X-Virus-Scanned: clean according to Sophos on Logan.com Return-Path: Received: from fed1rmmtao104.cox.net ([68.230.241.42] verified) by logan.com (CommuniGate Pro SMTP 5.3.1) with ESMTP id 4085665 for flyrotary@lancaironline.net; Sun, 17 Jan 2010 10:50:21 -0500 Received-SPF: none receiver=logan.com; client-ip=68.230.241.42; envelope-from=alventures@cox.net Received: from fed1rmimpo01.cox.net ([70.169.32.71]) by fed1rmmtao104.cox.net (InterMail vM.8.00.01.00 201-2244-105-20090324) with ESMTP id <20100117154945.OKQC16123.fed1rmmtao104.cox.net@fed1rmimpo01.cox.net> for ; Sun, 17 Jan 2010 10:49:45 -0500 Received: from BigAl ([72.192.128.205]) by fed1rmimpo01.cox.net with bizsmtp id Wfpl1d0014S1t5C03fpl8E; Sun, 17 Jan 2010 10:49:45 -0500 X-VR-Score: 0.00 X-Authority-Analysis: v=1.1 cv=4cmh2gL1a6RJOvq2diO5/mV5P7W7DelkioqUudxRLMU= c=1 sm=1 a=Vegc0WxVmH5BHtpNDyThtA==:17 a=Ia-xEzejAAAA:8 a=Hl1Gy0H5AAAA:8 a=ayC55rCoAAAA:8 a=arxwEM4EAAAA:8 a=QdXCYpuVAAAA:8 a=7g1VtSJxAAAA:8 a=ekHE3smAAAAA:20 a=UretUmmEAAAA:8 a=nUuTZ29dAAAA:8 a=7fxAVVNbtZt0LkmjQCEA:9 a=QanU52hndkBpfqpQhWMA:7 a=2WNl9xZ3mV79vLVQSiO-8UbVyBcA:4 a=1vhyWl4Y8LcA:10 a=EzXvWhQp4_cA:10 a=BDrt5tBpw0cbrZSW:21 a=LSqEFNQVpoOZ44Kb:21 a=hyMXKJvA6lrPokX1IuYA:9 a=YMt6CHF0HwjR77TjIP8A:7 a=-yZYoG4hzvUaAAp4V0EyqnMcR1IA:4 a=KwUC9kaq9kR6KkaW:21 a=NtSp2n3B3z_hDA9C:21 a=bDGyYvZ14tG4RWAFkqwA:9 a=kpP83KqnRl12NSaszdnzM65KtzoA:4 a=KQqxNPgzF0kA:10 a=dcpDpIk3BhZpLl2z:18 a=772hslrCYVmRTOAOyWIA:9 a=W5kVt92OKX-ZjED20Bupxtve6jEA:4 a=W-Qt9QB7dK-RPtTI:18 a=Vegc0WxVmH5BHtpNDyThtA==:117 X-CM-Score: 0.00 From: "Al Gietzen" To: "'Rotary motors in aircraft'" Subject: RE: [FlyRotary] Re: Inclined Radiators Date: Sun, 17 Jan 2010 07:51:19 -0800 Message-ID: <18DFC58CA6164145897331DCB139A2A3@BigAl> MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="----=_NextPart_000_001B_01CA9749.DB36AA00" X-Priority: 3 (Normal) X-MSMail-Priority: Normal X-Mailer: Microsoft Outlook, Build 10.0.6856 Importance: Normal Thread-Index: AcqXKSCbJwcQjlZoTCeUOi83UaAFvwAXexIg X-MimeOLE: Produced By Microsoft MimeOLE V6.00.2900.5579 In-Reply-To: This is a multi-part message in MIME format. ------=_NextPart_000_001B_01CA9749.DB36AA00 Content-Type: multipart/alternative; boundary="----=_NextPart_001_001C_01CA9749.DB36AA00" ------=_NextPart_001_001C_01CA9749.DB36AA00 Content-Type: text/plain; charset="us-ascii" Content-Transfer-Encoding: quoted-printable As I recall the article, they were measuring the angle from a line perpendicular to the duct centerline; to the face of the core. =20 There's a whole 'nuther factor to consider when shaping the duct and = placing a radiator at an angle; and that is the flow distribution through the = core. For maximum effectiveness, you want the distribution to be at least = fairly uniform so ever part of the core is doing an effective job. Based on = flow measurements that I have done, any time you're expecting the air to = turn, it's a good idea to do some flow tests to see if you need to add turning vanes. =20 When I designed the scoop for my main radiator, I chose to try and = follow a K&W profile, but it had to turn nearly 90o and be a bit shortened (Photo = 1). Then I rigged a flow test, and found the flow velocity was much higher through the far end of the rad than the forward end. I then did some = trial and error placement of a couple turning vanes (photo 2) until the flow = was very uniform. Doing flow tests on the rads and oil cooler was also = allowed measure the pressure drops. =20 Flow testing isn't so tough - you just need a big centrifugal blower, = some ducting, a small hand-held anemometer, and a water monometer. And then = you have to be inclined to want to do such a thing:-). =20 Al =20 -----Original Message----- From: Rotary motors in aircraft [mailto:flyrotary@lancaironline.net] On Behalf Of George Lendich Sent: Saturday, January 16, 2010 7:56 PM To: Rotary motors in aircraft Subject: [FlyRotary] Re: Inclined Radiators was : [FlyRotary] Re: Scoops =20 Tracy, Ed &Al, I don't know if we are all talking about the same thing so to clarify in = my own mind, I would like to say my opinion on these notes I have, suggest = to me that the 55 degrees, is from the direction of the air flow i.e. 55 degrees from the horizon or X axis. That would be only 35 degrees from = the Y axis or vertical. So 35 degrees inclined vertical isn't too bad - in a = bell shaped duct. However I could be wrong and the original reference could = have been 55 degrees inclined from vertical, which also sounds plausible, = seeing their talking inclined, one might think inclined from vertical. Al = what's your thoughts on this. =20 However I believe Tracy, you are saying 80 degrees from vertical and I believe he must be referring to a wedge shaped duct, as I don't think = you could fabricate a bell shaped duct to cope with that degree to the duct walls. =20 This brings me to the question on what angle is desirable in a wedge = shaped duct, if your unable to fit in a bell shaped duct or should I merely be considering the size of the inlet opening. I believe I remember in wedge shaped ducts they should be as high or as wide as the Rad, considering = the placement of rad i.e. under engine or side of cowl with appropriate = depth of the inlet opening. Comments please. George ( down under) =20 =20 Well the basic idea has validity because I carried it to an extream. My = rad is inclined about 80 degrees to the 5" duct so flow axis is almost perpendicular to the duct. A 5" rad would never cool that 20B so = inclining it radically was the only answer in my configuration. Water cooling has never been my problem. Oil cooling is working pretty good with the new = oil cooler. It was the "30 row oil cooler" from CXracing if anyone is = curious. Tracy On Sat, Jan 16, 2010 at 4:18 PM, George Lendich wrote: Ed,=20 I would like to see that again, as I believe would others, like Al and Thomas. I'm hoping someone tries it in an aircraft to test the theory. TIA George ( down under) I recall an article on some experiments done on inclined radiators in = race cars.=20 =20 Basically the figures that George mentioned were quoted in the source. However (big however) what may not have been clearly pointed out was = that the major part of the reason cooling effectiveness (not efficiency) increased was that inclining the heat exchanger permitted you to install ever larger area cores in the same size duct. So the increase in = cooling effectiveness by inclination was in large part due to the larger size radiator permitted by inclined placement in the duct. =20 For example take a duct that is 24" wide (X) and 12" high (Y) at zero = degree inclination. If you incline the radiator by 30 deg and then increase = its height to again fill the duct,. you can get an approx 15% increase in = the frontal size of the radiator (in the same 24x12 duct). At 60 deg you = could gain approx 100% increase in frontal size by again increasing the height = of the core to fill the duct. . Naturally that aids in getting rid of the heat. They also point out the larger core adds weight until you reach a point where the adverse effect of the heavier radiator core offset its benefit (this was all addressing their use in race cars). =20 The source indicated that up to 30Deg the drag increases and heat = transfer goes down due to uneven air flow distribution and disturbances - = apparently above that angle this adverse effect decreases and of course you have = the much larger frontal area.. =20 At least that is what I recall. If anyone is interested I'll see if I = can find the article in my files =20 Ed Ed Anderson Rv-6A N494BW Rotary Powered Matthews, NC eanderson@carolina.rr.com http://www.andersonee.com http://www.dmack.net/mazda/index.html http://www.flyrotary.com/ http://members.cox.net/rogersda/rotary/configs.htm#N494BW http://www.rotaryaviation.com/Rotorhead%20Truth.htm =20 _____ =20 From: Rotary motors in aircraft [mailto:flyrotary@lancaironline.net] On Behalf Of Al Gietzen Sent: Friday, January 15, 2010 1:13 AM To: Rotary motors in aircraft Subject: [FlyRotary] Re: Scoops =20 =20 Thomas, Nice research. I found my notes on inclined radiators, they state 1. 0-20/30* will decrease cooling and increase drag. 2. Over 30* things improve. 3. At approx 55* cooling effectiveness is 30% greater than non-inclined = rads and drag is less by 20%. =20 George; do you have the source for that info? It may be a good idea to verify this information. I don't recall the specifics; but what I do = recall is that the conclusion was configuration dependant, and should not be = taken as generally applicable. Sorry, but I don't remember what the factors = were; maybe something about the configuration of the core. Or maybe my memory just isn't right. Worth checking. All __________ Information from ESET NOD32 Antivirus, version of virus = signature database 3267 (20080714) __________ The message was checked by ESET NOD32 Antivirus. http://www.eset.com =20 ------=_NextPart_001_001C_01CA9749.DB36AA00 Content-Type: text/html; charset="us-ascii" Content-Transfer-Encoding: quoted-printable

As I recall the article, they = were measuring the angle from a line perpendicular to the duct centerline; to = the face of the core.

 

There’s a whole = ‘nuther factor to consider when shaping the duct and placing a radiator at an = angle; and that is the flow distribution through the core.  For maximum = effectiveness, you want the distribution to be at least fairly uniform so ever part of = the core is doing an effective job. Based on flow measurements that I have = done, any time you’re expecting the air to turn, it’s a good idea = to do some flow tests to see if you need to add turning = vanes.

 

When I designed the scoop for my = main radiator, I chose to try and follow a K&W profile, but it had to = turn nearly 90o<= /sup> and be a bit shortened (Photo 1). Then I rigged a flow = test, and found the flow velocity was much higher through the far end of the rad = than the forward end.  I then did some trial and error placement of a couple turning vanes (photo 2) until the flow was very uniform. Doing flow = tests on the rads and oil cooler was also allowed measure the pressure = drops.

 

Flow testing isn’t so tough = – you just need a big centrifugal blower, some ducting, a small hand-held = anemometer, and a water monometer. And then you have to be inclined to want to do = such a thingJ.

 

Al

 

-----Original = Message-----
From: Rotary motors in = aircraft [mailto:flyrotary@lancaironline.net] On Behalf Of George Lendich
Sent:
Saturday, January 16, 2010 7:56 = PM
To: Rotary motors in = aircraft
Subject: [FlyRotary] Re: = Inclined Radiators was : [FlyRotary] Re: Scoops

 

Tracy, Ed = &Al,

I don't know if we are all = talking about the same thing so to clarify in my own mind,  I would like to = say my opinion on these notes I have, suggest to me that the 55 degrees, is = from the direction of the air flow i.e. 55 degrees from the horizon or X axis. = That would be only 35 degrees from the Y axis or  vertical. So 35 = degrees inclined vertical isn't too bad - in a bell shaped duct. However I could = be wrong and the original reference could have been 55 degrees inclined = from vertical, which also sounds plausible, seeing their talking inclined, = one might think inclined from vertical.  Al what's your thoughts on = this.

 

However I believe = Tracy, you are saying 80 degrees from vertical and  I believe he must be referring = to a wedge shaped duct, as I don't think you could fabricate a bell shaped = duct to cope with that degree to the duct walls.

 

This brings me to the = question on what angle is desirable in a wedge shaped duct, if your unable to fit in = a bell shaped duct or should I merely be considering the size of the inlet = opening. I believe I remember in wedge shaped ducts they should be as high or as = wide as the Rad, considering the placement of rad i.e. under engine or = side of cowl with appropriate depth of the inlet opening.

Comments = please.

George ( down = under)  

 

=

Well the basic idea has validity because I carried it to an extream.  My = rad is inclined about 80 degrees to the 5" duct so flow axis is almost perpendicular to the duct.  A 5" rad would never cool that 20B = so inclining it radically was the only answer in my configuration.  = Water cooling has never been my problem.  Oil cooling is working pretty = good with the new oil cooler.  It was the "30 row oil cooler" = from CXracing if anyone is curious.

Tracy

On Sat, Jan 16, 2010 at 4:18 = PM, George Lendich <lendich@aanet.com.au> wrote:

Ed,

I would like to see that = again, as I believe would others,  like Al and Thomas. I'm hoping someone tries = it in an aircraft to test the theory.

TIA

George ( down = under)

=

I recall an = article on some experiments done on inclined radiators in race cars. =

 

Basically the = figures that George mentioned were quoted in the source.  However (big = however) what may not have been clearly pointed out was that the major part of = the reason cooling effectiveness (not efficiency) increased was that = inclining the heat exchanger permitted you to install ever larger area cores in the = same size duct.  So the increase in cooling effectiveness by inclination was = in large part due to the larger size radiator permitted by inclined = placement in the duct.

 

For example take = a duct that is 24” wide (X) and 12” high (Y) at zero degree inclination.  If you incline the radiator by 30 deg and then = increase its height to again fill the duct,. you can get an approx 15% increase in the = frontal size of the radiator (in the same 24x12 duct).  At 60 deg you could gain = approx 100% increase in frontal size by again increasing the height of the core = to fill the duct.  . Naturally that aids in getting rid of the = heat.  They also point out the larger core adds weight until you reach a point = where the adverse effect of the heavier radiator core offset its benefit (this = was all addressing their use in race cars).

 

The source = indicated that up to 30Deg the drag increases and heat transfer goes down due to uneven = air flow distribution and disturbances – apparently above that angle = this adverse effect decreases and of course you have the much larger frontal = area..

 

At least that is = what I recall.  If anyone is interested I’ll see if I can find the = article in my files

 

Ed<= /p>


From: Rotary motors in aircraft [mailto:flyrotary@lancaironline.net] On Behalf Of Al Gietzen
Sent:
Friday, January 15, 2010 1:13 = AM
To: Rotary motors in = aircraft
Subject: [FlyRotary] Re: = Scoops

 

 

Thomas,

Nice research.

I found my notes on inclined radiators, they = state

1. 0-20/30* will decrease cooling and = increase drag.

2. Over 30* things improve.

3. At approx 55* cooling effectiveness is 30% greater than non-inclined rads

and drag is less by 20%.

 

George; do = you have the source for that info? It may be a good idea to verify this = information.  I don’t recall the specifics; but what I do recall is that = the conclusion was configuration dependant, and should not be taken as = generally applicable.  Sorry, but I don’t remember what the factors = were; maybe something about the configuration of the core.

Or maybe my = memory just isn’t right.  Worth checking.

All



__________ Information from ESET NOD32 Antivirus, version of virus = signature database 3267 (20080714) __________

The message was checked by ESET NOD32 Antivirus.

http://www.eset.com

 

------=_NextPart_001_001C_01CA9749.DB36AA00-- ------=_NextPart_000_001B_01CA9749.DB36AA00 Content-Type: image/jpeg; name="image027.jpg" Content-Transfer-Encoding: base64 Content-Disposition: attachment; filename="image027.jpg" /9j/4AAQSkZJRgABAQEAYABgAAD//gAcU29mdHdhcmU6IE1pY3Jvc29mdCBPZmZpY2X/2wBDAAoH BwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8 SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCACUAN4DASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAA AwQCBQYAAQf/xAA+EAACAQMCBAQEAwYEBQUAAAABAgMABBESIQUxQVETImFxBhQygUKRoSNSYrHB 0RUzcuFDRLLw8RY0c4KS/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF/8QAIBEBAQACAwEBAQEB AQAAAAAAAAECEQMSITFRE0EiYf/dAAQAKP/aAAwDAQACEQMRAD8A+S3/AP7mX/5X/wCo098Ltjjl sM4zIu/3rRXHwrYK58RZ5HcltIPU/bavYPhKGB/FEhjYcsE7feubLkxs02mOrt9AtVa0BS3jiAY5 Zl5k+vejG5k5Y1N71i4bS/Y4jv5wg2LFjv7UQxXcXlS+nZj/ABc6y2dbBX0jVMQXPQV7kEa5GAA3 A7Vko4bxPO1/KSOueVQzeT/83J4Xqfq/2qiazWkxyD5P+qoSsjnww3L6sfyrMvLeoAqXTljsBnlU lN0i4+ak9STzoDQy6cLGpwzeUYooEUEeByUday8Mt28pm+acqvlTcfc17cT3WgL80+ZG09KA1FuQ I1LDmM/nUoXQu5x1rPJPdhc/NN7bVC3nu2Mp+aYDXigNjBPHExBONQ2qc9xCyb8xuNqx8014uhxd N5WHPHXajeNd9bon7CjZ6aRvDI5DNcrIy8hms7Hc3mkg3W42+kVxur1G1fM7HY5WlsaaIOmSrAZ9 uddrQbYFUfjXbjPzI9Dprxbm9OVM66hz8tLY0v8AUgGwGO2K9DpjIxVALi9X/jAj/TyqRnveYmX3 00bGl8siZ7GirPoOQcH0rOC7vOTyoD/prvmb8cpVI/00bGmti4mV2fzDv1piKeOb6Dv2POsX81fE ZWZT/wDWom64mDtchT0IWqmZWHbsGfi7pnZpdP615c8OaNZZEbUkbEb86QsjdQXyTzzeMobURpwf zq7+bin4fMoOl3Jwrc9zVSxOlHgH+4rt+jfnXki+HIyZwVOK81Y5g1URSbG3h3zGXO+PNk16sXiN rkdAvRNTYqoh4ykQHkmaTAyS45/lXkvH55Toh1r3cnb2G1Y6a7XMkxLiONo/fxDge9HhhCx6jIjM RuxkNUVvxW5iQBB5Qeu9Rl43e3JKCRREfqwuNXp7U9BcF1nOlSDEDufE+v8A2ojyLGhZioA6CSqb /FroAboPZaEOJXU0gcldCHygDme9Br2MD/MfGphy8TkO1CuZCQscezSHSvnz7mqo8QvD/wAXH2FA ivrmeZpzLsoKJtzHU0Bo8LGiqg2AwPOKWZzJfooUkRISfOOZqpM0zc5Ca94LY3XFriVovpL+aRvp RRtvQTQqR+4f/wBig8PDyiXRE5/bMOnerGz4DYwgs2qdgdi/L8qctbxba6YyW6PFFyUDGT61Uxtu i7SQjdWi2gtjf6oY7ptMZIG7Yzj0z0pi7tLS3tHEk5WV1IUggeHtsaW4xeTcflkt3iDptv0j7H3q T8GSU6Z7h3hC4UE7k9zT3jPnpat+qyG+UaWm0q/0vpAwT3oz3lv1Jx/pFVNzB4ckkOoNpJGocjUY n1xgnY8j71nVrVb+0UhA7E42zGOVSku4DhlY5HLyVTyLlcqfMNxRIpfFQN+fpQSxF/Cepz20UNr6 NDlVJHUaRSTqQda8+o71ysHGV/8AFIzzcRjeMaU1D1FQPE2Qf5YI745UiylTqQe696krK65X7g09 EaPEGzkRp7ioni8i7SQxjscbUm8bKdSDH8PSvAwfI69QaAbfiMxGVSMfalm4nPnJwh9BQipQ+Tl+ 70rzKvtjDdjTIZeKXSvqZvFB5huf50/DxSCVfM3ht1Vqp2iIGV29K5R0YEfaqlTYr5Y5JbiUAaY9 bbDbO/6UaOJ1AULgdjTxt4PHctMSS5/B60rL4dzK0UU5WNdmk08/QUtqBZjL+zDYQHDkdfQUZVVQ AAPSjJawouFmXb+E1CYKihUlRnc4Uf19qD0XlJll8FCQObsOg7Uwg0gKBsNqLDYpEoUXCE82Jzua OLZR/wAxFj3pBXXbsFWGPaSU6Qew6mnbayjEI1sVGAEVe3c0vZ2pupnu/GiAPkjBbko6/etBwzg0 83naaNICcas5yewpi0lZcGmvZGUt4cK/XNjIHt3Nae0trexsks7VdEMY2BOSx7nuajHb/KwmIvhO ZzyqUQ1LkH/etscZGWWVosbFG25GiCMkuBgpIMN60E/s4yzHCjqaQmvJpB5XMcWNhndh61HJnMZ6 vjxtpprm24eoiiGph+BRz9zVVxC7nnj3YovVFO2KjI4ByOeahMjyIFRSSTyFcne2unrJCGneujAS cqSAHGR700bG5A/yH/KhT2lx4eoQOWQ6h5TW7FxRT1FBZBDKJNfkbZh2Pem1R3RXEb6WGR5TUWgd gVMbEHmCDQHoSM/iP6UNoo438RWbH4htv/vQ4RJG5hcMWXcEjmKMVJG4NBJBIGAKyMQeRGP70KW3 TWWSRg3qBg/rUSghYtvoP1Dt61NkBxvkHlikHqJFKCPEIYc1IG361GS1ixnWQf3gv+9LyCMFpGl0 CJSxcDOK9iuI5o1KspzyI5Gmen//0KtYk2V5AGPULsaIbaNgMynbkQvKl5AhXcAjtQ11p5h50/Uf 3rhbGwjIcGcaQPq0mprEWUFbhSD10mlDh11KQfUVDQc5VyvsaNjQc1xJdSNHAMIWPiOvPHYGjIyx IqrCqqowBipRvFFGqJFpVRsBXGeM5ytMBzXccSM8iABRknFDtG8zXM0I8STkMfQvQUNXjvLrWQTB EfKP327/AGqxWSJjnB/Kg3LcRgbwj8qS4ldRSrHaRJpeY4JA3VepqwMtuoyWwBz2pngPB1aWTil/ FvKcQQsN9A5E9s88U57S3r01wnhNtJAskttphAARTsZP9vWrjTsAFCqBhVUYAHYVP6jk712+cCts ZIyt2DPAbjTrchF/D3qvk4vbwFo0Qtp5HkDXcQ40luGjhIdxsWPIf3rKXF3IWyfXGKw5OWS6xbYc W/af4pxCSZtbSEgbgCnYZfmIVdGyox/KqCCR5pwZCNI2waseGTCKeSCQgb865b7XRNRZ6AAc12gl CHJ+xojDTsRS0s2jalvQ+ipFBpwbiRfQvU1jU/RePn3qqefVJk/+akbiNB5sgd8Vtjy436zuFnxa 2sUirJAL1wYzlR/Cf980YxzcxfN+VZ9ryBZ45RJuuVYEHcH/ALFEbiVpuBKx9gavtj+p65fi2ntr tx4kV6TKg8uV59x966L5mVVdbxSp6FRkVStxQcokkP8AExwKTNzNI7ftNOo5IQnnU3kxEwrRXF41 uCGvImbH0hATVXJxCVoPBEgCE40ooH61XRhi51EtTlvayTMFVDkjbFKZWncZAr5nj4TdYI0MFGPU kf2qjs76WxnWRMHBzpYZBq4+IStt4fDiPOMSSn3Gw/I5+9Z2R1RtJb2NVI3wx/59bOz40L2HUIrZ TyKlBnNGF0QdoIPslYOyvzBeoz58InTIB2/uOdbFVmiYRyjIb6ZOh9/WruOnPnNXw0ZkDFhbQhjz GDg0IXkLsVe0jjcblSSPy9KIIJT+EV49kZgBLCHA5Zo0hX/WxJbbvSdxIZZ/lIzjO8jj8I7e5qdz cmFAqjVI5wi9zXtrCLaMhjqdjqdu5pg0kSxxqqDCAYAoyDlgbnYAdaHDFJMyxoCzscADcmtRw7ho sVDth7j97mI/b19aJNlbpDh3BltwJ7tA03NYzuE9T3PpViyhn1E7nnXB+nWvJZEhjMkrBFXmTWup Gdtry6uVsrR53BYL0rPXfxHJcr4cSeEv4sHdvvQOLccN6vgxgrEDy7+9UMsjF9nGOmK5s+Tfk+On Dj1PTFxdasqnP1pQyFSc5YmonY4zz51FTqNYaaiEfsi4yCTtVjBL4gS4RRrA0uvUiki+IwvICpW8 /wAu4ZRkHmKWU/Av1vSYR+MdANjQXnDKWAznmCNx7igq8d0mYmCn0rpInUrJIpDjYOnX370+sz+f Sl6/QiA/4sUtI+lioY5FHklkwfFiEg/eQYNC8KCYeUlWxnzAis7hZ9azKUs2vciXHvQxrZsGQ/am Dw2dzlAzj0okXD5xnTGxNVJ4LZ+hrEWIwSR786MkOOROfSnIOEX9xgOFhQHcuef5VoOH/DqJhyhl YfikOFH2/vV442ssrFPw7g8k41hdK53Zv6d601lwe3tYy8pIHUnmf7Ufx7KxIeaVZHX8KjYVU33F nvGdwxEYP0jnV3rjPWfuXxnfjjh/jyf4nZtqVQFnTqoGwb26Vh3GTuc19Je48rYwwYYZSNiO1Y3i /Chaym4txm2Y7jn4Z7H07Vpx8krbG2TVUb7Y9a+m8PQ3PCraRxnxIVLA8jtXzNhlhX1jh8QtbCC3 znw41Xf2rXNlmAFkh2cgxdHJ+n0P96K0VxnYJ+dMHGTy39M5oba7dRoHiqeSZwV/PpUMmNs43lk+ ZmGJGHkH7i/3q0gDM3hRqWYj8HX39KBa2sl1cCKEZLbkk7Ad60trBFYwCOH6j9cnVj/QelXJai2P OGQraxswjxOebfw9h2qxjuAcDGPWkHa4ZlWI4HNn7UG+4jHYQsuoNOeS9vU1dsxnqJvK+GOMcU/w 63WSHS0jHAB6euKzN3xu64hpaZgiDki7ClZppJnaSaQuTuSaWVdTksSR0GK5csuzqxxmM/8AXPM8 h0psvWhMSoA717MPN5ah4bDmaz00TIIUHNeKCOVe4O2K4lsb5oMRd8EnJoqKsgbJOemKWBGkbU1D hUDb5zvUU4lEjwya1ytWtvxKMACRC/oDiq0zl2AzmuQ8znFT2qrjtoon4RP/AJyMhPXNFez4dj9n KxB7Gs6kmDmmVum0aSdqv+n6z/muUtLXTpW4XB/epyOziBGZ0Bx0P9qzXjkb7V787Ip8raT6U/6Q dK1rXVlZRZB8Q9gMb1VXnG7i61KHKRj8K7VRNdSyN5iWrvGIHKpy5LfJ4qccn1//0a2S5Y5B2oIn dGDKfcUEvqIJP51BrgKSApJ/SvDmNr09yHyg0iXJKN+lV91OgLHClTsw5gjsaHNeSaRGjE6ttK9a YtODmZxNdjQo+mIf1Nb44sr59V/DeB2t1ercq7rBEQfCdcgntq7frWstroTIdS6HU4dM8j6elDQJ GgRECqOSgbClp0cOJojpkTYZ5MOx9K33+ssrtZeKCNt8V2snt96RhulmTKjBBwynmp7UZZAPqyfa mhQWHEms7guf8psBwO1aaOdJUVkIZWGQe9ZXwBv2o68QfhllLIy+IqLlVLYwf7VtjdMbNnePXLMi wQucqdUgU4qsjQsPEDltXMt0NVD3fGr0/MrCiCTzDFKz2vF5yfGkb2HKpuO76uXU8Xkhj1ZluYwB 6io5tWyRdrt1BrO/4Pdt9WqiR8I0j9p4nLpR/PE+9X6JbSZCXiMexYVMxMRoUI4HbnWPNqzXUkcJ YhOooy297HusjjHrSvFP0d61Xy7BcacVBbdzE2VIYch3rOrdcUh5TSHHrTcHHeIoQrxB/tvU3iXO Q/oZcA5H2o8bgrgn86Rf4j0ECe1IJqacdsm3Klc8wcVnlxVpjyG1cKc7Edq9DZPbPSl04pZE8xjp tUlu7RnGJVAPesrx1rMzcZ0kE74rmlZjkDb0r1ri31B1kUAdAw3ryS5tWySwyR0Iqf5juJGWfbba vXVgM96BFcwwAMJN/eukv4jnEgyaf8x2uxkkxnPLPMV7IdI1EgD1qv8AnX30sD6Cl/mpJbpoXJGF DbdRTmA2spLqNQNyT2oJmllPlGhe55mgogU55+9FDZ2xTLwOZWRVlhJMsZ1A5+r0p+2v/GgSVHbS 3ryPalwdQ07DHU0rIw4feCXI8C4PmAOyN3+9aY+zSL92vBcyIMeIxU/pXPcTgZLnHtSetFzqP517 qcnTkUSpseyXFwknjREawMEY2cdqPBxV5Y8jTnkR1FKsd8HpS8sTM/iW76XOzbbGriKeihlmj8QI AM888qrb8C8vIeHqSyg65ivRa+jPaW04zJAjZ64xVZ/6S4dG80tsZIZJsamzqG3QA8q6OrGZKRVi wAgwBsB2r0x5O4FWcvw7dxjMLxzEdD5SaUlsr23H7a1kGeqjUP0qbKcsLNEMUnc4jjkYjkM5NO+J qJVSCRzHWqvj0xj4e6r9chCqO+aUhkOCW4eKWdhkyOSPbpVi9uoxlcZ71Kyt1t4BEB9ChT7gb/zo jBQoJznP2xRTkLGFQD6HtTdpbwmTzIrMRt5aGyqMc8f1o9rnxMLk55/zpbPSp+IbKE39hGg0eLIA fTlRE+HPEXLMgY9K7jJLfEPDUYcn/Per9UOQFbBG4B5Z9aLbqCSM43wqxORp/PFDHwvOThRy7NWs j1lf2xjGOq5Io0QaMuwkDKpxlN6XanqMe3wxfQ7AuD2DZqtt7K9eWeMGUtC+lsdK+kSOGRBoADDI YnJqhtV8H4ovocaVnhWYDuRsf505Qzg4dcjciT75pi3sJNZyp261slQHPtR7SONmbWVB6ButT9Pd Yz5dkO4pa+jeHw7oDeJvN6qa3FzZ24feJT3pG44VbTwuhTZhg4NKTVPtVIieJhhyxkete6COlMcH s1kt2t5XIltnMTg/ofuKc+QQghZckHByORqbjpXZXaRjFCkhSWNonTIcVaHhzg7FT2oUljcdIgcH oaNFclXY3DjVZ3G8sP0MR9a9DTznUmk5B6EdKFc2NxLCt7bxESxElNvqA5j70WCcXFss6odDfw8j 1FOz/S3rxDQ7DcnIoZBBxvToQMBy1dKg4OeXvmiQm5QuMLiihiOm1EEKltXOvJFdUzGgc55E4/Wu tzO1fapa8DNQbbbFQyT1pHpGS2iuXYXFvBJGfp8u/wB6reIfCHC+ICPPiwGN9a+G22fY1bZxv0qR Y8waDZ5/hO6RcQXcUo3z4gKn9Miq244JxK2wPlHcZPmGGHKtqpJoiuRzqesPtXzaWGZLho5Th1/C SNqbsInMYc5XnW7mht7lSJ4IpQeepQaWPA+HOp8KNoCcbxt/Q1NwVMnzrjIWT4t4cinfOSfzrQrF 593yuOQG5PvTV18BmbjMHEYeIBvC2MckeMjfqKNcfD/EolVVTxADuU32qcpfFSwhpkZsadIzyWig FEYjG3PUM4o0kRjI8QOhYkeYYryOJnjKBcg9j0rNey0GdbguT5ts9KquI4g+I+G3DZCyaoWPuNv1 q1iJSRAww2cNt6Uh8TW5HDfm8HXayrKB7EZ/nV4/Uv/SXhjBnYl8ZABzyqfy5BMisCM4qe2kMBs2 4+9eLqIZMEAtjVnb/veuRsiynV6GoeCnia8ASEYPqKZtxJrKFAdiM9q9d4XiVimSNiRtQGdvAbDj cNwBphvAIpT0Dj6T/SrAYEjSHOpuYJruMWUd7w+SJCQ2NSE9GHKluFzvxCxSYL58ESZ/C45/nRfg WCmMrjBB55571EkHIPI0vG7eMFxk9jtRtSnIXKsOYJzmgPCwQeGfMoJK4H5ikWUcKvhNgiwu2w/a J+/3p9PDmdY2bTqOM9q6WISJNZzDKN5HQ9aPlAgjiDeZdvSvZLa31avCVg24OMUnwuQxvJwm6Yme JdUMjf8AFj/uKtYABGYnUtg5G9PRbXMexFGdiqZrq6upzIR+dWJ70MnfGBtXV1QqPV3UetegAYxX V1JT1Tzrq6uoCJJHKi5KqMV1dQBonbJFORkkV1dQEnAdcOqsP4hmln4VZPuIFRu6bV1dRo4oON2U dmYWjZ2IdU8x6Y9Kp+KqJeC3YffMLfyrq6sf9ap8KdpeBWUjnLNCmT9qfhd/k5iGI0OMAcuVdXUr 9DxnZ5AxOCyAkjvQ5UVfGA5DBFdXUANFDkKw2NVHDwLH4g4vZRbwriQBt8GurqcBicDx1XkCmr75 okZ2xgbjOa6uo/wq4KPE5U5IvixwSsfO2xI64OK6uooIfEkK2/CYuIRErcQNrRgeW4GParWaZjbw S4XMiBiMbZrq6qTX/9k= ------=_NextPart_000_001B_01CA9749.DB36AA00 Content-Type: image/jpeg; name="Rad scoop 3.JPG" Content-Transfer-Encoding: base64 Content-Disposition: attachment; filename="Rad scoop 3.JPG" /9j/4AAQSkZJRgABAAEARgBGAAD//gAfTEVBRCBUZWNobm9sb2dpZXMgSW5jLiBWMS4wMQD/2wCE ABQODxIPDRQSEBIXFhQYHzQhHxwcHz8tMCU0S0JPTkpCSEdTXXdlU1hxWUdIaI1pcXt/hYeFUGSS nZGCnHeDhYABFhcXHxsfPSEhPYBVSFWAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICA gICAgICAgICAgICAgICAgP/EAaIAAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKCwEAAwEBAQEB AQEBAQAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEU MoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2Rl ZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK 0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foRAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYS QVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNU VVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5 usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/AABEIAbECWAMBEQACEQEDEQH/ 2gAMAwEAAhEDEQA/ANXPPWsxi0wCkA4CgBaAFGRQA7pTAUHPegBCfekAinNADs+9ADXyBknigCnN eKgITk+tAFJpDcSYbdI39xOv4noKBotw2csgCynyov8AnnEev1PegPUvwwRwoEjRVUdhTFck4XtQ AYJ6A0ANKEdRSATaO4oAAozwBTAkHAz+FADSefSkAnNABigBeKAEx+VABg7uvFAB8xoAVR2NMBCM HBFIYHGOM0xDPnzSAcAfSgAAPcUAKqgdFpjH/pQIMGgBDQA0H0oAXkUAOBIoAduzQA38KAExk9KA DbQA7BHrQAY+tACYoAMUAJgn1oANnvQAoXFAC0AFACUwCkAm4UALuBoAOO1AAMjpQAuaADrTAUD3 oANvvQAnAoAQsPSgAzmgBaAFGMUAJigBPagDmbtt11Kf9o0MZHH/AKxfrSEX1qhGjtqBi/d74oAT igBQQaAF70AByKAFBz3oAdnHemAUgGuyxjLNj60AVJ9QSJSQB9WoAq/6ZeHMaHb/AHpDtUfQUDsT RaQu7ddSNKfQcLRYNDRiijjXaiBVHYcUxXHZGeF4oAUOR/CKAAs5oAAW96AE+agBwoAMelACn0oA TFADWAFIBufegYowfWgBenSgQueOlACFjQMTd9aBDg2R7imAuaAFoAMH1oANp9aAEwaAEPHWkAAG mAuPrQAuO4oACPagAAx2oAUYoAXOKAFBHpTAXj0oANooAQjFAB1oAXAFABQA0ikAinPXigBT9M0w EwfSkAYpgJikAEZ6UANoAUUALmgA5pgGaQC5zTAWgAxQAm0UAHegAxg0AGRQIKBiEigDmdQBS8lB 9c0MZXVsMD70hGkM0xF8TRf89FP41Iw8xOzrn60AHmJ/fX86AHrIgOCyj8aAF8yPs6n8aBDGnjX7 zCgCNrpB6n3AoGRNqKp2UfU0AAnupv8AVo+PptH5mgLD0sZXOZZdo7hOT+Z/woDQnjtIImBWMFv7 zcn9aAuWCCRTAjPFIBQTigAyc0AKpJpgPHvQAuaADIpAGc0AL0HWgBKAG0AJQAfSgYLx2oAXJ7UA FAhaBgBntQIUHaegpgKxwccUAJ+NADhQAZoAOaAE+tIApgKM4oAXPrQAZoAD7UAHXrQAmDQAtABu 7UAGfQ0wFoAWgAA9KADmgAIzQAYoAOKACgAxQINtAxNtACFQaAG7MdCaQAE96YB0pAIaADIHfFMB hmAPWgA84ZoEO356GgBQwHSgAyKAFoGGOKAG9KAMjWrfIWdR04agZj5pCNKCTfEp/ChCLA01MY8x qVirinTo0XJkx7miwrkDxWkY5ux+Az/KiwXIwIj/AKtbiX/dTilYfyAw3Dn5Ldk93cD9KAJBY3T/ AH50X/dGaA0Jk01BzNNI/tnA/SgNC1HBbRHMcaA+uOfzoDUtAgj3piFHvTAMigBCRQAw0gEz2oAU GmA7mkAuDTAXpQAmeelIBRz7UwHEg9KQDCTQAhyO+aAEx3JoGPkYNjAC464pANxjvTEHPagA5oAX HHNAxe1Agx7UAG0lQcEYoATBHSgYDd60CFy3rQAuTTAOaADDUAAZhwKAFySfSgBQTigBeR2oAbk+ lACgUAOC5HvQAFfWgBNvoaADBI4oAUAimAtAhRQAYFAC4oATFABQAlABzQMM0AITQA0sowOfbigA JAoAazgDNAFeW6C55FAFKS954pCITdsTTAPtWOQefegCSPUOzCgC3DdI/G4fjQBaXa4zuAoAkCYP BzQMXBoATpQAyRVkQowBBGCKAOa1Gwe0ckcxHofT2osMitJ9j7CeD0pCNoW9y4/eThB/djH9TSDQ UWEHWUNI3q7E0wJlgij5REX6AUguOyrdDk0AIVzQMQLgUgF2ZoABGSaLBckX5BxTEP3ZFMBG9qAG nNACYxSAMUAOGBQAtMAzSAXPFMABzwKQC8AY/OgBDx0FMCMls+gpAKFzyWP4UASDFAAcdulAxOKQ haYAKAHYoAMCgAxQAuO1MBu0gnmkMTmgBeaAFH0zQId0pgLigBNtACEelAAAD9aAF6dKAExmgBQu KAFGKAFIzTABhevIpALkHoMUwEJxQIMigYZFAh1ABmgBeKAEoAKAEIoGJj1oEIx2qT1x6CgBDhgD 0+tAyCSQIDQIz57rGdpoGZ8szscGgBnNACZNAhDmgA7UAKpI5BxQBOlzInQ0AXItSYcGgDRt7oTD 7wFICXk0wAg0ARvGHBVwCpHQ0DMe80POXtWx/sH+hpjNbBPGDUiHeRIef50AKYTtyRmkBHtUH0/C gBWIYAbce4oABj0oAcCOwxQAu7HSgBp5NAAAfSgA+tABmgBM0AH4UALyelAChTQAu33pgKFFIBQA BxQAmKAFxQAmB0oAO/AoATaaAAg4pDEGaAHD6UAOFMQEjOKAF4oAWmAYyetACn3GaAG9aADikAuR TAXPpQAlAC4oAPrQAgFAAePWgBM0ALuFABkUAAoANxNAB9DigBOfWgBQvtQA7kUXCwvNMBM0ALzQ AbhQIXNMBM0gENAxozj5sfhQBDLJgGgRmXMmSeaBlNic0AR7vwoAD04oEJQMMGgQlAC8UAHSmAtA E8ExjYUgNe2uAwGTzTAs78igA4PWgAIz0oAiD88cfSoGBkbpuNADTuPegAxxQA5SoGCmffNAAwGf lz+NACYNABzQA4cDkUwF60gEZT9KAIAziQAEEHPBGDQA8Sbfv8DP5UASId4JAwKAHgYFMBMUAKB6 UAAHPPQUgFJz1oAKADGe9ABgDpQAueaAFAoAQqfQUAG31oGO20AG3njHvQIRlBHNAEZ46UDFU4oE OzmmAucUAI3qKAG0gA/WgByimApOKAE3D1oAXIoAMn0oAXkigBNuKAGhcdWyfegBcUALQAfhQAvS gAPSmA3dggAE0gHjNMBaAEIPagQnIoAMigYm7HSgQE0AJu9qAEZsCgZn3k+OKAM1nLHmgBvNACEU CExjpTGL5bH7qsfwoEL5Mp/5Zv8A98mgYvkS/wDPJ/8Avk0CE+zS/wDPJ/8Avk0WAUW83/PF/wDv k0WABbzf88n/ACosAv2ef/nk35UWAkjW4jP+rf8A75NFgNGCZ8DejD6igC0JRQAhnAoAjPIxUDG7 h6GgB4YY4oAUGgB27npQAZoAMAdKAHA4BwBQIQUDHAc0AGKYFe5DZXYOxyc9qTBFfG8ZzkY4GcYp DLNuxA5+nApiLHWmAmKAFAz060CDvigYu2gBCMdKQAOnNADs4pgJupAOH1pgBPpQAZoAPegBM5oA D0oAbtzSsAu3FMBCO/6UAJuJ6jFACE54oAQHFAC0AGTQAo5oAcAKLAKKAFoAPpQAtMQYFIYYx0oA TOKAExQAcCgBA2f4SKAHA0wHUCFoAKAE60AJtOeBQMTyZD0BosA4W8h7AfU07APFse5AosIGswww zn8KLAR/2VbH74Z/q3+FFgE/sq1H3Yh+JJp6ARPYRJ0iT/vkU7ARiJF6KB+FOwri7RRYQm0U7AGK LAGKADFABigAoAKAEoAKACmAUAJ0Hcn0rnLEzz0NACgexoAUMAcUAKDntQAoJyBg49aAHAUwG5Bb AzSAeKAHUwCgCCWJn989c/5FIBot3IwwXHc5PIosMljh2ADOQO1MRJigBCoJz3oAcMqOOtACAZNA BzQIRFYfebJ+lAx+2gA24oAKAENIBM0AIWYdBQAoJI5oAdimAnSgBN+KADecdKAE3GgBCCRxQAmC OaQBkZpgG4A9KAF3LjgHNACgd6AHjpQIM0DDNABQAmTQAZNABz3oAcBTAXb70CExQAhxQMcBzQIk EbHtTsA8QHucUWAcIVHXJosA8Io7CmAtAC0AFABQAUAFABQA1lBFAFSaHByKpMRXNMQlMBKACgAo EJQAUAFACUAFABQAUAO5GMVzmgrL8xoAACD60ARldzAAdKAJAB0xQAuPrTAQgjrxQIUHFAxc4oAc GFACj2oEL0oAKAA0ANz+NAxQp+9g4FAARjqee9AgWgYuDmgQc0DAmgBMigA75zQAuR60AJ9KACgB Dn1oAcKAA4xQAw/SgBcjGBQAAAUAL/OgBpAzQAhoAaetACZoAepNAD15BwOlAC5FAC8UAG7nFAAc 0AN6daAFHNACg0CHqjN0U0wHi3J6nFOwEggQdeadgHhQOgAoAWgBaACgAoAKACgAoAKACgAoAKAC gBrKGFAFKaPaapCIDTEJTASgAoEJQAUAFACUALQAUAFADmIHeuc0B3AbHegBiFixJbigCRTtPWgB 2FI+8c+9ADeecjvx70xC8UhgDQAtAABQA4GgBTimIBQAtABQA7cdoAOKYDf1pAITzx+VACg5oAQ0 AJ1oGGKAHY4oAY2aQCBhgUAOBAFACgg0wFJxQAnvQAYoAUAY4oATJHAoAbjnJJpALTAQjAoAQY6m gBQBQAAAUAHTpQAob5CMcnv6UhhmmIUCgB4BboM0xD1gc9QBRYCVbdR15p2AkVFXoAKYC0ALQAUA FABQAUAFABQAUAFABQAUAFABQAUAFABQBFKm4U0BSeJgelUIjIxQISmAlACUAFAgoASgAoAWmAUA R7a5jQdxnJoAcMdqBC0ABNAxQaAEJoAUE0ALx3oAcPagBeDTAXAFAADQIXNACFj6UDFyfSgAJFAg 4PSgBoHNADskUAGc0AA+lAC0AJ+VAxpUe1ACY7UgF2e9MBwGKADGDQAtABigAxQAYoEB6cGgYwn2 oAacg9KAEzQAu4dBQAoPpQBIsLt0Uj3PFOwEyWuBy35U7CJVgRe2frTsBIBigAoAWgAoAKACgAoA KACgAoAKACgAoAKACgAoAKACgAoAKACgAoAaUBpgV5oMjgU0xFNgVOCKYhtACcUAGRTATNAgzQAm 6gA3UAJk44oAQ1zlidKAHKQTQMfz2oEG05OaBi4xQAhBNACqOcZoAXBoAeAf7ppgOEbHnFFmIeIW I5x+dOwCi3b1FHKAotm9VosAv2d/VfzosAv2dvVaLAILZv7wosAfZn9Vp2AX7OxHJFFgGm1f+8KX KAn2WQfxLRygKLaT+8tPlAPs8n95aLAL9nf1FFgF+zt6iiwXE8hvUUWC4vkHuRRYBrQSE/KVxSsA 7yCPSnYBRCR3FFgE8g+oosAeQ394UWAPIb+8KLAJ9nf1FHKAfZ29RRYBPszeoosAn2Vv7wosA9LV R95ifYcUWC5Mion3VAp2AduFAC7gKYBuFIA3UWAN1ABuoAN1ABmgBc0AJuoAN1AC5FABmgBN1ABu oAXNABkUAGRQAZFABketACFlHUgUBcN6/wB4fnQA6gAoAKACgBOtAFeeAMMiqTEUXUocGqEMoEJm gYlAhCaAEzQAZpgLmgB2RnpXMWKFB4xQMUAL2oELTAWkAtMBe2DQAbaAGvcRW5AlyM9x2qXKzKSb GnUYeqCR/pgVfMHKyE6wVYj7NPgf7Gf60uYOUDr0ahc29xk+kf8A9elzMfIOTXYyyhoJwD38vp+t Cmw5DSiuYpUDROGHtVqSIcWh5fHJJAp3QWFMyquWYADqaXMgsUrrWbS3X5ZFkb0Q5/UcUXCxUPiW LA2wyE9+B/jS5mOwDxLF3t3/ADFHMHKKPEsR/wCXd/8AvoUcwco7/hIos/6h/wA6OYOUeuvwHrG4 o5gsL/b0HaN6OYLB/b0GP9W+fSjmDlA69AP4G/OnzBYQ69D2if25HNLmCxLFrNs4+ctGf9of4U+Y LEv9p2f/AD8J+dO4rCHUrMHJuE/OldBYhk1uzjPDO/8Aur/jinzILEI8QwD70Mg+mKXMOwHxDBni GQj3xS5gsIfEMX/PCQ/QijmCw0+JIQeYZR9QP8aOYOVj4Nba4cJFbMzdcZ7Ucwcoj624+7aTH6r/ AFBo5gsNHiDnBgYEfhT5g5WL/bzYz9mP50uYLCjXs9bZgPrmjmCw9ddgJw0cq++BinzBystrf27A ETx/iwH86fMKw43cCdZ4h/wMUr2CxDLq9pEcGUMf9nn+VHMOxWPiCHOBFJj14pczHyi/2/D/AM8p P0/xo5mLlHjWo2GRE/6f40uZhyjDrmAD5DH6Uc4+UVtZdYGm+yuI1A3FsD09/cUKYcpAniLd0tnx 7VV2Kwp8QjcP9HYD3ouFmKfEKg/6k4+tO4WYn/CRJyPIbPsaVw5WTQa7DIf3imMepBP8qOYOVlka raHpPH+eKfMhWEbVrNOs6ke3NF0FivLr9sh+TfIPYY/nS5h8owanfygmK0VB2MhwAPpwaV2FkRPN ezn9/ciMf3bfjP4nmmPQjZU4MrSSY6b3J/rSCxBmJTkRj3OOfzpDNGyuj0zTuTY2wcgVQhaACgAo AKAEYgDmgDOumBOBVokq5piDNACGmA3NIBMA8jg+tACk0wEzQBPsrmNBelAhMGgBeemaADNADgaA Fz7UwHL154FAFPUI90QI7e1ZTRrBlSPnI9OOK0S0E3qBdhKp4z7gVLQ0RyzkTYBXoMZHHQVDWpaH eeQMFVJx1BotYBY5UbJAJOM9hTVxMlWfcNoaQGi7FYbJbxTDLKH9CRz37j6U9QIG0qJhlXK+xNGo ER0jB/4+Af8AgNO4tB66SBy0rMPYAU7iL0MKQqEQYX680xMXGT0H4inoIXyo8fMq8e1ADfKh/uJ9 dop2DUa0MLcBFH0FAajBBGp/1Yz9SKQEkcCDO+MEHryc07CuO+yWj9EYfgaLDuyN7CHqu78/8aVg uESRRfI0CMO+4DcKLBdhNp9uxzGhC+gPNQ4spSGHSoCu5XIGOdzAYpWkO6KMi2cPSR5G9F6fiaaT 6hfyGG/KfdhjwOgYZI/GqJsCavIgwIofrgnP60wsaGjXxub4J5KJtUsdo/pQJouRLjIHY1RJKAMH 9DRYYgGScHHNIBjblPABP1xQArGYD/VA/wC6w/rQBHJNLkE2smO+3aePzoAoygliRZXQHtF/9ege pXkGPvW1yv1jxSHqRieBD88c35D/ABoHqWotVtI1CrAQB6rn+tPQmzLUOsWJceYNnuUP9KA1NKUJ NEjKweJiOVPB7cVNgTKWpr5WiygDhsEn33ChDKun6mptljdlDRjbye3atCCwNShXgyxqfdh/jQBK LmKVeJkYexzQAwkAZHT1pDuNLKeG5B45pDGfYrVh/qgD7E0WC7EGn2o7Mf8AgRpWC5LFHbwnKxgE d8ZNVYTbFad/XI7CgLFea4CcjJGODSKRnT3oAx0+vWpGVDe5JHY0wLlldO80aA43EDP40yWdwowA BVEoWgAoAKAE6UAUbu4IO1TVpCZRL560yRNw9aYCbh60AG6gBpbmgBrSBRQAwzc8L+tIYeYfSgDR ArAoaE55JPpSGIFI6nNADsUCExzQAo69aYAfagAoAguQWAUAnORxWVQ0gZ9sxLSL+NaRegmPm5G0 YOPQUmUiK8T5gwfHy/xd8cVDRUWNELIu7k574osNvoSMdiAMgYDjIPXr/j/OmIVlhYAAYz3B+v0F MWpIigkHlcDIGD7/AIUBcnOeSAe+MgD1/wA//qpkiE84PH1bNMBNxPOMD2FFgDzADiiwCoc9v/rU WAUbc54/woswHYGefzxRqIdlfu4pgOBUHHegQm5dwUH5vWmIcDgDHagBrgOMEkfSgYxVVTkDn1NA Egb8KBDixAOKAIntIJv9bErE9GAwTRZDuylJolu5yjuO/UEUWHzEY0OIZzM5A6YUUrBzGjp2nQWb l4t28ofmJzTtYTdwj++R154HemSTqQe1ACPgDjvQA37wHFAE4H40wBtoIzwD3pAKWCqD1+lACFiR 6H+lACnHB9KAGmKJgd0aH6qKLDuyBrK1b/l2h577BRYLslihSGExwgKu7OPSkwRS15ymkqndpBn2 4zUrco5VuhNUISJDLKqA43ECgZrf8I9Nz+/j/WizC6GHw/cDlJYyR7kUahoH9narDxHMxA7LLxSu FkSx3OqwEedbNKuecLg/mKdxcvY0La6t7xzGCySjrG/Bp+gm2tyWa32FnOSBzjFAEeS65VMZPNIZ Su+EPOfU54pDRhyP8xwTSKGp978aYjQ09cXUXbBB5prcl7HXjUM8YrSxmhP7QYdUNIYDUeOn9KAE OotnG2gBj37EdKYFR5i5yadxDC5ouA0saLgNJPrQAZJ70AJQAhGSKAFweOKAHBaANLIrEoAeKADI pAGKYBzQAhHoaAGHPrSAUcDmgCOYbo8DPXP0rOpsaU9zMh+W5Ix1TH61dPYJ7lxSDyM8ZBGabERX agRIcY+Y8VMi47kKPl1MhJU8c+nrSuOw44JOB0PGBj8zQIk6AHiqESMSMDnB5yTj/PWgQw4znKjn PrQMl9iWGDnAOKYhhIIHHP1oEKFJ5PQn6UDDcDyAPxpiDcwzgkUALuzk8UAKDwDn8KYhQc8HOT0o Acg28jjvQBJjg84/rQAwsM8fn60ACj5Rnv7UAA54AxmgBcc+n+FAE6HB25ximIQkKOfxoAhXmZVP GMnH4UhltTuLkD+E0MRUhQDGB2piJRleOT9KAFkYBOep/SgBExgHqfpQBNhjjt3oAYoAPQ/iaBil eTg8e1ADhgADH/1qBCEelACngUANwM9c0DHDmOkwRmeKCEtbZR3JP5D/AOvS6jOXb7v402CJdPTf ewr/ALQoQPY64Zx0pkifU0DQtIokjOHGBQJmBFbDU9bvZGdgI2IVk4PBwv6CmgfY2tknlBJGDHpu A6/hTJWgkSgRg54zyOlIZmX+1I3XoGWpK6nOP170ihV68UxGrYAm5Q9T7047ky2NwcHitTMUnjrQ xjcmpAQmmAlAhuKYAaAG4oAMUAG3mgAxQAAUALigBcUAX+BWBYZxQAhOKBCg5oAXp0pgIfegBppA GaAByfLYD0qZ/Cyo7mSeLqLPuPzpUti57lo/KnA/StGShso8yDPBOc/p/wDWFQyloxmfOCIuQqjO fQ+lSV5hGwWI7vmJ4IPNUhMlyCgABH6UxDBkcDGPpmgBgBwAGYY5GOP89aQE2AEAJ/XNUICCMdv0 oATOFP8AKgAzuGOevSgB+G6nOM5JpiHBcY9/agA4xzg0xCqB2AP14/SgCQDCdBQA1jnjt65oAQ5O ABjFADS3b7pHegBwGccduPegB6Y3cYAPegRITtXPXHpTAYxw2305NACAfvAfbAoAsxHlu52mhgV4 1wKYiQEZwOtICGVHaUAdCKQydRtwPQUwJAfmFAiIfe+tAx/1FABnPFAASOKAGtzigBvIoAkHELfn SY0ZPitv+PVfZj/Kktx9Dm36CmwRa0n/AJCEX1/pQhPY6rNMQnTrSGKCcigYPJ9nR5mHEalyPoM0 CM7wxFtsZZiMl3xn6D/65pie5sFSwI6enNAFSWRYULNwp60Ac/rE4ZwEPBGetS9y1sZRBJPHQZoA VF+YUAa9h/rQfQj+dVEiRsZrQgXPFIBCQKBibh6igBNw9RQAZHqKBCUALigAxQAhFAAeBQAAcUwF oAKALuawLEoEJjNADlBpgO5FADTQAdKAE6mgBWBCHvxSlsNbmTNkXMZJ6SDpWdLY1mWpASNo7nHS tWQheVQbt5HfPt7/AI1JRUR0SEgbS4b5e+P1qUUIo4GwkFuOB1oAmLYOCOR15qiRzK+f3ZI+nFAa CLGwYZxjsaLAS7T6HHtxTEBwB1HXtQAhUp2OetAABsGSTk+vegByt0BAJ9uaYhxIKgZxz1oEJk4O T0HHNMBY+MjOB60AOb5jgdD831oAGznOc+vvQAc89O2eP60AR4y2efyoAk3fKT6jt3oAemAnOM/y piHEYQnryP50AMJGSe5pAKuCOOuMUATxcucHtQwK7sUj460xDoFbGW4z2oGTdaBCA80DHLzJQBEu Pr3oAd1oAU+1ADQMng0ADg4GaAGdTnNAEwx5X1FJjRjeKfme1P8AsN/MUluPoc9J1H0pgi5o4zqE ftn+VCE9jpe/pTAXPNSMAaAINTby9LuSP7u38yB/WgCxokQTSIEYYLAt09STTILwjBIO7IHpTGYG rsSP9nI79aBo525fdISufxqWUhgwFPqaAFi+8M0CZrad/rMfQiriTI1hVkBSGNK56mkAmygBpSkA hWgBhXA5oAiYc0AA3AcMR+NAyzbqdmWJJPrVIQ9iFxk4oEG5f7w/OgA3qO4ouAnmL/eouMvZrEod gd6BAOaYxA+fu5OPSkA7IPrTEN6dKAD60AAoAGXcpX1GKT2GjJvAFTeM5Dj+VZ0jWfQsuSGGOua1 ZCCTLPnOV2kE/hUspFTaPL3qBuDcY7CoLHum119hnINMRJHHhiTnJ6YpoTLKzsuCpx25NURYYSxf IznOaBokdME7j8350xEbD5R1wPXigYijr/ICkAq9CxIOOxNMQgz1PU0APXhec5PpxTELjBO386AB flGc5x+lADgOFLHJ47UADck4HGemKAGn72MdTwBQMdjDYGD6UCFxnbkfhQIkH3fX0NMBzAcHHQ5/ Q/40AQOefp60hjwMEdselAiW2yCRnsaGBGqggFhkiqESjtSAd2oGNHWgBRy9AEa+9ADuMjFAC/w0 ANHpxmgBH7UANyaAJVyY6TGjF8TH95bL6R/1pIfQwZPvGgC7ooJvh/ummhM6P8KAENIY4elAFLXm 8vSx6SOFP6n+lMDbtIxDawoeCiKv5CmQiVhlCBjFAzm9UxsO3pxz70MaObY4lNSUO6SEEdOKACP7 xxQBr6aMSHByOlXEzkaYqiRaAFoASgYmKBCEUDI3oAhIzSAcBxQBZQbVApiIpfmfHpQMaFpWAXbT sAbaVgNUK3asih6pg8jNFwsKo54oAMLtIOc9uaAIScHAoEOHYHFMAI5oAb0pDE3AGgDLvATv5B6c 1nT3NZbItsQNpGM9q1ZCJkAYcYBPGMUgKEyFFO7hScA1LRaEePC7mbp+PFILjxIqso5B7c9aaYWJ R/CeD7VRIitiXAB5oDoTHaOFbnvgYpiInIwOw+tAC4+UZByegzxQArDDbVIIHpQAEnA3dR360ALk Z6YFMQ8AE+4IoAaeAB3+tADwMnrjFACMdrDrjrQBGxzJxxQA9SSQAe3NADsg4B5HvxTEPU9MnHoc ZFAEh4HI4IyKAK7vkkgjP1pAKxxznPQUAT24Pmc/3TQ9gI1wAKYiXqBQA4UANXr1oGKvU9uaAIxk H09qQC/0pgBPFAACefrQAjdQKAGn3oAlVtsa+wNSxow/Eh/02EY/5ZA/qaEPoYbj5j9aAL+hj/Sy fRTTQmdEPb9KGCCkMUfnQBmeI2ZhZQdpH/lgf+zUxdDb3sxwOlMS2Jt3QDpQBgXwIgdgP/15oY1u c86hLgBuvfNSW9iI5BJyKBEkHLHAoA2tNXCk1pHYzluaApkhQAtABQAUANNAET8UARDk0ASIMsKY E/QUgIguTmmA4LQAu2gA20WA1Qcc5AArnNBdw9RQIaWA7jFFgGs3YUwGGmIXPrQA0t6UAN5NIA2m gClcjJmHPOT6VnHSRs/hE+Yon4GtWQi2hxt4PJyOg5pAVWYLIVYblPGOtJlLYSOMkBQH/BcD86Qx vliSQBgqEH+9k/SiwXJTIoI3dumaomw1SvmcHNAE5JX5SP8Avo9KBEYZXHynGKYx6hXA3MSRngDr QIcmwSErnrzmgBq7dxHUZOM9BQIdtBGaAFBOSMjFMBeNwx/hQAKdmTxjFADGb5iOwwDigCMD5ueP egZIDigQFiFxQImiHBBHI4oAc2N3oB0pgQNgMOPzpAOVWYcL9T2oAsW4w55BO09KTAhyAAaoRKv3 RmgB1ADQeaBiqOaAGc0gDNAB2pgLyKAA8jmgBvAFADj90DPb+tSxow/EP/ISjHYRKP50IDFbk0DN LQ1zcOfRaaEzeHXrQCHYpDADBoAzNXPmatp0Q6ht/wCo/wAKa3E9jZU89QMUxD/4Se4FAGPfNm2O AOvX0NDGjn7mNlkBYHJxUFkR+42R15piHQDMgwMZ/wAKAZvWK4jNaLYye5bFMQtAwAoEFMBCQKAE LCgCJzkUAViSD1xSuMsWp3En04piJ5DtQmgCNXFMQ8MKAHAigBcUwLmcrg9a5jQaM0CFGaYBigA4 7UANzjjmgBAeaQD/ANaADHPNAFW4xvcY+9gVntI1XwiRLugXAyOK2ZA6XjBIHHr0qRoiMbNI24Da T0x1pFbAmf4lAI/vHp+H+f0oAeF8vj5dx7KOn1PXrQIgmIHIGMn1oY0IpWWRQCB9eKAJWIUhlAOB 70CIfMH3wCwHXHSi47FmIEKCFJPemJgVLbjTEKSVRRxxQIFwy8cnp60AOVivTnimAFv/AK560AJn POSe3JoAToaAAKfzoAkWMgHOOaBDWABOOMdqAJYctyq5A4NADiBuzuye4FADCQOigdueaAFZjhMk nvk0AOtxhn9lIoewEKDvTEWEJ2+9AC0DEzjOKAHKcZ+lAEYxmkAEc9aAFoATgCmAc5oATFADwvQj 0H86kZga6c6vIB/CAP0pgZBFIZq6Ev7yU+gFNCZtgc4ApgOwcdakYqryABTAzbxN3iayHpDn9Xpo T2NcKD2OPrigQhOI3OOint7UDMKVw0TcYOOaTGtylcbDGQwO5R/n+lSMoL8wYDgAYpgSxxlHHrTE b1mp8getWjN7lkKfSmAoU9MUAIeO1MQ0k9qAGEMaADyye9MBPK96QB5C9+aAHRRiMEKeCc0AKxBO 04NAC4A4wMUwDC+gpAG0dsimIUZFAF0LWBYY4pAGAKYC5xwKAGnNIBuDQAoFMB3XpxSATFMCC4Tk ccY9Kze5pHYjgJERU8YbA+lakD/KATB5zx09akq5DMzKwYE9BxSZSED5kBXnPtnHX/P5UgJZAAoL du5P+T2qhFdz5hUjhh6LSGIASeF3HqOKQCzFsbcYfg89CKYIDHiJBgcnnOfSgOppBMWwBGCFxVEP cprwxHY9KBjnByAR1oAYMKc0wHpz0zmgQ4HBYg5yKAHBB+VAgOF9KBiodzfKpP09KAJGTA+Zto9B zSAYrRg8DI9W5zQBMPnBOTxTQhjKSdwoAYx44IzQAEcA9+vHWmBLCAHOP7pH6VL2ArqeKoCWE/Ka AHKc8+9IApgPGSpHtQBGB6UhhnGB1oEJnPrQAgNAD+9MBpoAnXkAe4FSM5rWD/xOLn/PYUdAMsig Zs6Co2ykj0FNCe5sUxDgMUihyD5higTM66H/ABU1uT2g/q1NA9jT4Ht9KBBKCIHwMnHFAGJJGF2h y23HO08+38qBle/iCxBVHJHOR1qGUjJRWwSOB3pgyxHkuoA56UMR1OnW+baPPUjNaGZoR2igc0AO mtwYyFAzjikMyXUodpOSBgn1qkIYaYhM0AKvNACE0AJmgAzQAwf6wmgCSmAUARzTxQKGlcICcZNI ByuGGVPFAGlWJQhA+tADEZjwy4x3FAD80AJxQAfWgBOvFAC8UALnFAFe5bGD3wazluaQ2IYWyXJ6 ccGtVsSPkDyIAo6YzxUjF2KdvADKexz0oGLtQFiExk9+KAGSkFQBjGOMCmBEFBIbk/jnmpGOChdu Oo9DQAMQXd2bA7fXimIrtNhggLbs8E/lSuNI1bVvNt1YcA/nVXIZUvUEciuGwOnv1oGmNLAxhjnG OaBESvuYZBBJwMnrTGTouOmemaBDmxuC5yelAEqRyHBb5OO/+FK4CsiBsHLt05/woAcSeAOBk8Cg COYnbjI/WmIhXKnPt3FAyzG4CH270CI/MJOCTjrgd/8APFADo8hTn6c8UAO6nk4oGPi5PB5wf5Up bAVBkCmIlTIXApgTKMCkAoGaAFH3T9KYDB70hiHg5OQAKBCDpQAdB0oAcBTATtQBNAf3pX3H8qlA crqbbtTuj/tkU1sNlGkM3dBXFvIfVqpEvc1BjNADsUhkiDBFMRm3S7vEkGc/8e2ePq1APY0gMDmg BLr93auxzwAcE+9MDPiUTZXPzEjAzyKQFe7xMozt56cVJS0MuePbu39OOv40AMtMGY59qOoPY6uz mCYB6dq1MjURww4NSMd2oGZN7HskJ9apCKbUxDCcUAN34oAA9ABmgAzQA2MnJJ9aYEo/SgQ6gCMo sm4SKGXPGRQMfQIv81gWBoAMUhgaYgxxQAc4oAPrQAY9KQBtpjI5dquhf7vOeM1ErdS47aFeBS2/ OemcH6mtFsSx+7dGVGFx3I60hiSgqfkcMD+mccfrSGLtzLkYAPPrmgB7KNp469zxTERADzUUjgnF IZYFqWHPQ9RQK4PZAYIAHHNArkYsVkyD09aAuX1UImAKQGdqXMeOev50wRT+YxMvLHsBzmmMtQ2s +3LbUB6k8H/Gi4iwIY4l5JP6D/GjVgNWR8EIAq98HFFgBWzgb8ZA5NMAfA57ep4pAMOQAMYFMBvJ HQigACgk9OaAHp1OKAHMuACw/CgBTnGPx9c0ALx19fSgB9vjzQT0A9Pak9gKvVselMRKn3QcnFMC fHHfGKAG55x+lIB3Yj2pgR0hiY556d80AKFweaBARj8KAHYOMnrjimAnQ4HHagB8P/HwP941A+hy l2d17OfV2P61S2B7lYDNIZ0WiLixz6saonqXwM9f50APAoGSKOmaBGffoya/ZSDG14mQfUZJ/mKA 6GiCe9AyG+IFqQejECgEZdplLlBk7R1Gam4dCT7OCrI2A0bY9e//ANehAynqdoY4OOgxjmgaKFqp Wcj3ppaiZvJ0FaGZYhnZTgHgUhmjFPuTJ4NAEF2VdaYGW/FMRE1AETHFAADQA4GgBaAEjIVQM9OK YD9/pQIXcOpNACGX+7QAgBPU0DNTnPSsChcUAAoAM80gDPtTAXj6UAITSAM0DDp1piILjlVPoazm aQII28uUg8gjp+NXHYmW4qEkttGePXFAySDDoeBnvk5xTBgzBBxnBpiBHJ4IGKQydI920j19KTAu hQBSJEcbhimAIm2lcAccUhlG5VEjZmy7AcZ4FUBVV+0SgOPQdMUwJ4SzY3Zzx7mgAkbng5PPvmmB CXKuOvbn0oAjEuDkkk4J47fX9KQD/ND+mTxnP86AsPBBzx170wFUZ9SKQxxH/wCumIcOORQIcFyw J6e9ACdvQ570DCQ9AfWgB1sT5oI6YP8AKk9gKkhPmke9MRPF8wC9qYFk9DQAxc9KQD16fhTAixz+ FIAx82PWgY7Bz+tAgOPqaAAimAg60AOhBF0vpljWfUo5Fzulc+pJqxPcaBQM6TSk22Efvk/rTILy rntTAftx3pDHqvNMRU1OP/TNOmJA2uyYPfK//Wo6h0LAX2oArag22FAehf8AoaGNGbLEwO9F46nB xUMpF602M8jJ0cgnPUHoQanURFqyF41A6CmhmRbKokA9GIq0SzZC4qiR6HBFAGjGFMYoAqXIKng8 UwKTdaYiF8igCJqAEoAUGgBScAk9qAGrGuAW+9jnmmIcI19W/OgB4jU+tAC7QGwKBjwKBGkDkVzl hmmAh5IHtSAMc5yeO1AxaBCZoAFB5zigYZA6UAKTx0oEQ3JIhJ9DmpnsXDczw/75MMM/d/z+VXEG PExVm2DJUYx+tICe1LCHJyQeevHp/n6U0DI3lLPtH1zQCRIjZcbVB9OM5oAvRgsCCMdjk80rgW1+ 4OakQHAHSgBpcAZzTsIoyahGG2gknOOlOw7Faa48zoCMevWmBGmQRkbcn0oAsRsijapP8hQBFKxL AA8dxTAaygr83JoGV3ChuSOvA9qkYsXzcHPUfhQBbjGBjv70xD+gx3NAgOTn17UwHcgAnODQA7OR gY+vtQIR/wCXFAxCcdePw4zQBLBkOASeQcflSewGcQTKTk8E0AX4Bhc1QiQ/dNADVAFICQfdP0pg RdBn2pDFUetAh1ACY5pgKfQUAAXFAADhmYcbY2P6VmUcgBhiParEAFAHVaem2yhH+yKokuhMUALj FADl+lAEGoRF4oW7xzK39P60APUEcYH5UAUtWBCwgAZJOB69KTGiALmMhjjK45pDQ61bYW4yc8/j RYCS7iaZV7DvilawIzILQ5TGcnHb1qkKRtXUGw5HSqJK2KYD1mZBweKQDZJS9MCBhTERMtAEbLQA zGKAFxQAUwCgByjP0oEPFAB1JoAcKANDn3rnNA/OgBcGgAJAoENLdhQMVRQApzigBAB3oAXpQIjl P7pxs3YHAPek9io7mO/+tG4lSSBz0zkfl1NNMpkyxjzBlyHIwBgk5x0IoBFuJQsQPqTkMCMdM0CI JmKtgL90nB4GPxoGhFf58kAg54yaANO1AAxQxFwMNvXpUiGGQYppCKdzM+3CHAHfNUBmlCORndnr /SgofZsVA3Kf++fahA0SPgsSOB1phYhRyXIU+2MUh2LCZJG9s/WmIGwBg0CKkgBbj86llImt4sEs f0oQNllQSM/n2pkjiNuT2x1pgJ29qAAk8UAOB4PcigBfbqPSgBhJBHX2oGS2+fOXIPQ/ypPYRRP+ sP1pgX4eVxTEOekAL0BoAeP6UwI8Y96QxQcnNAh3SmAAUALigBccGgRDKStpdMOqwn+VSWjlVGGq hDlwDk0AdfbDEEYA6KB6UySYKT3oAdtAoAeBigBsy5ixjuD+RzQAzOBzQBk6zKVeAZ6ZOM0ilsI6 hgDgkBwD74//AF0gJoV2vIgH3/mUGkA+Tcy7wQNoBH5/5/OqAniiV5FO1QQc8DHehITZbnQNGaYj KZcEimIaRxTAYaYhjUAMPSgBhFADSKAG4oAQ0wADNAh4FADwKAGA80hjwaYjSrnLA+oOBQMDnYX5 2jrgZxSAYaAEUZNAEmaYDSCaAFGB/jQAhPtQIVRkHjsePwpPYaMi7OVclETAB9/vAURLZMIMOHJO euSe9UxJlmJ1wwkf5c5yx9j3/wA9KBERVdxJ4IOc8+tIZGVYPj5vT7uP0FAy/C5Zt2c89aZJMGwW Xd0b1pARu5wSBkflQBmsJDKcFuvbvQ2UkrDpWKyxxyYK5555pNjSJlTyWcu+5cc+n+eKZN7kQYSE bQMkZ9KY7WGxjYvIOSc8dqQMk3iPOfmJ9qYiMuZMs3XoB6Uh2sIoJ680AWQu1cdhTEKGPHfBxQA8 ZySetAgJO7gY5/A0DEkXHQHI/KmIRc8dfWgCRRwOvHSgBrL83J4PSkMltdwnAJ/zikxFID98R6Gq QFyBcJz3piHtzSARDk/jQBLjANMCOkMVetMQ7GSKAHUCDHNADhjGR0oAq3Rxp92Tx8oWpLW5zCD5 x9aoRJAmXVR3NAmdkowuBTEhycLz1oAdwKAE3DNACF8gigCMkelAGLreDNHz/DikylsLp7bm5I7n 9aSBluVwjiQAcHFACNvjtm38gjI49/8A61Aupo22DGGA4b5vz5poRORkUwM26jKuTjg0AViwJIB5 HWmhDTTEMNADD7UwEIoAZimA0igCMjJoAeBxQIeBQAvQE+goAgDilcY7fQBrZ5rAsM54FADeQOKQ AQTQAL1oAkAFMBDjGAKAExgcUAAFADkHzge9DBGReRqEmHQ9sfUVMDSRNFIAAx67QeO1WSiOXdI6 hRlcZJx0596lsaRKXILo2QfTp+dAWK4OQQScHJBzQVYu2RBXBJbsOMChMlosuyruz39PpTJIDMwb BU/N3Jx7UDsV1LAFv4j0z2pDIbpG3F3IJ4B+bNDGh3lGSIguDzkKAeT/AD/yKAvZg8TI20duPT8K LBcQCVG6twOnXFMWgzzQepOM9aLjsLnsoxzjHp+NAEySBWKg5z1we1ArFhWBAwOOopiEIPODgGgB VZlwCMigBWYnGOcHI+tAC7QWyTg/qaAARnscMOKYEg+Y5IFAgUYyHOPQ4pDJoBtlA6HnpSBlEYMh PbNUiS6OgpgJSASPrxgemaAJc5yKYDcZpAOUd6YC9D9aAFHp+lAgzzgDJ70AK/yxsSenpQwRU1HA 0y4/2nH8xUlo5yNfmFMksWSg38aH++P500DOpaUCgQwymgBykkfSmA4cUAHSgBpwT60AYWsSBLsY 5KgGpZaKdlcPGzBs9D8zfpUpjaNGSRZtxRgW2A+4/wA80wSHs8klqy8nHGOpJoEtzag4Uc9qtEEj Oq/eYD6mgCpczxMpGSfYClcDLtpFnWR41YKHK898U4g9yQ1RJE1MBD0oAbQA00AJimIQjBoAUdKA FpgR3jmOymZeu3ikxrcwFuLn+/8AoKzuUWYppj95qLsR1WBWZQc0AKOKAA0ANzikApYjmgBQcigB RTAa/BBFACxnNAGdfD5GwxHHOOPesoy1NmtBlqN1srbCeMZxwOa2MyXbyAqc4NIokMahtzEZc8D0 pAQSQoS23hc4xn86LAmPtyIl7bj1OM5/zmhIHqSPOzZUK4Hvx/L6UxWKyuI2y+QSM/WkUOikDOFB Lg/dHTvQhNDrhnkUbR8gPPIFNiQ+3bbCAc8nBHahA9x8rKNxT5sDHHFAiuAPvHjsOcCgYbEL7lx1 7dKAGlctntnrQA1Qu/gmkMswNnaePxpiZIMhRgmmIepLHHWgBB8mcD8aAFJK7vU+lADlBK8cZoAe FCqM9RSAC/fHvTsFx1uxNyoI7cflQIqE/vGx600IvKMAUxDW70hgvyj3oAkTvTAAMCgAUgDJPFAC gfNzxQAoUn73A9KBDhgDA4FMAl5jb0xSY0UNVONMGM/NJj+dQUjCX5QKsktxwGPUrVgDiRN/Tpwf 8P1oB7G4MscHqO9MQowCMigB4NADh0FAC/WgBRtFAHP6qnmXLtg9dv6VLLTMx4tjMEJwq8e9Zs0R bhRo5lVjhQo+h600J7F61ZXRuOA68Z68+tVch7mtcMUhUKcEkdD7VT2JKuefSpAiu5PItXkzhui/ WgaLVpYeRpsUR++BlvqeTVojzK0iFSQRVARN1piGGgBufSgBMUxCGgBp60AOFMBwFAFfUjixkHrg frSew47mOqjFZlEyLigDqAKzGLnFABmgBKQCYFAC4oABkd6AF/GmAYHpQAYx0pAVLtA0Tce3Fc/2 jdbFawz5GM52sQK6uhky5woH0zSAbIQwDA9OmfY//WoGRllB+YDHuaBiq5kAG7bj2oFYY6iPDfeA 6gnmkMYGQb2K7j1AAxigBI8LvZ8DAJwKSGyM8qeiqM5XJzn1NAFiEboSoGVB3Z7+lNCZLtxlAP6n rTEN4Lfdyx7k5NAAIwPqfSgBlwSUCrhcdcCgEQr8rgrwMcY70hk1vu5Gev5U0Jk/PA/CmIVOGx69 BSGOIz0yaYhUUDB7e9K4xSwVh3J65osFwXtuIwT071RIoIwTkAH1BoAfbPm5UDnrz+FJgRRR5lZj wM00IsjpmmAhHWkAAdaAJF+6fSmAZxQAoGfegQowDnv60ADE44oGKWAGcUXCxH5gfIHpSYynq5/0 GFfVyfyz/jSGjERdzD0qiWdBJABNZdAUibqP93/69MS2JwP1oAcMEYoAM+lADgaAE3UAGeaAMW4P mTSAYwSTk9utIopyfMBsUqQflGOhqGWixbweY/AwMcccYHahITZYs18qcoCSAMgknuen6mjYGal3 /AB71TIIQtIBIrR7i9SWUYgh5Uf3m9fwppA+xq1QiGaBZB05pgZU8JiY5HFMRVeWNfvSIv1YCncR Gbq3X/lvH+DA0roLMjbULUced/46f8KOZBZjDqNr2kP/AHyaOZBYYdStgc5Y/hT5kFhf7Ug7JJ+Q /wAaXMgsH9qLkBYic9OaOYLEF3emZRGVCgHJHU0nK40rFZWBUkdAccc1IyTdjtQB1OagYnTrQAZo AKAEwaQC0AGKAFoAWgBDTAr3AGxgcDiueXxG0djLt5nRpIwRjORkf59K3WxPUuAtubcOcADk+9AE oI2AlRgEjkf59aBDJHVp2LLjJ6DmgFsQOSpXAxg+vekykSxnzPm6gdRjFNCY4oqthfwNAhu35ieh b0+v/wBagYyVAFJA4HOM8+vX0oBDIpNqtGoyGPrj8qSY2ieMZfrzz24/zzTEG4o2GU57eg+tMRJj CEkAZ5piIXbaMEikMYFxz39uaRRYjB3fNj3pkkik7j3U9aYDiCT6CkAfdXjkUtxjS+4YICimkIAe ORgUxCk56nIFABtJ5Y49AKTYJE9qMTpwO+Pyqbjew5RgnFaozHjpQA09M0hjlGB0oAdnA+lMAAzz 0oAcTjGKBCAepxRcZG7YJXHepGNGeQTnFMQq5CluMY7GhsCjrR/d26gn7pP50kUZ9su6VEHViBVE s6ZyuF3DO05FMRESAeuM0ACsMdR+dACjBHWgAJA6mgBCwoAQtxQBk3CYYdOeQakpFdyGkGQCDgUi lsXInWJFIIBHUY7etAizaKHYNjByB/n9KbAuT/M474FDJIicGkA0SuowGIHsaLgHnSf89G/Oi4CF nYcsxHuaAK81sHHSgDLubAdqAM6S32HmmAzy6BB5dMAMKnqKADygB3oAeFFMByqB2pAOBAOMUwH8 UAdKeelZgGDQMOKAFoATPPSgBaADikAgyaYC0AIAc0gIpgRk844PWsZ/EbQ2MuOMi5ZSMAgcjt1r dbEdS6o53bRyOoGc9/WkA5G+VGbtyM/SmBDMoZ2Y5A28elIaGB+AqgYHJNIZZQx4IU578jNUSI7c AYGfXuaAGkZGeAe9ADZV80j5iB7cZpDRTOUyAT1xxzUlouwFgheYMTnK5OapEvyIZ8Fs/d54J7Um CJhITHhc4POQelO4miA/L+PagYq88846c0gLMeei5xjoKrYRPgLgn8qVxDS/zAc+nvTSBsRgVTdg c9MUxDCueTwPegCVEJHOR7d6VwFCgZHH1NS2UDOoHAyaLAOssm6TOM8/yqrEtkv8R+tWQSDpQMb1 FIBy88UwE6/NyKAHZ6AUCGM4Xg9aTZSQx5NwA4BoAj4DDnHvQIfjA+Qq3frSGCMWUjHAFAFHWm/e Qj0jFCAq6YC96pH8ALf5/OqEzZaQt60ABbjAxleD/n86BCgnHrQAm7HAoGIGzn2oATdzxx+NMQO+ 2It+VAFKchkGegOMZ9qllIoxkl1B657n0qSifeQc8AZxx6/j9KBmjZnJjz7kcf59KZJPP8szY74/ lQySMg0AGBnpQAYwKAFGc9aAF69aYEckQYUAZ13a9wKBGW6bT0pgM20ALimAuOKAG0gHBaYDgKQD sYFMDpeazADQMb0NAC5oAQnmgBQelAAcUAKOlAhaBhQBHKPrwOwrCpuaw2MsZe66Z4549/8A69bR 1iS9y2nyqTIcsehPf/OKYCIR5e1cYHAw3SkMiYMR8vQDk4/z60gGhM5LZA/woC4+EAcrTQMlYHbk UxDVz2P64oGDkFc+npQIinUeZ8o98e9SykSZLIoLEHqSTTAilViCR0xg/wCFJghwGxBgfiaEAgBP UZJoAnEeBmRvfii/YB4OFAUD6+1O3cm4A4yc4P61QhDwckkfh0oAVRlsrnPqe1AEqgR4I6+vf86l sdhpIwM/QCkMax4x92mkFxuRjrj0piJ7E/6Uhz2P8qYnsTDrVEDxQMbSAcMjORxTATOeKBCM20Zz nFSUiJiW5OOPfFOwEbOoHAOcdKBAsuCAQDgZxSHYZuz7mmMlhPyPjpxSYjM1uT/Sto/hRR+lCAdo yfJJKe52iqEaajkkYO0dTQIjDNkZB9KBkzNiNfWgCJj04xUjELHaBg8+1NAxEHzcnmmSRXMhICih jRVWQDrjbk9ehqSiJ4wpJxg9evcYpMaFtwdpDHap6/j2P+e1CGzWsQQ6ITnYuPz5/rT6k9CecgzN 0PT+VNkjQBSAXA/yKAEAGOKAF2g0wE20AA9KAIp48qcUxGJdJtY8UAVqAExTAMkHFAC7c0ALtIFA CgY60ABP5UAdLWYxKAAnFABmkA0nmgBaAE6UwHDpQApoABQAyTkAZ9ayqmlMpRAC6OMfdI4OfSrp 7CnuPVv34DY9u1Uw6CLz+7U9ODx/n1NIYuQpUcdfrx/KgBjAlypYYI/GgCYRqkfIOBTENzwQKAFL DsAMdyaAI+SxPHrgUhjWGP4eRSGhI3IGCMDPNIY923xgJyBwcdBTEPSInsVHTjrj60mwHDEfCD8a Er7hcYc7SXP0q1ZEiqcAYGc/560xDgc5wQDkdB1xQBIEAx3PXvUuQ7DucEdD35pXGRbwchcn1oSA aWHru/pVCE3KR1HFACbsA9c+tAFnT8/axk5ODQJ7Ey1ZBIOlADepwOPXFAwYnOBQIQnaM9D0qWUk Qs+WyeAKYDGcvgJ0oAiZsDpikMaWIGeKAHxqNpZmA7c0AW0iMcQznc3b0pXEYGvSAajKpPTA4+gp oZpWCCGziBP8OSPc81RBZYgHaDnHoe9AxyAHnsKAGsxL8CgBrNz1qShkjgZpoTK7SlsFeOaLisRb 90bFSMqcc0iivuxIAFJyfxpDLk8QYBsfMo/PkUMSI0TCqeQBQM1rHlc9SAOaa3JYOCJn/wB40MQZ P0oACTQAqtjGaAHfL2pgMYYHtQAwH3oAccOvpQBmXietAGaw54piG9O9ACfjQAv40wD6mgB2zPfN ACFCKAOlJrMY3cAaADcDQAZpAAoAO/rQAm3PWgB2z0oAXHvQAmHCnAHAzjPWgAbAXkZP8qipsXDc pRrtuTxgEnvntTpbDmK4HnjBON3cVTEthV2ibaF5B+vUYoH0FkwQOctnJHAA/LrSAd8n4/SqEDHe MCgBdvegAIwB/M0ANDFe/wBcUhiMqhuo+maAG7DvypOPfpUt2KQ8GNCQMk4xnFJXYbCk/Lljk1SS RLY1SQpz0OfyqhDNme30HQUATKmQCcD2x0pXsA4JtJIA9etQ2ygdtoPGT/KmkwIXLMQCCc9qqwhM 56DApgIeBxjj2oEHzDJbuaABST2z6UAW9OOLoKc8A9aBMm6E1ZA/d8oFAxueMCgBCQoyetS2NIiZ y2c5waEBCzAPk8r70wGMcnjIyeKQ0NZSMHn/ABoGRlmJ54A6UAToheNUz1bGaQjUkGSg96lCOS1L /SdZkT1l2n88VogZu52nKA7lH9KYkVzMcjI69sUirFoPsQAEZ60EjEcdSQaGMcSAQQe1TcdiGYbh j17YpoGVZgQnHyhT+P8AnrTBEYP73bk7SOaljAKQMnrnIxQBMjERZJz60ATD5o8H1qhGrZxhEI9W NERMicZYnPU5pMQ3kUALz2oAQ/SgBw6cUwENIBMf3aYDehoAr3UYZSRzQBkTRlSaYEJ4oEJTAXFA C7aAHgHHBoEByQaAOi7EcVmUNOKBDeCelAxcUALQAAc0ASBc9eg96AExQAuB0oATrQAjkhG/AfrU T+EqG5UGBcLjr3qaJdQJEw29R6VqyUxgGDu28dzyM1JRIsWJSw+bJ4xzTQug8r34HtTEAUnHGfqc UgH42jBY5/2R/X8qAIxjjaD15PX9fzoHYQxPjjA+tJsEOChB3+gFLVjGNucE4+X1FUoiuM2jZtf8 PrTFcQMUXGQfx6UgF3O4+UDPqRTAlEeAGdtzew4qHIaQ4naR6elTZsoaJCVJJx6VaRLGlvRcDHHe qENALHngA9c0hiMwPC8emKYCmPOMnAoEMcL2kzjtmkMcpQH7xwBjrzTAs6YQbsDnoe9AnsTE4JNW ZijIXJOTQA5cDJbApNlJEEj7j14HekhkUjcYHHpTEQSOORyfT2qSkh0Q2ku2OmOaYD/OZgdy4x7H GKLhYglO6TqPw70rjsXLUbriMYxgbvrQyWX3IDoPepiI5W1Tzdcnc9FZ2/X/AOvWi2CRsKAfnXqO MmgRWnj23C8Ehxnn170ilsSoVjQHI4/CmAySXYRkZ59uOaVxpEsTrIuR09ai5VhzMkajrzVpktFS V8n5efXFDBFaQZbcDhx0+lJjJVZG5Bypx17GlcLDhjaRgAKeSKYFiEZVcfQVRJswYCL14GeaFsSy mWIPQ0gEZ6AG5zQA6gAyO1AAPemAtACKBmgBsigjigDNu4cZIpgUCB0piEKigBelAhc5oAMn1oAM 0AdFWZQ1hQIQYPtQMXIFAhy4zz+lAxaAHZpgIaQAOaAFFACN0OPSlJaDW5SkB88YwMYORWdLc0ns OfcUBHJPUYzWrIQ1Y2ViMc7eNwzk0irkr7lZtwG0c89qBDGZiyjBHoAO1DGh6Acggcjjg5oQDvKb qfzIouApCoBngdBU6sYySUBRtIXnGcU0u4rjUBHzA5zzz0/z/hVITY8ISCD1PXPNMRXeMk85AFAx UhOQTkDrmpvYZMFCjjOPzqbjAyErhcAe4oURXIjksAST9BVAMz84z0HOD3oAHYEAkDPrmgBMllJ5 x9aADAwDz9KAAqTycn3oC4nXGRnjtQAZ5I6H+VAFnTGzeKPr0HtQJ7Fk1oZjx15OMUMaGO+eBx2q SivLgfT37+1MRAWL9OWP6UikIFVMZIz9elIY9ZEyBx6UxWHsVZDggGgCEJuBPP1pBcuW67LpM9Cv FDEy4cNNkfwA5qVsBz+kIC08pPLtjj/PvWnQUtzVSEE8cZoEQyKsszHsOAcZ4oKIJ4iR8ijA6gnF JoaKh/1mZCGP90nFSUSW0xHyq3UYOfWpYyy25wUPBxwRSTAgUKspWZmDDjBBJb2rVWIK8qk9yBwe nFIY6AbIyj4LKcj39RUbD3J9oa3wqfMfzBBz/I1YupNbAkbSO1NbEs2EG2Fx6L/SmiSn2pAMIxnm gAzQA4Z7cUAOC8daYCEEDjNAB17YoELtoANtAFa4hyKYGTNGVamBEQaAG5xQAZ96AANigQuc0AdJ zWYxpx9aAG5OeKAHAHvQA7mmAAUhjjQAhoAUe9ACEgUAG7J9vSkBAilpl9Tjis6ejNZbD9ysgKd+ RxW7M0NDJtI655yTUlCBSQD5ZIHICjp/nNSMeInOQ+FI9aAHogTBY84+lIBJJNg+6frTSArySbjk 5GfWnsIjwpBODj2FAyDIVsZOT0IPNIY5JJfMARzj6dKLhZdS5sAYHcS3+0ePyochWGtIo4zg/pS3 3GMDFs5PUY68U0A1pWZcjsfTii4rDN7bcAnHU+lMYhPzdSfc9aADBxg9OvWgQ4Dvg4NACsWAA6+3 agADjJ+UjjsaLgOKqQPnJP8AKmIZJg8NjrySMUDLOnAfa1+Ug80hPYs8g47itDMbLJsXFQ2WkQM+ QTkimhFZ5SxznIobGkJneQOBgY6AVJRIIjnr/wCO5p2FcFVhtUMRz7c0AOMh5+Xgjk0ARiRTwCMH 04ouOxMjssqnrtzg/hSewi9avuEnJJx9c8f/AFqmL0BrUyNNjMdmpH8TE/0/pWhL3L8X3169aYiO NQS6NjcP1oTKGShVBOOT70MZS8pSx25znOOaiw7jghXbuLEp096AJkcZ6jIqH3KRDe4DlgxwQAR/ n+tNSCxD6gDBU5qriJoVXhlCgjA+Y9DQImf5cbT1OcULQGW7dN0u7jnnpVkMvscQyEUxFPAzUgBA x0NACFQT1pgKBgYJFAhwFAC4OaADHNAC9KYCH2oAicZz60AZt5Hg5oAommAmKAGkelAAAc0ALQI6 PP4VmMYevNACgnFABuoGKpGeelAh3XkYpgA6UhiigANACYJoANuBQA1QI5wevOf61nazNN0NMf8A dHGc8n9K1IQ18qAQAp9hlqkokWVT8wkY+xOMHFJjIGuY8BRjd6+tTa49iMv7kD1xWiVhXGljkjk5 /GgQBmAIHA+lGoXEJcnnP1xSGPVSxOTj65oAflYwVCde4FKzHdEbyFj90qPTFJRC4hcnn5uPaqsA 3dzuC4A9RSsApKhRjkEdMc/yosA8DdyqfKPT09qYDR6jgDvigQhyM5bj1zRqMASBx83uRQAMQxPV T+FAgwABwT+IxSARggORzz3pjFXHUgYHr0oEXdPjCuZRxjgc5yaV7CZO3DtgcZxWlyEivKSZgqkt nHFSMrTNIrEN8pHWgaIQpY/7NIomjAjbOM/WgNx5nBbuPfNO4rCb1cggMPpRcLDjgjjIOOpFAFUq Qw3c+/r70iiwCyRj7pxxk8/nTJLtiB5oODjGM+tZR3HLYqrH5MSr0GP/AK9akjo5MMu4HG4cimIg WUhyWGCR+tBQ4bnAJbB9m5/KgRXk354U4/2iaTKBRKFwcZ7EHGKVgGlXJOA+Oowc0rDuW0hEsOHG D6ZGf/rVPLYdyJbVgzBxwTjcO/vVpEtj1GxDhF2+hOcUwGIvAyODSsFy9a8OuOeKogtzHEOPU0+g iDbQIUIKAF2jvTAMA9AKAAKKQBgY5xTAQAZ4oAMeooAO9IBpAoAp3ce4UwMmRdpxTAbs3Dkj6UAI RigQlABmgDodwrMoQse1Agz9aBh1oEL3oGOFAC0ALQAfWgBRTEKMYxQMQorAljyP1qJIqLIRJtHT gepoTG0QTz7DjIz9c1QiFrkY+ZV47sOn59aNAsNW5G47RGOw/dgH607hYmWQbMlVz7U7isKCD0xR dBYXoecZHpQAoZRyUH+FIBGlGeV/Q0aARSsvoKBjAycfKuaAHpKPm9+vNGgagHUHkH86AHB4zgFS PxzQBM0JWPzMZAA4DAkfUUxXIvlPUGjQYhCAd/yFILsTCf32/KiwXAhMY3Ee2KLBcQqgPDN/3z1o C7EyuDhj7/LiiwXZIsi7Qrbto9ODQBesriJY0jY4OeD1zUON3cBJ3VHbYQVHv0p6givvUnLYHHFM RG2JJCdxY9zTsMVo845p2C4wA5PIGelKwA24DgL7DJ4/pRYLjG4Vc4I9NxosO5H/ABkBBgD16fpS sO5Ki5IHOfrTsK5Nh3BD7uOny4FFguW9OkZfkfOMcAnp/n+lS0SxbhEJOMAZ7mrsK5WaJF6t+VOw XGFI1Y5OMnAzSHcPLjByWXn2osF2NZoUOC65/H/GgNQikV+MjpngGgBwdSeJAp5GO9MAZWH3XWlY dx5BZ95KgnilYLjCDg8hj7mnYLibNoye/JANAXLNq6gkdxQItSHIUUCZHjFAh1ABmmAmKAAUAHSg A7UAKBgUANoAAKAIp48rQBj3KYamBWJxQIQ+1ACEYxQAGgZ0G0nvWYBtxQAbaBjgKAFxz0oENfK4 2jNJjQ5dxHIwaaAcF5oEKKYw6UhC0wDPvSGV57JJhujfYf7p6ULQdyt/Z0u4gxB8dCCOadwuP/s+ TGfIwPYildAQtbYIyhGOPpT0AckSE7cnvxzimA25ja3ICsvIyAv/ANek0hpkUXmsOhYdTikMklil C5CyA/SgRD5RGAVYE+p7UDuNAUnmQkDoN1AajiyoOGJ6UAOMn90jI7YoATzDk8An86AsCvhs7+c8 8A0XCxMNwyTkheODTEIzDLDaR+NAD5LeSNQ8iHa3Q7qBXIuT24PegY5t6qSAMKcZFIBBuIIHPHbr QAgPHU8jtTGOUDAzn04oEToqA5LfgKYgcqc/M2fpQBWdh0BPT0pDCID+Fue9AFkMUXPYeopgQg4+ b+nWgQpxt5BDDngdaBkDuCww+O5zxSHYiLlJQdqtjnB/yKVwsX45EJyxAx2BFUKxMQrAkNn0oENU nbwSWHrQA+SZOrbh746UCsRNyxKHcvYjpTATLEk7sZxng4pDI34JJZePagCvuYE8x8dflFFhk1s/ zHJUYHXAFCEJMw+/k49cUwIhcsG6nH0pXHYsPcgxg8YPfBoEOifcMHGfY5pgSMxJz/IUAS2yZ3Nk jGMZ70gLJ6d6BADigQucUAG4E0AIeaAAdKYBQAvagA4xzQAH2oASgBkv3eaAMi7xmmBTxQIQg9qA FwPSmAhHagDo8YGewrIYwEbvpQMcKAFAx2oAEDMcAUASmMhc8cUIBmaYBQAdO1AC0CExQAmKBi0g FGaYC9RQAkiJMoWQZ29D6UrDuQNaJn5TgY7t3/AUXC41bGAY8zLck7QeD9eBTuBYGxTlY0H/AAEU gHbzxwuP90UADSM3XB/AUCGk5OSMn1pWGAAznApgIcMMEZFACFFySRknqfWi4B5aHqooAUwQMCDH gnuCeKAKbWAXkSHg9Mf4n+lO47kgtPNyfNIPXJGM/rRcCZLaFAPk3N3Yk0hEhCkglFJ9xSAQCMHi KL/vkUAIwjOMxJkdOMfyoATYgORBF+R/xp3AcFjH/LGP8qLgIY42JLRL9On8qLgNa2hYDMY9OCRQ FxBbwZP7th/wL/61IdxstoDzEpb0GelMLiRmWDkLIOecDjH5U7g0mRraidiXDhR0JwAP0pBsOGmW xKkvMMf3doB/SiwczA6ZbYwJLjGPUc0rBzAun24JPmT56/w/4UwuSraRDBWSXA9lp3FccbSHHDPn 1ouFxos4sYYFvrn/ABouFx/2aDH+rPT+8aAuHkQ5zsb/AL6ouFyOS1DD5CM+h4/WgLlI2rqx+UA9 eWx+lK5WhYCh1w0FuuPu7Tg49+eadxWJY7Jc5lQEehJx/wDXoEA0+27hjjt2/nQFxDpti3/LNwfU E/40ahckWys16IwP1oEL5ca8YY49xRcBxYfQCgAPPamITB9aAHYpgHOelABQAooAMUAIM+lAC0AG KADFAEMvAoAyLo5bFMCtQIKACgBpoA6Eg4xWZQir3NAD+KBDu1ACKSpyOtAxxZm6saYCcUALigQC gA6UAGfagBOhoGFAC5oATdigBCSKQCUAL0oAKADJoAKAEBoAN1AxuaQDgfSmAuaAFBoAa4B4yDSE AwoAzjFMYbhmgQbqAE3UAGc9KQxwBxz1oAMn3oAAc0APGMY5piGlQM4oGKBxQIeHIHDH8DQAhOeT zQAzcKADOenWgBoyT6UAPHpmmAuaAFzQAnNACjjrTADSAVWIGASB6UAKXb+8350ANzQAZoAQnFAD STmgAIPegApgL2oELz6UAOxTAMYoASgAxzQAuKADp0oAKACgAoAr3H3TQBjzAs5wKYEBoEA60AIA AThQPpQAYpgdCBxWQwHHBoAB9aBjgMimIUdOKQCj3pgGMUAHegBOBQAUDCgAJoATd60gELe1ACUA GTQAZPegBM+1AC4JoAUcUAHFAAKBiEZpCHY96YCCkAUDCgBCKAE2kDmmAnQ0CF60DHL9KAHY4pCE 6dKBi/WgBRgGmAv1oEHbigBpOOlACgk+wpgLjPWgBNuaQCBMHOaYDqAEoAUUAKeKYgoGGcUCDNAD c0DFzmkAmaADJoAOtMA6c0CFxntxQAYoAXHFAC0AFMA6GgAPNABigAoAUIzDIBxQAlACUAH50ART DI96AMq4jKsSP0oApnj3pgNJb0AoAMNn7x/AUAKqgcgn8TQI6PpUDEzQAlIBymmAA0ALnigAzigA zxQAxmpDFGe/FMAyfoKACkAlACZoAUAd6AHBflyO1AAR8vNAEZyDntQA5WzQAHAOMjPpSAX3xQAm KADOKAEz6UAHJoGOGcCgBwpgBoEIelAxmwDpQIeAMUAJ0oAN2OKAHBgehoAUH8aAEJx2oGLzQIMG gAxQAAc0wHZoADQAfjQAH2oAKAE6UAFMAzigBM0AA5oAKADFABQAYxQAoGaAAjoKAHYxQISgA6UA LyOORQAUwDFABSAXFMBpzQA9SQOCRQAhFACYoASgBrDPagCrNCGz2oAzZ4Ch4oArkUwE2gjnnFAC jGOmKBG+agYmTSAUDJ4FAx/QUxCZxSGL9KYhM0hiE/hQAmcdBQAZ9aAFFABmgBOaAAUALigBelAC HOc0hjc9hTAF46igB5PHAoEN3YpDFzQA05oAN23tTAN9IB6kGmIfwBQAnB+tAxCKBCHrQAZ96AA0 ANwd3I6UAKAM8mgB+QBzQAnXFADulMAwTwKAFC460ALQAooEFAxKAEoAWgBKYCc0gDrQAlACjimA uOaAFKHOaBBjFAC0AA96ADFAC8UAJQAZoAWmAY9qQB07UwFH0oACcdPX0oAQnHQUAIXPQDFABk0A JnNAC4oATGO9ADXAxQBRuYgRQBmSLtamAw0CE+lAHQHkCoGLjikMKAFzQACgBGIHFAgpjENIA7UA LjFABQACgANABQAmccUAKDQAZoAZu+bBBHHWkMdknjuKYheRweaBiEUgFTB4JoQCkAUxEcgyOOKQ xie5oAkBoAeGoELupgBagYnWgBQPSgQuB2oATHvQAcdDzTAUikAAc0wHYoAXpQIOKBhmgAzQAmaA CgAzQAh4oAOMUAGeaADHpQAAcUxDgKQwzTAMYz/KgAoEKKACgAoAORQADrQAoWmA7GO9ABj0NACY pALwKYDSaAE/CkAAZoAXZg80wFIHagA+tACY9KAEI9qAIJkyKAMm6jIPFMCrmgBD0oA6ECswDPYU AGKAF/SgYh49aAInjV2DEcikA8UwHAZHJwKADIx8poATFABQAAUAL060AHNAAOtAAfQYoAb0oAQk EigYZUnmgCQccqzDjtQBGT2HSkABgD70APoAQ8nFADQuT0oAMEUCH4NACc+tADgPamAooAcKYDSx HSgBM5FAC9aQCimAoGKAHCgAzQACgQHg0DEoAMdKADt70AA/WgAxQAY9qADFAB3oEApgOoAQ8DOK AA0AHpQAtABigBcUALigAwKYBj3oAXIAz3oAbu54NAAT70AGMCkAh60AOWmAEjHFACZ96QAGHI5/ EUwDNAAaAAGgBsgyKAKNzDlSaAMp0waYDCKBHQYqBi5FACZ9KQCZxQMCc9aAE79aAFXGfm/CgBHY k4BOKAE6CgA3fhSAXJ64pgG78KAFznFACA5oAcB70AByB8o5oAM5HPWgBppAMVSDxQMdnH3jQA09 OOKAF8w54AA+lAAQQflbIoAVR70ASKMcUxAwx0oAXr3oATbmgB2M96YC4oAMUANIoATGKADpSAcO KYDvpQAvagBOhxQAtAABQAUAGe1ACYzQAAUAWIo0Zcnk/wAqpCGSqqnC/wD6qTGQ9DxSAOhzQIXN MAzQAoNAB+NAxcE0ALj0oELwKAAUAJ0oAUHimA00gG4OelACigA6UAKKAFxQAoUkcUwFCEUAJs96 QDSoU9uKAF70AGO1MBMYzQAn40ARzLlfagDJukwcj+VMCocUAb31qAENIYUAAzQAnXvQAoGKAFoA QntQAnagAEeRQA4oaAE2nigB4QYzwaAEwQegxQAtAATQAmcZpANYkjGKBid8Y5oAkUqPvBvwpgN2 E+1IBpiI5GaYhNueoNAD0GCSaAJKADrTABxQAgoAcOKBAOKBhmgBD1oAU4wPWgBvFIBRwaYCj1zQ A5QT+FMByoT0FAhTEV96LANIwe1Awx60CCgApDE7UALk0ANIoEGKYxKQgpgLigAxQA4elACjpQAG gBufagYufSgA7UCCgAPvQAo6UAIaADHamAooAUD0FADulAASKAGbuOlIYnTmgQuMHrx2oATJ9aYC 8GgBDwOKAEYZFAFC5QEGgDMlXYTTA3SKgBvNIYcDrQAHmgAoELgUDDg0AHHegBcelAgz2oGJnPSg A+tAC8+tACD8qAEZjmgAJJNACjP/AOoUAH0zQAgXBzQA5QdxJ4oAczbFJwTgZwOTQApBNMBNo7UA GOKBCUAAFAxaAF+lAgzQMQ80AAoAAOaAAnPegAxQAfTrQBJGoPJNMCUKAPb0piHhsAUAOAz1oADG p7CgCF4mXpzSsBGTg4PWkMbnigAoAM4oATNAC0CAdaYCgUAHQUALQMKBBQAGgBKBhQIBQAucUAIQ T0NAxRxQIU+1MBMYpALQAoOOtABuFACdaAFxkAj9KYDfxNIBM/5zTAN2KADOe4oAOegoAac0AQzw LKhVuVI57UAUbmDAxigDRPapGIOhoARutIBP4hTAU0gDtQAi9aAFoEOHSgYhpgA6UgFFAAetMQ3v SGA6igBy0AJ/HQMUUCHj7tACL1P1pgLQAelAhR1oGJQAHtTEA7UgEFAxP4jQAtAAOtACr94UAIO9 ABQADvQAd6AHL1FMRKPuj6/1pjHJ1WgRMvemAvagBj/fFIZVb7x+tSA1+31oAKYB3pAC9qAA0AKt MQ8UAIetAxtIAFACr0P1poQvrTAD0pAKnf6UDG0CA9D9aAEXrQMf/DQIU9qYBQAgpDGn+ooQC9jT EPj/AIaAAdD9aRRGOv4UyRG6/jQAo7fWgBaAF9KAGn7xoAa3Q0AU7joaAP/Z ------=_NextPart_000_001B_01CA9749.DB36AA00--