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AFCA Forums > Antique Fan Collectors Association > Post-1950 (Vintage) > WESTINGHOUSE FLOOR FAN VINTAGE WIRING

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WESTINGHOUSE FLOOR FAN VINTAGE WIRING  Rate Topic 
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 Posted: Mon Dec 21st, 2020 08:40 pm
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Jim Green
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FAN GOT WET FEW YRS AGO AND SINCE WON'T DO ANYTHING--TRYING TO DETERMINE IF SWITCH OR MOTOR IS ISSUE?? DONT UNDERSTAND 5 WIRES FOR ONLY 2 SPEEDS ???NOT SURE OF AGE -CANT FIND TAG--FAIRLY SURE PRIOR TO 1960??  I HAVE FOUND SOME WIRING INFO BUT NOTHING THAT EXPLAINS THE  5 WIRES FROM SWITCH TO MOTOR--i'M SURE YELLOW IS COMMON BUT WHY 4 MORE FOR ONLY 2 SPEEDS ???
"WESTINGHOUSE MOBILAIRE"  IS ON FRONT EMBLEM

Attachment: fan pics incld wiring notes.pdf (Downloaded 30 times)

Last edited on Mon Dec 21st, 2020 10:20 pm by Jim Green

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 Posted: Tue Dec 22nd, 2020 10:20 am
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Mark Olson
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This is from: http://www.afcaforum.com/view_topic.php?id=52651&forum_id=5&highlight=+[highlight= #88FFFF]westinghouse+hex

Jason Neill wrote:
I'm the guy that drew that diagram, and I can assure you it is complete and works perfectly for Westinghouse hex motor fans with 5 lead motors. Hook everything up the way shown and you're done. BTW, this IS as complete a wiring diagram as you will ever find for the fans this applies to.

Last edited on Tue Dec 22nd, 2020 10:53 am by Mark Olson

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 Posted: Tue Dec 22nd, 2020 11:26 pm
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Jim Green
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Hello Mark     Your motor wiring knowledge is way above mine.  I'm just trying to determine where my problem is located.  I'm sure all the wiring is as it came from factory.  JUST doesn't work -so it is a trouble shooting issueI'm assuming some of the stuff in your drw is in the switch and some in motor.  All I have is 5 wires leaving the switch going to motor and trying to determine what should be coming from switch so I can determine whether is switch problem or motor.  Right now if plugged in --nothing at all happens.  I understand electricity to the point of resistance-amperage-voltage-capacitance- inductance-DCvsAC.  Example I see resistors--are they in motor or switch.  if in switch, why 5 wires from sw to motor??  
As you can tell, I'm more than confused as how to troubleshoot 

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 Posted: Wed Dec 23rd, 2020 01:37 am
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Mark Olson
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Those are not resistors. They are motor windings. The diagram indicates the connections and approximate ohm readings for a good motor or coil.


Do you have a meter?

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 Posted: Wed Dec 23rd, 2020 02:09 pm
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Jim Green
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

Attachment: fan wiring diam--run on high.pdf (Downloaded 27 times)

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 Posted: Wed Dec 23rd, 2020 02:11 pm
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Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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Yes I have meter Thankssee attached can I remove sw and wire direct to motor to see if it runs???

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 Posted: Wed Dec 23rd, 2020 02:15 pm
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Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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 Posted: Wed Dec 23rd, 2020 02:18 pm
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Jim Green
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I'm trying to send you a PDF but having trouble--bear with me

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 Posted: Wed Dec 23rd, 2020 02:20 pm
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Jim Green
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Location: Arkansas USA
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 Posted: Wed Dec 23rd, 2020 02:31 pm
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10th Post
Mark Olson
AFCA Member
 

Joined: Thu Nov 22nd, 2018
Location: Baton Rouge, Louisiana USA
Status: 
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Jim Green wrote: Yes I have meter Thankssee attached can I remove sw and wire direct to motor to see if it runs???
I saw the PDF. Yes, you can bypass the switch as you have drawn on the diagram, but you must tie the red and green together for high speed. For low speed you would power the blue and yellow and tie black and red together and leave green open. If your switch is bad, the diagrams at the bottom of the picture indicate how to wire a DPDT switch with center off.

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 Posted: Wed Dec 23rd, 2020 10:26 pm
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11th Post
Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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Hello Again Mark--I really appreciate your patience with my problem as well as your time. This fan belonged to my wife's grand parents and they were born in late 1800's.  It worked fine until I washed it 15 yrs ago and turned it on without enough time for all water to be gone.I tried direct wiring for both HI and LO spds--did nothing--no clicks,hums, sparks or any indication of life.  So obviously motor issue. I would guess an issue on common side but not sure. I know I will need to disassemble motor.
Is there anything you might suggest as to where I start.  I would guess lead issue rather than a winding ???
If you believe I need to take motor to a repair shop, I understand.   

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 Posted: Wed Dec 23rd, 2020 10:28 pm
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Jim Green
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I would not have dreamed I would find anyone with your knowledge of a 2 spd motor using 5 wires--70 yrs old!!!

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 Posted: Wed Dec 23rd, 2020 11:13 pm
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Mark Olson
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First, use your meter to verify the ohms readings against the chart. Post your results.























































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 Posted: Wed Dec 23rd, 2020 11:27 pm
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Jim Green
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I didn't see a chart.  I'm assuming it contained resistance readings ?? 

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 Posted: Wed Dec 23rd, 2020 11:29 pm
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Mark Olson
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Yes, upper left on the drawing. The ohms readings are listed.

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 Posted: Wed Dec 23rd, 2020 11:34 pm
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Jim Green
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wait I see info  -----between yel and grn-- 5 ohm    between grn and black 3 ohm     cant read the 3rd winding resistance per drw  ?? 
Is that what I need 

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 Posted: Wed Dec 23rd, 2020 11:36 pm
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Mark Olson
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Yes

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 Posted: Thu Dec 24th, 2020 03:58 pm
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Jim Green
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Morning Mark  see attached for results of my resistance findings

Attachment: fan wiring windings resistance 12-24-20.pdf (Downloaded 14 times)

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 Posted: Thu Dec 24th, 2020 04:06 pm
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Jim Green
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did it go thru this time--

Attachment: fan wiring windings resistance 12-24-20 pdfc.pdf (Downloaded 13 times)

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 Posted: Thu Dec 24th, 2020 04:11 pm
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Jim Green
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I hit "choose file"  then located file in my computer--double clicked on file and it appeared as an attachment  ???I'm going to try putting it direct to this text???

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 Posted: Thu Dec 24th, 2020 04:20 pm
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21st Post
Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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try again
well yel to grn   0
       grn to blk   0
       yel to  blk  0

red to blu  2.6 ohms

all wire were disconnected at time

Attachment: fan wiring windings resistance 12-24-20 pdfc.pdf (Downloaded 12 times)

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 Posted: Thu Dec 24th, 2020 04:26 pm
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22nd Post
Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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Q4ICggJgApoCoAKKMpWKWx5waphwE3KAOEA6YCi7777bgTFeUkkoDnAL4A4IBcPTBbsogwYJhDWjrPKG3WrxH4ay6g6Ok2O1J76BJDMinteKsnKan6IYAzItWTIC/rUAZX50QKgWavDySvyyAAoA2hjF5Ab0Fj7hgN+k3flmbLAccpadS0+bZyKnbEDqMYuPjgUI6vK2WqHbXT+8Y9/xK1c+A8BQG34xA0Ij20Ab/5bgHkG4M28YbU6bdgjDuwBojP/WCmODHNMW7Aw9/gvhcvXrsZ5/vjZ07gvN3OfH5AAgSPY3H+/A9sN8eLZjz/9JHzy+WfhpzNn4n9c8GPS4Prp/+iJnu7B+oHVBZEBicc8o13zn0N8zqRg+Ov13nsqiAtwm/6xCrz3X0Y93baAODZ7P+Bpm5XeqvTeSvHeti/sIc4Y2bHX3NRcEI1CmT/IaF4JBLdUbZbKrqUZ852zrc9h5c4dtzToxdrS5FSpe/2D1/WR81PK7zqerWAvl5uuY8/5Sfld+52UvbQfqk/Kf4kfYuIQ5bOcz/y6h3hJ9qpMzUDNQM1AzcBmZqAC4puZ/SnxXQHx6QDEBbykFMBFq8Pj6mYH8J3GFeL60m5pmylv7ag8ALydnLzWtlUA8YWF+GLN+CNMH/BiuxNemsmK8P988nH47Isvwqkzp+PqVlaSAwAC6AGmA6Ch+/Q5+4VfjytiDx87Gtg7+cdDB+MLOP+4/me4eftWuPvgfnwR5517d8Odu3cicArYqZXfAJGs/mZlLltlAKYChgOGAmayzQZgJ3IAm6wCZlsO9rRm5TJlgHFWCgPcIgOIDpgOeAu4CkAqEBbgS0AtVGNsaZv5M0wXHxZ4S8s2BlseZjNtsz4oc0DJBSAvwDAgNzknvwDOxMFBPhQTADc/LrCyGvAZ0JjV2siTSyh55QR45sFU+vijzAlfgDc61DUW8OHpRJ4DGa3wJh7Zo8x4Mk/YVoe4tCc5PNoUAzaYR4Dk9BVZgG0enjmwiT38sBqcVeeA3/SZOYQOc07z89zFC4E5zY9Gz2dehmcvnsfV4C/YemXmZXj6/HlsY5/9g4cPR0B8557d4cLlS5HPynFecLm+d3bvBbR2C6wIjo8JfOcAcw8QFwjv0fRzIYLirAzXNl688LLNCvH+Cnlt5TSwG7da4T9r+ltOmW10GCuNl8qWxgHN/JEeY605aSn89LS2Vc6Y75wtf6No545bGvTibWlyqtS9/sHr+sj5KeV3Hc9WsJfLTdex5/yk/K79Tspe2g/VJ+W/xA8xcYjyOV8B8ZLMVZmagZqBmoGagc3OQAXEN3sEpsB/BcSnBBB3/l0+/pv8FgTE9aW4y+mthwBLXwO9Bdh4dAsB4gBzrFAFmGIbCFZxHzpyOG518unnn4UfDx8Kf974K75wEznAcK1wZXXny9nZcPvu3bgy/NDRI3GLlW8O7A8/9AFxVtTyMs0rP18Ll65cCZevXgm//PpLBDN5gOHljoCavAQT8JGtLFhhDDgJuAlAyX7QrFKmnZW7rG5mZTNbfrBn9MmTJ+OqZ1b08mJEgF5W+QL8smc1K5oBdgHXLcBqATA7zip3OZ+sLexb32nZyjYtK3ZspoAfADQruVmBzyp7QF/yyzjwQImu1UGelfr8GEGO+bGC8SKHtKHDKUAbav0Tu/pm5VWG4g/KiT724CkWyUgOGU4AeIBuxpWtWljxzZwB8EdHfrHD6m9+HGEecbJVD7rqK/KA8fSLbVTo459//hnzxHxk1Rl9J2/Xb/wVHjx6FPcJ578i+IGHH4N4aeavf/wef0w6e/5c4IehPV/vC7v37Q1Hjx+Pe+oDngOG86OSXmCrFdcAwnGFtv5jp2NAXKvQe8A4L9LsrWjv8XvbbA3K+I4rw3ufVYqLFd2c8XOiJSAe9wnvb+012I6lnwPaettN9d77wRhy2LmlsqXDrhXkNCc07paqzVJrW+VhPrpsk79RtEufXdjy4u3C7rTY8PoHr+sj56eU33U8W8FeLjddx57zk/K79jspe2k/VJ+U/xI/xMQhyveGCoiXZK7K1AzUDNQM1AxsdgYqIL7ZIzAF/n869VPgfH/He+GD998PO3bsiNscsN3Buzt2hL999FHYs29v3KKBf0vv/fu0/qW8t+9qunpND+op1Uo7HrBzYGZuRZ3HT/3m6mkcb9T7K+20MveNdgM82JWDOX+WH+PWHuL9/cWjn/7Kvpwv+ALE9S/ryn2au7YrxC3o0KRsAQzK0tWX4pLprS/3lkbwBcAknr2X3PXK4vVomodsvQ+ID9rZlqG/ItKOFWW7T7jK8ytLIT0XVpZCes4vL4Y3Tl721z+13y/jH0/TJhmAOMYZYJyXaLIClhdhfv7VlxEMv3HrZnj64nkPIFtdiXIAWLPsu/zwQQQBz1+8EFeRnwZwPH8unLtwIVy4dDFc+/WX8PNvv0Yg/PS5s+HEqVPh+MkT4dRPp+KKXQBMwGrAVkBsXsYIwM3qb1bnAtrSxopegEwAb/hsjcFqcChgJQA6oChlwHLasAUozmpfQHFWogOeApgCpjJ/NAeYRypbWjKfxpGxPjSHLR3HpnSwja30WoEPD+BXIDK5Z7U3QLCAaOUFCo/V1vyQwFjxwAmQjA1AZAHPyNo6ZXQVh9qgyIpP2eqqrlzYOmVsCgynLD+2z+iqLj+MufYBpx/89wE/DCgeUfQ4sU1O6CsAOf1HB2CdrVAAsble2Gef1eI/nT0Tjp88GbcJsj8Kff/jD/F6YCsh9tdnv3FtEcL1yP2WaymujiZn3IOTd0LYuveZVMpbvxeN3nYlgtUCxSNA39dxwHptp0If4ueMPkcAzPufu6/F2O9f5PE5FXPAViyLA30+t6Nu/57MmHBofMahmlOaE5pbjL3GXzzJen50nY2ini68YYdtz+k34asfKW1iQ7Jt4h6mu9Ftit/SNj6tHVtuY9PTtbbHKZfa9OS2Kq9Jntr0sdRPGx85Xc93TnZcvucD3jQdikeUz+wKiE/TCNVYagZqBmoGagZyGaiAeC4zbxEfgIqTl9/xEjwLiFP+6KOPIqjFyrzHT18HxBuDwzzAR3AyD4gPgIJkpe9rD/H91XoWnGhajivutOpuAIIkLz0UED4EFLF+vRg9ntUZlPvARQRhVO7nK7WR5mhSgLi+7HJ5UE7BDOrwrdyoS0nylsb+9UFrjVPa57b1NKeqCwS3NAXDc/W55cWQngK6S+gAiFtdiaA34DUgHi/CPPD9d3HVN9tAAP4BUPGjifZMZpUs+4IDBB47cTzul8wKWVbQ3rpzJ9xmW5QH98ODRw/Djdu3wi+//xZ/5Dpx6mQ4dPhQBLhZ1QuQzcpvtj7hnvDhhx/GPaHZBgVgnNXjANqs8GWFLivF2WscAJ12tvCgjRW8rDJn5Th7iKMPIA6YDhjOql9ATYBOAF3NHYFFdj6oPGouddEuX5a2sYsd9clS2Qf0AwwG7AUoJhfwkIXqoA5QqFXbWpkNT7as/Y0qKzbFJyCcOOARC0fOP3L8AAKwT3/pu/qMLvaRkR948kWfkUUfim8+g7gXAP4+efYs3GDblosXQpzXRw4H9s0/cuxo3DP88tWr8T8u2FKIH5D0AklAcOxwD4j3YwMis0p7cI9OPgdK70G6t1haqttETrHHH1n7P/LCW/8hur/tCZ+tyf21p9vbmzwF060NPmtKDo1bbh54fI09469T8wB5bKZnSSzIpHqqD9NHRofkx6Hqa9o/6upfU7uKy6M2bq99M3lePzcznlLfXtxNeJ4fT9+T2048r8/wuj48P137wN6k/GxE7F3a1BiKVkC8y+xWWzUDNQM1AzUDG5mBCohvZHa3iO23FxAX+CEQoL8ysA+C25XbESxIwBCPZwGPYWVP9zUgvALibwA2vRWKvdXig3Lyo0kT8Cg3PhYIVzkHgKf8FAynXgKEvybDCzWXFuMLM4+fOhnY75itHs5fuhju3r8XwXDmCgAgoB7bRAB4n794MRw5diyuImdl+B/Xr8cXZj5/+TLuS65tVQAB2Sri1p3b4dLVKxEs5CWd7AcOUM0JsM1LMfmB7O9//3tc4Q3oDRjO/tYA2azUZUUzP5SxShzwm9XjV69ejaA4q8fZ53n//v1xP2lkWDHO9hisDkYfMBxwE6BToJHoZj1odu0Xe+pTSvURYWUo67CxwJOcbU9tTrKeAnzyrThVF5W8QHT46qP6BC8HiKd2qQPsstM6oC+rxXlJLFsKsS0Q/ynBS2XZHoh98x88fhS3IeJ64xpjD35oDxDvvUDS3ocjkLyFAPH44+HgRZ29zzMLZsf/MNI9swLice5p3nmU+aVD83Qcms5/C/ZXQHw9x8r1NNJxxt3qeH2y7Sp7ctuJp36mtOs+pvapb8QxKT8bEXuXNpVf0QqId5ndaqtmoGagZqBmYCMzUAHxjczuFrH9tgLigKoRFI2rxFd6/yrugOFx65ICMDwCD7I5gnqAeA986a/m06q+Ca0Q977U53ia1rTzoM8DvU4P4JJ8jnp+IrCdADYegN0EAE9lPXvwBIJbmgLfuXobQBygmpXfgHovZ2fCH39dDz8cPBi+3LUzHD1+LALktAFszy8uhJevZgNbGAH+nTz9U/j622/ifuGnz54JbKvyYnYmAuER9FteisA8cxldAPHrN26EU6d/Ct/s3x/2ff11XLnNHuHs1cwLEXkZJiu7eekhe3/zEkSAbG1twQpdgHG9YBMZAG/2wGYFuU4AcOyyNQYv1GRLEFYGa2W4wNESYCg3h7rke/OxjX3PnnipXfjp4cmm15lkuqYC8lIqP/AFXmv8FFuqo7q9V9BXbElHdXiyp3bq8mvl9MJhwF5WNnN9sPf+o6dP4otjeSkt1wkv14TPNcCqb0DwHhje+6+gHhDe+3FUoPhWA8TjZ5o+q+yPqv3PkQqIN1thznzTobk3DrVzX2B4et00tau4PGrj9to3k+f1czPjKfXtxd2E5/nx9D257cTz+gyv68Pz07UP7E3Kz0bE3qVNjaFoBcS7zG61VTNQM1AzUDOwkRmogPhGZneL2H57AfHeC8IAQQVQ21Xhtqz2UTQHsqZ8z87gBWqATPZ0wPUU3G27ZUrpVNWXXeQp86AvgMsCWFZulG1k09MFxO2PBP1ymocm9XRMVLdAuMo5ADzltwLE+y/HZDsHXqTJtg+A1Xu//jq+GBCAG3Abyl7Jt+7eiduenDl3Nvxw8Mew/7sDcd9wgG62VYl7Iq+uxC1VkGebFPZOhv5+/c+4evbg4cPhm/3fhoOHDsaV24DWv/32WwTE2QKF1d0A3FrNLVCSceeBB3Cc/ZwBvLW6nFXj9+/fj+A5gDlbY7ACXEAQeoDpOnPzJ50TTebUqDk3rH2SflNfAs5sXyWjmKkjZ2XU1jVVPJbKr+LQdW9lxilrbsm+7Fo/VgYf1AcgMACwAX4Bu/mRift4/I+K/kpwXedxK5TcD6B9na0HiPfejRBXiuuHXt03M+9RGMj25ePnXrL/eMxrP7d1y5Q3P6+Yo8NOXQ/MV90HKyC+nrOu71sbYW/Y+Ja0eTF5ep7cduJ5fYbX9eH56doH9iblZyNi79KmxlC0AuJdZrfaqhmoGagZqBnYyAxUQHwjs7tFbL+tgDgvbowr5gCcIwDd3zrFAUk8ANvjDcAWB8S2bW10sZMCv28DIO7lLM1Dk7odD1sWCG5pCnzn6q0A8cWFuHob8PrKtWuBlwHu2rMnboNy597d+ALAFzMz4e79++H6zRtRhpdiHjxyOBw8fCgC3BEMf/mit69ynNe9vcjZL5w9lZFltTl7jLOv8uFjR+Mq8StXr0Rgm5Xb7P/NHuKA4UePHo1gNw83gDp62OHWJkCSld4A5pzsg629oaGA3sjZA1AIezplJ4KbZhXwZj1oTsqv9WPzQ9m2UdZBmTzZsYBHPc2zdNpQ2bU0F4+VGVWWDWhaVt32E3uaH+oPcvAAcHmpJgA44G5vxfhaBMe5v1Nfp+svjezt1997kSaAeQ8I7r1Uc8uuEI+faU2ypoIAACAASURBVOY/n/qrxSOwXwHxN64rzTXNqZTadsrjnroemK8VEH8zj2nep7E+7thLz+uT2iz15LYTz/bVlrvuo7Wtctc+sCfblm6En2m3Sf+VD2gFxKd9xGp8NQM1AzUDNQPKQAXElYm3mOYAcV6oyUv12EOY/YMvX74cHj15MgCPI4jAy8j0L9qGRnBBIIOh6w/mb4K6AjMtOGnLnp82PGtb5Zw9tXdKtTetyU8EYsyKPvwpL8PotADiAq0AAOwDQtOy19cmuX9Dvw8G8SOIALLXVkbaubu2EhaT04LjKnvgt8d7bX9w9i3OnKzoZhsHXnrJFig7d+8On37+WWB/74uXLwVesHn152txtfjlq1fCxSuXw09nTsdV4VeuXQ33Hz6Iq8eZw/SR/gESsm8y7YePHg1ff/tt3Fbl2IkTgZXlFy9fjluuPHr8ePCiQ7Y4OXLkSFwlzgsw7927F9s0phacFNBjQR6VNReoC/xWm6WSk61hc+Utvk131vVcfpV/S3OyXfKtv3HK3j3bvVdwv+3vvR8BdL10sv8yzXg/6APs3ueX5+eN+4z2506oF0+p7qTkvP4Rd3xxtlkxz4p8b/zTCerJwNNBWeNt7wcq675gac5mKR9/ske5VA8572iij6z1Txzqv6WeTbXn4rCxyY/s2DaV1ZZStW8kTX1S9w5Prgmv1KYnJ578UVc5pZIdh6a2qE/bMW0xevF4vNI8errwturh9afrvng+uEdxKHfDAHHeTcPL2nm+lF7XMVZ7NQM1AzUDNQM1A6UZqIB4aaa2sVxrQDy+xIs9uNdPD1CAN+2AeIxPgLSlI1Z8e4DHSF4FxLMPmR4I5ObTbi1jyr2V//oPgN7WOL1VotMLiOuauffgflzB/cnnn4V//POf4f/+8+/w1a6dYc++feHA99/Fld2Xr14Nv/3xR9xnnC1QANF5wSbXoAB/wHD2HAcQ/+3PP+IWLCd+OhV44SYvHLxx61a4/+hh3It8sb8CnNXedoU49wYAcbY8EYADFWgFpe49IMH3ZMW31AI+ni3xtvFteGJdUy5TqjGwNJXZiLr1N075zWu9v21Ics8G8GVVONeFXqpJnWsm3lv4UewtBsTdz74KiA/ubd4FOs71oDnO/U9lSz2baqdt1IEM8rLjyastpZ5s17zUJ3Xv8OSa8EptenLiyR91lVMq2XFoaov6tB3TFqMXj8crzaOnC2+rHl5/uu6L54N7DodyVwHxrrNe7dUM1AzUDNQMbFQGKiC+UZndQnbbAuIC8kro1APiCYjigrBdyWwjQFwP7JZ6X5pLeaWAuLuqsb/XbTp2XQPi87yoMjnbrBAHjKPfvAzw3IXzYc++veE/n34S/vPJJ+HjTz8JX+7cGX48dDCcPX8+/HH9zwBwzosCeQHn7NyrCPSRD64xVprzckFOtll59ORxuHv/Xrh150580eCT58+izhx7eS8thqXl5Qhys80JK8QPHjwY/yvk+PHj4fbt23GFuABsQHC74hu+BchVlryldn6kZc0Nbp0qp3QL3VanNtQ0p6qn40FdbRtJPb+NePG/Pviha/1Mr33qEezuv1w2vmg27ileAXHda72cKW92C5mNWCFu7xHDyt68aDI30Zd9yk10vQu6ib5kvT6U8rAx6kDG9s2TVywp9WS75qU+qXuHJ9eEV2rTkxNP/qirnFLJjkNTW9Sn7Zi2GL14PF5pHj1deFv18PrTdV88H9xzOJS7Coh3nfVqr2agZqBmoGZgozJQAfGNyuwWstsaEO//67n2ZI3UbANigfKtAIinKw5zQEFr/jYBxO3Dt/dFeRyeQBpLvXwLqEmpt9qxc0B8ZTnMJ2cbQFzbOLycnY0vzGRblFNnTofjp072VnX//HN82Sbg9vOXL+Pq77mF+cDJSvAIgM/Px73GX83PRcCbVeOUAb5753x80SC+lCOu1/mF+cD+4ewBzgsyz5w5Ew4dOhTOnj0b7t69G1g5DtDNWAMoDQO9BThZil7JPNFtMzdn1F7p+BnI5VZjZGlOtku+9TdO+bUXEOu/RJwfLfXyzfh5xGdWfxuQukJ8rbctF3uyJ+ekAHFv3O39Y1i5yVzEj2xRbqLrXXHj6EunSZ8li+6oAxnbN09eMaTUk+2al/qk7h2eXBNeqU1PTjz5o65ySiU7Dk1tUZ+2Y9pi9OLxeKV59HThbdXD60/XffF8cM/hUO4qIN511qu9moGagZqBmoGNykAFxDcqs1vIbltAnL2P09OC4La8JQDxgv1fPXC2Ma8C4tmHTAuEq+zl184tW05XjjPvugbEtZe4pe0A8cW4xzHgPiD246dPwp3798JfN2+GB48eRdCb1dxxm4fVlbjtw9wiQPd8mHn1KgLdgOKUZ17Nxq1QqKMDaBjzuLY62FJFW0i8mp8PM7OzERAHFH/8+HH49ddfw7lz58Ivv/wS6/Pz83FVuB6EUlBJdY+WgjP2lik/KbUytTxeBtKcqi7QzVK1bSS1/sYpp9d6/C8JBxDvbSW0/gJlromoW7dMyb6nogLi6y+A9K62JteF1UfPm+ve/ROeZNEbdci2YvPk1ZZST7ZrXuqTund4ck14pTY9OfHkj7rKKZXsODS1RX3ajmmL0YvH45Xm0dOFt1UPrz9d98XzwT2KQ7mrgHjXWa/2agZqBmoGagY2KgMVEN+ozG4hu00A8cdPn/ZXkQEs5Pdc7b0g0KzC67+00AM1BXiKejLxwdy8+NADQcTTw6Ol3oOmbbfl9Muebeu6TFzDVtvir008k5iGaXzUc3nyZD1eD7zt7wU8ZNwtCD6snAPJvLk2zE5R2/Lya3sV516i+QZ/sb99SdyLfzmwrcPs/Fx49uJFBLjnFxciYE7M5Fdzh/29F9j6xDlZ2Q2YjYxWeNvxgaftT6DIsW3Ko0ePwoMHD8KTJ08iUE6bBWZy42v53rja9rQs+UnM2Un6UL9SOskYrK80jq1e133f0nhdDwDv5d5qcOc+kruera1YHqwmXx78aBX/K6W/RRGrz+Pq6uDvX16a4/SaoI5uesDzZMWzOqW+PTns6T7DvUL3AGs/jU11z15OT3GPQ+VvFMV3qf1c7Cnf85nzkep6cuTXO1PdXN2Lp5S3ETY9356fUjl0S49SP6X2PDnPR5MYPZubycv1J+V7MaYyTeulNj25Ul4uprb6qd1Se5spR8z2SOtqS/uWq3M/45CdYYA4L9P84IMPwo4dO+L9Tr4qrRmoGagZqBmoGdiMDFRAfDOyPmU+twogri0eLH0DuFhdX01lHzi9h0zbbsvpFz7b1lUZH9hSXAIbVBdFpk08k5hqaXzqm5crT9bjbSYgnm6/Qj0HnLn8cQHxpcX4nxbM6fgDEH6Xl+JWKHFrlMWFACgOkM58KTkFkltAW/lmfGSDdlsWyC49dOyc9MY25cmPpamMrUtuEnN2kj7Ur5ROMgbrK41jq9ft58GgzArxDgHxeJ07W4Ox3YquV4Hi3o9spTm214PK6KYHPLV71OqU+vbksM11r3sDZXiSTeOydcmk1Mqo7PWhlCcboyhxlNpMY87VPZ85H6kNT0732JSmurm6F08pbyNser49P6Vy6JYepX5K7Xlyno8mMXo2N5OX60/K92JMZZrWS216cqW8XExt9VO7pfY2U46Y7ZHW1Zb2LVfnfsYhOxUQVwYrrRmoGagZqBmY9gxUQHzaR2gC8W0ZQNz5N/hSQNx7+Mx9sZsUXzHp4Vf1lLaJZwLTZwCOtIkz1d1UQLzBStIuAfG4/UlcJc6L/gDDe4B4BMEXF+OKcbY/idumLC7Gld0AVcPmDw8lAruRs3lmnknXUvjIpYfmpbXRRTm1m/rd6vVcjjarX7l4tirfA6C7XiHOfzzxHxvpyfVvV4rnYuk6t7pmchR/Otr4xj73hhQQhy+78pNStac0laOeyjSpe/Y8XhObpbJt/OTGzuO3iceL0ePlfHiybXieH8+eJwev9PD0S3VL5TwfTWIs9TMpuVx/Ur4XTyrTtF5q05Mr5eViaquf2i21t5lyxGyPtK62tG+5OvctDtmpgLgyWGnNQM1AzUDNwLRnoALi0z5CE4hvqwDi6Qu/qJcC4t6XOC+1npy+4HnybXjYtQ+/Od8ev43frnW9+OB5R0425W8mIO69pM8FvnMrx8ddIa4V4P1V4D3wGyCut5UKADngG6tgU6A7BbuVTwHdmmfiW0qb6sPkkGlyyKalnn7q05PZyjzbf1verD7ZGLZD2ftc2BBAfGkx/neG3epIL5AerBTnvy6cH25L8+zNCXR1jZRSdHSU+vbk8JcC4tQVh3Tky1K1pdTKTGs5jTlXL43f01cOU+rJlvJK4/Hkcj482TY8z49nz5ODV3p4+qW6pXKejyYxlvqZlFyuPynfiyeVaVovtenJlfJyMbXVT+2W2ttMOWK2R1pXW9q3XJ37GIfsVEBcGay0ZqBmoGagZmDaM1AB8WkfoQnEt2UA8eRll4CmWxkQZ2j58qgH4twXTY8/gWlR7MKLD5535GRT/qYC4g6gNQlAnFWoAGvxBbX9leAL7Out1eL9LVQiMG62ONHqzTSH1NO5xZh4cqU8b0xzPM+mJ+vF6MltVZ6XB3ibdeTi2ar8eK9IPhu6BsS55rgW3zj726jEVeJm+5QUFC/NrTcn0NU1UkrR0VHq25PDnweIl4Dinj0bl+KbRpqLPeWXxp7qUc+NpSdbyiuNx5PL+fBk2/A8P549Tw5e6eHpl+qWynk+msRY6mdScrn+pHwvnlSmab3UpidXysvF1FY/tVtqbzPliNkeaV1tad9yde5nHLJTAXFlsNKagZqBmoGagWnPQAXEp32EJhDfRgDipf9KDnDgARqlvBR4oJ77wpbyu0itbDa1Jb1R1HtoRmcShxdbW7+eTa+PHiDujbXH40cSbTfCCs64qlrzTGB3f1sU7Tms/X8H827t9Rd6eoB4BK6Xl3oA9gZSz7dAcA+YsjluO16pvrVty6ncVq7bfqlc2h/JQzlUL9XvWk7+U1rqJ9XL1YfZQ8e7xj0esk2PwTVrQPHcfSH9AdW7tuJnl7NtUqpLPf5g1b/HUI/3E91jDPXyVtpPTzfHU05H5dHTVzy0yQ73l9wpGc+WeLJpqdrQp5w7JGdpTraEb+3Ysqdr21XuWk75S6n8jaKpnvKZ6nlxe7xUb1i9jX4b3VxMns1SXs6mxy+16cl59jyep7tVeV7/4KVHqVyqp7qnr7YuaamfNnLopodnz5NDLyeb8lMfbeuKR7QC4m0zWvVrBmoGagZqBiaVgQqITyrTU+ynAuLjD46+ZDa1IL1RNPfQ29TfOPJebOPYsTqeTa+PrQHxwWrq3qprALKezf6WBhUQt8NSXPbGD952Orw+lvbP6qKjeql+13Lyn9JSP6lerj7MHjreNe7xkG16TAoQ149nlvKjmH50q4D42mC+a554Y6k2xn/YeEvOUs9eKc/asWVP37ar3LWcN/+VE/kcRj19T96L2+N5ujleG/02uk3i8fx4vJxNj+/pl/I8ex6v1N5WkPP6By89SuVSPdU9fbV1SUv9tJFDNz08e54cejnZlJ/6aFtXPKIVEG+b0apfM1AzUDNQMzCpDFRAfFKZnmI/FRAff3D0JbOpBemNS5v6G0fei20cO1bHs+k92LcBxNkDnK1HtPpTqzYrIG5HYryyN37wttPh9bG0f1YXHdVL9buWk/+UlvpJ9XL1YfbQ8a5xj4ds02NigLhZ8a0V6HHv8P5WKVpBrjZLc3nrmq+cjsqj51d5p012PKoV42rzbIknm5aqDX3KuUNyluZkS/jWji17urZd5a7llL+Uyt8omuopn6meF7fHS/WG1dvot9HNxeTZLOXlbHr8UpuenGfP43m6W5Xn9Q9eepTKpXqqe/pq65KW+mkjh256ePY8OfRysik/9dG2rnhEKyDeNqNVv2agZqBmoGZgUhmogPikMj3FfiogPv7g6EtmUwvSK6FNbXcl78XW1rZn03uwbwWIA1yZLQ/i6vC6Qrzt0EV9b/zgbafD62Np/6wuOqqX6nctJ/8pLfWT6uXqw+yh413jHg/ZpsckAHF+ZPNe3slWSxH4Tu43Fgyn7OXN63+O5+l7POmPyqOnq7zTZu2ksrSN2qpJOrJpqdqwQzl3SM7SnGwJ39qxZU/XtqvctZxynFL5G0VTPeUz1fPi9nip3rB6G/02urmYPJulvJxNj19q05Pz7Hk8T3er8rz+wUuPUrlUT3VPX21d0lI/beTQTQ/PnieHXk425ac+2tYVj2gFxNtmtOrXDNQM1AzUDEwqAxUQn1Smp9hPBcTHHxx9yWxqQXoltKntruS92Nra9mx6D/btAfEeKA4wHvcH1/7CCYCl7Q/qHuJlI+uNH7ztdHh9LO2f1UVH9VL9ruXkP6WlflK9XH2YPXS8a9zjIdv0mAggrh/UdB+xNP4At9p7wfPKSg8g132mT728ef3P8Tx9jyf9UXn0dJV32qydVJa2Coj3spXmhrp3eHLKcUo9WY+X6lH35Lx4PJ6nm+O10W+j2yQez4/Hy9n0+J5+Kc+z5/FK7W0FOa9/8NKjVC7VU93TV1uXtNRPGzl008Oz58mhl5NN+amPtnXFI1oB8bYZrfo1AzUDNQM1A5PKQAXEJ5XpKfaTA8TffffdsGPHjvDRRx+FvXv3hkuXLoXHT5/2V8r1V+GarSm0RcUwqn8rtzRdTUfdAznSL3S5+hSn+q0PLTdmKd8b/054AqomuYf46nJYaHEurq2E9NS2BZamOaTuHZ5cjufpt+F5fkrtebrwvMOT9eS2E8/rcy4/Xr89fU+ulOfZEw/wzs5dgXtN4lUc3n3B+0zxePZzqKuy50f9G4c2yYnyO4oqd6PoMDujxjCnO8rndmz3cjHOXCjVwd+ww4tnlI615+nb9lFl9NWXnF/PR443yl9t3xoZ0PgqWtVHUclX2n0GcrlPPSHHIVoB8TRDtV4zUDNQM1AzMK0ZqID4tI7MBOOqgPgEk/2Wu8p9uU75HsjVCa8C4sUriPRg0+WUTce5iQ9PN6fvyXbZj2m05fU5lx8vfk/fkyvlefbEGwWmlvpAzrsveKC0x+sKBLd2PD8C/8ahbcdQObe0NL9WJy2PGsNUXvVS39tJTn23dJy50EQHX7nDxmHLOfmUb3VUTmWG1dFRXyh7h+yWUE+/8rZeBjTWilz1UVTylXafgVzuU0/IcYhWQDzNUK3XDNQM1AzUDExrBiogPq0jM8G4KiA+wWS/5a5yX65TvgdydcKrgHgFxLfpNZheQ6qXdlfylpbqenLWjsoCwXIUOR3SsVRtlnr3BQ+U9ngWyO6q7PnJ9beEb3Ni++2Vba6GlT1djzfMBrEPW+Wf0/X8bHeel4uSsZeMp29zn5bR83RG8UrHwbNTqosc+rZvnq7nI8fz9Ctv62VA46vIVR9FJV9p9xnI5T71hByHaAXE0wzVes1AzUDNQM3AtGagAuLTOjITjKsC4hNM9lvuKvflOuV7IFcnvAqINwJKup6u6Tjr4anEj6eb0/dkS3xsZRmvz7n8eP309D25Up5nDxAM8E5gWEptvGkbde/w7gseKO3xugLBrR3Pj9eXUp7Nidd/y/Ny7vGszrCypyse8VsgVv2hnUNyKR3mb7u2pTmgrnyNS5eXl4N3akyG2fXigVd6ePqlusjZ/uf8ej5yvCa+q+z0ZkDjqwhVH0UlX2n3GcjlPvWEHIdoBcTTDNV6zUDNQM1AzcC0ZqAC4tM6MhOMqwLiE0z2W+4q9+U65XsgVye8Cohngap0DPRg0+WUbePD083F6Ml22Y9ptOX1OZcfL35P35Mr5Xn2AOksYIeMBe5svJavsufbuy94oLTHs0B2V2XPj+Ifh9qceP23PC/nHs/qDCt7uuLRF40lVH2jnUNyKR3mb7u2pTmgrnyVUJtnlT0wXDw7Hp59Lx54pYenX6qLnO1/zq/nI8dr4rvKTm8GNL6KUPVRVPKVdp+BXO5TT8hxiFZAPM1QrdcM1AzUDNQMTGsGKiA+rSMzwbgsIP7BBx+E9957L0A386WabUAF7wucl05Pri3P87MdeWmeSvuY6uXqHsjl8bx5As+TjTwB4murAQBsmZdrriz3z5XIW0Ffcv2Xb772otjlpbDQ4JxfWQremb5o802Z9GWcK4OXcwoUsbQU+PDkxEvHo3RcS+VS+03rXpye71I5T3cr8Zrmrwt5Lz/Y1UFZ+U8p8xXQzs5blSUrW6pDJWPjlz/vWn/tvtC/hnOA92vX9spyoL600rsXRB3K8EbYUftrvvv3EdsXldUnS9WWUtvvUeVU16t7NpRPSz058Ty78NSeo9Z+F+Wcn1J+FzGMspGLJZfDlC+gGwrQlDt1bUmfuaXyKEqM6ZGLuwu+4kltiQ9N2yZVT/PQpJ6LsYmNcWXb+vb0vVg8uRzP0095Od1SfmqvST3nAxtqkz3VR1HJW+rp2PZhZU8XXunh6bfR9XyLJ1oB8dIMV7magZqBmoGagc3OQAXEN3sEpsC/BcQ//PDD8P777wfoO++8E3bs2BE++uijsG/fvnD58uXw+OnTsLK21gMMI5i4EgEED1TweAINLPUABI9nH5SGlUu//HlybXlTMJwTCYE8aQwolx6l+e3NMebZ8NObJ/DeAMkcO8gxDxcBt5d6J2XNTcBynZG30p/rDcBwgPM3ge4ezwPE55YXA2dPZx0QX1xbCfFcXQkLK8MBRY0L1Mu3bU/Lki8dz6Zysj8OtbGiP+yQ7Ci5YTa2Qhv9U1+h4+S1qY6XF5tnyhbktWUBe+Kl9bQP6pvkVbf+3rjWw1rv+l9bC/H+MATI9j6jBIjHa597xBYFxNOcKXdpjjX+3rh6PMmXUE+/a15JHMNkuo6n1J4Xkx0jW9ZYjgLEkdP4QqmX+kEuPTzdjeQpZtuPcf3Z/A0re/bTPDSpe/bgTeJo69vT9+L25HI8Tz/ltdFNbTWtD/OtNtlUfRSVvKWejm0fVvZ04ZUenn4bXc+3eKICxC9cuBA++eST+EzJIiueL7XoiudLrvV61AzUDNQM1AzUDGxmBiogvpnZnxLfbwMg7n0h3AjelAzpIIzSPg4UCgvYtQ+ZpX6szrCyVmmPouWAeG/Vt7Wn1eE9MHwxLCwtxpXfi8taJdpbFRrl7I8/EwbEAcKXwlpYDmthaW01AuM8RKSnl09vXDw58SRfOA0ai8n+OFQxQtEfdkh2lNwwG1uhjf6pr8rLOLltouPlxeaZsgAtO0cFfts4KUvW9mNU2fqrgPjaa6Cncqfcq26pN97euHo8TzfH8/S75uV8l/K7jqfUnhefHaO0rPHUdeRRXUvYRp96Ez+e7CR5itn2Y1z/af5ydc9+6Rh6cp49eJM42vr29L24Pbkcz9NPeW10U1tN68N8q002VR9FJW+pp2Pbh5U9XXilh6ffRtfzLZ5oBcRLM1zlagZqBmoGagY2OwMVEN/sEZgC/28DIO49DHlfEtvypmA4XwvB67fHe02poEKePDujeHqoH0W1Mnsk1dYmCU1BMq0UtfZY+Qn4Pb+0GOYXF8L8Yg8Uj2WB43b7hE1aIb4IGM9K1QAYvhoWVt8EwwUgpPn35nMqY+uSL5gCY4nI/jg0jXNYAJLFz3Y+6J/6Ch0nr011vHzaPFO285GyVrZC0zZbpw/Uddq+2bL1l17rg3pdIf5artP8pePujavHS/WG1T39rnnD/Je0dR1PqT0vNjtGXpnrwgPCxdO1hG30qY/jx/r29DeKp5htP8b1ZfswrOzZLx1DT86zB28SR1vfnr4XtyeX43n6Ka+NbmqraX2Yb7XJpuqjqOQt9XRs+7Cypwuv9PD02+h6vsUTrYB4aYarXM1AzUDNQM3AZmegAuKbPQJT4L8C4q+vsPO+PJbypmA4Xwth2IOgbXtNqaBCPqx+aZkH3ZLTAtdDywkQrhXjA1Csv32CD4gvx+1SAMJ7gPhCBMdfLcyHOQDypcUImA/2E94kQJwtUgDFWSket1mpW6ZEkGfYNNV81MPZMNmt3JZeh6X3qTZyXr5snikLiNM4CBDnIVmgODIqoyPZ9P4AX/FKxvpLr/VBvQLiFRBfG/3Z7s3nSfA0py3V/E6pZOCn10daRwZ5yUrX0tT+sLrV2+iyYqZPlNv4G9Yn2+b5aDP+nj14kzja+vb0vbg9uRzP0095bXRTW03rw3yrTTZVH0Ulb6mnY9uHlT1deKWHp99G1/MtnmgFxEszXOVqBmoGagZqBjY7AxUQ3+wRmAL/TQDxR8+ehuW13tYNcf/l/p7GgHb2zO3NmvK1X3NKBWxaah9iVE4fBvUgpfZh1PuS2CVvo4a2SYzD+m/bmthE1up6Y9CWl86TXD2dN6rbeUMZvmsj7h++uL5KfGkxzAGIL7BifKG3jQoryFkxHvcZ72+t0ufF1eWjyuwj7pwLK0vhtVMy2GMv8b5d0fkl7NC2FF/ytwygqNPsd25/QLDjRDkdO6/dzoWu53DqTzFZn7my1bUyXoySRW47H/RPfW2SS5u/pmUvnzbPlNP7MHUekHUuLCwEzsXFxcizfdC9I7fqVf1UHAMAXHuHs72Q/aFsyB7i8X7R3yPc3h8GP4L1t0rKvVQTnbTtNd/9OGz/xik3GaMS+5495XMU9XRzvFG2umjP+S7ll8bg2SvV9eQ8e/C88ZOsbdN1klJkrB3pWmrttClbm6PK8uPJqc32BZ4n25Qn25biR3XPnjdepTzPHrxJHG195/Tb8Ev6nbNfottWZphvtcmH6qOo5C31dGz7sLKnC887crIp39P1eKnesDr6tHMIED9//nz4+OOPwwcffBDfS8X+4XUPcS/TlVczUDNQM1AzsFkZqID4ZmV+ivw2AcQfPnsa9zNm64beitWVML+6/MZpwYVRZYGYlpaCCnqA0kpD+6CjBx7osC9xXbbJp74UbsQwN4lX8Vhaqm91hpU1Bl3SUXNmVLudS5Sz8svL9nfQKgAAIABJREFUcd9wwG6B24Dh6RlXjQ+A8h5AzirykpMXa5aevNSTOLCLz1fzc306Hyl89jqnPxGIAxBfXY0AYNpn6hoTjR9jr3JKvXnR9fxNfVL3/DbheTHKD3a280H/1NcuclmSdy+fNs+UNe+gxMX9mQdkAPD5+fnw8uXL8OzZs/D8+fMwMzMTwXHJigoQ173d9tX6GwmI90Fp7/qAF6+fCHz3rql4bY0C0fvtug57P0L1rsPSzy76kJ52LFW2ffVyb3nIpnqpjyb2rO23vTyJPHo+cjx7janM2Gt8oarnbFi+5k0TKl+j5oZiycWj+C3NydqYh5UVk/WtvuFHZclV6mfAy7EvWbnTkIFJjZe9ruST/lPmqID4NMyGGkPNQM1AzUDNQEkGKiBekqVtLjMOIK6X+7Gf8VYFxPVAtBFUXwo3Yuroy2cJbdM3+3A66XIWwGb7kIKzBxYLNGZrlN72KADOOrXiOwLhgNsRCJ8Ps/Nzb5wRmJ5fB6VZPV4ChkcAuxAQ78XRB8Pn58Ps3KswM/fqNartXHp96L/8s7863AP8NG6aB8wZlVPqzaeu52/qk7rntwnPi1F+sLOdD/qnvnaRy5K8e/m0eaYswAkKoC0gfG5uLgLgDx8+DDdu3Ah//vlnuHnzZnj8+HEEyq1/6QoQT/upOCogrkz0wAjlSWNic6ryukYtlWZAubO0VLdUztoeVda93VLdA/CHvuqjbElWc6eUoldyWPteLLYPKjeJ3bOpuKxv9QsfKkuuUj8Dw3Lra1TuZmZgUuNlryv5pN+UOSogvpmzoPquGagZqBmoGWiSgQqIN8nWNpVtAojHLVNCb8sUVoizt7HdKkXlEtBSMh6QV7rKTg9PAk3sg44eeHIPVra967K+FG7ElNGXzxLapl/K7WZQzY2uqLdC2wLQbJPSW5HtA+KA5ALFtaXKhgHicWV4BhCfn4tAPP0RKK6V4t51pLHTPGDOqJxSbz51PX9Tn9Q9v014Xozyg53tfNA/9bWLXJbk3cunzTNl3YehAsQBw1+9ehVXh9+7dy9cvXo1nD59Opw5cyb8/vvvcbU4fdBBGV3d29N+Sq4C4srEOgiquUCLN6brGrVUmoFJ5NHzkePZ68GWkeeAah7kbFi+tVFalq9ROVQsuXj0OWVpTtbGPKysmKxv9Uv3J+r1GJ4BL8fDNWrrZmZgUuNlryv5pN+UOSogvpmzoPquGagZqBmoGWiSgQqIN8nWNpVtDIj39xAHDAeEEwhuaRMg0wPyJgGI24evrsp64NKXwo2YMvryWUIVj6WlfRUYVUJLbZbKNZk/b8gOwGKBxkuDvcDZbkRnXOUt8JlV4f3V2K9YCZ6cvbbeyvEInPdfvFkCintgvMvr71HOSz4jQB9j6gHxs3M93/hb39u8txWL+u9dR8q3xp85o3JKvfnU9fxNfVL3/DbheTHKD3a280H/1NcuclmSdy+fNs+UNe9EtV0K+4YDirMi/PLly+HgwYPhwIEDgc8gQHLuNbZP9t6DLfXV+quA+PqI2NwpR9D0XNeopdIMpDlUfkv1S+Q8H014ugfgCz3VS2zo2mpCsVtyKJZcPLpPWJqTLemLjcv6Vt/svaQk/rdZxsv325yPae/7pMbLXlfySW4oc1RAfNpnSo2vZqBmoGagZkAZqIC4MvEWU1bpcdqXnfAClB07doR33303/O1vfwv79u0LFy9ejECGfWihbEELlQXSWeqCgP0XBLLK1e7D6oEcepjpiupL3Cgqf+q3+ihqH65G2RqnPZ2aORupHHXFXkpz46m+epQvvt7pyXo8m1fZ0bYmlgrIthRwGAA5zi1eQskexeZlmJKN4HeyzQnAtrc9So6n/bzj1iqJrWHAeFyJ7rx4cz3m3vYryOWuEfrRW9Hek41bp8QXf/Ze9kmeuIbYGib2Of4osDxYqcucYQ4o1x6lXXPLm0td8Lx5KJ+jqKdrYx6lXxq/Z6dU15Pz7E0jz4vd45XGbucY1zXbpuglmi9evIirwn/44YfwxRdfBChbpyCHHgdU9wvdF2TTjrv346n349CkeF483twtzWNOLjc28oUeh+qWerpbgeflYivE3VWM9N+O46TKuu50PXp+vbHx5LAhe2pXPaVqt1R+xEt1VJeczb146Kps2zeyLH+WbqS/cWzb2FQex84wHdlN6TCd2laegTSv1CdxyI8on9n88F1fqjmJ7FcfNQM1AzUDNQNtMlAB8TbZ2ya6FRB/cwWd/VKZPnjpoVCUBzDJWL1pKOvhcBRV/MipXx4VMNUllR/ZBDTzAGatzLY0bl8CKN4Hw6NefPnlfFxl3dvepF9OQOxNB8RjzOt7l3tAvsDtFBAHlI/xsycz21DMzkZKmdXktLNHOrm18zM3vpLRnN2oW5vmmaXyOYpaHVsepaf20j5J3lLrT2XaSw5rZ5rLJX1BxuuDcmIpc0on17YAcWRYKc6K8FOnToVdu3aFb775Jly5ciU8ffo0sLUKMtK19wfxaFccHgA9KfDb8+PFY/OisuIfl3rjhS1rHxnVLfV0twLPy9VWiLurGO342vHc6LKuO12LHpWMpZ6cfhTjnqB2q2PLab9sm3T1vSGlyEqfvHEof2oTv6vxGWYHX+k5TH4z2tL4NiI/no+N8LMZ+ZsGn15+JxGXxlCU67EC4pPIfPVRM1AzUDNQM9A2AxUQb5vBbaC/VQBx74ueHnjGoZ49jyfbehjTg5ioHq6Q8/Q3k6eYR1HbR/XLo+lDZxd1/MiOQLPeyu/e9iAqx21D2DrEnIDCgL9aGR6B4mS7k7j9ibPFyWYD4nFrFED6/v7lcTsUrQQ3dLCSXAB6H9gn/plXs+H5zMvw7MXz8Ozli/D85cvwYnYmrnzHnvKqOQr1xlXtmqsbdVuT/XGo5mhKS22V9smzl/qkjlzJ4dmbRl5JX5DxYvfyY+85zEOubYBwXe/Pnj2L26awZQqAOJ9Dt27dinuM4websqE5q7ryTyweAO0B1ZPiefF4+fHy2ITnjRf68kU5N16e7lbgefnZCnF3FaMdX43zJKiuO12HpVSfP5bqM148bMl+StO+qV3+dV+RTUslC8WOzZ148Cd1bIW5O4kYPR/w6tFNBrz8dmN5uBWNoSjXZgXEh+esttYM1AzUDNQMTEcGKiA+HeOwqVFsFUDcS1L6wNSk7n1x9HiyqQcsPYyJ2ocrT78NT75TmtpM21VXjKOo5OnLMFn7wGnLergVtW2jyqlO3GdYL7k0VHt8WzrYxiQCy71V0wLAAYztma4631RAXKvViTEC+Kzqno/bvegHANFiQNyA4gDl5IZckl/NXcZZ+baUMadN88q71jaKJ5+jqOZoSkfpqb00fsmX0BKbJXamQaakL8h4sWp+5ShzjfsAq781J2dnZ8P169fD8ePH4z7ihw4dCteuXYurxOWHsfZs2rnqAdCTAr89P1486Zy18Xv5LOF544WefFHeboeXl+3Wx2H9seOrcZ4E1TU47LuB/TxRedhnv2SwKfspTfumdsWh+wr3lPSkTXLSwx5l+aQ+qWMrzN1JxOj5gFePbjLg5bcby8OtaAxFuf4qID48Z7W1ZqBmoGagZmA6MlAB8ekYh02NogLib/4rq/1SqYcyPVTpIUsUvmSsXhdl2U1pajttV10xjqKS18NiTj73gKuHW9GcnMe3OnqonZl7FdIzgt/zvZdMvl6e722x0geXPWA5BcOpbyYgPognxtzvk7OKHbmhgPgc26XMxJXhrA6P58zL8PLVbMwf+STnjKfmqfJtKe3MAc2rSd6Q5HMU1RxN6Sg9tZf2SfKWlup6ctbONJe92D2e1wfdG3OUucY8tIA4c/P+/ftxj9Hvv/8+guLnzp0LDx48iG7xo7FO7dq56gHQHlA9KZ4Xj/phqZfHJrzc2MgHtrbb4eVnu/VxWH/ov8Z3klTXn74XqG6p2iy1nzFpWXLWRlrO9VFy2NC9Jf1uIX/ISF7U8oblu8u2rTB3JxGj5wNePbrJgJffbiwPt6IxFOX6q4D48JzV1pqBmoGagZqB6chABcSnYxw2NYomgPiTJ0+yD2Q8bOghx3s5YHxBIi/+M6fk9FJAQIv4cs211bCythpWw1pgDU9uHY/35U88Hqb0AJR7sCrhy0aX1PObs+/Jprycrvh6cNRD4rg0fejM1QVsp3R+fj6UnLkXW6Z8uwJ8nPIAmNaK7T5QXmLL0/V4uZdqDl6S2d/zHJ/a87y3Orz3Ik3PZoxvvv9S0P6PB89fvgjPXnA+j5Q6uWYMGG9dm8Oo5tWm3pAyznVdj0szZt9ge/bfEBqDIbvKseobSeWrLSVGHcPixY/uOcw5yuLpXsA9Ax4U8JtV4bxUc+/evXHbFPYWRxYZfIni3/PtAdCTAr89P69/bq31PsdWV2M/6ItOry9NeBqPcajnp9SOpwtvEofn2/PryW1EjDk/pXwvdo9Xak9zy9I2utbOqPKwz5VRbbpnyAcxU1bslJHBjmRFU9vcV7h/eN9NpGNty4el3hiU8qydccob4Se1mYsrlaPuyYo/Ko/opodnL8dLdXP1nH7Kz+mX8lN71EuPUl1PLsdr4ztnM+U38YEs+hx8/ldAvDR7Va5moGagZqBmYDMzUAHxzcz+lPjeCEA8gt/LSyGlSyvLwZ7r7eKvhAiKr63GvWFXIiDeA8W9dKVf3mxdD1E8BFEe99RDVJfUiyVn35NNeTld+DwwjguAp3reQ6bHE/iVUlaIpqcHkKfAd65eAlwPk/HAZoHSI6kB0V07/fa2gLi2TrGU2Hqg+FzcL5xtZF7MzMT9xAHC2VecegXE1//7w7t/eDx7D1HZk2vKky1du6pvJJWvtpQYdQyLFz+6F3FfEChu70PwBWK9fPky3Lx5Mxw7dizs3r07HD58ONZpV8yU0efwfFdAXCNTTr08lmp7uvAmcXi+Pb+e3EbEmPNTyvdi93il9nTNWNpG19oZVdY1PQ7VPUM+iJmyYqese4hkRVN/+j6Sfnex9yJrWz4s9caglGftjFPeCD+pzVxcqRx1T1b8UXlENz08ezleqpur5/RTfk6/lJ/ao156lOp6cjleG985mym/iQ9k0efgequAeGn2qlzNQM1AzUDNwGZmoALim5n9KfG9IYC4WQWuFeERCF/tAd6DlXVD5OxKcYDx9IvaqLoeovTglFLauz5TH7m65zcnW8JPHwptXQ+GelBsQ1OAu2n91atXIT2nDhAvBLqHgeC2rTUgbl6wKVu8PDSC4v39x/nBgH3D2T6Fl2pCqVdAfP2+UXq79e4rpbrD5GRX177qG0nlqy0lRh3D4sWP7le6z3D/ocy9QpQyctSfPn0aLly4EFeI83JNVoxzj6ANe1BO/Hr9qIC4RqacemNYqu2NA7xJHKVxe3IbEWPOTym/NGel9rqW8663HE/X/Shqv5uoLB3Zph+U1R/KyEjeUu4vqkvG8tQGtX5k26Ol4+LJefaa8DybHq+NzZxuqR/ksGHHqNRmTs7je/F4PE/X43m6TXhtbJbqenI5XmnsOf0SfhMfyGKTg2uwAuKl2atyNQM1AzUDNQObmYEKiG9m9qfE90YA4ksrK8E7l1dXgz3fAMb7q8qjbtw+pb9SPAOGDPtCp4coPSTZByPKtJeew/zYNj1wjaKeX08njTlX58vnsFOgUlMAO5X3wOscL9WlnoLh1D393IrwlD9s9XdJmwWuVZ5fXAwlp+RHUYHYLgV8H7FlysLSUkjPXnx9UNy8mJOV4uy9DmWf9QqIV0Dcu9c05ekhl48se79Ly9jVfUz3Ku5LXOfPnj2L4Df0xYsXUQ79mZmZCILv378/guJnz54NbM0FH3voCxyXbUsrIN78i0Q6btRLDzvGGgd4kzhK4/bkmvSxtC85P6X8rv149kpj8fIDj7Ht8tR9wVI7j/Alv4odHjK57zjYol1yspej8iH7KfXyWMpLbTWtb4Sf1GYuplSOuicr/qg8opsenr0cL9XN1XP6KT+nX8pP7VEvPUp1Pbkcr43vnM2U38QHsuhzcK1WQLw0e1WuZqBmoGagZmAzM1AB8c3M/pT43hBAPF0J3q+/AV5Irr9SXHuKa1uVuEocEJ39xJ0Hs/TLm63bhyP78KWyZy/Hs3aHlXMPYCnf85PKUFeso2juQVF8ACUPoG7K88DrHM+znW6XQt3TT4HvXL0E9B4m44HZLnDtrdIuXEk+1F4JIL681HuxpqHRJi8p1ErxZAuV+NLRhd5+7YwD82DUHKJd83JKbk2vhTHsuitpe83YkIpna4h4cZPsKseqbySVr7aUGHUMixc/uo9RRpZ5BQB++/bt8Mcff4Tff/89lpmXHNyb2Dbl6NGjYc+ePeHgwYPh559/jqC47CEjuyl94zNlbTVuuzX4sVWfMROi230PcY2JHQd4kzi8uef59eTgdX3k/JTyS+NpY69UF7n0gMfYdnl6n0OaS/Ijv4odPjL6PpNSbNIufVsWTzbUJtseTfPQpO7Za8Ir9dXGZk7X8+3JIgefnHrtlpfatG2jyqlurj7Kjtpz+qV82bG0a11re1S5je9RttXexAey6HFwjVZAvDR7Va5moGagZqBmYDMzUAHxzcz+lPgeBxC3X5bsA4fKPHSUnN7DkR5uSvQVh6WenudHsVrq6cKzMipbnyrn9Ev4XoxeLjy5peXXX1aqbWo8MNYDiAcAax+g9WQ64c3PxdXLrGCenZvr7YMtMNdS5OI2IK/6W4HMxpXPrH6250tkOBfmw+zifHi1tBAp5VEnsnPLi43O+eWlML+yHBY4DUCtMnvixzIAeszlQvDGoAmPH4e0fVDvvy56++3jJwL6ERRntfhC9Int9XjW4yQ27HhA4bJzvTLPSw9kuQY4oDldXScltMT3MDv2Oi2xJRmuVa4xbOvalx/bT9rEF/X6TRuHlVFsJdQDfEt57liv+vcz3aPUR+L1eGpXn3J9UDu55MEYkPvMmdPhp9Mnwy+/XAvz86/i65JXV5fDw4f3w8WL58N33+8Pu3fvDIcPHww3blwPa2t8jixFurg4H5BNzza50H0ypVxnb1xzmWsnzbEXTy5HKV9zJKVxAm3wn9QndXuonTlhP5e8PkgPHbWn9iSz3ajt76T7rDHqivLjjjef0zmfqzfR1fWGz/jumLX1/+5Rf5h3/DhmT4A33acs1ThYqrmr+Utbm0NxlVDFgezbfORytZ1y4vVxO/XP64vmtWgFxL0sVV7NQM1AzUDNwDRmoALi0zgqE45pGgFxHljS0z7sqOx98VSbpaktPRBZmWFlPcxYWup7mF3b5sXoxenJZQHxxT5Iaqi3KnpBK6C16rm/jYe28xhG42rk+bm4RcfIMsD1HKB4Tz5n95X2xo6y/W1A+iC5XS0egfA+GD67uDBFgPhSDwhnZT4AdYuzFBDvvXRzMfqNW6z0tx8abLeyvOSC4YAZpYC4N+fhcV1AOWw9J2/59ppS2dpS2bstWjtpWbZsbJ4Ny5MvXWP8BwPgC//FQBvXK20cqT/qqa9UxsZUWvZApVKeB1QBPHm+dS9SH9Rfyaovtl19loxHyR2rw9kK5ciRw+H4iaPh51+uhldzM2EtrITVteUwO/syAuBHjhwKn3/+adizZ1cEzQHDOQHBRSsgbmdsd2WNr6XWuvi6Bux8seOOnA7KarN8tW9Havs76T7jr8tzFXDaOSN4Hbe06/9wlPmxyG6Pp7J3T4qfQdiTL16m7vSFOZdbHa75KKpxsJQ23dsp09bmaJJrxTHpOdGmfxuhm8vZRvjaLJteHzcrlkn51bwWrYD4pDJf/dQM1AzUDNQMtM1ABcTbZnAb6G8EIK4v/5bqQWUU5YElfeih7ulZ+yp7ch5PD0Yp9WRlexT1dLvmpfHGfOVWiBfuh90DTbV39kJv5bHA8VF0sIf1fOgB2XkKAC5AG9m45Ydjf7AaPQLjeXuA4BEIBwzvA+KRqj6EzvEjACu+k3PYqvFRK8S1Mru3Sry/97dWjY9JiwFx/ahhKOOq1eiU41ZEDniRA8TTB7th818PQtBhcmmbd31YGdn1brVpfLae2rVttoxd6vhEh+uJ7TzYw/rWrVvht99+C3/++WfcB5t2AHKrb8vYUN3atf1pWi4Fvz05D3xqAoh7sZID9ROquidLLvhRgfyxJcqBA/vD0WOHw2+//xJmX70MK6ts5cOKz/nw/PnTcP782bBr11fhiy8+C2fO/BRmZl6EpaWFKMdq8RQMp+712+N5uUhXhqteV4j3gFXNYcZR46trBOqNPbI6rJ7lq307UuWJ/k66z/LZFQWUZrV2epZeX941l+OVrBDX3LPfgbw5qDFIqdWXXukcbJtTxTLpOVHav0nJ5fI4Kf+T8OP1cRJ+N9OH5rVoBcQ3czSq75qBmoGagZqBJhmogHiTbG1T2Y0AxL0vhDwQ8BCSnnpQELUPLemDT6pbWpdtS0t1kbN6KjfRL5GVXUs9PZsTlXMrxAXwvEb7K4fZQmP9XI7l9ZXiAscLqQFhBcB6lNXpArsBxwermhPgPq4c7wPl8QWS2Der3FUegNdLi3F1+AAMj3V4+XOuv/0JW6DYc2DT2U6lFBCPeV3pbW2yyI8VLc5SQFwgfMx7zOdCXJmuF3DCJw4PkPAAcW/ee/NRcnoQgjKHc7KlfOa2bOduvd59Rjx0dX1A7XWlsmQVr3544yWQ9+7dCydPngxff/11OHPmTNz2A3nJoCN90Zxd9VntTagHPpXy3LFusEI87ZfXD42R1yfGjRXiv/76a/jhhx/C11/viyvEb976K8zNzQ6A7hBWIyj++++/hm/3fx0+/fTjuG3KnTu34tYqAOdxNXndMiV3KbTma6wtxajqGl9dU95cQAZ5HZSlZ/lq347U9nfSfcZflyeAOGuo03MFoDw5vXtN/AG2/zk4KDs/yKJbAoiTW807Uc25tN8aB0vRsfOXttID+9aWyqnfXN3Kl/rcjnK5/Gynvnp93E798/pCnzlEKyDuZanyagZqBmoGagamMQMVEJ/GUZlwTNMIiOthpyuqh5FRNOfP08vJjssv9aEHOktzgLj3r82vgeP9l5lGHitjl1jV3Nt2wwO0PR7y68C6BdnfLANkr2+Tkt9fe7AfdtxypLcvt+d7fmUpAGwDYrMnuABxVn+POgG3417g2hO8T1sB4uQv/tDQA8N50M/m2+Z+SLkRIA7I3//xIOaQPAx+WFiI4+QBFzlAPJ3Lds7ZMnNXD0JQ6rZd5dQedW/eI88DFRQZ2U5vjfBzJ3qygy3Pj3QVL6u/eQHk/fv3457XP/74Y9i/f3+4cOFCfMmjbNq4ZANq+0NddpGXjhfHMF4p+O3JuWM9JiBO39R/9VN1L35yTg74ceHq1avh22+/DXv37Yl7iN+/fzcsLMzFFd+s/AZyYyX47ds3w4kTx8LuPTvDgQPfxq1VZmZfuCvDtVrc67fH83KRuzbrCvHXryvG146/5rLmgR1/xlyHrgHaLV/t25EqF/R30n2Wz65oFhB3Vo2XXl+eHLxSQFz5tdTrr21XWfcrzV/4pQc+ZMdSz7fHkw5tb/Ph5Wa75cTr43Yfc42haAXEt/uI1/7VDNQM1AxsnwxUQHz7jOXYPWkCiD99+vQNAGrYF32+HKm9lOrBO6Wl+m3lvC+zpbw05ib10rg9mwCa3oNmDvBJ+VGX7SAAZvtbewhItdQDpSMAPATQtb6sraFlvSASQLy/kt3zDSAOsP0aIJ55WWaURd6cC6vLIT09QDyViXVnCxTb167K3rh6udDYsSKc3LISP66k10s22T5lcSGOMeBDb9XfWm/LCV7c2QefmV/MRSg8Ts1NeDzoABxDqesByFLpISN5dNiKRPaQlx/s2BMZ6cLnKL0GZVcxD6PI4gsfyLGa+eHDh3FFM/dFtvm4ePFiBMifP38eZdFBXv2wN175Vl+s7WFxDGvzwN0cr2RrA0AuDvkkZlsXX5R29Uv9Uf9EkU3lxGPML1++HPbu3Rv27NkdTp85FR48uBe3SmHVN1umAIqzbcrjxw/DlSuXwoHvvg3ffLMvXLhwLjx99jiC5YDmAsEt9XLhXTMeL3eNerIeD/3BD1b8CLS26t6HlctRVDlMaRwg8ydtb1o3pgbFYTaIW2PNHLDzQH0apm/bBg5NwbarbJoHRbVZOmg0Bdtuy0akcdHaGaecOszZSOVy9Zx+l/zclinxPqMXbvZXfLe5DtP7luxrblnaZf9ytrycI2vjUDlnI+VjUzyra8tWRrI5mosxJ79Z/DTOJnGkurn8tJEr1SXuNofXb8+eJ5fjDdNnXinmnH6XfPxxyCff33iZ9vnz58PHH38cPvjgg/DOO++E9957L57Ud+zYET9XvH5UXs1AzUDNQM1AzcCkMlAB8Ulleor9NAHEHz16FB+G9VAMTb/Q267y5UjtpVQP3ikt1W8r1+ZLYhpzk3pp3J7NHCA++Dfl9N+W03r/obYHqvZAcW1LYqn3ckgA9FI/1tawMoBubO+DuRGkd15M+QYgzirxCQHi7qr4wh8GckCcx/eAOI/XG7veCnEB4oDig1z2V+drL/EBgAGQNwQQ58GG69xSgGOATuZier0wjy1gJl30BaTbue7NZ8lK3vOT+rV1a39UGV+KmR/82DOcrVIOHz4czp07F7jnscqZWGQLHU71U/rUKatPtl26TelgnARADaEpsOTprqwCLK/HOCwecqqDMv3SmKRjZPuKHHY5mCsA4rt37w67d++Ke4M/eHgvLC0vxHWmvCwTsBv64uWz8McfvwVerrl37+5w8uTxcO/enbhtSgXENRLrwJqd803K65bWS8P07XxhnDXWGmfah+nbtnWP6yXbrvJ663pJbZaut66XbLstr0s0L1k745RTjzkbqVyuntPvkt8WEPf+Q8377Eq3X4n1/n0qvT912b+cLS/nyKaxNJ338pezg1/JjKK5GEfpTbo9jbOJ/1Q3l582cqW6xN1ZSyrIAAAgAElEQVTm8Prt2fPkcrxh+pqbyOT0u+TjT76gfD+ogHhMSf1TM1AzUDNQMzDlGaiA+JQP0CTCawKIs3pSYJCovtzz5So94Kl9q9A2XxIn0UeBbZZmAfHMfp3pQ+kyICayrADug7q97VP6L4aMW6mwBYqzHzbgeqEfz+ZQnrMKO+6V3ecPVnvHVeLaPuXNF2X29v5+fXU4ut7K7yibvGjTk/PA643gebn1AATGDv9xy5v+KnFeYDp4eWn/habakz3uJ94fO2/LFAFfAj4BNgFD4cODMt85mIu61jUvdR0hIx76smGvFbVDZV8+qMNHXjZHUWt7WFm26QMA/++//x5++umncODAgcB2Kb/88kuMl3b1T/FJV3UBxbYvKg+LYVSbB2rneCWAeASpzAp89cOLQ3lWG/3hxwFypfGBqmzlpIs8W87s3Lkz7Nz1VThz9qe4EjyuDA8rcR9xgd1so3L37u0Imu/c9WX4/vsDESDn5ZpN9hD3rhmPl7tePVmPh35dId77gUXj3RWNN5bkj2c7EYlVTw5emyNns5Sf+s7ppXK5ek6/S35rQNz58c67jlbWVsMb5yYC4l4OdW9LqSfr8RhH8a0NfUaorZR686JUd5JyaZxNfKe6NofWThu5Ul38tTlsvCp79tRWQofpM8ewwVFiq60M/uQLyneCCojHlNQ/NQM1AzUDNQNTnoEKiE/5AE0ivCaAOF9w9AVeVF/u9eXLxgxP7VuFtvliOIk+Ku+W5gBxb4WWx+NhFJAtPqwKFH/tpZu9/cD9leD9/T+1D+gQ6q6qdvz0gPeeTwHgnu4AvB5sg8ILMt8EvnM8D+j2ZD05Lxc5gK0N3wMQsjwAcbOPeATEWSW+0Nu7/VUEyNdBcrZeIbYUEAck1QnQCwAKIM4pABQKf25uLoLGXDcCh7kOdB3pmmC+ChBPAVRkaJc+1LMhm6OofI6i8gNl33BWhn/zzTdx33BWh8MjZvwRn/ouPexTVn8oc9prk/KoOIa158Bvjz8OIE7suRjVN40bdHZ2No67+mn7bvtNn6izJzufMZ9//nn44svPw9mzp8PTp48HW6bwwsx4rvAjy2J4+Oh+3Cpl584vw759e8K1a1fCs+dP4gpyu1WKyl4estdH8sNd7rpsol8B8WaAuDfXvevZfo9QuY0cum0Oz3cTXuo7p5vK5eo5/S75bQHxN0BufcdIrkP3O0nmXQdd9i9ny5ujOV7ORspnHMWTLd0vuZfCU3sJ9eZFid6kZdI4m/hPdW0OrZ02cqW6+Gtz2HhV9uyprYQO09d8QqbEVlsZ/MkXlO8FFRCPKal/agZqBmoGagamPAMVEJ/yAZpEeNMIiHtfzvQQsdHU8z0JXmm/9BBlaRYQd1ZoeQBSb8/OtTBYKZ48sAog8nSb8GSniAKgxhXpvVXqHnjFCzV7q797e4Evrq70Vn0nL8r0QG54HtDtvWjTk/P64MXYluf58QAExg5ZciZQvPdy0sXBi1LZPmVm7lWYeTUbZl69ivuMI4895h9ziodze/JgI0BUfEDRZ8+eBfbVfvnyZQTK0acdkJzrRfPZ2sQO7ZzIImNl4eGP07bBx07pdSjfoyj2APlv3LgxAMNZHX727Nn4Ek3FgR3bD1tHRn2xMpRH+S9pb3J9lQLiaZy5WOHTP40/ZcZOPH4MYQ5wzszMxFwqF1D0eCg+duxY+Pe//x0+/eyTCIg/f/40LK8s9l7Nt8a4roTVteVYp+3ylYvxxZp79u4KV65eigA6e4wLBLfUy493zXi83LXpyXo89CsgXgHxkvtS+l0up5PK5eo5/S75rQHx3hUe7H3Ju448nj6T0ntkl/3L2Up9DqvnbKR8xlE82eMeqVP3YMmMot68GKWzGe1pnE1iSHVtDq2dNnKluvhrc9h4Vfbsqa2EDtNnjmGDo8RWWxn8yReU7wgVEI8pqX9qBmoGagZqBqY8AxUQn/IBmkR4bBHAyctOPvzww/D+++9HygtP3n333fC3v/0t7Nu3L75c7smTJ2+APHyRT7/M6wu/vmRNoh/T6kM5sLRNrORWORfVl1/rI1e2D6eTLnvgVZbXB3gBnHLA1UbwvYfzUj+ersZoFNWDcUp1LVk6zBb6PIxwpraoA2ZzsnIXQFN2kU/tIg9PFFmAz7t378btRa5fvx6BY+whJ+CU+a35R9n6QEZ+0UEOKhl8KRbxkPEO+Uip9S8b2OWQL+UIMJcXZ+7atSvucw14e/PmzRijcmhjpIwtgGG2A9H+4opbduVHutTFUxy0EZ/46MKzfFuWDXJIWYf6KFnxVSc2ypyU5Y+6bNIf7OhIy/xwID0odfZcv3XrVszXvXv34o8k8OUHmxYQ//zzz8L5C2fD8xdP44pvtkHhjFumrC1HUJyXaAKC85nDizivXLky2Mdd/rFv86b+i6pPoyi5aHOOsq92xWUpfWhzapzGocSBbw7l0otF8dIP5UnzW/VhfZR+KVVM4/RpM3S8nG0Ez+ub56dUrnQ8kPP8eDzPpifn8TSHLG3i27PpxbMRPM93KU/XkD5nqJfqNpHz5oXH82x6OfPkPHsez9OFV49eBkrzk5Pz+JPIrcZQlDldAfFJZL76qBmoGagZqBlom4EKiLfN4DbQr4D4xg5i119QPXtNeJMGwa2/LPjtrWSfIkDc2x7F5Tkr6+1D/rCyHo5T6j2QltixD9nWpkBcrexGDhCTulb/ShfKiT/mGLGwMvzatWtxRfX58+cjIIpNfCAnUFzAN7Y5aVMc2OSAh03qyMsGfLXRrvmdXqnipxQ58ZQ/7MGzlLgAvw8ePBg++eSTuFXKr7/+Glc82xjIC7JQ9YsfB2/fvh37T07gK1ao9HOUvhJPGis89GnHJrmhrH4Mo8hJHr+yodiki0/Kio2y9FTmRwv6zNiq/9hTfPwwwsp65gA/IvCjwp07d6K8+oUeP54cOnQorhD/8qsvwuXLF8OrVzNxVThAOKvDB/uDry0HVohf+/lK3Lpmz5490T5gO/OTeLGtGKirT5aqX6Mo/WlzjrKvdhubyurHuDROnDH/EAN+OZRLLw7FSj+UJ+aJ5gq8YX2UfilVTGN2a+JqXs42gud1zPNTKlc6Hsh5fjyeZ9OT83iaQ5Y28e3Z9OLZCJ7nu5Sn60rXE/VS3SZy3rzweJ5NL2eenGfP43m68OrRy0BpfnJyHn8SudUYijKnKyA+icxXHzUDNQM1AzUDbTNQAfG2GdwG+hUQ39hBnMQXVM9HjmcB6kmXtywg7gDd3mpwj2cf8scpew+kOZ7sC7zyKEAnJ4AmFMCTBxf2y4anh3N0KXPahxxWBB8/fjy+ePLMmTMR8AQ4RZ4DeQBiXsD7xx9/xJXk6GAbYJYYiZ+DOnqKBztq9/qYm9MpH9viyY7qihM+K5wvX74cAF4/++yzCPITt/qjXGCPuIjz0aNHsV8AwOw5DhjMyzfpM/LY1ThIXzGojRiIJ+WnPMUak9XvE7bVP9plS/1TG7Y5oMShU7GRe42HlWO1P8A2feL8+eef4xjzHwUA3IqRPDH+u3fvDp9++ml8CSkvJUWOmPCDLcYeQJz87tu3N/zyy7XA9icRDA/MBXLRp2ElvJx5Hn7//dfw7bffxhdxnjp1Ktpg/tAX/HMoDvXbUpvXYWXlYlw6zLZts7F1VY5JGPMPsRFHaR7Jj+aa5pHqyp3t77hlxTRmtyau1tVYjrLjdczTKZXzdDeTl5svbWLK2eya3yZGXTu6X1JvYy+n680Lj5fTL+F79jxezpYn+zbySvOTk/P4k8gjfjlE+ZyogPgkMl991AzUDNQM1Ay0zUAFxNtmcBvoV0B8YwdxEl9QPR853qRBcOtvqwLi/p7db75MdLMBcR727UO2QCtLAXsBdgEroYDCrPQFzLRgMHZ4qEGXA8r2Ir/99ls4cuRIBDmvXr0a9QUyoANwyYpeVg5///33cdX1iRMnog/8IcPB/ESWldaA8Q8ePIj2AV2RkU31ydZt2Zvnsk+bZFWWf8Dgv/76KwC4fvfdd3GVuFaH06a+o0+ZWMkPeeK9C+h89dVX4csvv4x1Hv6Qw75iQpe8iUdc8NQ/AdLIw0MWnnIuWewqJuQkixynlaPMGBMvlHyiz4msdOFz2hiQZ0U3QP/OnTvDv/71r/gyTOrMEWwqFurk4B//+EfcVosfFQDQWclNDPSJH1u0Ah9A/Ntvvwm///FrWFoCWO+B4LxQk/3DoYDkr+Zmwl9//Rl/cPniiy/iXGOcmDvY1aHxVK4tRa70VD7HoaU+bGxdlZWHcShxEwcHVPU0NvVPc4b5Y+eS5hPtkm1DFdM4fdoMnTRfG1X3+ub5KpXzdDeTl5szbWLK2eya3zZGXVu6htrYy+l688Lj5fRL+J49j5ez5cm+jbzS/OTkPP4k8ohfDlE+JyogPonMVx81AzUDNQM1A20zUAHxthncBvoVEN/YQZzEF1TPR45nAepJl7csIO5t6eLw2gLipQ/rubGFjw0ervWgDWiVnoCgAkQBpAEyz507F/78888IaPIwI33scQBuAkwix6poKGAnfGShAMasKOallIClAJoAxpQvXboU2wFV8Y084Ct7RHOympwHKNrwmfYFH15+vFwQr/jSkT3ZBrhldTjbpbDinRwQP3EpX9IVUMyq8KNHj4YffvghAv3sOw7QSz7oC3Kyjz/sCJSmrBjoC6fARX6UILfkn33ZWYVOG/IcjBc/RrD6mviUQ8WH7aWlxfDs+dPw8OH98NtvrO7+Ody+cyu+kJK25eXF8OLFs3Dv3t34gwW5lh1iwQZxkIf9+/eHf/7zn+Gjjz6KW53wwwbjxw8XjA99Itavv/46/P3vf4/vnQBAZysdYlTcxAyP1d7Mg0OHDoZbt27EWLR/uF6QubLSA8QXFubC7ds3w+HDh+MPDj/++GP8EYJ+y25Minn4Vl0UuZJT+RuXlvhIY24aY86H7IxD6a/igqqe+lJeND9682z9xxXqmsuSbUMV0zh92gydNF8bVff65vlqI1eq6/mF5x052Unw28zDJrpt+iI/XEMqt7GX0/XGxuN5+m3kSnXxW49eBrwx8PKTk/P4k8itYhStgPgksl591AzUDNQM1Ax0kYEKiHeRxS1uwwLiH3zwQXy5JpQXatqXagKIpC/V5MvPsAfi9MvZFk/VWOGnOdAXxrGMZZQ8HzleKQjeBLxuY9MDkaNvVuaarUpKX2zZVs76VNnmYoU5D9jpAOIeT9dHCdVD8SjqjW2qgz8Aq/RETm1QQFBAS0BhgGlWagsUliwUcPPChQsRqBSADKgKWMtqcwBhAGPAT16IyFYarBqmzpYZbK/BCmz23UYPcBV/AMysIAdIBwgGcFX/1Kc0d+JLLqVcJvCQU/+xIR58YiCmAwcOxFXibBNCP/Bv8wP4S8yseAfYR54V09wP4ZEL8kJ/WMUskJsy4DD5ZTsV6sRCu+xTh89Ke0BoXiKJfcaDWBQvuWdlOvkih/iiXX3C5vPnz8Ivv14Lp346Efbu2xP27WP/7bPh4cN78QWWC4tz4ebN6+HEieOxv9jhfo4uB/1kDOkLsbD6/Ztvvok/GAD4s5KeGPghgfkBgA9Q/u9//zuC54Dj9AOb+sGFnJIffjjA1pmzp8Pde7cjIM5q8MEe4toyZY096OfDgwf34ouemUPKBzlk3DS2lkam+ZPOhyZ1za0SWmrXhDYolurm5AaGxijQN2s311fml05dR6LiD6Oyiy9btr7T8hjdmYhKGuck614HPf9t5Ep1Pb/wvCMnOwm+5ttG0zZ98WJrY6+Jbul4lcrlfKf6pXKp3rC6Z3OY/Kg2zx680sPTb6Pr+fZ85Hieb0/WkyvlKUZRvlfwHYvvSB9//HHgmfKdd96Jz5fvvfderO/YsSN+vpT6qHI1AzUDNQM1AzUDG5GBCohvRFa3mE0LiL///vuBLylQvrxQZpUgABerKQF30i9STb7Ub7HUbPlw07GivhHg9UbYTMHlzoHuleVQ+mJMYlmJ51ofxgsuIO7mwYBKo8Ajb7xKed51OMwfbdgG4ASMZkUuW4GwFYb2geYCQA6AE6Bcq6O1dzjAKEAqbYChAN+ff/55XA0MqEqd7VUAVNHh4YiV4MgDMuMPwJxV2gC03F/wRVw61P+0f+J7FF3JC8CjLj4+8A+wzQpkQGD5pr/Iiio/9EPgPn0FPGZrGIBhcmb3EMc+IDaAMG2spAfsZ0U2OcM2Jw+N+CU/emhkZTYgMg+TtAPQEyu5B1SGAkwzRtjgwN+jRw/D2XOnw969u8Lf//tv4Z///J9w8NAP4fZtVmQvhJmZ5+Hq1Uth1+6d8X5On4kJXQ6AecYA34wbnwsA86xYp7/kis8Axo6+0S9kAfEBvNEBsIcPKE7f+dGAzw7+U4D59dtvgPCPwvIKY8z8650A42ybwt1paXkhPH32OI4JtplH2CEf6q/G0s6T2IkO/njzqQmvgxBeM5Hz/ZpQw4pnU9eLpZqnKbUylNN21eWH8Cgju1UP9WUUnVT/vDgm5XsSfrz+bWWel7PN7I8XTymvSdylNtvIefF0bQ8fpUfX8ZT6bSLXdYzKj6gAcb5n8MLyDz/8MC6w4tmyAuJNRqrK1gzUDNQM1AxsdAYqIL7RGd4C9isgvgUGacwQvS+9LmgboajXwfIUkKauFdOWRrDY0ff8FNtcfXN/7k0FxGM8qxEEp1+rwV8h7vVZ4NAoCljkjVcpLwWpckAVAKhAYmwDhAJiskobsBXQk61DeKDhQBYgF+AX0BPwGoAUHjL/n703/7HsuO48+QfwF/2oHwwIQwjgbw1BEAYWjIb0wxjTMCABbXgMYwzBMsZQu6cHsrrR0tiwZRtuwy3XwIJsk0VSJC1uUnEpbsWlyKriUiSLi4pkVbG41L5vrH1fMqvO4HMzv5UnI899L27et2cEcPNEnDhbnLh5373fFy8ugDH7igOOspoXABQQk9XDgM2sqmaLEfrZZgVfgMcAyvAAefFNG/AXf+RKVONSHtJxie+pci1dUcZDH2AyoDL+WfnM9h8CqpHFFv7JFQAw10iNibEDJPNFAPGSB+xpBTj2Wb0NIAygzJcAPBQCNvOCSeliG5+A3eTtkUceqR4aAcaJiTnAJrYBmtma5YEHHqi+bMAmoDRx4g+5o8fI5xu24tGH7a67/tV++csH7fX1r9iuXdvszJkTtv/Abnv1tbX24IO/qB5Q+YKCWJRzQGyAZ+aCPnIC4I8M88u5wRcYzBMgPmNhPvmigHMCHcYpfWQ5B4ibld4zoDb+LlVAOHuGs03KzWN2D3HaZ87O/GqBLyA4Pxgv88BYKcwRhfH3uvjzaDH1QcXTxk80Lv2PeEq+o8PLUI9k4MkPsVJHdlyLxtKNDmp8URyD8j0IP9H4xpkX5WyY44niyeU1iTvXZhu5KJ5e28NHbul1PLl+m8j1OkblR7QA4k1mo8iWDJQMlAyUDAwzAwUQH2b2R8R3AcRHZCL6EEZ00xuCtgGgnQ1es3I60I94uTajlds9B8QD0J2XZ3qw/2ad1eSSn10tHo0lGnMKHnVqR/OVy4vsRkCVAFAAX2xDAUMBNwGvAT4BcwWIA9wCzrK3NH2sFGbVMIAwfdrOAxAXYBQQEzscrAoGdGZPcfQBUQF40WPFL9ceAE98AyxTNA5ip56OH54fV9qvMXl92YUyXoBegH9ig9ImL+jKJ3LEBHAO6AtoTbwAs8SPfWQ4fEzkhfyxfQy5AhhmfIDF8LAHoAyIDXAO8Ixt9tgGOMYXADhfQJAvVtSTW4BlXmAJJQ7yrvEQ5/79bGHykj38yL/ZAw/ea089/bi98upLtuHt9fbBB+/aO+++aS+uZs/zx6u9v/lVAF9mMM8cjIt4AbE1x4D1xMv86csSgeScA4Dg5JBx0UYWOb48YF5Z4c1WKsTLNi/sZa4XaLISnH3NecEmK8b1Uk0A8bPnTle2OIewgT5APDmnkG8K89XrEp1PTXiDiqeNn2g85DQ9/P+Zr6dydW35IVbqyI1r0Vi60UGNL4pjUL4H4Sca3zjzopwNczxRPLm8JnHn2mwjF8XTa3v4yC29jifXbxO5Xseo/IgWQLzJbBTZkoGSgZKBkoFhZqAA4sPM/oj4Bmzg4GdsZcuUEZmUHoUR3fRGoG3EiwDfmwCxA46Ri/QjXq7NgQHiwT7g0Rhn4pkBy6MxiBeNOZqDfvAiUMqDWKrzoIKsgFzqAKoAw4DZgJkAmwDEFIBbVnWzSpetPVjpC3gKH2AX0BTQFj79bJ/BAZgJGAzwypYhemEl/gGNaQMU4xNAlRiivGhcxK86NJIVr06W8eCbFc/ECphL7ID0Ph/IESegM3nRyniAala3yz461Cn4BignJ6wixz5ANivD8QGP8WJDe4DzpQB5YwU9Xx7gS1uwkDetuMYWXzaw+p58YUeAOP7J3Z49O+2FF5+xXzzwc3v8iV/ZSy89Z6tfWmVPP/O4Pbtqpa1d96K9vOZ5W7v2pQrwZk61Kh4bjIt8aN9ufDPnxMVKf2JgxTsxM0YAcIByxkjcfAnAecF4iBVgHR3a9HG+TE1fs6vXLhv7mQOEA34DigOG83JNtk6pAPGzp6uc8UUB55J+QaBcM//KeVXp4R+dQ4ulPQylMlUXRxs/kU3/v6U6+Y4O9Xua2qRPPGKlDm9ci8bSjQ5qfFEcg/I9CD/R+MaZF+VsmOOJ4snlNYk712YbuSieXtvDR27pdTy5fpvI9TpG5Ue0AOJNZqPIlgyUDJQMlAwMMwMFEB9m9kfEdxNAnJWkegjmQVn1lEY3W7pR8sPOlfM6pZ6fgSi/Am+70RAYdkC47+9mS/1eR/W2K79z9eXPU8Xlqe9XHR8VKF4zfsl5O9We43bjJigUzUUveen/YF1b/7cCc4kBIBfgllW9vAgTgJrVw8iyihmAHFCSlcMAtvTBBxQFNOVAh34AW8BQgFL0AFABXuUPm+iz+hlAlRXRANTIKB/EzgMVcQFgA6ZqZbvilyxUYxWPNnIc+OWARwE8JlbAVsbEimf80K8YkaOulfMA1sRJjgCiFQMyxElbYDjgN9dUwGBtrwIAji5fEOCbNgA0+QNsB3AWUA7YDFiNDfwCLkuPeLVSmxxSiJsx7dq9w15c/aw9/PC/VcD4e7/eYByvvb7W1r+xzja+/7a9+96b9sabM9ubaB6Jn7xhD2CbWPhSBL+q45OxkCvmHVlWbAPaA3gTL3EzT3zRAR/wnNXvgOTIk5+r165UW6awbQorxAWIA4ZrP3EA8jNnTlWAOOcSK+fxD6hOnjXHolUSevhHdhdLo1AiW5FcxIt04bUpdTZTPvlOD8639Ej16trotSmR3Tb2muhGviNeE5ttZNv4jnTh5ZZIv9e6kY9x5kX5GeZ4onhyeU3izrXZRi43nlwfdfba6Ee6bf1ENiNenZ+UH+nm8rBFES2AeG7milzJQMlAyUDJwLAzUADxYc/ACPhfDCDOQzJgEEf6cEw7vdFSOx0u/FRfN1SpbGk3z4Dy7qkHbTvVBfLm0E52fF9kKxfQbisX+faxqR7JNeGx7Qq2Bg2I+znuVtf/L5QCZRU3AChbVLAVBkA2DzXawxpwlmsFACfgNXwAVIBT+gC3OZABPAXABDz2QDa+sKl9qZEHTGeVOTZ17ZBfQFYAVg78AY5zzSFexkiB6hrieRqjrlO0kcMm4wP8hwrglh3kKch7QBxQFoA/XU0uu8QvkB8wHOCbcSFPLsgVXxgAIJNDbAMas+obcJ4tZQC2AZWxg6xWWQOW86UBuQIcRw9ZCmOivnfvrgr8fubZlfbGG6/Yjp2f2MFDe6q9ww8c3G1Hjx2w3Xu22/vvv1etMAeMB5QHqGbs5JZzgNXngPTExHYnzC+rxRkDfpBjrOgyLwDjjEXzR/4AwDkAz5l/coSP6et8ZlytwHCtDIcChrM6HMrKcQBxco1/XshJ7rVlip9j1atEjPAf4kyPEQ73Zmj6v0ppOpZoHiKZSO6ms4xKZDNDrYgkGYjy2GRuIv3ERW2zjW6t0QF0RHE3ydkAQgxd9CPuOpsRPwxqAMxhxpLrO5KD1+sS+emHD2wq/gKI9zrDxV7JQMlAyUDJQL8yUADxfmV2jOy2BcQBO9IjfYDu1I50xyh9Ix1qdCMs4LcbbQwCa4/tDjSy2RboztWPfFfgdRJvJNeEN46AOOcJADirugFoASBZ9QuoCdgJCAuADCArYBowlC02nn322Qo8BbRlRTDAJSAzD0Q6//j/5/8cCuCLHMArdgE+tYUI/QC0gK3w8Qdojm3AZfgArLqeePvwaFOg+BMYLgqYS3ystGY8gNTEg7z00aNA8QcYzPYvgP6sfAbkRZZ+fwDyA7Cz5Qg5xDa+iJs6udKqefKDbUBzVkCzIhvAm7ExfgBzdJBn7ADVANKsMgdQBzxnbijEAhh99Ogh+2jrB/ber9+y7ds/tpOnjtmVqxdsevqyTU1ftunrl+3M2RO2c+e2yo6+sCAnzBVjAfCGj08+FwDlqcNj3OSR+NChzbnAOBgPbewoN1Ad6NE3NXVtZg/x6WsVKM4qcY5qdfjsxksA4qdOnahyTR45v4iDc4QYNeeMXfNdJWKE/yhmT0c43Juhaf5S6seh+k2l2Yr4KU3lmrRTW7RLaZ6BKI9Nchnp50bRRjfXRz/korib5KwfMeXY7EfcdTYjfk6M/ZAZZiy5viM5eL0ukZ9++MCm4ufznntK7p8ef/zx6oXhd955Z7UtJ9tz3nPPPbZ8+fLqM73XsRR7JQMlAyUDJQMlA00yUADxJtmaUNlhAuIeUFKdh+9SepOB6Ea4GxCu/iYgcBvZXEC7rVybGJvojiMgztkGuAlACzjLvtHaIoNtMgBzWTkOGAuADHALn21EACy19QjAqFYE80DE+cf/MyAqfA78YEcv3AQIBgCmD3lAWQBzAGjAYvaQZsU1ADkPWICxAuh0fvs2Y5FfrinqIx5WhwMqs+BxnpsAACAASURBVAKa1ddsbwJYKzvShaJLLKzGBhAHQOfhDiBa9j1ArBX2v/rVr6pVzQD++EKHPLH6HoAfcJkxcAB6P/PMM1Uf+gDb8MkRADBgurZXYex8SQEYjiwANIXxkbtz587Y4cP7bd/+Xfb58cN28eJZuzZFrliBfc1u2JRdunzOjp/4vMoD45A/fGos8AC5Afg5qMOjX4Xxk0/8okudg1joSwv8mbmYWQnOFikCw3mhplaHQ1kxfuLk59U5wjkHKM6XInwBo7mMfKQ+R6lNvOkxSvHVxaJ8pzQdSzQfkUwkV+c74kc2I7nC65yBKI9N5ibS7+xxrreN7pyVwdeiuJvkbPARz3jsR9x1NiP+KI17ULHk5iGSg9frEvnphw9sKn7uBwog3ussF3slAyUDJQMlA/3IQAHE+5HVMbPZFhAHKEkPgduepjJ1bR6+S+lNBqIbYQHe3Wg2CKz9tXNosAd3W6A7V3/BeOriDWJcoNtBZlwBcUBP9pXmesA2GYDQWsUN6P3kk0/eBMQBxQFlAXq10hp9gaJQQHCAXYBztgBhtTRtQGmAYbbkAJgGeKcP4BXQExCZFeoAxfjUSySxAeCOXQF0Or99m/8c+OJBaQPeAjCzihuAm9hpEyv9FMlKH1/kRFvJoMO4/dYhPPRhh5XU2GU1FLED+JNDvkxgPOQVAB557AIkA/wjA2jO2AG5iVNAMzL4Irfkji8OANTJFTIUrrEz19KrdvHiOTt3/rRduHDWLl0+b1evXrLpaVbUX0Oyotemrs67XhMLh+YMij2fP13H4dGv+KCS9TLIYZM++LRn6BwgDvDNoZdpirJC/PPjR6tzj/3smX++QCFvmhfsac6qJIz4H2JNjxEPuQqPPEdHOpZoLiKZSK5JHiKbTfSL7EwGojw2mZtIPze3bXRzffRDLoq7Sc76EVOOzX7EXWcz4ufE2A+ZYcaS6zuSg9frEvnphw9sKn7uEwog3ussF3slAyUDJQMlA/3IQAHE+5HVMbNZAPExm7AG4UY3wt2AcPXngsC5gDRykc0m+m1kU991tlK5pu1xBcR5gAFwZgUyADArszmeeOIJu+++++yxxx6rVksDhrO6GDAX0BcQGDAYAFRAJUApMuxTzbYoHGw3wgMSW7AAiAOkswqcVenYYgU41yL4APCsDgaAZhU1gDNAulYqC6TT+e3b/HvAT3nEhB/AaVbBaxsO+HqIA7SVTdkArEeHeABnAa/hMQ4Aala4A7IDfOtFlMSNfQ7GyhgA1gGyyR8Fv4yJVd98aQA/BZEZA3IA44Dl5JQDHmAzMQqQvlHtwT11c0uSKbYjucbq7Rk6fZ1V4gDS88FZ5UmAtih85UU5nQG1Z14+KuBceUr11C87yN24cb2KgVh4oaZepsnK8HmA+OdHq3MGQJwvTji/yJX35WOrEjrCf2bGPj/vIxzuzdB0bqQ0ZzyRTNs5i2zeDLZUsjMQ5bHJ3ET6uc7b6Ob66IdcFHeTnPUjphyb/Yi7zmbEz4mxHzLDjCXXdyQHr9cl8tMPH9hU/AUQ73WGi72SgZKBkoGSgX5loADi/crsGNntByAOSKPVgQJRoOKLqs8/cOuGaoxSOPKhklPleLqCpIDG5o4KBGf1Jyufp6esLXh9ZeqaRUcEQkeAcySHvasc1cru6RBcj2x14gn870Y72Uj7eg2ID+Lk4tzgAQbAGdCaFbm80PCRRx6p9nq8//77q60rAG8BZgF2AXnZdgSQGMCbFc6sZkafrTYAuOEDrgMosxKcPlY6A4ILYAY8Zq9sVkrjEzAcm8gAhAM8AwgTY25B1gO06DE2QHlAeEB3xewBcXIgXXT4vwGIBZBlWxiAdMbDynnGDwX0Jna29WB7FUB3VoIzXvIIYA6ADpCt6x3XP3wxLuIiBvqigixAOYA5cujFhQdpcjR3VHtz3wDk98cM0M3Y0oOxa/zEk/bTloynuXLXr09XgD3xAICzXYpeqkkdkPzKlUu2/8De6pxhyxy+dOFXA8ofvlR8Xbw6GsXYRL/O7mL5UTyLtdVUL/LdlpfG0MReqrsU2nX5GdbY6+LJ5efGnWuvTi7Xz6jJReOJYsyVi3Tb8rim458CVTuNqY2f1FbTdhvfbXWjWNvazNGP/MJrUyKbkb1ILuJxrlAUF/cp3O+xIIDFFOwZfscddxj7h5c9xKNMF17JQMlAyUDJwLAyUADxYWV+hPwWQHyEJqNPoXCTKgDLA+Gq9xoQr4BrAdiezoLtHvBOAWXavl/1Aoj36eSY3SqE80MgMuAjgC6A5L333lutEtf+2QCzgNSAvwDXjz76qLGSl+sIIDbAsLZagUcdUBiQXAAwYDnANFuLsMUI4DhAM6ustZoa4FwAMrHpQSsnC34s1CkAzwDVfoU4gDuAs/4/NH540gOMBhTXdjLaT1wr3AHWsctqcWJmjADXfHHAFwQCsTUGxYZP+VW9bmxerk4m4stuE0p8OiK9XD/K5Xw6A4JrZfj1G2ypcq0CxgHC2Vf89JmTtnXrlurXCWyZw/nEPurkFVvEpOLr4tXRaCxN9OvsLpYfxbNYW031It9teWkMTeylukuhXZefYY29Lp5cfm7cufbq5HL9jJpcNJ4oxly5SLctT59R2CEOtdOY2vhJbTVtt/HdVjeKta3NHP3IL7w2JbIZ2YvkIh7nCkVxFUA8ymbhlQyUDJQMlAyMYgYKID6KszLgmAYJiM8HR6bnAV4ehBlwCibeHTepyq9AcE97DojX7M8tcNvTAogvXKnrHzgGcXLePDdmAUcAYfaqBvD+xS9+Ua2oBjzm/xdgEoCY7VBY3f3UU09VBwA3gDarvQHBAdBZ2YsdgduMiwcltghBhu0w2JYFkBk9tmthpTk+iMmft9RzC7q61lCnAGyzUlt+AeAB5uFLXj5oc9AWCAu4zf7hjAtQnbED1pIHv3pZNnys8GRTdlO5tO31F1vH5mIPfEa6USyRnPLv6dTUDPhdAeL8RmV2pTigOGD45csXbffunbZu3Rrj5aScG3zxwvnGFxqaC8WA39wSxdhEP9dPrlwUT65uW7nId1teGlMTe6nuUmjX5WdYY6+LJ5efG3euvTq5XD+jJheNJ4oxVy7SbcvTZxN2iEPtNKY2flJbTdttfLfVjWJtazNHP/ILr02JbEb2IrmIx7lCUVwFEI+yWXglAyUDJQMlA6OYgQKIj+KsDDimQQHi3DDlHLqhGnAaJtodOVXuPRCuen8AcbZfmX94IFz1Aoh3Bi0HcWJybnCOADhSBxAHtAawfuihhyrAGjBZ5xHgJMA1W4kADAMua79stiUBJNZ2J1oljW0K9uHRD2CODVaQ89JMfmIrMBxZ/HE0LfgQEEudwgMawCo+2esbsJ8tTQDrtUpc4xPFhvqgjJvV8eQCoJ9V74wF2xTp4VNxQ3VUQrN/xPPU96uOLdlDVuNRfyfqbefWvb1Ix/erHsmRr4XHNWP/cABxDtUBxq9eu2zHjx+zje+/Z6tWPVOdd3zJwjY95J0vLpgPfKn4unh1NIqxiX6d3cXyo3gWa6upXuS7LS+NoYm9VHcptOvyM6yx18WTy8+NO9denVyun1GTi8YTxZgrF+m25elzBjvEoXYaUxs/qa2m7Ta+2+pGsba1maMf+YXXpkQ2I3uRXMTTfYniKoB4lM3CKxkoGSgZKBkYxQwUQHwUZ2XAMRVAfMAJH4I7blK5YeUQCO5pXwBx9iNPDoHgnqYytH2/6mXLlP6dOHqIwYPOFbYAAehesWJFBSCzbYUAYsBJtgQBNGfPbFbxsm0I4KW2DmGrED1QS09+eFjSliKA1IDSgJ7oIKtz1Y9Yup5XV6/O8+m5X6AgBw/7xMw2J4Ct7AsOsC1Qm7gEvHob8AF3FZfGIxn64RGj8qfY4OtAXjLq7zYu6SCf2paNOipfTai3Fen5ftUjuYVgONujsD3NzJUHQJx9w69cvWTnz5+1I0cO2ebNH9oLLzxnKx79ZbWXPNvncH6QP+UaXyq+Ll4djWJsol9nd7H8KJ7F2mqqF/luy0tjaGIv1V0K7br8DGvsdfHk8nPjzrVXJ5frZ9TkovFEMebKRbptedFnTa/jiew14bUdYxv9KM429nJ1I7/w2pTIZmQvkot4nDsUxcU9UdlDPMpo4ZUMlAyUDJQMjFoGCiA+ajMyhHiaAOK8TI/CTQ83QAIpBPikVDLRDVQn3hDSMJEuO+XY96Xz1ou25r4b9XGoHvmPALZutkehX2PKocM8CYlPhbzxMLN+/fpq/3BWfwNMwudBB2CZldyA2oDZrJQWsK2XP0a5xz5+6GM+BTRT15zT5+u0lTvF142mNtCXP+IFvGd7F8bFtimsdj9z5kwFyjMmwHnGJ6Bb8aQUP/6gX22NUzzaKr4uXj8ofqKjja9O9ujT+KHKl/534SGjc4hcc+6wap8vJ9izni16Vq5cWe1Jz5cXfFmhL0tkGxv9KtH46ni9jmGYftqMpW3cOi+IAVu0e12axFgnm/J7HWOdvdQv7Ukq0fjqeMMad108EX8QMUZ+4U16icY96WMe5viifEfnmXiifMZzD8kWc7wn5uc//7ndeeeddvfdd5eXag5zQovvkoGSgZKBkoEFGSiA+IKULD1GAcQnd87rbmZTvoCrXlKBV91oGgvtKA6Bap52sz0K/dH46njDPBOJSYW88TDDdig8zLBSnP2zAYk5ACgFfHvQWPnGluq5VDkhBq/j+YqvG039ywZ2AfMBwNnahX3L33///WrbFm3zwip3bYfC3uCsGPfnnOqMOz3oU+yKgXMZHm0VXxevH1TjTmkbX6ktPxbqGr/+h8WjTS4BuAHByTN7xrMPO1vzcJ498MAD9thjj1V7tDMHym/6ywHvs81YIl1s5x6Rfhtend82NiPdyE8kl8uL7MHLLf7/Az3avS5NYqyTTfm9jrHOXuqX9iSVaHx1vGGNuy6eiD+IGCO/8Ca9ROOe9DEPc3xRvqPzTDxRPrsLID7MmSu+SwZKBkoGSgZyM1AA8dxMTbBcAcQnd3LrbmZTvsCrXlIBY91oGgvtSCeKLZIbNV40vjreMM9EYlIhh+yVzardJ554wp5//nnbsmVL9YADoOlBYuZFILGn0Tyon740B/INpc/L+L6cuvRlAx3FQwysTGZrF16w+cYbb1Qr4QHH2UoFgJytOgDIeaADjFXcOVR+FAP58XFofDnjaCuT5ljtNnZlw1PZg6fx80Csc4MvULT3Onll73byvnr16mprFL2Y9YUXXqjOub1791YvKsUedvjyhdzLNvx+FT+ubvVex1DnbxB+2vhoG7f//8AW7V6XJjHWyab8XsdYZy/1S3uSSjS+Ot6wxl0XT8QfRIyRX3iTXqJxT/qYhzm+KN/ReSaeaAHEhzlrZof+l/+1HCUH5Rwo58BQz4HhXgWbeS+AeLN8TaR0AcQnclqrQdXdzKb8CGxuyxN41Y2msdS1u9kZ1f668UT8YZ6JxKNCLgEwuTY8+eSTFSjO9imsEmfLEfopgJQ8+AAaA5JThycQOJ0TnVPw0/HLN9T3eX6TemrDg9nEy+pvtksBBNf2KXwBoJeD0gdoDhiruFMajU88/FNXLmir+Lp4/aA+B77expe3o7rs0db4ORc4J8gzq8H5ooGXma5Zs6b6goXz6tFHH7VHHnmkOsc4vz755JNqj3e+dGGOlD/mztum3q+iMeXQXsdQ53MQftr4aBs384wNCpR2r0uTGOtkU36vY6yzl/qlPUklGl8db1jjrosn4g8ixsgvvEkv0bgnfczDHF+U7+g8E0+0AOLDnLUCiJcvBMoXIuUcGP45MNyrYDPvBRBvlq+JlC6A+EROazWoupvZlJ8Cfb1oCxjrRtNY6trd7Ixqf914Iv4wz0TiUSGX7KnNSumXXnqp2ttZ26aw2pd+zhGtFKfuAWfq0XwgF/HhKR/E4OuKqSlNbeCDhzQBtYyDrVMOHDhQrQZnX/EdO3ZUdXj0Af4zxrqYo/8TyeKfusZMW8XXxesHVQ5S2sZXasuPhbrGz9Y6ANuHDx+utqbhlwb33XdftZfoQw89ZKtWrarAcc4rvpQg/+xDr3xrrrBH8ba9zzZjiXSxnXtE+m14dX7b2Ix0Iz+RXC4vsgcvtzDHkodqznP1c+SaxFgnm/Jz/PZCJvVLe5JKNL463rDGXRdPxB9EjJFfeJNeonFP+piHOb4o39F5Jp5oAcSHOWsFEC9g6PDB0DIHZQ6GexVs5r0A4s3yNZHSTQBxAIv0BqkbKKQbpIlM3ogPKp0r2gKsekUF+Hl70TkBL4onl6dU+zHIj3zn2vI2pCsqm4C61MVvQhUHMauOvmx7Cl8yuVS56EYje9101A8wefTo0Wp7C7YT+fjjj6stRARYkh/q0MiPckefxq4cpuP3spKPbCq2blQ2lFvkZU+x4JPYBZCzIlkv0hQYK6q4F0PxOw5F+fG0TdycG3zpwIsxWXXP3uD33ntvtU/4c889V21Xs3v37moVPqvIyb/mROcV8+MP5X/QOfU58fU2+Vmquj5/qo9DLhRrN5o7ljo7ufqDkBuHGJvkIRpPrn6kC6+U8clA2zmM9KPR58pFuuPK0/+CaAHEhzuTKRg53GiK95KBkoGlkIFxvu4UQHwpnKFdxlgA8S4JGuPu6MZcoFKvqMBMbw9edETx5PI0DcjLl3yoXWdL/TlUNgHiqOfoRDLEQonilQ/Zr4u7jq9cdKORfjcd9RMbgCYvQGSVLyum2XubBx3FL7Ay8uPHRn5oU5ClDVVbdfidbFYKGX/kI/IDTwdy6RGZl/xiqMYW2R0lXpqHtnEz34DcfInKynu2pWFbFL5c4WWabMnDdjR8CaEvWcgHOdb/ns4zUeW/bWxN8x7lZtAxNI15VOWjXI5qrD6uKO6I53U61SNdeKNUxiHGJvmKxpOrH+mO2nzljmWpyrWdw0g/ymWuXKQ7rjz9L4gWQHy4MznOwNRwM1e8lwyUDCw2A+N83SmA+GJnfYL0CiA+QZOZDCW6MY94ApoWQwGrUj0BWClN5Wh3ikd9fljwIjudeGkcOW2Bcp3spn2yK75iFV9gr6f0eXmNuSn1OVK9qQ0vT0w+bh5wAC4FiPt+r6e6xkVbslDaKp5PTgBQvX36dXg96ddR+fT+4KVH7hynek3bdXGOEj8aU5v4yD35BfQ+ffp09WsDvljhRaV8sUIfMv48IQba6tPcpxS5QZYoN4OOYZDj7aevKJf99Ncr21HcES/XX6QLb5TKOMTYJF/ReHL1I91Rm6/csSxVubZzGOlHucyVi3THlaf/BdECiA93JscZmBpu5or3koGSgcVmYJyvOwUQX+ysT5BeAcQnaDKToeTemKeAU5O2AC2vAy/3iGKUTd1c+2HBky/pql3nE4At95AN5BWH7Hej0kn1vE1keFhQPOrDtsbTjUZx+BypHtmJdOt46KtQR454iV224anuqXLg9TRWeGnBjlYLS85T+nOLfCo29HxsshPFob6lRn1+VG+TA2yQf+aQ811fdHib9GuO5BN5f36JL3uS93b6Xfcx+Hq//U6ifZ8/1cdhnIq1G80dS52dXP1ByI1DjE3yEI0nVz/ShVfK+GSg7RxG+tHoc+Ui3XHl6X9BtADiw53JcQamhpu54r1koGRgsRkY5+tOAcQXO+sTpFcA8QmazGQouTfmAqYWQwGwUj0PZHarRzHKpm6u/bDgyZ90aXfyIxBawJyoQGlPZQee4pC/blR2ZMPHRZ/8eur9aDzdaBSHz5HqkZ1IN+KhS5EN2USWmFXUn1LlDj46tFktzBYs7B29Z88eO3jwYLVymJcv0k9elA/lUBQbuUU+0aFOUXzehniiXk486FIofryqtxm3bDAH/oCvtmSivEe+vV7U3y+e4kxpv/xNst00h7THoURxR7zcsUS6o5aLcYgxN9/IRePJ1Y90R22+cseyVOXazmGkH+UyVy7SHVee/hdEuZfj12CbN2+2xx9/vHqZ9p133ml333233XXXXXbPPffY8uXLq/u+cR3zKMc9zsDUKOe1xFYyUDJQn4Fxvu4UQLx+XpdMTwHE+zvV43BzHMUo8CmXAlwCZgrQxKZ0BWpGNNc3cr7QjuyJRxwCntnqg4MtOaCK0cerWBU3drx+CtYSi2QVm+wqBqh42Bff+4Un3xHF9mKPyF4nnvz4PKd1ZDQO6sqD8uPbkhMFDN+yZYu98sor9uKLL1aUB6Zjx47dHCPxyYfPk3yl8bRpYzM92tgbZ900D3X5juSa8NIc1emmcnXtSD+SjeTgpSVXLtXrV7tJPHWyKb9NrKmtfrVzY2zivx82U//98BHZTP32op36qbOZytGuk83hN7EXyUa8HL/I5JY6e6l+rlyq16kd2YzkI7mIp89Y+ihQz/M6kZ+I53W61VP9OvlUjnYkG8lFvEgXXlrq5HL5qb227Vy/0VjqfEc2I9lILvIjnij3gwDimzZtql6oDQB+xx13VGB4AcSjTPeW1xWYmtpodtstZrfcYnbbMrO5NS5WNVZ+b6aP/mUbextcsTYBGdhv9p3bas6fCRheGcKiMtD1urMoq4NRKoD4YPI80l4KIN7f6YluKPvrsbn1KMZOwGnUB+gpAFMgsNoCliO9iFcXj+dHevDSOBQLfdQViwBygeS01QeVHvbqfMlfKkPbx+H7qWMff/IpX5EfP+ZO9WjWI/nIh3g+NmKk7WOP7MGTnvLH1ie8kJO9os+dO1e9kJNV4Rs2bLAnn3zSHnjgAXvwwQftkUceqYDxrVu3VnLkgVhkk7ZyA6/XJRpPr32Mi73cXERyTXhpPup0U7m6dqQfyUZy8NKSK5fq9avdJJ462ZTfJtbUVr/auTE28d8Pm6n/fviIbKZ+e9FO/dTZTOVo18nm8JvYi2QjXo5fZHJLnb1UP1cu1evUjmxG8pFcxNNnLH0UqOd5nchPxPM63eqpfp18Kkc7ko3kIl6kCy8tdXK5/NRe23au32gsdb4jm5FsJBf5EU+Ue8ECiEcZHQyvKzBVAPHBTMTEeimA+MRObYuBdb3utLDdb9UCiPc7w2NgvwDi/Z2k6Iayvx6bW49iFEi6WIpN6QpYjfyoz1PpeSpgFB6yans96gJlPZgqGfV5IFp25EttdOARs/Tpwwb6URxkXuOWrLcjH7Ln+6LctOVFZ4Ji8BQ/Kopf/WkMkqOfLxMAvtnyBOD7zJkz1ZYoR48erbZF2bZtm3300Uf21ltv2TPPPGP333+//cu//Ev189lf/vKXFTDOz2m5Bp06darKrc8/dbV9jIqhLU3H1g8fbWMclH5uLiK5Jrx0PHW6qVxdO9KPZCM5eGnJlUv1+tVuEk+dbMpvE2tqq1/t3Bib+O+HzdR/P3xENlO/vWinfupspnK062Rz+E3sRbIRL8cvMrmlzl6qnyuX6nVqRzYj+Ugu4vHZLT52qHue+qC5xet0q6c26+RTOdqRbCQX8SJdeGmpk8vlp/batnP9RmOp8x3ZjGQjuciPeKIFEI+yOTheV2CqAOKDm4yJ9FQA8Ymc1paD6nrdaWm/n+oFEO9ndsfEdgHE+ztR0Q1lfz02tx7FKEC0KcWWdAT8emBTvE5U8hHFNrr0CeD2NAK7ZQc99H2MaisHyp78SEdt2fJtjUW62FKM0pd99LAhHdoc6l8slT1PZbsJlX/FBCVev+ob4JttTvbv32+7du2yHTt22M6dO2379u3Gam+O9957r1oRvnbtWnviiSfs3nvvtZ/85Cf2r//6rxU4/uqrr9rTTz9tK1assLfffrsC0plH5Zdx+Dpx+XLiL/7WjnzjWwblOPmTn9q5p1fZ1e077fqly160tq6xelorPOEdPgeqR0NW32JparPOTipX1470I9lIDl5acuVSvX61m8RTJ5vy28Sa2upXOzfGJv77YTP13w8fkc3Uby/aqZ86m6kc7TrZHH4Te5FsxMvxi0xuqbOX6ufKpXqd2pHNSD6Si3j6bKePAvU8rxP5iXhep1s91a+TT+VoR7KRXMSLdOGlpU4ul5/aa9vO9RuNpc53ZDOSjeQiP+KJFkA8yubgeF2BqQKID24yJtLTlNnxI2aHD5sdOW228DI6kaMug+qcga7Xnc7qQ+0tgPhQ0z8azgsg3t95iG4o++uxufUoRh6Qmh66GYaiK3BWwGZkL/Id8bDl9dO2+jyQKqA8BclpA/CywtlvmSI5D8wqdqj3qRjlV+2U0g+Poj7s6FC/ZNLZk06vqOKNqHLH+JUjtj05efJk9QLMzz77rNoT8t1337U33nij2gMcwJv9wF966SV74YUXquPll1+21157zd555x1bt26dsRqcfSN/9rOf2aOPPlqtGAcwR37lypWVHPuLK7/KjXJPO80PIHj64evbn//n/2oX1rzSERyPcprmf6m0c3MRyTXhpfms003l6tqRfiQbycFLS65cqtevdpN46mRTfptYU1v9aufG2MR/P2ym/vvhI7KZ+u1FO/VTZzOVo10nm8NvYi+SjXg5fpHJLXX2Uv1cuVSvUzuyGclHchEvvedAxvO8TuQn4nmdbvVUv04+laMdyUZyES/ShZeWOrlcfmqvbTvXbzSWOt+RzUg2kov8iCdaAPEom4Pj+Xth6gtKR0B82mz1f5vdQ/xLZiv2LFAvjJKBkoGSgTQDXa87qcIItQsgPkKTMaxQxgUQr7sxS/m5eUz11M7Vj+QikFF2u9HIXlte5DPXZjQWPTRhgzo3vR7ElG36xCcG2oCbUJUoNs9DH/scAkZlAzveFjbRVaEPPcBurWzWlh6nT5+2I0eOVFt67Nmzp6Lsb81Be9++fXbgwAE7fPhwtQci8mwJcunSpZtbpXhf1PEHJWYO6p7v28hKTrKKX3JQFWQE1GvMXk+6isHryoZkpKcYlCNAb/Z7ZKsTxk0OtOL7k08+sQ8//LBa7c2q7jVr1tjzzz9frfJ+9tln7bnnnqsOQHEA7tWrVxsgOdeVjz/+0jC9CwAAIABJREFU2DZu3FitBH/ooYeqPcPZR/zTTz+t+Ohw0CYGjT+dc827H083QNx/MJ9efq9Nnzzl1Seurtzl0NzBR7Zydfsh1yaeSBfeUixRLgaVh2H6jsY4rHgiv/DalMhmG3tLVTfKY9u5Waq5nKRx150XKX+Sxpw7Fv1/iHIPV/YQz81e7+X8/W9zQNzMPl4+C4j/ltnbZ3ofYLFYMlAyMHEZ6HrdGeERF0B8hCdnUKEVQHwGvNRNbZu8AzSmh+x2o2381ulGPutkU36kC6AqUJV+ChTAkhtggbKi9FFHR6A24K4AXvFSKj9eVyCp+qDw0gPbgKts68ENOVt7APLu3bu32toDgPf999+vVjCzklmrmgFyAXtZ2fzmm2/eBHTZB9sD5GfPnq3sA7bjmzgUJ1R1H6dk6CMntBmz+PA4VNSuo9KTP+TEg+pIc4ZP5Z8vCsgRXw7wRQDbnABeM3YAbUDvVatWGaA3+3+zvQlt8gWIjQyrxFkFDmDOXuHYYBU526hg9/PPPzfyB2jOizShyAG2MwcA7K+//nolz17kGo/i9ucFfb5c3PBOtUWKtkxh+5T0wzhtA4znbqfifY1Dve5cifi542mjm+ujiVybeCJdeEuxRLkYVB6G6Tsa47DiifzCa1Mim23sLVXdKI9t52ap5nKSxl13XqT8SRpz7lj0/yHKPVwBxHOz13u59N53gYeOK8TN7PNVZrfeYnbLd832X3PqJ8we/KnZsmVmq3fzBGj2+Ydm//znZr/z1RkQ/bZvmv3on802HXN61832v2227Adm3/jyjNxXv2X2V/eYfXzCybWoXj5o9ty/mf3wP83FcsstZrd9w+x7f2624nWz034sga/Lh81eesDs+98x++oXZ+K89atm3/kzs/tWme3qsrBmsfrTu81+umwmrw9uDAJzrN2rZ+SW/dRsY5q7Qc2P8/PT1WbTLj5zfTpHTn1sdt/fm/3+N+Zy+ifMyRtm5+cpe0Nzdeb2qX82+5NvzZ6XXzT71n8xe+CVmTn1+at8zqmW2uAy0PW6M7hQGnsqgHjjlE2ewqgB4unNZdN27gzV2W2jL0DP0zo/KT/XbxO51EeTduRH+un4kIUHEMuNMKupWVUNeMx2GwCjrD4GWPZ7Tqcrsw8dOlQB2IDYbKHBIT36OABadWCP1cwAutjl0IscAWkBeLWXtbb4AAQHmGWrDrbv+NWvflUd7GX92GOP2ZNPPlkBwADCbPcBQM5LIdkmBHubN2+uQF2AX+IHbNfKah8jY+aBgPHzwkhWmgNAs1Kd3OgACCZfHNQB8znUD1U/dWxgC5vKEb58nfwRkw7a5IxYlX9tf8L+3evXr6++DADsBvjmRZfkAkqeAMQBwQGwWeFNTgG2sXXw4MHKt8ZI7IDunCucE/glh+SZvOt688orr1Rg+JYtWyoZAHqB+gDh/hyjjr1uBbD78qYtBvBdB5DDB0yftKL/zRyaO/bIVq5uP+TaxBPpwluKJcrFoPIwTN/RGIcVT+QXXm6p00/5ufaK3FwG0hyqPSdRaksxAzoPutGlmhvGTW4oBRAf7lnQFZjqBohPbzL7yq1mX/p7syv+c8m9THHZG2av/9Tsy7fOgJyAz/OOr5it2G5mV8zW/t0skJnK3GJ2638wW3ugRcKumG242+xrswD2vBgSf1/+E7Ot0Yr3G2aH15p96/ZkDIn+rb9l9uDmYM/slvp+Pr6zsnMuNi6bjfE2s5X7E9lBzY/zc9sysykfhutb9o7Z1l90OEduMfvmj8321b33adps20qzb/5G/bx847+bbXrJ7LbZuVrW5QsFH2qp9zQDXa87PfXWW2MFEO9tPsfSmgAq9vi9++67bfny5RW94447qvr9999fgWGs/gT0Sm8GtRrVU4FZkm2SGHSk76lsdaO5vurs5Or72DrV6/yk/Fy/TeRSH7Q7xer7Ij/o+yJ73PwC1gL+AsICDLMim9XYnF8ArqwoFhitFcdQQFKAWFZnA1oDtm7atMkASqG0WbWMDSjgtA4Aa63yZiUzYC4vcAToBtClDsDNQR/+WOUMuIs/9FmhjF9tBwKf1eIA4n51NPrYASDGLnHjm5gAibGhGAHPAeQBnTkA6XnhpF4+KfAeQJ08AepDObSNi2Sg6qOOHbYiAZgnt6zQBtTmIA4O5UcxAUiTf8ZF3ORBY1F+4DFmZMgLY8EWXwLgj7gE/gPAcy0A3AesZ/4BsUV1nnA+AcZjiy8cnnrqqco+840v5pZzhXNHuugIGPfno2z6869bHeC7bmuVSVstTn5yj255U39kT33DoG3iiXThLcUS5WJQeRim72iMw4on8gsvt/hro+qRzVx7RW4uA1Eem8zNnKVSm6QM1J0XKX+Sxpw7Fv1/iHI/V1aI52av93JdgSkPwC4ANIln9qWJC16Y6MDO3/3DWaDzdrM/+6nZEyvNVv7S7IffngMvv/DHZo/8zQwYftu3zH72gNnKlWYr7jH7ztfn5G7/S7OTGSuFF6TqhtnWu+fA9lu/bvaPD5it22C2caPZ2+vMHviH+WD51/7B7Pz8X5zatW1mfzC7cr2y8aDZ+ndnbPz6dbO7fmh2m4D/r5ut86vf+Qaopb6fj14B4n2dH3ceLDh/XN/NGL5s9r3/YbbiCbOVT5gt9/m8xezb95ldS+9/bpgdWmV2u/L+RbM/+gezF9ebbdxgtvJOs9+Z/QLjS7fNnQMFEF/wXzIoRtfrzqACWYSfAogvImmTplIA8flAUu786iG0G01vluvauX6byEW+usWr/kgXngqrgAFEWZkMqAm4y17QANkffPBBtaIaIBbwGTBZK7IBq/0BcC0AG8AUwBbwlhXEALO8rBHw1APa2soDMBdwGrD1kUcesYcfftgefPBBY79qViTTp32uBboDfAMiEysgL6vMWeUM6MxWHoD4gM2AtQC5yAscZwzYxQ8x0yZe+omJOod8CVQWUA0VeA1ozsH/H6CzDvzCJ0YOdGjDF/gNCE9cAPIA2Bz45CDf/lBs5JYV31oRT135Rh+bxMLYAd3JBwA4DzVa9a1zI6KcF/pSjDrnCnKsZufLAWLDH/NIjvjigTnQVino8hAlMFznWS/o1e077ejvf3fBliq8eHNStlCp+3+N+Lk5baOb66OJXJt4Il14S7FEuRhUHobpOxrjsOKJ/MLLLdE1OLKZa6/IzWUgymOTuZmzVGqTlIG68yLlT9KYc8ei/w/RAojnZq4/cl2BKQ/ALgA0O8XkwE5WYn/5/zL79dH5CjdOmi1zoDhy3/w7s8NX5stN7TP7s9+cBcW/arbu+Pz+nNaNfWbfnQVFb/222a9PxlrnN5n9/izgfUvq64bZzVXXt5ut2BnYmDb76OdmX5hdhfwHK9wq8bb6fP+wcW6Fc68A8b7OjzsPFpw/ro8YvvAfzdbucfkivayof9mt/P622ccX5+f9xjGzH+lLk6+Y3ReszJ86YPbj/zD3xQr+CiA+P48DbHW97gwwlqauCiDeNGMTKB8B4qwWLyvE5092etMbPZAKEPQ01atrz/fWm5b3FcWr/rRPoCSrfqkjJxl47J8NEM7qZ84fwFStQtYKa4BsAFsOvxIbcJf9o3UA9AL6slIbEJwDe6xyFpBMG3CZFc/Ufb9WQ3t5+QCcB+DWKm2ttgbo1csyAXu1VQkAv7Z4QUbbsaAvoBzgGmBaMQBw44+DumJlPMTMQZ38AGJzUPf9WsktOS/LlwP6ggBdZCTv7cgefcqJQHUB6/CpMwaAb+WGlev79++vti5h9Te5YeW3ti7ReQKl+HZ6bngdZNkKhS8d2GIF/+SHcwYwHF+cX7Kp805+qo4e/Zm+eMnOPPSrEBS/euDgzTG1cZfmRe02NnN15SuHtrEZ6UY+I7m2vDZ+It0mvDaxR37a2Gur2yaeSBdeWurkcvmpvX6128STq9tELnec+jyGct3UtZO295drr4mctx/VZSvqi3iS9zSSgzeIUuc74reJJ7IX8frhI9dmFE/Ey7XXRC7XTxs5dHNL5CeXF/nI1a2Ti2y24UV+InuRHNcdCn2UAohXaRjan67AlAdgFwCancL2YOeXzO77OBbe/aADKf93s40125S8/fezcl8wW/5RbKsTd9+K2ZXBt5r9aG0CunrFG2br/3rWV7rVyJTZyu/N9qV7pnsbx81++DWzb/yu2Q8eMbuoa0db/X4B4v2cH3ceLDh/XN8tHWLgVwirvl8zJ2a268G5uf3Bi/VzO7XT7I/cVjcFEPcn7UDrXa87A42mmbMCiDfL10RKe0D8nnvuqbZJaQKI+weztK4bpyaJk85iaRNfTWQVTzpG39aDqafS87SJ317I4tvHSR2eCm3FDKDJQeGmljqyelklQDirhwFUAWS1epqV2NQBwgHFAYIBXzm/2PqEbUMAmbXVBuAze4wDisLHJjJszwFYSh2gFhBbW4uwopsDWQBctuPgICbt1w2Yi21AbsBY4gbA16ExMV7NCWNNc8S4kZU8FBsA6HoZJSvjiQPAl4O4iFfj0LYvrJDm4EsAwGitAheQ3olqKxQoetjQljLkSmA/q9uVK+UIQJ+DGBUn+SHv5IfxkB8OjTPNi86RTlR59OeRzjHs4o+tdJhHDlbkk0P8Dqooxksfbl6wvzj7igOYI9OmyEdK29gcpm46jrr85MoNcyyR7yjuOl6kn8uLbObqjppcNBZ4acmVQy+STe0Nsp0bTyTXlpc7TvlJr7m67ubaWYycfHuK39S37+9Uj2Kok49kB8HrRzx1NlN+m/GlttTOtSn5bjTXXhO5yGek30YO3V6XtvFE+hFvlOLmf5+ifHLfV7ZM6fUM5dvrCkz1BBD/P812J6u+FeKVt82+NLua+t8tS/Yhl5CZHV45C4gucmXv5VNm2zabrV9rtvuCMxxUb64CT8H3abNV/89sHF82u2tTPfgamK3eKNlKv1+AeD/nx4HeHQHxDjGQy5tz8iWzFXtcdi+b3fd7s3PyO2abzru+tHrdbN2ftzuPUpOlvagMdL3uLMrqYJQKID6YPI+0lwKI502Pbkj14BdRgcqeSs/TPI+9k8K3j9fHQp14BYRzIytwFIoe/QCYAK6cL2zJoe0v2AqDFeCsTAb0Bcxmyw1tRwJoDBgKEA6Y7G3Kp4BmwFpWaAvcxifgtl/FrTormAXoKl7iJN50fLQpnq85Ul6Ug1QfPcmIShZAF9BdL70EZGY/bMYBSC/AnvHrpZbkgwNQOOfQ/uJQQHd09SUAuVKOoByAz+SMODjIl3JGfBpfenYpNxqjcpbKRW3pQJVX5lZ86uSJ2IiJeUOuiY/IbxOexgdlRXj60k22TwEUb1O8D19vY3OYun4MqkfxqM/TSG7UeD7ebvU2sUe229gbpm40FnhpyZVDL5JN7Q2ynRtPJNeWlztO+fHXXF1v6etnkW9PI9++v1M9irVOPpIdBK8f8dTZTPltxpfaUjvXpuS70Vx7TeQin5F+Gzl0e13axhPpR7xRipv/f4ryyT15AcR7PUP59roCU70AxBcAoS4+b7/TFiBtAXHnsrZ647LZno/Mlv9xPWh6aOXcdii3fNHs935o9vALZtsOm01lXCPa6ufmi0HeBJHTle50dgKqXYZy/dXOTyc/nfpcDFRr7R8y+97squ/f+GuzC13m4PNVZQ/xJLXDaHa97gwjqEyfBRDPTNQkixVAPG92dUOqB7+ICgz0VHqe5nnsnRS+Fa+PQ3xRZHzstLmxBYAF7GbvZ/btZv9sVoSz/QVbYbA6Wat+AT4FUAOEAhoDgAoExab84QsZ+VSManuq2Lxt2fJjgudtygc8z5cv6art5WQfn/KLPe9DelDFm9rwMp3qisVT2RRN9cX3Ojpzcsbr9agvphBDGpf3rRiR8T58fTF+m+ik46wDxZvYTGVTH2qncuPSVvyeRrH7ftUjuVHjKdYc2ib2yH4be8PUjcYCLy25cuhFsqm9QbZz44nk2vJyxyk/XFP99TW9xubaayIn357q+g9Pxfd3qkve0zp5LzPIej/iqbOZ8tuMM7Wldq5NyXejufaayEU+I/02cuj2urSNJ9KPeKMUN///FOWT++UCiPd6hvLtdQWmPCDaCdhe4DIT7PT2BwWIT50327bJbN1zZg8uN/vHvzL7zu/MAaXsL61jwbYa580e1LYpTg75237b7Md3mK3bZHZ+5tfTC9JiLfVz84XjpQCIT39k9ltfmJmvr/ysWoS/MOeO4/O3YG6dXKn2NQNdrzt99d7OeAHE2+VvIrQLIJ43jboh1YNfRPVg6qn0PM3z2DspfCteWfU89SlugZms5mVlMlt68NJIXiLJCxjZvoPtOlitzGpoViADeGNHxdvHLjbpV50bZsBy2vCRV1E8ntLnbfo+X5d9/HHIj0B5fHJ4gFs6klU/bc+Dr3HgUzFDsZHGp/GkNJVT/PDTI9X17VTWtxUfPF+IU2OC0tb4VZeu1+tUT/XwiY3ULjbUl8bVyX4v+vCXHhEofnr5vYt2l9pXe9EGh6yo+D2NQvL9qkdyo8ZTrDm0TeyR/Tb2hqkbjQVeWnLl0ItkU3uDbOfGE8m15eWOU350neVaS73ptTvXn5eTb08j376/U93bVr1OXv2Dpv2Ip85mym8z1tSW2rk2Jd+N5tprIhf5jPTbyKHb69I2nkg/4o1S3Pz/U5RP7i0LIN7rGcq31xWY8gDiuAPiN86arf5ns2/qpZkJoA2ofevXzH7333cAxDl5L5i98Quz3/vanJwAdNFbv2627FmzU9cWTkYbfT8fnb5AwOtSAMSb5IOcePkCiC88NwfE6XrdGVAci3FTAPHFZG3CdNoC4tGNWsqrS1kqp7YerrpRyQ+SdopJwKCnUWx1+egHH//ErJhoU6DiCRiFAvgC/LL9BtuesG8126KwRQr7g3/wwQfVnt9sfyF5gcTYo84h2/Itvii68uv11C+a2kll1S+q+ekmR79kRWUjpYpV8WpMkiNWcqa2p8im54D8NaWym9qra0seKl/UlVsoba8vOXi5RX7QlZ7syDd8ePhUHiWb+oEfHalck3ZkDx6gePohfnHDO01M35St83FTYMwq0XiiIeTKRbrD5EVx1/HaxBnZbGOviW6vfUf24KWlTi6Xn9obZDs3xkhO170cGulH44zkvH1//RU/0lkMLzceb1s6ntepLnlPO8mnfV6vUz3Vo51bIt06XmSzTjaHH9nL5dXZb6uf2s2110Qu9UE7Km3k6mzm+ol8R7xe22sSd+Q74rWJm+sORXFxj1cA8SjLg+Gl97QLvHoAcZwB8RsnzZZ9ez6AfetXzb7zfbNly81Wrjbbutfs8nUHJHfbr3zKbP8ms5X3mf3wO2a33TrfPuD4t+4wOz+9IK0zjEXo+/kogLjZ9Cazr8zmPef89PkrgHjNedl/dtfrTv9DWLSHAogvOnWTo9gEEGc1MEU3PW2zEN2A6YEuh0b6w+RFMUfxtM1bE33888As8FM3rlABo+IB6rLlCft980JLXorJinC2R3n99derFzjyEkwBmuhhX4W29yUwVDwfg3Sh6aGcyR76skWf+LLn++p0ZcPT1K/sehnqkZ9UxrdlV7G0obLlqfLtaa4Pb0d1dCnQlOd91NU1dnQ7xaHzDXn5iWzW2Yhke8EDAPcf5NVLNk+e6oXpYmPMMjDoc6/f6YnG02+fneyPWjydYvV9irvbNU7XtRwqm556n6r7ftUj+/TB99dXyS+WKoZRoHVjyI1N+uRI9VzdSE42UporG8kV3uhmIJ3nJu3cUdXZzNUflhxxU0QLID6smZjx6+9nqS8oHkDMARxvGhilLVNumG38/+bA6q/+F7O399bv+X1zZXU3QPzmYGcql0+abVpn9rMfOHD8NrMVuxPBmmaOvp+PAoibmdtD/It/bnZ27tfnYZbLHuJhWgbN7HrdGXRADfwVQLxBsiZVdCkA4nUPj3U3n4vl5/oZ5LmkB2SBllBuVjk80EudLzz2799f7QsOAA4Y/vzzz9trr71WvVCTVeGA5uQHeeoCx5Wz1J/ayEd+O+VMuoqdNn7E97p1/qUbUa+veiQHT/3yUycXyUpnMVR+Pc09fyJ/kW4qhy94ucWPWXFG+fHnm+QiH2k8akeyveKxVYr/MD/xF3/bK9PFzhhlQOdaSsdoCPNCTcdBe5hl1OLJzYXi1rVR7ZTqupZDU13aUYnkIvvIwffX40i3CS+KZ1i8urhz45E+OVI9VzeSk42U5spGcoU3uhlI57lJO3dUdTZz9YclR9wUUe71ywrxYc2GzbuXnVxA/KTZX/3mLCD+dbN1xzok/LrZuj+fA8/TVcSXT5vt/ths0/4ONqbN3v7JnI3vr56TbavvAfHfvs+sFv+dMlupvc4n+aWal83u+73ZXP+O2abzc7leULthtv6v5+YlndsF8oXRrwz4Z+jwutMvxz2wWwDxHiRx3E0UQDzenqHuxrQTv+4hNdUZ1DmDXz0g+4dkgeHqZ3/tkydP2vbt26sXZQKCP/3007ZmzZpqyxRWi7OFCoCmHiY1VuwK6NQ4PRgq//0AxOXPU/nzMdTVNQZPI1nfr3okJ55kfFy9rMt+Nxr5jM69SA5eboniUC4iirx8Rj7Ul9JItle865cu2+f/+b/Oe5C4sOaVXpkvdsYkA+k5p/aYhL8gTMXv6QKhATJ8HKoP0P2iXSlWf+0Sz9PoWljH83qqRwGqL4fii2uufObodJKJ4hkWry7O3HikT25Uz9WN5GQjpbmykVzhjW4G0nlu0s4dVZ3NXP1hyRE3RbQA4sOaiRm/XYEpD8CO7Qpxt1r9lu+ZHa574SUn5jGzH309Bk2vf2r221+c6fv6P5td7fDsc3jlnA0B4m31q3+cPWa//6UZ27/x12YXamK4ccTsz74yG8MkA+I3zD6+a3act5r9aK1ZTUpsaqfZH90+Ny8FEB/axafrdWdokXV3XADx7jmaeImlAIhHoFzdjWcbvh5CPY3sDeqkUhx6QCYWeNrvmjY3rmyRsm3bNtuwYYM999xz1RYpgOGbNm2qVoxrZTh2kAdAZ2uVS5cuVVSAOLaRUVt+xYOf9ilGT5Uz2UNftjQG2qp7OewL8Pe+ZMNT71N13+/rih3bHL4vrcuWxtGGRudK6o+2fHqa61c6ko98duJJDzuKTTbrKDp1RfZSWiffK/61g4fmAeJl65ReZXZ87KTnnNrjM4L5kSp+T+dLDLbl41B9sBEszpti5XqmekTrrncRP9KPomsihx//eRDpNuFF8QyLVxd3bjzS93OYqxvJyV5Kc2UjucIb3Qyk89yknTuqOpu5+sOSI26KKPfIZYX4sGZjqawQP2r2/X83C4T+e7P1J2oSfsVs7d+Z3epetjkPNPWrkb9qtrJuK5Rps3V/OevvS2YPbp/111YfM8fNfvjVWdu/abb6UDCWdByTDIhzMTlk9gP9AuArZvdtXgiKT50wu+9P5sBw9nefN7dBGgurbxkogHjfUlsMDyIDBRCf3BXiejjmAfn4X/zNTbDv8x/9+OZq74sXL9ru3bvt7bffrlaE8+JM6rt27apuaC9cuFA9YOtGF1sCnQHGBa4LCFW/2opB4DRt/0Cqtqd6KIAnO1DpiS8d+VRcvQbEPRjOeBm3jyutKy6Now2NrgGRvbZyyi22mxbFo3khH+J56vPSyYfX8fVOOr3qO/f0qpv/J3y4l61TepXZ8bDjzzdfH4/oF0bpx6D6QqnBcRSDp4PzvnhPitdfJ8XzVNe4HOr1VI8iVJ+ndXL45for/15nMfXIz7B4dfHnxiN9cqN6rm4kJxspzZWN5ApvdDOQznOTdu6o6mzm6g9LjrgpogUQH9ZMzPjtCkxNxArxKbNV358DQ7/5F2abjjrQdPbllnf+6XwwPAJNj71odvvsSxxv/d/M7l1rdvzy7CTeMDu/32zVMrMvz8rc/iOzY25Felt99khZ/zdzY7ntP5qteNNs/2Gzw4fNtm0wW/bHM+P4rW+YfQFwf8IBcZaEH1o1Ny+3fNHsj/7B7MX1ZhvfNXvxQbM/ml31f9ttc7krgPjQLj5drztDi6y747JCvHuOJl7CA+J33323LV++3KB33HFHVb///vvtxRdftK1bt1Z7TJMQ3fS0TU5086cHuX5QHhQFbooKzJS/KKa24+ylfhRf3XxoTNCjv//dm0Dfif/5T9UqZ25aWR2+efNmW7dunb388svVizTZR5w+HQI4lTNPlT94yPt9xfFLbFDk1NY5pHbdmLrx0c85FGNKpetjlIzGw5hYDe9XxFO/foPxXrGpqat26dIFu3z5ol28eN6uTV2p+NPXr1UyvZz7ftmqy3PqL1dO85vKp/ZGtZ1unXJ505ZRDbVjXGn+R6HdMWDXmRurU+lYzbVXJxcZr5NN+ZFuLi+1pXakrz5PdY3z1Pd3quf66GQjpy/yE/FybHWSybVJrrBDgardybb6fJ59Xf3daG6MkR3p0ud9p3X18xnH511ka9x4GqM+v6P4NZ/qS9viN6HKeUoVDxR7vq26/EiGdm6RbkpT/bRf7VSuSVs2cmhqt04nlWvbrvOTy4/85+rmyjXxEcnm8trE08QHsviicN/MCnGeLR5//HH7+c9/bnfeeWf1bHnXXXfZPffcUz1f8v9aSu8z0BWYmghAnBNtu9l3tYXI7Arwr/6O2Xf+0OwbX54DSb/x383eX2v2W1+Y4X37QQeck/8ps9f/fiFwDnieHrf9rtn6I8mktdUnhN1m/0mrxAO/xPHl75ltXWd221IAxEnxtNnHK8y+8RsL50Hz8s2/M/v1w3P9BRBPzs3BNbte

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 Posted: Thu Dec 24th, 2020 04:48 pm
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23rd Post
Mark Olson
AFCA Member
 

Joined: Thu Nov 22nd, 2018
Location: Baton Rouge, Louisiana USA
Status: 
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Hi Jim, unfortunately your stator appears to be open, meaning that the windings are broken. There is a post three or four down the list about a Riviera fan with a hex motor that had a burnt stator. The author of that post was able to rewind his motor. There are others on this forum that rewind motors, perhaps you can contact one of them through the buy sell trade forum.

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 Posted: Thu Dec 24th, 2020 04:55 pm
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24th Post
Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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I really appreciate your time and effort.  I will let you know the final outcome.Hope you and yours have a great holiday and and pleasant new yr.
Thanks

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 Posted: Thu Dec 24th, 2020 09:47 pm
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25th Post
Jim Green
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Joined: Sun Dec 20th, 2020
Location: Arkansas USA
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One last question Mark--do you know Horse Power and hi spd RPM of this motor if it is not 3600.In case I decide to use modern motor.
Thanks

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 Posted: Thu Dec 24th, 2020 09:59 pm
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Mark Olson
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Hi Jim, I believe it is 1200 rpm.

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 Posted: Thu Dec 24th, 2020 10:01 pm
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Jim Green
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Thanks Again

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 Posted: Fri Dec 25th, 2020 06:08 pm
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Jim Green
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Attached Image (viewed 166 times):

DPDT SCREEN SHOT.PNG

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 Posted: Fri Dec 25th, 2020 06:12 pm
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Jim Green
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hELLO Mark  not meaning to disrupt your Christmas --This can waitI'm trying to understand the DPDT diagram--can you please use my drw to guide me a little
Thanks 

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 Posted: Fri Dec 25th, 2020 10:24 pm
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Mark Olson
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Hi Jim, the diagram that you are studying is how to connect a double pole double throw center off switch to a Westinghouse hex motor with five leads (the original switch was a "custom" part). For sake of simplicity, we shall go by the nomenclature on the original drawing.


1:  L1 connects to the yellow wire.
2:  L2 connects to the blue and the black wire for high speed and L2 connects only          to the blue wire on low speed, therefore connecting blue and L2 to one common of the DPDT switch and the black only to one pole (associated with the L2/blue common)of the switch fulfills this requirement.

3: The red wire connects to the other switch common and connects to pole HIGH to the green wire and connects pole LOW to the black wire, but since the black wire is already connected to pole high of the other half of the switch, a jumper is provided between pole HIGH of the L2 switch and pole LOW of the red common switch. Therefore on high, the red common switch selects the green wire and the L2 common selects the black wire (blue is a direct connection to L2). On low, the red common selects the black wire that is jumpered to L2 HIGH, but that is of no consequence because the switch is in low, therefore L2 HIGH is not connected.


4: The fact that L2 blue are always connected is of no consequence because blue is used on high and low and center off disconnects the motor windings. The red/blue winding is paralleled to the green/black winding on high speed and the red/blue winding is seriesed (sic) with the yellow/black on low speed.


I know it sounds complicated, but it is simply off, high, or low.

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 Posted: Sat Dec 26th, 2020 10:53 am
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Lane Shirey
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Mark, since you seem to know the Mobilaire hex motors quite well, do you happen to have a wiring diagram for the Big Twin ( double blade, double motor Mobilaire) ?  Thanks 

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 Posted: Sat Dec 26th, 2020 02:30 pm
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Mark Olson
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Lane Shirey wrote: Mark, since you seem to know the Mobilaire hex motors quite well, do you happen to have a wiring diagram for the Big Twin ( double blade, double motor Mobilaire) ?  Thanks Lane, I do not have a Big Twin to reference, nor do I have a wiring diagram; but you have my curiosity awakened and I will try to develop a diagram based on what I know about the big twin fans (virtually nothing).

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 Posted: Sat Dec 26th, 2020 03:43 pm
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Mark Olson
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After much studying and deliberation with myself, I determined that the twin motors could be connected in parallel, color for color. This may not be true, so I am subject to stand corrected if one can prove me wrong.


Edit: This is contingent on both motors being electrically identical (or very close), not withstanding that they turn in opposite directions when viewed from the shaft end (or the other end).




Last edited on Sat Dec 26th, 2020 08:35 pm by Mark Olson

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 Posted: Sun Dec 27th, 2020 10:26 am
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Lane Shirey
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Thanks Mark, 
It would be great if anyone could confirm that.  The last thing I want to do is burn out a motor, especially the reverse running one.  


I bought one that had a missing motor (of course the oddball one) and blade, but recently found a banged up twin portable that has good motors and blades.  Unfortunately someone turned the big twin into a single motor unit and mangled the wiring, so I’ll have to rewire it. 

I’m very sorry for hijacking the original thread. My apologies.  

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 Posted: Sun Dec 27th, 2020 04:19 pm
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Jim Green
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Morning Mark--  ( and Mr. Shirey welcome to our discussion)I just wanted to make sure I understood.  Does this drw do justice as representing the entire system in a single drw? 
Its just easier for me to see it all at once as I certainly lack your knowledge on the subject.  Im planning to use this to get an idea of rewinding costs??

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 Posted: Sun Dec 27th, 2020 05:44 pm
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Mark Olson
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Hello, Jim. Yes, that looks to be correct!

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 Posted: Sun Dec 27th, 2020 06:27 pm
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Jim Green
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Thanks AgainWishing You and Mr. Shirey a fruitful NEW YEAR  !!!

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 Posted: Tue Dec 29th, 2020 11:35 am
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Lane Shirey
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And I hope you and your family also have a Happy New Year!

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