/d7A7fEc14FCnOJssXe6tvruoaSfNeuG4sJoVmmMcAAMhEPFXWFBxDSJyr36V+LBOYiLL
PFiMzQ5/qZBb+e/LOm6bHHd6hPM0LS26TXCEyztbkBmrGoTeoodq5QdXAByo9nZiaA7vtVtN/Mjy
pfzR263DwXU0wt4reWNuTOzBV3TmoBJ7nGGrhLbqnL2bmgLqwBbJ8yXAeUfmVrfmDStUtF0/UbuC
2msVZ7aASbuDIeSstleKDTY/Gp6dt8QFJY/P50836fcIratcvEhT0xKZG9VVdWarjSwpbgQhCmtf
FsKERpn5gebdP1CWRrqXVYGViEu47pVCsfgfjHp0QQ8QDQuF6777Ks8vPMd5q/kW91GCO50u/gUR
OGWe3KzEIWZDJA0hRS/2vR7HtvgrdNvLoPOvni5HoNqOpNVW43cAZo1lK0EUnDTa/DyoabqwNe2F
CKh8+ecDPJM19fNbFkj9KjkqsnxM446b6nEcgi1FTXrXFXrfkrUby60KBtRlVrxnmoOZZzGJXCV5
Rwtsq0rx3pWp64EvOPO3m3zRpvmu90+zvL5bZPTEccAkZivooCV56fcAkmrfDJT5YxFClJspZ/in
znbRAT6jqbGEo0kieq4qpatG/RvBlPjRgdwx+yQUInQvO3nFNZt7SaW9uA1wixm6E0cNGYqI3ZtP
Rt+Xxl22pĢƵir22FpGhjaVQkrKC6qeShiNwGoKivemBKB8xQGfRrmEMEMgVQ7NxAJcb15J/xIHwy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:3b0775bb-196e-c74a-95c6-a73724d794f1
xmp.did:efa78979-6067-481f-85ed-2cb456f96870
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:998b7595-b7ad-e748-ad57-2a9a6e16cbd0
xmp.did:989854c3-fbe0-461c-88e3-3fd833f9e220
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:68F33376DCBCE6119BA6DCF0EBA77A63
2016-12-07T19:22:54-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:efa78979-6067-481f-85ed-2cb456f96870
2025-02-20T09:21:24+01:00
Adobe Illustrator 28.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 17.00
21.0.0
1
False
False
595.275591
841.889764
Points
humanitarian-icons-v02
humanitarian-icons-v02
Regular
TrueType
Version 1.0
False
humanitarian-icons-v02.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.001171; 2014
False
Roboto-Black.ttf
RobotoCondensed-Light
Roboto Condensed
Light
TrueType
Version 2.001240; 2014
False
RobotoCondensed-Light.ttf
RobotoCondensed-LightItalic
Roboto Condensed
Light Italic
TrueType
Version 2.001240; 2014
False
RobotoCondensed-LightItalic.ttf
RobotoCondensed-Regular
Roboto Condensed
Regular
TrueType
Version 2.001201; 2014
False
RobotoCondensed-Regular.ttf
RobotoCondensed-Italic
Roboto Condensed
Italic
TrueType
Version 2.001240; 2014
False
RobotoCondensed-Italic.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.001240; 2014
False
RobotoCondensed-Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
C=35 M=100 Y=35 K=10
PROCESS
100.000000
CMYK
34.999999
100.000000
34.999999
10.000000
Greys
1
C=0 M=0 Y=0 K=92
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
92.000002
C=0 M=0 Y=0 K=85
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
85.000002
C=0 M=0 Y=0 K=70
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
69.999999
C=0 M=0 Y=0 K=55
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
55.000001
C=0 M=0 Y=0 K=40
PROCESS
100.000000
CMYK
36.099792
27.978942
27.325854
0.000000
C=0 M=0 Y=0 K=25
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
25.000000
C=0 M=0 Y=0 K=7
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
7.000000
Blues
1
C=100 M=51 Y=0 K=90
PROCESS
100.000000
CMYK
100.000000
50.999999
0.000000
89.999998
C=100 M=51 Y=0 K=70
PROCESS
100.000000
CMYK
100.000000
50.999999
0.000000
69.999999
C=100 M=51 Y=0 K=30
PROCESS
100.000000
CMYK
100.000000
50.999999
0.000000
30.000001
C=100 M=46 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
46.000001
0.000000
0.000000
C=68 M=34 Y=0 K=0
PROCESS
100.000000
CMYK
68.000001
34.000000
0.000000
0.000000
C=39 M=14 Y=0 K=0
PROCESS
100.000000
CMYK
38.999999
14.000000
0.000000
0.000000
C=25 M=8 Y=0 K=0
PROCESS
100.000000
CMYK
25.000000
8.000000
0.000000
0.000000
C=15 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
15.000001
4.000000
0.000000
0.000000
C=10 M=2 Y=0 K=0
PROCESS
100.000000
CMYK
10.104524
2.206454
0.000000
0.000000
C=0 M=0 Y=0 K=15
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
15.000001
Oranges
1
C=0 M=53 Y=100 K=90
PROCESS
100.000000
CMYK
0.000000
52.999997
100.000000
89.999998
C=0 M=53 Y=100 K=65
PROCESS
100.000000
CMYK
0.000000
52.999997
100.000000
64.999998
C=0 M=53 Y=100 K=25
PROCESS
100.000000
CMYK
0.000000
52.999997
100.000000
25.000000
C=0 M=53 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
52.999997
100.000000
0.000000
C=0 M=42 Y=74 K=0
PROCESS
100.000000
CMYK
0.000000
41.940945
73.263139
0.000000
C=0 M=30 Y=56 K=0
PROCESS
100.000000
CMYK
0.000000
30.000001
56.000000
0.000000
C=0 M=22 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
22.000000
40.000001
0.000000
C=0 M=11 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
11.000000
20.000000
0.000000
C=0 M=6 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
6.000000
10.000000
0.000000
Greens
1
C=61 M=0 Y=100 K=90
PROCESS
100.000000
CMYK
61.000001
0.000000
100.000000
89.999998
C=61 M=0 Y=100 K=70
PROCESS
100.000000
CMYK
61.000001
0.000000
100.000000
69.999999
C=61 M=0 Y=100 K=28
PROCESS
100.000000
CMYK
61.000001
0.000000
100.000000
28.000000
C=45 M=0 Y=100 K=18
PROCESS
100.000000
CMYK
44.999999
0.000000
100.000000
18.000001
C=38 M=0 Y=74 K=0
PROCESS
100.000000
CMYK
38.000000
0.000000
74.000001
0.000000
C=28 M=0 Y=54 K=0
PROCESS
100.000000
CMYK
28.000000
0.000000
54.000002
0.000000
C=20 M=0 Y=40 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
40.000001
0.000000
C=10 M=0 Y=20 K=0
PROCESS
100.000000
CMYK
10.000000
0.000000
20.000000
0.000000
C=5 M=0 Y=10 K=0
PROCESS
100.000000
CMYK
5.000000
0.000000
10.000000
0.000000
Yellows
1
C=0 M=16 Y=100 K=85
PROCESS
100.000000
CMYK
0.000000
16.000000
100.000000
85.000002
C=0 M=16 Y=100 K=60
PROCESS
100.000000
CMYK
0.000000
16.000000
100.000000
60.000002
C=0 M=16 Y=100 K=20
PROCESS
100.000000
CMYK
0.000000
16.000000
100.000000
20.000000
C=0 M=16 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
16.000000
89.999998
0.000000
C=0 M=10 Y=70 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
69.999999
0.000000
C=0 M=10 Y=55 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
55.000001
0.000000
C=0 M=7 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
7.000000
40.000001
0.000000
C=0 M=5 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
5.000000
20.000000
0.000000
C=0 M=3 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
3.000000
10.000000
0.000000
Magenta
1
C=35 M=100 Y=35 K=90
PROCESS
100.000000
CMYK
34.999999
100.000000
34.999999
89.999998
C=35 M=100 Y=35 K=60
PROCESS
100.000000
CMYK
34.999999
100.000000
34.999999
60.000002
C=35 M=100 Y=35 K=30
PROCESS
100.000000
CMYK
34.999999
100.000000
34.999999
30.000001
C=35 M=100 Y=35 K=5
PROCESS
100.000000
CMYK
34.999999
100.000000
34.999999
5.000000
C=25 M=80 Y=25 K=3
PROCESS
100.000000
CMYK
25.000000
80.000001
25.000000
3.000000
C=17 M=60 Y=17 K=0
PROCESS
100.000000
CMYK
17.000000
60.000002
17.000000
0.000000
C=10 M=40 Y=10 K=0
PROCESS
100.000000
CMYK
10.199130
39.914548
10.238803
0.000000
C=4 M=20 Y=4 K=0
PROCESS
100.000000
CMYK
4.000000
20.000000
4.000000
0.000000
C=2 M=10 Y=2 K=0
PROCESS
100.000000
CMYK
2.000000
10.000000
2.000000
0.000000
Turquoise
1
C=90 M=0 Y=30 K=90
PROCESS
100.000000
CMYK
89.999998
0.000000
30.000001
89.999998
C=90 M=0 Y=30 K=70
PROCESS
100.000000
CMYK
89.999998
0.000000
30.000001
69.999999
C=90 M=0 Y=30 K=30
PROCESS
100.000000
CMYK
85.067517
30.255586
40.817881
4.138247
C=85 M=0 Y=25 K=10
PROCESS
100.000000
CMYK
77.846950
14.193942
27.981994
0.000000
C=70 M=0 Y=20 K=5
PROCESS
100.000000
CMYK
69.999999
0.000000
20.000000
5.000000
C=54 M=0 Y=18 K=3
PROCESS
100.000000
CMYK
54.000002
0.000000
18.000001
3.000000
C=36 M=0 Y=12 K=2
PROCESS
100.000000
CMYK
35.999998
0.000000
12.000000
2.000000
C=18 M=0 Y=6 K=1
PROCESS
100.000000
CMYK
17.999999
0.000000
6.000000
1.000000
C=9 M=0 Y=3 K=1
PROCESS
100.000000
CMYK
9.000000
0.000000
3.000000
1.000000
Beige
1
C=43 M=46 Y=57 K=85
PROCESS
100.000000
CMYK
43.000001
46.000001
56.999999
85.000002
C=43 M=46 Y=57 K=60
PROCESS
100.000000
CMYK
43.000001
46.000001
56.999999
60.000002
C=43 M=46 Y=57 K=23
PROCESS
100.000000
CMYK
43.000001
46.000001
56.999999
23.000000
C=35 M=37 Y=48 K=2
PROCESS
100.000000
CMYK
34.999999
37.000000
47.999999
2.000000
C=25 M=26 Y=40 K=0
PROCESS
100.000000
CMYK
25.000000
25.999999
40.000001
0.000000
C=17 M=21 Y=29 K=0
PROCESS
100.000000
CMYK
17.000000
20.999999
28.999999
0.000000
C=10 M=16 Y=21 K=0
PROCESS
100.000000
CMYK
10.000000
16.000000
20.999999
0.000000
C=5 M=10 Y=12 K=0
PROCESS
100.000000
CMYK
5.000000
10.000000
12.000000
0.000000
C=0 M=5 Y=7 K=0
PROCESS
100.000000
CMYK
0.000000
5.000000
7.000000
0.000000
Violets
1
C=83 M=100 Y=25 K=90
PROCESS
100.000000
CMYK
82.999998
100.000000
25.000000
89.999998
C=83 M=100 Y=25 K=60
PROCESS
100.000000
CMYK
82.999998
100.000000
25.000000
60.000002
C=83 M=100 Y=25 K=18
PROCESS
100.000000
CMYK
82.745099
100.000000
25.000000
18.000001
C=76 M=96 Y=10 K=0
PROCESS
100.000000
CMYK
75.999999
95.999998
10.000000
0.000000
C=52 M=66 Y=10 K=0
PROCESS
100.000000
CMYK
51.999998
66.000003
10.000000
0.000000
C=36 M=46 Y=8 K=0
PROCESS
100.000000
CMYK
36.000001
46.000001
8.000000
0.000000
C=26 M=33 Y=6 K=0
PROCESS
100.000000
CMYK
25.999999
33.000001
6.000000
0.000000
C=18 M=22 Y=4 K=0
PROCESS
100.000000
CMYK
18.000001
22.000000
4.000000
0.000000
C=11 M=14 Y=2 K=0
PROCESS
100.000000
CMYK
11.000000
14.000000
2.000000
0.000000
Reds
1
C=0 M=97 Y=100 K=90
PROCESS
100.000000
CMYK
0.000000
97.000003
100.000000
89.999998
C=0 M=97 Y=100 K=50
PROCESS
100.000000
CMYK
0.000000
97.000003
100.000000
50.000000
C=9 M=97 Y=100 K=20
PROCESS
100.000000
CMYK
9.000000
97.000003
100.000000
20.000000
C=9 M=97 Y=90 K=5
PROCESS
100.000000
CMYK
11.538872
98.159760
92.068356
2.328527
C=7 M=78 Y=80 K=2
PROCESS
100.000000
CMYK
8.374151
78.637367
81.313801
0.781262
C=5 M=58 Y=60 K=1
PROCESS
100.000000
CMYK
5.000000
57.999998
60.000002
1.000000
C=4 M=38 Y=40 K=1
PROCESS
100.000000
CMYK
4.000000
38.000000
40.000001
1.000000
C=2 M=18 Y=20 K=0
PROCESS
100.000000
CMYK
2.000000
18.000001
20.000000
0.000000
C=0 M=8 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
8.000000
10.000000
0.000000
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 126 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
29 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 129 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
128 0 obj
<>stream
HWr8}WQڊhBe9Ķ٩<msBZe~O %Y5E@wAx.>;9O>"{p2}G~⳻u(R!<)aEF@KOI3myσלLZ
(*kh:%k[!+SȦ+g6p-:_YkCNhLo=<9dx:[+Gt ˏ4/Gh-ίOGi>^]Oχ?wӖlj_y& DVO"p R4cWnܦgxJ/䯉V'C[U$&mt>aR;*
}b`dlG,4(Ύ05Uv\kzC6>cgz"3H=Nӿ:|j:Ń/px:Y5ĆԳY@
&ƎGd28t(lH C$CM7H+rhlg˧*
\y\FzϖQ:TN^@$(#Vq
SWQ -)P{_%,Đ#m#!muҁ>'e >H#lG
<ȓ>B0^x,>A~~$"VDW2g|Ļl0 !Yd[hJ~.3#Ļߐ& v7/1>u~plv
t
UBR2Sn22{?3U4K7
=nўbz
!WR\UrEUr#I^(Uۮ9ȭ^܊:B0ݽ8K4YJ]$kd+
"vi#U5Gjw5fC2+}UJiLe{ngj~R]
LA{FEn&cZMɺtGhajߢ!Y&f5;P_Z#S%2ٷyʇ6tuɽbuv=2盥,\Uzw_a\]ա\jMkT%!QOH)z
UZDyR?H
N} p5/\ǿ^7B WN0ʮTcSxH(Ccc
kH-Ċ4*غt II" g%YƖ%D(&+-t?qꭏVgR(6y^Daճj٬zQ+d,+$/,8c"KYʲȯ{b
WAHHev4.jYdOV\pj\~;*X CF[,]m~ bj[&ɼX
ĭqM5.&,*_Lh*[LfThM}NN$ jQ FJ`lxO"AM eBD mQS0&Klj