%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Hey Neighbor Hazy
2023-02-01T17:12:30-05:00
2023-02-01T17:12:30-05:00
2023-02-01T17:12:30-04:00
Adobe Illustrator 27.2 (Windows)
256
188
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAvAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYqkT3ClqbYq71utN/DFVrTGgr+OKqUszEEL4bd8VQrXEwNB07Yqsa5WtGB5
bdAT1+XyxVDz3KqpJLU6/ZJO3yGKpbeSKijk1AxABO+7Hbp0xVV8qlh5ktRXb95t/wA82xV6Nirs
VdiqjfXcdnZXF3ICY7aJ5XA68UUsafdkZy4QT3IkaFvBdY1m/wBYvnvLyQu7GqIK8UXsqgdAM5jL
mlOVl1M5mRsvRfyw8y3N9BNpd5IZJbVRJbuxqxirxKk/5BpT5+2bfs7UGQMT0c3TZCRRZ3mycp2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxViUrPxA8CKHcHqMVUvrMysyrSqFSSQ24/AYq207
MwLUov2e9Cdie2Kt+q6R15eoQDQ0pWg74q00opT8cVQ8koYkIAWr8IaoGxBNNu1e3fFVJmITi27C
goOp99+IxVAXIdWZlO9SQpO1Oh7e+Kq/lQhvMVof+MlKdP7psVejYq7FXYqx38wmdfJ+ocDRm9Jf
oaZFP68xNcawy/HVpz/QXkaIqKFHQZypNuGBTLPywjC+Zrhxtys5K/P1Ys2vZJ9Z936m3APX8HqW
dA5rsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirGbizPFgaiuxxVLipiuQnAnnVomqzDtyB
NGA3piq5+CKSwAI3Br1qelT064qsclRyeq7VC06e/wA8VWhiagA4qo+sEDKQQVJIAoa132A/hiqk
FVeJUFVCAAUpQDfvuOvTFULcBeYqzFgCxY9DXY/12GKq/lLfzHan3l/5Nvir0jFXYq7FUo83WbXn
lu/hX7Qj9UAbkmFhLT6eFMxtXDixSHkwyC4l41nJOCzH8sIZDrdzMF/dpbMjN4M8iFR9PA5tuyIn
jJ8m7AN3pedA5bsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqTylWjJO9BUgCuKoG4hCMqg
AE/ZUnqaE0xVQMCgfESQDVaUFK/gcVbkhQcmA4EmrUrU0FN+/amKqDRjuajFUKQwcgVNBXc069ts
VUZkLV41qCCaVrUb9sVQM52INe9DSo69K4qiPKJ/52S0/wCeh/5Jtir0nFXYq7FXYqwLVvyzkkvW
l02eOK2c19GXlVK9QpUGo8M0ufsm5XA0HHlg32ZR5c8v22iWP1eJvUlc8p5iKFm6dOwHYZsdLphh
jQbYQ4QmuZLN2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVKlUJsDUV/wAxiqGlidpCI1Bo
w5Bidh4jr7e2Koe4DIStQJGBEYY0qadae2KqThyKgEEE1B69e2+KrDHIRUdPkfpxVQkiKbnw8PH3
xVQaJ+pPIHp4YqhbqJSDtv8A5+GKrvKy08x2o6U9Qf8AJNsVeiYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqlUwqrDkKnud+uKoQqj0SULLIgVufA8Kmoqpblv171xVUV
A53qSBuabUBAH68Vae3i5KwG/c9yAD4H3xVr0426Gh7jFUPNCabAsOtAQDiqXz27Di1Co7kE9Bv7
+GKoC5qxY1IpsBuANu22KrvKyBfMVsBsB6lAOm8b4q9DxV2KuxV2KuxV2KuxV2KuxV2KsB8w/mzb
6NrsukPpc08kbBVmQTMh5VpydIXRem9W2+kZscehEogmR3/ok/a6bP2rKE5REYnh75xj9hQcf50R
yhhFotxLIsQnMEXrSTemzBa+ikBk6ncca/ccp1GPBh/vMnAD3xpsw63UZY3DEJe6YP6KRtn+bumS
6fLfXVjcWkcRTmJIrhePqPwUMZIIwG5fs/a6bbjNPrtWcWWMMQGQSjxA8QjfPkNyR58vvdlpCckC
ZjgkJUR9VcuZ7/JDS/nAY5LgHQbv0reT0mnaO5SNiX4Ao5t+DivdSQBv0zZaeWnymMfFHikfRVkb
XXwcHUarUY+I+F6Afq44gVdA/FDSfnjZoVH6JmflK0NYjNKA6Hi3IxwOFFT1bb7jmdHQRP8AEedf
Qf0OJPtbJGrhHcA/3kRz94CIt/ziW4uYraHR5GnnMgij9Rwx9IgOaGEGm/Xocp1GDDhjxZMnDHvM
S24O0M2W+DGJEd2QfqpHW35qWR0+/vb3Triyj05nFwHjnqBEhdmHKFKiimhGzdq1GaLW9oRx5IRw
1ljMWDxcPWuW5Pv/AFF2ulE5wJyR8OQNV9XQHmPf+LUJ/wA1pY5gi6HPLGzOFnQytFSM7l5FgKR1
7cmFe2bXEdOeATyiOSYieGt/V083X5NVqAZGOLihEyHFxD+Hr+OSaeTPP8Hme8vLWK0NubMD1SXZ
viZUfjRkj/ZkH6uuXZ9PGAsG965Uz0usllNSjw+m/qvrXcyzMRz3Yq7FXYqx9721qU+MlagERyMK
g0O6qRscVUJL63AG8gLbU9KSvSv8vtiqw3q8j/eMtQN4pAa+H2cVVBewPQEsAxAVijhak/DuR74q
1cXSW0TSztxjTdmAJNK07ZKEDI0ObDJkEImUuQQB8z6RQ0nNfHg/9MyvyGXucL+VMHf9hQkvmTy+
zcGuAJPsgcSG+M8iBtXc7++QOkmDW1+8J/lLD3n5FC3Or6ewPGQtWu3Fv45P8hl7kfypg7/sKK8q
OkmvWzoarWShpT/dbZj5cUoGpOXhzxyx4o8maarrWm6TAk+oTejE7cFbi71ahNKIGPQYcOCeQ1EW
w1Gqx4RxTND4/oQJ85+XQaG4kBpyp9XuOnj/AHeGeCUfqMRZr6o8+7nzYDXYzy4uV/RPl3/Srz+Z
tFgjSSSduMgqnGKVzSleiqSM1+DW4cspRjIXHnfp8ucqDl5bgASDv3Ay+wWUF/ysDyj/AMt//JKb
/mjNv/J2b+b9o/W6v+WdL/P+yX6k9triG5t4riFucMyLJE1CKq4qpoaHocxJRMSQeYdlCYnESHI7
qmRZOxV2KuxV2KvmH84bfVLv8xL2Cw9U+lNpkkyxKxPBriZGJ4VNB1O3QZmyhKQjXcPvLro5IxMu
Ij6pV8g9I0bS9R0dBeSJySaMNNCQVdV6hhXrnO+0+txauQwyBxyjL0TP0y6G+7y+2rZ9idn5NLHi
viEgOKPWJ8uh8+XlfIq2E9vfzX02muZUlIE0ZoCj0G/Fqb7bHOb1eSeLHix5oi8d8J/nRJJokdN/
Ijfvd5po4pTnKMj6qsdxAqxt3fOgo272utWy6ZaTUtbUAXEg3JZa0AJFDuDvmz02TNps8tV4fHqM
hkYx6RB5k18gPNwc+DFnxDAJfuogAnqeHkBfusn+15/5xkjsPMelafa3UjCR7osF5KGEVrISHpse
LMpoe/yzutHrcufFinkj4c5cW3w5/p+15mWhxYp5YwPHGPBud633H6PsZxpGkRpZJq1tc1nhBaSN
tk2FWU/Rmh7b7SzZMmTTZcP7jlxiyR3S7iOpHwtz+x+zscMcM+Od5K3G3Ce+J6juv40mNleJqhur
uwYusiiGVOgVgKnZqdm65xeoEtPHHiyx+iRkD3g1tt02+96jAceQynGXMAe4i9/fv9gUtOvYLzTG
sNJb1XAIluCCApY7ncDkcz89x1f5rVbeoEQHM1yA6AbC7NgOHjjHwPCwG9iOI9L5k9SdyeW57k18
g6Pc6Xrt1FN8SyWoeOShAYFx0rne5Nd+ZwCZiYS4t4mu55/QdnnS55R4uKPDseXXkz7MF3bsVdir
sVSWCCMwPyG5kmrSvQSMD0xVp4I/T4KCAaqPhNaio3O57dTiqEkeVEIJY8CKBaFjTegB8elfxxVS
u1LJG6qpblDydQAGHqCm++3XvirWvLz0i4XZagAMTQCrDcnMjSGsgcTXC8Mh+ObHodXt7O3lsk0+
3uUKFppVdmqF3ry2pmdPCZeuUjH3j9rq4akQvHGAltvR/YxxtGvLotqsNqRAlWRS1W4g0+e2YOTX
4xmAJ9e22/38hzHVqjo8ksZlGPo3/HmmVnJb3Si6ubZjaRUDfV1CA+IY+O2bXj2HBLeX85pgIy9U
4+mP80V82QeV/qDa7bPZLIkNZOKSkFh+7buO2azWCXH6qunednnGcfosRvqmvn/mtnYyJJDE8dzz
Vrj+7qI261yzRVcgQTY6c+bV2nYECDGJEv4uXIsOvNan1bTDaXBWa6lJgjSOIKrAH4eEgA+Fdj7Z
qO1oSw5wSIjDCpcV+obUQRz33Ar7eSdJqxnwEH1ZZXGgPSfMHuHM7/Lm3qmj3cFlp8k0hlisePr+
nuwoPtgN1pvnM9ndownmyit8p9N8ie6Vd/6993Z6zARjx86x/VXPlzHupbO+iAB72yu5bKNAsDRq
iIobdW5ihNfBs73snLnyYt8mM5eI8VH7Ph5POdox08JerHk8MRHDsAPfex38z8Hp2hmE6Lp5gBEJ
tofSDfaC+mONfemY2a+OV87Lu9MY+FHh+nhFe6kblTe7FXYq7FXYq8X1x5Lf8yNUuYriO2kkEETT
NV2RVMhqUPIAfF8JAqd6mgzeYMQlj3HF6Rt15l5fWaiUMvpPB6z6iARyj8fxzZJetqUdkJ7rUmn9
IE/Eqjl3+AgBt+wrnnes7V/N5ZaeOOJiT6TG7HmeIHYfxbDyNPW4MBwRE5zJ4R6rEaPyr4bn3FT8
uaZHbLPeJGsK3wRkgTdVRalfvDf59Bp+2NUJmOIEy8KwZHqev3fjmz0OEi5kVx0a7glljpNpYytp
dxF8JHJp4yTzjY8V5deNDX/Pc7j81lyyjqtORxXXBKtpdw5cV/juGPixRjCWnyjYi7HWPn3Mf/Mi
5jt9Y0S0to7eKJPrHrKEkDyKLWTghZG4cQw5EOOw3rQHrOycmsyC9R6STICuvp58z+Pc63XR08No
RBMeDpy9VD9P4LML5NM+qx6hHCA7xKqiEUUrStCp2+/Oc1uTtHKfByiMYcXU9enU8+74uz08dLD9
/AX6en837vxSp5c0qO0Se7SNYRe8HWBCSFVa8dzvWjf59M53tjVxyGOMHi8Oxxfzj1+G2zkaLCY8
UiK4+ncgNM042Fx+jY5VtZVo4mTcypX4dmqAR0of7TtsmuBI1kYmY5cJ5QlXWtyDzBBHmejRgxGM
TgJ4Tz4hzMfjy89j5d7L/Lj6h+mJkur43SmEtHEygFPiXf4QBQ1pTOi7O141WnE+ECQNGrr7evza
JYZY8xBmZRI2BA2+IA2ZPmS2uxV2KuxVLbWNvSb4qKJZqinf1WxS0wC/DuN9iST7dTihAywW0wd1
UBiSHNKVKkjfFUPMCkaDoOcYAHiJVxVA+ddQSw8qajeygssMYbjUAklwAKn3OXYJ8ExLucPXj9zJ
5BB5606exa5lUwQh/SmNGlCEiqluG4DV2265ny13FY2A8/2PMRxdVyfnLHa2w0mCIS2LUDXW4Kg9
T6ZHxU/z99NPTwlk47ldg+Viq6X0HV2mPtDJHH4Yrhoj5qB8/QR6dcSWiNLbwAUL1RGkZgAgqak0
+Lp0GbSGs4AKANOuMSb3NM+/J7XX1wW948QheOeaJ1Ukioi5VFfZxmNqM3iSt33ZYrFXmm35465D
pPl+wd09RpbuiryC7CNiTXfLdHqfBkTV7OP25i48UR/S/QXnEX5i6ZawWLzMIvQT1rcBGJkEoHMB
lqlQRQ1pvmt7R00dQZ8/3vu2rl0s/M/Br0OslhjAUP3fv3B5+X497pvzutr9Ws5bH6pBKrLJc8zJ
8vgCA9PxzQ6T2cGLIJmd8Juq/HV2GbtzigYiNWK5/joleufmJdLZwG3LTWspaKKOQtGpSHiA4Ufa
U12JoajOu0WXHpweCABkeInrZ5/gUHn9WcmahKZ4QKrpQ5fg7vovyfc/WfKWiXPHh69hayca1pzh
VqV+nKMs+KRl3l6bSR4cUB3RH3JvkHIaV0avFg3E0NDWhHbIxkDyK03kldirsVfLH5i+dVsPzQ1v
hGh5yWtpIWJIVIZbjmw4nr8R27Zm4tbLGdh0AdPn0MdQDxXtKXz2TbS/zItI9Mub1ZLl1h4xyQUL
FefQ/aFE6iv9cp1kscj+5gIcX1ECIP3G/v8ANwdDmy44nxJSlXIEkj7xX42Qsf5y39u6wafafWLK
PjVm+F+NOgADBd/8++c7quwsGSfHfDf297tcPbeSMRExEq+5WX8ybXVLqKOK3mkubo8JErxEcYNT
yYEchTc17dxmx0WijpxEQP0m+QPq7/UDXwpxtV2gc8jY2kK5kVHu9JF/FgOseZry41qzuvTilWxe
6W3kVGHwTQtHUnlsDsenWg23zcZNdOUgSBtf2uJodOIwmBdEx+9lWi+eZI9LkvLyH1is3pTC3qpS
NlqrsvLerVp7jKtXqJ5wBKhRvkD/ALoGvhRcfSQjhsize3M/oIv42mcv5y3NtGsGk2bTxx0Dyy7D
j4KgDU+ZP0ZzOp7Bw5MhmTXE7/H25KMBHhEiOv8AYr6T+ZtrqN1xf1oby4iYSMihlj41PEvyX4aC
pYjbNlptKNPGMcYuN+oGqPeTYPyBj1cXJ2hLNIk+kkbV07gNx8yCyv8AJnzhaaz5pv7SEyyMtm0n
rS13VJkWgBr/AD1zcZ8uLwxDFAQF3sABfwcfsrxDmkckjM8OxJvYHzeyZhPQOxV2KuxVL4GAhcE0
HrSip8fVbFKGmknDbLTcgk0IK0Pv/D+uKEvMkyyy8aKCwYAIaHYciWFNziqjNNyjRqnlziNDUU+N
T3pirH/zWZ/+Ve6zXvEn/J1MXG1f91J4r5U0yWXSSt2qm0lbmkJA5MAa1Zj0XkBtTt881et1vCTG
PPvdfjlxYhGQ5cmSCG2ChAsQWlOPFuP0gfw2zUcR57rsk+uabJHpVwthGipJWSWHjWuw5FCOh+EV
GbPR602Iz+amXDCQiN5Bnn/OPH/HOH/MbP8A9Q6ZuS5HZn92ff8AqRf/ADk0rNoOiqoqzXjgAdST
Hgte0voHvYLpuk0trZ9RjikuIVoihaJHUCviWbYVOaHVa4z9Mdo/e1ZJidEjekxlgtpozHKkbodu
DKaU+nb78wYykDYtrIB7mJ+ctPuobSEx8TYwkKF40ePaignuKbD6M3mi1niemX1few1M/wB2IgUA
X095C/5Qby7/ANsuy/6h0zYO30/93H+qPuRmt3klvbcYzRn6sGCsKEdB1NemaXtvVzxYqjsT1uiO
XIdfNzcEATukVlqMscyFK7tzKq1Aw7KfxzlNFr5wyDgv6uIi/q8vc5c8YI3ZcCSASKHuM9EHJ1rs
KuxV8Tfmza3Fx+Y/mGOBHlYXshMaKWIBlm32BwONhocX9Ysr8k+VNXudCnu3Qfo+SUxvCEYzsw4q
VpTZTWh/hmm1/bGPDk8L+Mjn0HP9Ti6XDI6c7WOL43y5Mwg8t3cdlHLb20axMWRYVDFwU58gVUCl
PTOc/LtLGZmMpGx16b11+LMaKfCJAD9PX9SD1Dyreo4mgtgl3LFVJkjMiMrHZXFK/aA2PfM3R9sQ
jfq9I2IJpMdNLHMS4b67PItetby31ow3cfoXaTSmWJjxIqjE7GhI3H4HOqw5Y5ICUTcS4uISvIZC
jxD/AHTP/KPlbV7vy+tzJEsmmzn4I40Z5n/eNWu1Av7rf6M02u7ax4shxA1PvOw6fbu36fDOWnHp
uN7faOVfpZVF5du4rSGS3t4zDKCY0jDMQAvLfiABsM0Uu0cZmRKRuPO2Q0U+EEAUfigtQ8pXyOLi
2tQl3LFVJkjMiMrGoVxStQy13zM0fbMI2DLYbUTXyZw008chLhvrsv8A+cfLS9t/zI1pLyIw3CWM
omjYEFWe4hboc6rFljkiJRNxLjaMS8aRkKO/2l9EZN2zsVdirsVSuK5s0ilWaWJX9WUFWYA7ytSo
xVTa+09oyyXEfxgNXmu9R8+uKpbLe2oLVmjp2o6/LxxVBy3dsxVEkR2MkdApWv8AeLsKYqlf5kJH
ceStSt6mkwhRqeDToDleWfDEnuaNSLxkPP7K+9GzS19GNoI91DLWh4kLtvXrnHZdPxTM7IkWnHrD
CHARExG/2FO01O1qsskqOAjLyETgBiQRyHxVpmslpZ0QBIbj+IfY7eOtxWJSMT6SPoPPnv31+tJ7
u/8AUSZBDAfUavrKhDfRU7VpmyxabhIPFLYcrdTl1fEJDhh6jzA3ZN+SloLUzxoKJ9fnZR7NbI1B
8s67S5OPGCuijUT/AFv1Jv8AnTaR3EWhl9/QuJZlHWpEYUfdyrlPaGThx0Ouy6wWB72MQeYDLJbr
cR28JiZeF16RdlVSTSgPIiu2x8eucVPs7hEjEzld+nir9n4HJnHW2RxCIrrV/tTKXW7CGGdw9vLc
uVkQtBJwPwKSoHY8kHU9cwY6DJOUQeOMNx9Qvmf0E/By5auEQTcTLn9JrkP0hjGtXEeqWhtpLW3g
jZWUm3ThyDbVO56dvfN7o8JwS4hKcj/SNuqz5fEFcMR7g9s8kRPD5M0CF/tx6baI3zWBAc7OMrFj
q52AVjj7gitZsXuYV9GMNNXjyJpRevj45p+2NCc8BwRBndWeg6uZgycJ35JVb6JOZalGaNZDGQ/w
nhX7Q6dq+OaHT9iTMvp9PHXq2PD/ADg5Es4rn0ZIqqqhVFFUUA9hnbRiAKHIOAS3hV2Kvj7ztqWo
WX5q68LDQLDzHPJfOj2Oq2bX1tHHLO4M/pqyGqcftHZRXxyJkACS4uM8PET/ADizuzup7SNIrUi3
t4yDHaQgRQLQg8REnGNUFBsBTt2zj8+KOSRlIDiPXq4sc8xyJ703tPMttbxx1hka4jYOZFmcqx5E
tVSKCvJvHrmtzdmSmTuOE7Vwix3b/AfJzMevjEDY8Q/pH8d6CutYuppRLDNLEAoBpKxANa/Z+Hit
egA2zLxaOERUhE/5o/bZ+9x8mqlI2CR8Utls7e7mme4tmmM0TLJOpsxK0jh6qxu92ooDAqQftbit
RsdPkxYxUzIAEcIjxVtX83z6cm3AIyibqzd3X6UZa31zZKIbKR4YFUolur/AooRQUotFLHenXMCe
nhk3yAGXfX4LT48oEiBIj3JnZ+ZLW1hhUQyerDwoVmcoSux+EigqK+OYWfs2eQmzGpX/AAi/n7/c
5OLXxgAKNj+ka+SCudZvJZPUgnliXiAwWViAf9UceK77ADbMrHooRFSjE/5o/bZ+9x8mrlI3EkfF
PPyptgfO95fEkzTae6zMTUsRPEQSe53O+dH2VOgYDkOS6XeZJ5kPYM27sHYq7FXYqs4OerAn5f24
qsNvWvxnfxqepr3OKoZ9IiZi3Mhm6k1PcnuffFVg0SLjxMhI7bU/jiqxtCqdp6Dw4b/fyxVo6Ae1
xT5pX/jbFXLoFPtT1/2NP44q3+gI6U9Uj/Y/24q600Fbe8juRNy9OvwcaVqpHWvviqa4q7FXYq7F
XYq7FXYq7FXYq7FWOXn5deSbzUZdSuNJhe/mYvLcgurliKE1VhkJwEhR5NUsECbI3b/5V55PpT9H
7f8AGaf/AJrzG/IYe77T+tH5eHc4fl75PAoNPH/I2b/mvH8hh7vtP61Gnh3O/wCVeeTq1Gn0PtLN
/wA14/kMPd9p/Wv5eHctb8uPJjFS2nV4mq/vp+tKfz5IaLEOn3o/Lw7m/wDlXnk+lP0ft/xmn/5r
yP5DD3faf1p/Lw7mx+Xvk8Cg08f8jZv+a8fyGHu+0/rUaeHc7/lXnk6tRp9D7Szf814/kMPd9p/W
v5eHcjdJ8q6DpFw1zp9r6EzoY2fnI/wEg0o7MOqjLcWmx4zcRTKGKMeQTXL2x2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxViXnbzPrOjTwLYRJJG0bSTM6M/GjBQSVIoN++b
LQ6WGUHiLpe1dflwEcABFb7MaT8xvN8jRJHaRSSSI8hRIZGKKjFSWo232cr0x0uWRiOIV31XIHb5
tWfVa3HHiqB8gJXzr9D0Dy5qM+o6JaXtwFE06lnCCi1DEbAk+GUanGIZDEcg7XRZjlwxnLmQmWUO
U7FXYq7FXYq7FXYq7FXYqhNUupba2V4qBmliiqRUASSBK/RyrluKAkd+4tOeZjGx3gfM0wq8/MO/
tb6Sze2YNEJDI7LxFIwzggHf40Wq5fqYYsMYylZ4q5eZA+8utxa7JknKAFcPO/iftAVrPzxq9zZi
4Nk8JYpxWVeIYSBipUnr/dnLDgxCHHfponvO3kEQ12WR4eHewN9gbvkfgi286FXZHdY5EkWJ0bhV
HNfgcfz7bDOVy9qyjMgQNC657jv5bc975dXfwwgxFyF7d2x7uad+XtRvL+3uJLqIxNHMY0DLxJTg
jBup68s3nFCUIzhylG/x+PNwsMpkyEhXDKvhQ9/es1271GKe1hsp44GlWV3aROfL01BCqARua5OJ
hGEpS6edMc5nxRjA1d9L5JW+u6kGmC3PNOSmGYRinE05ctuvXOSy+0dS2ANCW3q3l/Dz6EEfI94c
+OklXPqO7l1+Kh+nPMBvI1W5j+qlC0jNCQ+xP2aA9qdc6CPa2j/LeIZDjvh68PHV17ue/Lzdacep
8YRH0c+W9X9/JVGu6qwiH1hVq7epMyKE9MDYjbrXOdh7SEn6Y8RG0fV9Vgc+4eo/Id7s5aSXf13O
3L8V9rJbCV5bRJHYOxr8YHGoDEA0oO2dTHJGYEo/SXGiCBvzRGFkkHmbXLnTZrdIGAMis7KYw9Qh
FdzIhFAeyt9GU6vUxw4TM/Vyjzq+l+XxDUeI5BEcuZ93lv8AoKVWvmrVZZ0jlljto2VqTNBI4dg2
3BVINOO++aHTdu8UvWYgWO/YdRte97D3dXLnp5Vt+D0+CdTavcR+Xor71UMzlFMyRkoSz8KhHaM0
+bZ0/Fj3nvwcPF51V936HAlOYgNxxWB5c67x96WjzHqlByaNTVA7FDxWpo1aE/RvnJS9oJeIaEeC
5Vsf80n/AH23IOwGmPDvz2/b+xO9IvJrhpxJOk6oVKMkbRkBh0YMTXp1zpNNqcebGJQN9DV1Y7r6
buNwyjIiXw93mkieZNULqGpQncGIK3GhoRR5KiuaTtLt6MJEYTGUa2O/1XuOnTfu7iW3TYJyHrsG
/Ll06n8dAjdJ1e+ubi2Wa4iJkDevbrE4ZfhLKPUqVqKbjNnou0cWaxY4v4avcDmfUBz57cuW7VLH
kBF8uv8AaD0+1dq2q6hBePDbOtQAI4zEzVYgEfGG7+HH6cdb2hDDwxjRyWLjvfCTW3n8fgscc5E/
za29/n/Z8UJ+nNVLTI08VtIoAhSWF3YvSpqEIPH/AD3zB7P7ZiSI56BF8X1D3DcVfXc9QO9sz4J0
TA+7r9zG/wA0POdtpGvWOkOsrSXlv6riF2jYort8IYHj8XEg8lP0Z0uOUPDlGXM7cgRvs6fXTmMs
eHlzNEg7b/2sHl8+2MlvbIdJuFSBXAWWP0xKgQkjmp+HkB865ouzsAx6meTj4uI2APff2cvc2ajV
DLihjEOQo37q2rv++nr35aanBqnkfS76BGjjlSQBG3IKSuhH3rm61GTjmZd7b2cKwRH45smylzXY
q7FXYq7FXYq7FXYq7FUg878W0H6s1Qby5trVCOzTzpGpPsC1T7ZfpsoxzEj0cPX4jkxGA/iofa8p
u/PSWusSi4sbu6uo3nguBHWWNeEhjPEStyXiUO3M17Zqu38MNRECMhDlz2ur5172js/Uy08z4gke
fI31HK/coWXnfT7TS57oae8jRyxVDHiZKi4ARkZiV4iI707gHtm0jkicPhky4SOh7/Md7jQjLi8Q
RHFY+OxofDp8FOXzlpNLgfo+czPOJWvUjYxRtCeKrsAWoCw5Bab/AHc8dIRmjHjHhiBjw9Txc9/M
0fxvnHWxIJ4T4nECO7bl9j1X8ufM0fmDSb24RGQWl7JaEOzOapHG9asT/P2oPbN1DGIQjHiMqHMt
2nzSycRMeH1cvgHeeDaxzWV9cylIdKhvNSmjjcpK8VvEOYTj8X7YrTJTlIYpcNXtz+PkfuRlxCeS
PPaztz6e5hdr+c/kxA5ZLyMt1tSoLtyPeSvD58iDnKYfZ7OM9ggQyRJoTNnyPov1dKG/e35e18UL
jIEShLhPLn13EuH09d9t0t/5Wp5HaM3RivFUXP1f0a/vq/a5bGnGnb8Mzf5Pyfl+ATj4d3w8Mbrh
r6uD6vOr87Qcg/McJhPxL4efW7/ncvs+CPufzr8kywx8UvCOXpralAGUAVDB68aGlBQlvbvmv1Hs
9nnlA/ycIg8Jmdv6I9F7cyK+NuRDtCF8IvxCa5D774ftel+UdYs9Z8u2Wp2QcWt0rPEJSS4AdhRi
Se4zqcN8Iur8uX3D7mkfH4803yxLzb80/Omh6Fq+lWN/p8t/cX0MxgMUixmIKVq/xA9f865RqsMc
kKJkB3A0D7++umxaZTMZio8Rr5fjq81sPzE8uC8VnjvZI7aN3vkd2dJBu5MCvJ0UnjUnpT6dWdAZ
XxGMYggxMQOLYVvsOfP8Cq8WouQERKUuRB5c/f8AB6Ze+d9Dt/ymtPMptDd6a5j9KzPGIvWcoFp+
8C0IrQV6ZvJiwQZS5fUDUvn59WszAxAiIIv6enP48nmGs+d/KV3qUt2bC5hvGkge0X4XjjEKgoJG
DDd2Yr8PanetcLHiy4+HHCcfBIlxWSZerfbbuoi7sk8xTHNOJmeKEhluNDatvj32DX3vXvyy82aP
5gGqDToZIWspIo7lZVVWLsrfF8LNWvHLdLp/BxiAkZgE8+nl7nLjPimbjwnb7Rd/JgjfnF5MH+81
vfKgcryIRw3EEFlo1aE+2c52h2DlzTM4mO1Xe1nyqAF9S34tfDHjBIkIyuuv++JZD5G/MXyvrOv2
FjaG4F9dK7RJJHRP3cLMw5AtRqCvvmb2X2Rk0kyJGBPkOnSpEApy6gZBGVGpcvhzsX9/wV/OH5me
VfLXmy4stQt7qa9WBJTJbsoRFZaAULp8Xz8cz9RozlmBzJ2G/CY87NiJPnzryao5eHiNGo7yPTf3
n9FpHJ+dfklzLLKl/wAUHHkQ0cgVh1BjJagNPDrmp03ZWbDl8YmM+YjxSJryPoIvf09Njsz/ADcM
2OXCJVH6q227/qB99In84vJ+oav5ksdQtrS6uBBZ+kr2sZcq4lZq9GFaHv45t9ZOYAEBz9/6HFnE
jKJAXQPfX2MIj8mecGlk+tafqM8EjA+n9VIHYUYEsKbdgPEUzWeHMbxiQfj+psycPDUYgH4/qB+3
3vbPyw0q40nyPp2n3ETwSwG4HpSqVcK1zIycgaHdWBzeYpGUQTsWGlhw4wPxzZTljkOxV2KuxV2K
uxV2KuxV2KsT/M6LW38qSy6Fa/XNXtZobmxg4eoDNC/OMlarsGArgLXlGzxe88peebm4kvPqF9Bd
3btc3scNoxgM8oq5jDHmq82JoWOaTIJzkSYk93NcUgR6oA/O+d9xRcPkzzG9nJBcadet6rI8rSWh
EjNH8KgNHGfh4PJ9pvCtaCjjnlgCBGXlQ/X+hpmASdq7q4vx9wQS+S/OayxhLLUxaoqr6ZtfiopP
7R237/DlZxzO5ib+P6m8mJBuEeLv3/Vf2vXfyh0K40fy7eQz28ttJPfPP6c6GNt4IULcaL1KHoKV
zbaSUzD1DcNWniRd9Zfjml/5zaZ5uvYNP/w00qTyJPZ3rxQJc/6LdS24nDK6sv8AdI5HQkjrh1GQ
xoUZA3fy/SyyEiQI83l7+SvPSkW8EWrDT4z+5ge05MAW35NyClmUcS3HsPDNSYz58Jv4/qbZZOI2
Ygy79/1JxL+XKyKsp0u/LmLg7ix4zB/R9MzBBSEyU2B23+LrhE81cNSq/wCbtVfPn9nm08cjPxDf
HxXe/wCKS5fJ/msQ/VvqWtfVmKmWIQJwJjFFopQrt9r55AQy3fCd/KTZHLMS4gI33+p7PoM8nl/y
Ak66ZdSNZRzPHpcaA3RX1nKoEPD4uJGbvSAmAB296BI8NmyWVKeShiCtRXieo9jTLmx5T+cPlW81
nUoLi3s7meWC1VIJrWH1XVjPzcKxDKp+Ba16io75rtaclgRG3uaZSlGYMe7z6+55zaeSPPXqrHfW
uq3VkrBhAbVVBLU58q8xQgcfhXpmAYTraJHz/Uy8Qx3gOGXf6v1PT5/KbD8r9N0NbGVore7L/VPS
eVljS4llj5RsoZl+z9pdx1zZTnk8G9+L3foaOE+GB+ObzRPI3naB1it7XVRY8GikhNt8TK1NiylF
P2RQspzW8GTmYm/cf1OScpPqI9Xf6v1fpeq/lD5cm0ePUnmtJ7WW7W3aU3KemzyI0wLEBESvEr9n
275stCZ0RIH7fPva4GRkSetd/wCl5je/l/5jtpIxpFhqEHFIQzRWnEEJRmAPwNyJ2ZjXlmukMsjc
ok/AoxTkICMhcRy5so/LPyfq1p5os9S1SzvBdwmQtd3MPpAmSGZXNVU/bZh9t/CmZOk8QZNwQPj5
/pZSnKUhf0j393mu/MzyfqV95mu9QsbG6kuHlgZJ7e39SqxQKqguRQpyLVUHqK46w5DMgAmPuP3o
EpRlKvpkKPPf5MW0/wAg+Z7p44Ncs9Su4AjRD1LcogUqepVZZKljy+H+uYwjkBFRI+B/UnJklwmM
RUZc6v8AU+j2kjQ0Zwp8CQM6AAlsJAa+sQf78X/ghh4T3I4h3r1ZWFVIIPQjIsrdiqlJeWkblJJ4
0cdVZlBHfoTkhCR5BgckRzIW/pCw/wCWmL/g1/rh8OXcUeLHvDv0hYf8tMX/AAa/1x8OXcV8WPeH
C/sSQBcREnYAOv8AXHw5dxT4se8KktxBDT1ZEj5fZ5sFrTwrgESeQTKQHMqf6QsP+WmL/g1/rh8O
XcWPix7w79IWH/LTF/wa/wBcfDl3FfFj3h36QsP+WmL/AINf64+HLuK+LHvCoZ4BF6pkURHpIWHH
f36ZHhN0y4hV3sp/pCw/5aYv+DX+uS8OXcWPix7w79IWH/LTF/wa/wBcfDl3FfFj3h36QsP+WmL/
AINf64+HLuK+LHvCpFNDKvKJ1kUGhKkEV+jImJHNmJA8kp8wXCRz2UT3DwC4MkcQjdo+coTkiEr7
K3XJiYhCUquvK2jNG5RF1z60lgutQf1vRSdoqhjWWQuoH2gPi9s4uXbuaeQmEblAH3eRIG199jo7
EaSIFE7Hz3+f7VE33xRv9ZlVSWQxm5c1YLyp9pf5s6GPbQ/KnL4czvw3wDu+v+r+l150370R4vhx
H5e9UN1qCxxGUTpAxL8hJIXKnoPtjvnNntzPGQMhRmNjXp57kR5ch3A7ux/KxIoHl57/ADZLprM1
lGWLEnl9s1anI0BNT2987DHlGSIkBVj3OII8OyJyaXYq7FXYq7FXYq7FXYq7FXYq8r/NW70KLzPp
41ecJbx2jSyQh+Ekg5sFVDxalWHfbrvm77NzcGKVECV9fveS7exRnqIcYJgIm669w5ffXvYGuseQ
zMZJbp0tlWJVijlrIzOSXd3MR48F6qEoT0OZx14Efqjf46X17/m6OOhxGe8ZiNDa+e+5JMa2HQDf
oXt/5e3FpceTtMltJPWtmRxFIO4WRh7eGc/rJieUyHV7rsuHDp4R7h+lkOYznvMfPvm/RtM1maxu
LkR3KSJcyKJBEXiEAX6v6gWRl5n4vs/d1zbaPhMdzEbVv7+dbW832rqDCdASu726jhrhujVny+I5
sMb8w/Lokjkkv7j6tGqn6pFLVi7uS3ORlBBVafZSh/ycy/GxcJ9UL76/R+KdSc0+IWMnDX0g9b3u
R7h3DfyTDU/Pvlm2aGBr25P122glSbdXjR0LeofiVGdj1B2717ZVjzYyecefnX3bBy9RkMABUzxR
G+1jz50ZeXLr5KWneftDu5beI3/C7pb8rlpnCEgqkkXplCCXWpryAG302GeI3Uo1vt9xv9HNox6i
ZMRISEvT6rNdBIVR5i97AeifmTr9ho1pBJdzLE1zFcQWxanwyuE4y79kPX55rdDw8VEgbj410d/2
vlMIWOZEgPImqPweZ3X5gaC8pVdQlth6ircSxzG4kdEUlmj5JbpSRgpp1B6D9nNpHJiGxlE/YP08
vLm83PPkkLAnHcWQeIkd4sRAs1zqu6tkwHn3y7FpUeoK90wEzwm1kLM3MQq3H1EEbBN+XLjWvbMc
58ZNcUa76Pf3Ud3YCUxj4uCd39JI/m94rbz5+SBt/wAwPLpb0JdQlmiaUiNmmMLxpIi/GxVZlIja
pA6nv4ZkHJjJ2lEGvh+jm4Mc8gNxMji76IBA324ro3XUvRhrVvF+XVjqsk4uYkMEkssdGEtJx6gF
afa3GayUoePLeo7/AHbPRYzM6SB3lL0/HcXzrn50891Hz/oSNLF9baOfjI0UnrsVUyS1VPSEahWi
BP7ZX36EbKM8QIuUen4u+vz8nQZc+TccMwd63PU8uHhG8R5mPSzzRFj558tyadKyX10/1KaMXEsl
GMiskhJRUI4klD8PM7AfFlU8+MS5x+F7fZv76+Dfp5Slj5ZPSRzqzsegO3uvu35oIfmPoDTzTzXM
qeqvJrIyuvGRJACqSfG3xipPNdu3bLPExCIAlH3194/FuONRk4pGUZjb6b5G+Ql59bG3J6d+WepW
mo6Tf3NpOJ4DesEYP6nH/R4SU5cY68SafZzXa8jijRB9PT3nzLv+xpGUJnf69r/qx23A5HbkqefD
bRww30sfryaRb3mqRWxUlZWtoaBGNCo3kB3FfDMGUyMcgCYkuyniE5xsA13/AI297zWH839YWD61
/h4SRMT6V0pK2wKULgjqeNd6dNs5yPYem8eMzONyB2IHCJfw8iB3cQKc+vz45Sx8BJEqFXvyuhV+
6uahJ+cbDR0ujosQuzqL2/1QFuHoiJJfUqQCPgb+PTbMj+TcJwc5c+Kv4brh5X9PlfxptlkyjUeH
Ub4uG76c+ff+KtFzfm5q0tv9YXy7xjQr6tzWtrwcHjXwJPjtmNk7C088/EJxHDHkAOEz6jmY1VgV
zLXDX5jIYxA8RnXXYd/K/M9wt6p5G1k615U0/VGtxam6R2NuOi0kZaDYeHhm/wARJiCTxHvbOGrF
VRI2T3LFdirsVdirsVdirsVdirsVdirxP87tF0W68yxXupSemIdNjRCxISpuJBTZX3PLvQDrXMDU
6mcJ8Ma5W4OfB4mSgLPD+t5tZaF5QLoiXZaWWRlrIyGMA0VeNEJ2JPj2pmMdbl22+9ph2fLGeIwJ
rv5fJ9F/ldZQ2XkXTLWFi8UXrqjHuPrEhr0X9WbHT5DOAkXM0sQMYAZVl7kPJPzW8r+XLiHVdW1B
aXSXUBa4Y8zHCtmVVQoV+KM9diN277DMTPmlG653+j9bi5MIlLlxSv8AQ8mttH8oRvQXJEzP1kdP
TClRSnw/5VeuYP53NXJxcfZ8oES4Sa+Ply/Wn/nLRPLEUunC9u6J9TtowFIRmjtolQcWKUqQ3T7V
euH89M/SRLvr8f2No0kpxqMeLaPv8km07yz5WaWX0ZXeSMCWBWcFzRwBSibgV36YDr8gsmmj8qcc
TcefV79+YPl3SdajjTUojOsNlfm2i5UHrMkfFglGLOqqxXY060rTNnlyGPyLnZ8YkKPcXz22j+TY
72RxcseBdYjGQE5o4Ucgye+w2Oa06zLvs4suz5mfFwee3Ly6/jqyq4tdKTybFctqIMQu5JPVAU1a
SOOLhyCe1a/Z/HB+dly9PH3OXE5Sbr1d27GINB8n3N/CwuWKSMqO0jqU5fZahVO/bY4Y63KKFbOB
Ds44j9GwHI7/ALfN7LpFgY/y68sWVrHzt11OFZUdlA9AXchflWnKi9szsOfixxlLq5+lqMA8n8z6
H5YTzPfW9/cgSw3siFYD6bCEPVEZXT7YWtSKr0zHzaqUZVEXHq06vRnNLiETVc/imui6Ro11oF56
V8BCrxh+PFuKrDMFcgITt6u1Pu3GY41sgPUQDf4/ASITjQIrhqufRjV3pvla8kSea6dppGLmrKqF
ZCOG3FSNwe+I1mUdGjL2fOUzPgPEefw+P3Pd/wAmdN07T/LN3Fp7iS2kvWlEinkrM1vDUqeKbbbb
ZsdLlM4knv8A1OXp4CIO1epW/NTyvr3mLTLWz0iSWBxIDcTQTGB/SEkbyRclkiakyI0ZodgcdQcm
3COLvZ5Aegt5a/5G+cDcGSMSRQjiI7ZbhPTRVbkEBaQyU3I3atDh8fJX93v74uvOkn3Mon/L/wAz
TW0Vs+ko8EcBh4yXJdyXiWGQmX1g9HVaePblStdfHFmjKxE/Vf1Du5Vy578vLk5Phy4a4ftYxD+S
HnSO5EzNNIoYP6bXKKNl4BaxyI9KU35V2rXNhLNMxrw/9y4w0s3uPlOwu7DQLW1vIlhuUMjSRRmq
LzlZwFNW2o3icOniYwAIr+12OIERopvl7Y7FXYq7FXYq7FXYq7FXYq7FWI+cPIB8x38d2NQNoY4V
hCiESfZdmrUuv8/hmDqdH4suK62/HVpyYRKVljcP5GpE/OPWeJ3rxtEHU1P7fc5Uezr/AIvs/ayn
DiFH9P63oPl3R/0No1vpvrev6HP97x4V5uz/AGat05U65m4MXhwEbuk44cMaTHLmbBfNn5Ww+YvM
A1mXUTBLHE0ECLCCUST0y/xh1Jq0KnMHPpDMk8VA107vi0zxEm7+xJ4vyKsom5R6qytvuISOpqf9
2+OUns4n+L7P2spRnIUTfwRN5+TMd5CsM+rM0SjjwMLEEEAGoMp8Mf5Old8fl9PQIEZA3e48lK3/
ACRt7c1i1ZhU1I9E0r0rT1cB7NJ5y+z9rHJilPmfsZP578kR+bbO1tJrr6tBbyrOy+kJCzxyJLHu
WUrxaIfPM3PgM6o1z6d7LJjMutMUb8irJpDK2qsZDSr+ia/DuN/V7Zifycf532ftSBMCr29yL/5U
6otjbjV2CMak+k1f+TuR/k2VVx7Xf09WHhGqsfJCRfkVZxNyj1VkbfcQkdTU9Je5wns4n+L7P2s5
ichRP2Mk1D8v0vfJS+VnvisX7xZbkRAlkl9QMoUt8O0vWuZI0pGOMQfpN8mIxVERvkxofkPYCOKM
aowWFBFEPRPwoABQfvf8nMf+T5XfFz8v2phCURQP2ImH8l4Io/TXVWKgUWsLbAMrU2mFRWNTQ+GD
+T5C6nz57c2JxS335+SHH5E2Ql9Uaowk5cuXomvKlK19XrTbD/J5/nfZ+1nU6q9vczfyj5ZHl3TJ
LEXJuucxm9QpwO6KtKcn/k65l6bB4Uau91xY+EUneZDY7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq+Tvy6/ObSrkJpGv29raXFw9H1WWMSR8KAUUEMYn+9SfDNhg7T4z+8JB6VsD73T6nsQYgfCAlE
nfiFyA/o7fjzT/zf+anlTy6lxPaNDrGsXMtYoFSJ41hIBJk/d+khr0Kip/lGW6ntCMAIjfboTz99
38HG0HZRzEzNUZczEcvIVV/0vsvZkn/OMPmnV/MVj5judQdaR3MHowxqESMMjkhQPl3zWS1M8xuR
d7j0WPTjhgKe3ZFsdirsVdirsVdirsVdirsVYV+b3mE+XvKC6u05t7S2v7E38irzP1RrlEuAFo1S
Y2NNuuPGY7hfDE9i8w8hfnjpnmg3dkZrLTri09Z0e6VgZU5FYijE7gggnkoK/cTsdPmx5BvYl3Xt
7/2On1mHNhOxj4e+5Bu+gP66+3mW+Zvz8gtIruHRo4b0aRPAt5cK3MS+rDO0iRyBVRuDxAcgKeHI
HllObWQjP0+odeny/X9jk6bQ5J4/X6T06kf1uXyHzZTYfm35d1Ly4nmI6jY21kCzzWpJgnRI1bZg
3rnmSPsJyrtT7QJyo5MXBxWarrR37q2cGcM/ieGeHivkLHp33v1fHn8Cyn8j/wAwR578t6lrC2gs
4YdSktIYwTVljtoH5kVIUs0h+EdPfrmtyZRM2OTuceE440fq61yvyeiZBsdirsVdirsVdirsVdir
sVdirsVdirsVdirsVfBGgaVp0OqWjzxrNEsyGQSr6qkBhUFAG5fIKa++a48R2HN2GqlHHA7+o8u+
/JOfPsGkahqSSW1lFbFI+Evo7Bm5MQx2DVAIWjknbBGJiNzbrOzdXj/upHfp3bjl7/J7D/zibYC0
0/zJxcskk1rxB7UWTv8ATmXgOxc7VRoh77l7iOxV2KuxV2KuxV2KuxV2KsJ/N/y/b+YfKcGj3VTa
XmqabFdIKgtC95GkoUgEqeDGh7ZGfJnj5vmLyv5B0XRvO2q215ALi109ryK3muuSrJ6MxgBjJHCt
dvi27VzXZsnMCQFHv/Hv9zZqxHw6B3P4++kvPlbT10fzILWCS3ge9twiBWosZivCq8mNVJFKChqB
7b2ie3O27DPHk+k8uaYWPk7Q7f8ALvUIrqyj/SEsgZFk9RbmMxsOQIK1NFXfifh5CvfKY5BKV8Qq
u/8AR59HGzThHKJE+iI/t/Q9t/5xT06Kw/L7UoYiSjaxM9G3Ira2wpt8sz8JsMs/CSDE2CHs2WtL
sVdirsVdirsVdirsVdirsVdirsVdirsVdir4Z0/l9YT0eHqUbhz+zXiaf82++YWPns6DW+N40uOu
Pfn+j/e+dKs/176iv170vV5ilOHq8eA+1x/yq86/Fzry+KuSP0j8fgOKfEoX+34eXP8Azrvd7j/z
i/x+oeYaU/vravj9mTrlmDq9Pi8Xw4+L9X6PN7hl7J2KuxV2KuxV2KuxV2KuxVgv52/Xf+Vb6p9R
9b67+7+rfVufrepzHD0/T+Lnypxp3yM+TZj5/P7niHlH/FX6OP1v9McPUP1763/y08n9Sv1j4+fq
cvUr+39rfOU7R8HxjxeH4nxvpzr7OtcnAj49G+P7K+CA1D619a1j9IfWfU9Een+kaep/vQf7n9nj
zrw4d65maTg8McHh15e7/dVV30XF41zrjvz+P2c6TqP9NfoGfl+lefE8eHo/WqVHLp8fPpzr8fDr
tmsPg+IP7v7eH9Vd3Ti5bsT4nB/H9l/2/bT0v/nHf1f8J6v63q+v+mbj1vrFfW5+hBy9Tlvzr9qv
fOr0nD4Y4ary5fDyZ6Tj4Tx3zNXzr+23qeZLlOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kv//Z
uuid:fd963a43-d3fe-4bbd-82f9-0d41deec353a
xmp.did:8ba92334-1f96-8d45-9225-5f9a7bdbc762
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6c97aa55-d7a9-49ff-b928-f1c42b5fb87d
xmp.did:38b5336b-00b6-a145-95c7-0f5829dad11e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:03bde8ec-73c3-4849-8b96-99c553ceef3c
2022-11-29T16:12:06-05:00
Adobe Illustrator 27.0 (Windows)
/
saved
xmp.iid:8ba92334-1f96-8d45-9225-5f9a7bdbc762
2023-02-01T17:12:27-05:00
Adobe Illustrator 27.2 (Windows)
/
EmbedByReference
C:\Users\dylan\OneDrive\Desktop\Rock Art Stuff\Hey Neighbor Hazy\Winter NEIP .pdf
0
0
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\OneDrive\Desktop\Rock Art Stuff\Hey Neighbor Hazy\Winter NEIP .pdf
0
0
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
EmbedByReference
C:\Users\dylan\OneDrive\Desktop\Rock Art Stuff\Hey Neighbor Hazy\Hey Sketches.jpg
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
C:\Users\dylan\Desktop\Rock Art Stuff\New England Ipa\Winter NEIP .pdf
Print
Adobe Illustrator
False
False
1
7.692160
5.210000
Inches
BlackBeard
BlackBeard
Regular
Open Type
Version 1.000
False
539
FuturaPT-Medium
Futura PT
Medium
Open Type
Version 1.009
False
10879
FuturaPT-ExtraBold
Futura PT
Extra Bold
Open Type
Version 1.009
False
10887
FuturaPT-Bold
Futura PT
Bold
Open Type
Version 1.009
False
32874
KAAAAA+Tahoma
KAAAAA+Tahoma
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
C=0 M=0 Y=81 K=0 1
CMYK
PROCESS
0.000000
0.000000
81.000000
0.000000
C=60 M=66 Y=14 K=25 1
CMYK
PROCESS
60.000000
66.000000
14.000000
25.000000
C=60 M=66 Y=14 K=0 1
CMYK
PROCESS
60.000000
66.000000
14.000000
0.000000
C=48 M=64 Y=83 K=46 1
CMYK
PROCESS
47.999999
64.000000
82.999998
46.000000
Grays
1
C=29 M=0 Y=29 K=1
CMYK
PROCESS
28.999999
0.000000
28.999999
1.000000
C=17 M=0 Y=15 K=0
CMYK
PROCESS
17.000000
0.000000
15.000001
0.000000
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=4 Y=100 K=0
CMYK
PROCESS
0.000000
4.000000
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
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=63 M=0 Y=3 K=17
CMYK
PROCESS
62.745100
0.000000
3.137255
17.000000
C=63 M=0 Y=3 K=0
CMYK
PROCESS
62.745100
0.000000
3.137255
0.000000
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 553.836 375.12]/Type/Page/PieceInfo<>>>
endobj
6 0 obj
<>stream
HܗMd
uwJ%<^ X#`/Um%4d2(6C/o_o;/7Qw߾izBz[-QUKo͕߷~T_}glVZC/_8;^˲LaȽ?m|efՐWK6boK]q+>{KxG\r/NftȅSA뽴pYl}d"g
J|XdAcE>21ҍQtKy ϻt 㭬
!R{By-lNj6'U,MT.|2-Q~4ZGVB{JxbZRө͑S~D?/<"zp|R2W{e&mA&
-D}.֓G3%Wz)Tu)UaSEܪBDyu&--E+)+&!}3 jp
Ć'e['(eX~
hͦ,UĠP;Ud
-DUߙSg}lMc'B!nwd#ɺ',d|YYz#.$9|w:ӄͰ)t˰84$? 0:;Τ ډUQFBCƲqVMjU-lI=.kyTZ"C#he?N/Vvb.t#HWKHUSvZ%w(H#cSiOEs]ޏ|;gnꇖElt9>kq<wf9N fM{ E͉q2M6if*ֵmb s_6(ђ[˵0D}8/^w:s/,#Z2D9j 9#YuNƃ[x3ARe]#ߩϝ`Wg0^vb8I.Lj!Zˣb)T({ {TJE`H
qtEsT7z9wp=ĵ=,k5U6ܹYl 0ǦG]".sѻ/XȄ
Wn9|fl4B72.i"_dOZHCMW剖;ZS Dرk!-wnؕ~>0)Óxf5MDFP4%tpQ-xfKxNBw׳ BԞ6U-ªt{(vu+yS%}htyPkzaeq|^A=n7̈́cgsTTN?~~{Z5~3һC:zf5?a}ʴ !RGP{Dݿ_V|fbW_{{>0~/^*;{M7?^3Y}d&ﵳ
~[{vV?NÇh^4YwEB>i~AMߡ@ߚ+P??+}.@k<nqY],tn{'~k*W9etƸ Ӻa 4<{W}_xV[Y{ӏgݚd#=~YP3hˆ]^@}%P{ TNyYٌb,^K^%l" ovh :J84([D"%5C7i (`NjOJ:
\FƲ*
ӿ_y %pq-cY,UeQ9p! ^RCu!4WbR:zt(T4}YNbN$U ~
,MaA
!'YOI0 q),Ikd+sZ_cXIiotkԪtoi .۩0k@^,ZXdAc)r B(DaSL;$/"9sav,l!1`̸;xiWq2f;YXƷ;DY՜@fנ