Marc Márquez became the youngest six-time world champion of all time at the
age of 24 this year. But he has set yet another record: Never before has
someone become world champion with 27 crashes in one season. "27 and a half,"
he admits himself. "Because the save in Valencia could easily have ended
on the asphalt." But Márquez is not the only one to drive up the
statistics. In the last eight years, the number of crashes in the Motorcycle
World Championship has almost doubled. In 2009 there were 642, this year 1126.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFxyGaeBqMuLpC59loVDt4EhBTxpTxpq6B_zNkSUZ6M_DRHhv7jURdVG6qcrteFMARBDr7jXrJDGYoQnmRCkoL4U4reCiNMIk54tuhSH65ULiHJKHCXJiRPO5xknIc8g694xojyIKBfsiB/s320/Marquez_c_motogp.jpg) |
Marc Márquez: 27 crashes in 2017 pic: motogp.com |
For many observers it is clear: riders always take full risk. Racetracks and
protective gear become safer, they fear less and fall more. "In my days,
the racetracks were much more dangerous," recalls 15-time World Champion
Giacomo Agostini. "The helmets and the leathers were also far from what
the riders wear today. That's why we just could not fall. I withdrew before
each race because I was feared to death and I did not want to share it with the
others. There were so many mortal crashes at that time that you always had it
in mind. "
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGwzSYvKLYGw8zldcYWixk5xKkM8iTuBv8A-QbNJUSKmCMj6xPEU5HKssLa33qsS6ZGlW3UujxSjkGFQWha4CaMzsxrewMRNIl6lfWvlf5thkbMNneQ3zax7r6oXKVK_YoGD1ZJoCUQIBO/s320/Agostini.jpg) |
Giacomo Agostini pic by Imre Paulovits |
Two times World Champion Dieter Braun, who rode in the same era, agrees.
"In our time guardrails, trees or curbs limited the tracks, the risk of
serious injury or death was much higher. Now there is a lot of runoff space
today plus an additional piece of asphalt, on which you can ride a wide line. Riding
has simply become safer.” Braun appreciates the big difference to today's
development. "We did not have a lobby at the time. Today, Franco Uncini is
safety representative at the FIM, he inspects the tracks, and if anything is
not right for him, there will be no race there. Also, the protectors and in recent
times the airbag have shown much positive effect. But the riders crash much
more today, because their fear is much less. "
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK8kfJRTiBKQ10feHzpIVX9c5S2BcWBWfk6ma6436awAOctUJspsVEs9mc1zy0OSdT4YaVJ1rAFTyAcSCKU0ruxHl_LUzWvmnG2axQ1cBWsZqmDbcIjyQlz4YvKXIcVu9reELCdLgqfrW4/s320/Braun_c_Paulovits.jpg) |
Dieter Braun pic by Imre Paulovits |
In addition, in recent years, the competitiveness has increased in all classes,
so each place must be fought harder and for a top spot you have to risk more.
In the premier class, there has been such balance in the past two years that in
2016 there were nine different winners and in 2017 the battle for the title
raged between five riders and the title was decided in the last race. And the
MotoGP title is about so much prestige and money that some of the very best are
willing to take very extreme risks.
Marc Márquez, who is an extremist in this respect, admits quite frankly:
"This year I was so at the limit that crashes belonged to my strategy to understand
the limit exactly. If I had not crashed so often in practice, I would not have
understood the limit for the races so well and would have crashed more in the
races at the risk we had to go. "
" Had he done that in our time, he would have died at five of six crashes,
"says Giacomo Agostini. "That's his way. If he does not hurt himself,
that's fine," dismisses Dieter Braun. "Only for the risk, he took at
the last race in Valencia, I would have had clear words as his team
manager." But the approach of Márquez is not really new. Wayne Rainey did
it the same way once, though not with quite so many falls. Unfortunately, for
him finally it had a bad ending.
What really stands out, though, is that during the last two years the crashes
in MotoGP have escalated, while they have even dropped in the smallest class.
And these are the two years since Michelin took over the control tires of
MotoGP from Bridgestone. At first it was easy to explain that the French
manufacturer had a different tire design than its Japanese predecessor, and the
riders and the designers had to get used to the change and Michelin to the
needs of the class. Bridgestone had a grippy front tire, Michelin had a better
rear tire, so front wheel crashes were inevitable. However, since then, the
French and also the chassis builders have done immense development effort,
nevertheless, the number of falls over the season has not declined. Partly it
was due to rookie Sam Lowes´ 31 falls and world champion Marc Márquez´ 27 that raised
the statistics, but there is also more behind the numbers.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnI3zR1_l7hxsewvXUIMY7XngLrEsHhVFIxBThlNJsAUL5ofWrhM2jruLmxyGUJGWDtZTowpmdJITZB2pXgsAVjdOSOih30Pk_gNeznjiuBBDpLQZGJKMGuzq4HzvG9GxaU4xOVkwq4Zf/s320/_zz38769-2.big.jpg) |
Sam Lowes: record braking 31 crashes in 2017 pic by motogp.com |
"With Bridgestone, things were much easier," says Stefan Prein, riding
coach at the Estrella Galicia Marc VDS team and winner of the 1990 Yugoslavian
Grand Prix. "There was a wide range of performance, but even there you
could see that if the tires were not used properly and cooled out, people crashed."
Michelin initially wanted to bring tires that work over a wide temperature range,
are as universal as possible and satisfy all.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTxCDRJKspw3yHE_JmfI1TkiYDkW-YaoLRbmnc1o75vq9kNMJuQ1L14HPuySC0EhtjOCOH4ED8P7OtwBr6r1p51sYVbiGd4RZ7HCMtxuzQbnJwr3gGlYn_ozj08uZK66HIYxquhtQvRztr/s320/Prein_c_Paulovits.jpg) |
Stefan Prein pic by Imre Paulovits |
Then Michelin had to understand that this is simply not possible at the
level of performance and the competitiveness of MotoGP and had to rethink the
requirements. The new competitiveness of MotoGP and the desire of even more
manufacturers and riders to win have pushed the fight at the limit once again
into a new direction. "Who wants to win in MotoGP today, must create a
very clever tire management with his technicians ", Prein knows. "Due
to the asymmetric tires, one of the main problems is that even when racetracks
are relatively cold, like this year's Misano, the rider already has to
challenge the tire very close to the limit in the outlet lap, otherwise they
will cool down so much that they never get back to their performance. And in
that lap, the rider just builds up the feeling, sometimes even with a new setup,
so this is particularly difficult. So, we had a lot of crashes this year,
mostly over the front wheel, because at this stage, the tire did not have the
correct operating temperature." The asymmetric front tires also have
another difficulty. "Last year in Australia, for example, the problem was
that the transition from the hard center to the softer side was exactly where
people fell," Prein says. "Because the temperature difference between
these two compounds within the tire was almost unimaginable for the rider. If
then the track temperature has changed, the riders were sometimes confused. Cal
Crutchlow crashed two laps from the end, and he did nothing else than the
previous lap. In the meantime, Michelin has brought other tires there."
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMTlgRk1cIIaC-cjRMDdJu-qC2vb9KDRKb63Vgfz055Dnvuf1sk-G4Q4-tLSiYR3q7EHOabhk4K05vh-hRoakhqsttlx-uNOiuf3eBjrGtBjTPzPLqr0KwgJKqEIkhkeuipA2sdmPyxrNK/s320/164274.big.jpg) |
Cal Crutchlow pic by motogp.com |
The problem in the fight for the last fractions of a second, however,
remains. "Jack Miller told me it's getting harder and harder to find the
confidence to properly push the tires in the first few laps. Marc Márquez has
confirmed this to me. And today, MotoGP racers need to be able to get their
full performance from zero to a hundred the moment they pass the lights at the
pit exit. There is no outlet lap anymore, where you slowly look left and right,
how it feels. Lorenzo and Márquez are doing very well, and the other top
drivers are getting better and better. They go out, and already in Split 2 of
the outlet lap they are close to the ideal time. That is one of the reasons for
the many crashes: Because the rest hasn´t got their feel and understanding. A
MotoGP racer who is only hard on the throttle is long past. The focus today is
on understanding the tire and tire management.”
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6p517iIyMVIkLtB1nQ0DH5vBd_O_TAQAps7O5XOU0HmSY4UNe60vzd0EMjVCZ8Ivhkg3eyNH2lp72NUtOFyi4GT8a7-5VR1vpgPamn_WSicvRjPcF03HkjxlATo9ZbVLiBys3jjG0zL4/s320/2013cat_fp3_moto3_miller_crash_.gallery_full_top_md.jpg) |
Young Jack Miller pic by motogp.com |
Racing is exciting, and crashes pump up our
excitement, especially if our favorite rider crashes out. But they also make
races more unpredictable. Thanks to all the safety measures, riders get less
and less hurt, and when from next year on air bag systems will be compulsory in
all classes, we should reach a new level of safety. But let´s hope, engine,
chassis and tire development also goes the way that riders will crash less in
the future. Because with every single crash a rider is challenging his fortune.
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) 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statistic byDorna |
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) 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statistic by Dorna |
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L4tFP7wz+KFG/Stev8pRgef/z4ccMn8mI6tvyV3s+qJg006co0ylFpYWPsNyaFm2XxjaW3bUvlr3RlxzD7oZTx5G84HObfZX9mTykNVyKs+k29nJ/GAOXShwsnhaOZ19xa+XP/iJRWZ4gF4wLSat07i/wV41VRev6fPXu2amZVcVe02jgp+57Q/FeGACB/kWL8ddk3bj41MqPYW9TqE8fYvorRaGR8bW1yIxzj0/PbF5d6MSqjxvXd+OJb+zT34k3aEsbQCGOsUr6CaPTXjyd/o9HIuBXZ72fG/b50UqSxf9Iy59hvTArTKotvNO6I2e3nXAXFbxTB9kMp48mfcadvvsJLhsts32KGsc/P/L9X9ckac1Py5fYm3b6OH5G0P0MsGCbka5Fno9dieXl5fX09O9stY/7ybGxsFFeurloRtvnGxt8Cs31jA/mLFOOvy7JlcemphhhfxZp/4njbWzBuaeErf0nhUmWUCoolJfvd2nCX4hf9/KvGzdWyJo7xDXsM+RuNRkZ/dO39rGjnxQt9/ghm5aix35jcvMhz6d42bv+tRtAH3g+ljCF/xRV9x7ihNhzllt9mEudn/vvq4uJi6Y4yzoF8TbHJ0Xf8iDHOEAvFq3RzcbfIX/53tPdX1H5fvXjxonEdtvxNNdmYpV4iB/mLFONKYdnSsJbhcFhV/DCuZcZo9Oaf2Hb7nZ2d48ePV/3xG1W3ho8obZs2qZO/4tN784GL3bgHDhwoXbxgNBoVvxkX7xn5V42bq+UZVka1YAz5Mzq49+zZ06Q7xvggo1xk7Lr88opjv9G4uxtLNhZ/kbZPCwy8H2p/VBP5qx2c0AQjZJWC5LeZxPlpVNSKs0eNy4Jh0kZlvbTb0fEjxjtDLBSnuFWN17x8+fLKykomeVXyZ4xrLP60VvKXFAzVPiulduP87abhSG4ICfIXKcZlwrJlXkrsU/+MK6ahWcYnlupj/vLXfPvsc48dO2bc5C5cuGB8g2x4S2u+f0rfUnoptK+Jb3TcpFe0s2fPZgq4s7Nz9uzZ4kI2peN78hsUR4+VPo20uJxbW/krPqbp5MmTTfpJjdtPfsD7zs6OcQTzpjv2G4s35nxpwfhFGj5ia4r7oUhb+St+OWlb7EwxnpBWtUZgfptJnJ+G3BtFtd3dXePvyDCb4vIFqXfu7u5m5ViXjxj7DLFQ+pSjw4cPb2xsZOE3NjaOHTuWbpbt9ir5293dzf+7ceVcX1/Pf1z+ijcajY4dO1Y8P429ml69W22cJ39javsXCgFA/iLFuEZUbVZ1XSjFWKt97uZbzlwzMtdpvn1xDuaBAweWl5eLQxVLZ9q67J+qt5TKn3HFN5bvH41GVU+I37NnT9WwywMHDpQOnclvU7ukXEqxdNFW/hqODc9+qXzy4qrL6TO1jJ7Q4ki4sd9oFFAXFxfTp7YUj0Lbzrip7Ifms7JKB6gZHZRNHkfR5NevKrTnP2tC52fxKCwvL588eXJlZcX4ayo+SKNYfUyf2TN38zVw7I9wOUMsVM2ZLaVW/pLCc9tPnDhx7ty5s2fPGnt+7uYrXrb3lpeXV1dXU4VdX183zu10h7TaOMMQ0zEGp8KkQf4ixfjTrdrMMmalFOOGmu+ZslyG8mS+2Hz75qMSmy9Xa7yx7VtK5a8ox0Zfxs7OTnFtGgsHDx6sqgrkNyveXIvP7yodQNZW/tpODMqHt0ykzVhcXCyegWO/sbi4WikNF4ac+n6wrG1exHhvcUJSw0fKltLkoav5DSZ0fja8LBhF34yqhULzacf+CJczxEK6LEvDn5md2Bb5K3ZHVFEqfxayVYpabVy1511OV5gQyF+kGH9dVZs17/NNMXp+q5aJtpDJX6vta51p3759rS4QDfdP1VuqRsAYMl1ag1lfX69dVWtubu7EiROWekB+y9JFQwxXKN2mrfw1PGQZxi3t1KlTxX6rjH379lX1XY79xgsXLlh29eLiYqvFcqe7H5p/bSjODTeqhs0fKVuKUYkv/caV32By5+fW1pb9WNxyyy1VX2gvXLhQehSM3o/xPsLxDLGzsbFR+63m8OHD2dXD3r1TdV6l69Vn/2t0+9oD5IsCrTbOMKyU2R4RgvxFyokTJ7KF2i3PEVpZWck2a/LInfRB4Nlb8sNENjY2Dh8+vGwl/2DHtttfvHjxxIkTxlU17aw5depU25tZw/2T5/jx49lbqrohLl68mP+lqsbs7+zs9Pv9w4cPF7sg06eQ1V7s8mFKrXdrayu/J0tvgekQw5QmK4edPn3afrzylA6+vHDhQnFF2QMHDvT7fXvP19hv3N3d7ff7+dMmPWeOHz/edpLHdPfD+vp6w08snpz9fj+/QavnuRVp0iUX7PwcjUYnT55cXl42DOPQoUO13wYvXrxo1P9Kk4zxEe5niJ3d3d3V1dWVlZXik9NOnDhhDGNIOxyyjyt+tTh9+rRRBTh69Gj615Fd7Y2L5M7OzurqarF3e2VlpTiIotXGKaVPgoGoQP5gCuzs7MzSmp87Ozu1A/Znj62trfEe1j72G3d2diIsIYz960yR5VzdzmX4oHeaz5+I+SPacuHChVYPi6vi4sWLY5SEL1682Pxq3GRjo6d4jIEZEADkDwCgWxhPIhm7hgpQxJgP1MEvxhIgfwAA3cKYQdL2AcEAFvKDYaKqK0Me5A8AoHPkZ2OwDBv4onbpaYgE5A8AoHMYq0bHNgwORMmvluo4LR0mCvIHANBF8tM+WIkNvJBfRdL+0AGYLsgfAEAXGY1G2TPKqNCAF9KlD87d/CxQiBDkDwAAAKBDIH8AAAAAHQL5AwAAAOgQyB8AAABAh0D+AAAAADoE8gcAAADQIZA/AAAAgA6B/AEAAAB0COQPAAAAoEMgfwAAAAAdAvkDAAAA6BDIHwAAAECHQP4AAAAAOgTyBwAAANAhkD8AAACADoH8AQAAAHQI5A8AAACgQyB/AAAAAB0C+QMAAADoEMgfAAAAQIdA/gAAAAA6BPIHAAAA0CGQPwAAAOgEly5d2rt379zNLC0tXb9+Pb9Zr9fLXl1YWLh69WrzVyVA/gAAAKATpPLX7/erNhiNRvv378+U7saNG0eOHJmfn9/e3q59VQjkDwAAADpBrfwNBgND5tK3rKys1L4qBPIHAAAAncAuf2klz+gFTv9xYWHhypUrlle1On+RPwAAAOgEdvmrKuP1er35+fkzZ85YXtXq+UX+AAAAoBMUJ3zkZQ75m32Gw+EaAAAA6PD+97/fowlsbm7mZ+xW1QXz8lf1KvIHAAAA4B/vxpL6X6p0VP4AAAAA4sK7seSFzyJ/CwsL58+ft7zKhA8AAAAA/0xU/tJl/Ern8y4tLV27ds3yqrFMdOQgfwAAAKCBd2MZDAZzc3PD4TD932Ifbn4goP1VIZA/AAAA0MDRWHq9Xl7U0gF/xQm/WSXPqAXaXxUC+QMAAAANHI2luNRLVvPLSJWudC2Y2ldVQP4AAABAA4zFC8gfAAAAaICxeAH5AwAAAA0wFi8gfwAAAKABxuIF5A8AAAA0wFi8gPwBAACABhiLF5A/AAAA0ABj8QLyBwAAABpgLF5A/gAAAEADjMULyB8AAABogLF4AfkDAAAADTAWLyB/AAAAoAHG4gXkDwAAADTAWLyA/AEAAIAGGIsXkD8AAADQAGPxAvIHAAAAGmAsXkD+AAAAQAOMxQvIHwAAAGiAsXgB+QMAAAANMBYvIH8AAACgAcbiBeQPAAAANMBYvID8AQAAgAYYixeQPwAAANAAY/EC8gcAAAAaYCxeQP4AAABAA4zFC8gfAAAAaODRWDY3N+fm5ubm5obDYfaPly5d2rt379zNLC0tXb9+Pdum1+tlLy0sLFy9etVXpGAgfwAAAKCBL2MZjUb79++vkr9+v295VyZ8N27cOHLkyPz8/Pb2tpdUwUD+AAAAQANfxjIYDBYWFh5++OFW8jcYDAzVS7dfWVnxkioYyB8AAABo4MVYMsNLe34byl9a5zO6gNN/lOv8Rf4AAABAAy/G0uv1UodrJX9VRb5eryfX84v8AQAAgAbuxpIXvir5y8/2yGwP+ZsFhsPhGgAAAEjhcus3um6L8meQbpD26lYVBZE/AAAAgEnhaCzGjI1a+cu26ff7VP4AAAAAQuNiLOlCLXl7ayJ/mfNZ5I8JHwAAAAATwcVYslWdS6lSwMz5Uncsne1r/GP8IH8AAACggV9jaVL5GwwG2TbFHl77uoDRgvwBAACABpOWv16vlze5dANjwm9W5yutBUqA/AEAAIAGk5a/4lIvRl0w/1y4vBdqgfwBAACABhiLF5A/AAAA0ABj8QLyBwAAABpgLF5A/gAAAEADjMULyB8AAABogLF4AfkDAAAADTAWLyB/AAAAUM+D3w7R7GAsXkD+AAAAoB7kb2ZA/gAAAKAe5G9mQP4AAACgngeefjFAs2fAWLyA/AEAAEA9yN/MgPwBAABAPcjfzID8AQAAQD3I38yA/AEAAEA9yN/MgPwBAABAPQ889UKAZs+AsXgB+QMAn8SwGAQATALkb2ZA/gDAJ8gfwKxy6qkXAjR7BozFC8gfAPjkwadfDNCm/VsCdBHkb2ZA/gDAJzEMCQeASYD8zQzIHwD4BPkDmFVObT8foNkzYCxeQP4AwCfIH8CsgvzNDMgfAPgE+QOYVZC/mQH5AwCfxLAYBABMAuRvZkD+AMAnyB/ArHL/9vMBmj0DxuIF5A8AfIL8Acwq95+/EaDZM2AsXkD+AMAnMSwGAcFgTe9OMWPyt7m5OTc3Nzc3NxwOjZd6vd7cyywsLFy9erX5qxIgfwDgE+SvUyB/nWKW5G80Gu3fv78of+m/Z0p348aNI0eOzM/Pb29v174qBPIHAD6JYUg4BIMHunSKWZK/wWCwsLDw8MMPG/I3GAwMmbt06dLevXtXVlZqXxUC+QMAnyB/nYKVfTrFzMhfamz9fj/t+c3kL63kLS0tXb9+Pds4/ceFhYUrV65YXtXq/EX+AMAnyF+nQP46xf1bvwjQ7Bm8GEuv10sdzpC/qjJer9ebn58/c+aM5VWtnl/kDwB8gvx1CuSvU9y39YsAzZ7B3Vjywof8dY7hcLgGAL4JI3/T/i3hJcLI37R/S3iJMPJXG8Pl1m907JbKX7/fN96Vl7+qV5E/AOguMYwKgmCwrGOnmIHKnzFjg8ofAIAHkL9Ogfx1CnX5Sxdqydtbc/lbWFg4f/685VUmfABAd0H+OgXy1ynue/K5AM2ewcVYslWdSxkOh6kdls7nXVpaunbtmuXV/D/GD/IHAD5B/joFa3p3CnX5K2JU/pKyPtz8QED7q0IgfwDgE+SvUyB/naIL8pfKXFbJM2qB9leFQP4AwCcxrAQGwWBln05x75PPBWj2DJOWv+TmJ7/Nzc0Zg/zsr6qA/AGAT2IYEg7BQP46xezJX2dB/gBkqHrsvd/mCPLXKZC/TnHvEz8P0OwZMBYvIH8AMiB/yF9sIH+dAvmbGZA/ABkefPrFAM0xJPLXKe7ffj5Am/ZvCS+B/M0MyB+ADBLPUY1hPiAEg8ndnQL5mxmQPwAZkD/kLzaQv06B/M0MyB+ADMgf8hcbyF+nuOdbowDNngFj8QLyByCDhPzFsBgEBAP56xTI38yA/AHIIPEcVeSvUyB/nQL5mxmQPwAZNOQvglFBEAwe6NIpkL+JMhgMgj01BPkDkEHiOarIX6dgZZ9Ogfz5pdfrzc3N9fv95OUHzWWk/zg5kD8AGZA/5C82kL9Occ+3ng3Q7Blmxlhu3Lhx5MiRhYWFq1evpv+dl7+lpaXr169P7tORPwAZkD/kLzaQv05x9+azAZo9w8wYy2g02r9/fyp5ly5d2rt379zc3HA4TP89lcLJfTryByCDxKO0kL9Ogfx1CuTPI/nKXzraLxXB/L9P7tORPwAZJOQvhlFBEAyWdewUyJ9fshkeKcPhMEmStApIty8AvATy50v+Hvx2iNYFkL9Ocffm9QDNnmHGjCWd85Gf4ZGfBTI5kD8AGaoee++3OYZE/jolfyzr2NeUnDsAACAASURBVCmQv5kB+QOQQWJBXQ35e/rFAM0xpATIX6e4+5vXAzR7BozFC8gfgAzIny/5k3hQngTM7+kUyJ8j2azeWpjwAQAvoSF/m88GaI4hkT9fIH+dYu2bPwvQajIoGwvyBwCtkZC/GOYD1oL8+QL56xTInyPIHwC0BvlD/mID+fOFxCQk5G9mQP4AZJBYUFdD/p56IUBzDCnBPU/8PECb9m8ZAg35e/xnAVpNBozFB8gfgAwi8jf9xSBqQf58ITG/RwKJGehrjz8ToNVkUDYWun0BoDUa8hfBfMBaJJ6SLAHy5wuJoQizIX/ZusopxnLKpX5mPG8j/xNaWRryBwCtQf6Qv9hA/nyB/IWRv8FgkDe59AFref9L/azqARuj0Wj//v2ZmaXP4Z2fn9/e3m7y6cgfALRG4lFaGvKn8KA8CZA/X0jI312PPxOg2TP4NZbU3vKmZZe/wWBgqF66/crKisdUAUD+AGSQkL8Y5gPWgvz5AvnzhcQ41Lu+8f8CNHuGKcpfurHRBVz8CRIgfwAyIH/IX2xIrOktAfI3FflLu3HzPmeRv6oiX6/Xa97zW3wv3b4AYEPiOaoxLAZRC/LnC4mVfSRA/sLLX2p+pd24eQ/LbM+7/KUjDpE/ALCB/PmSP4nlsiWQkD+JJfQkJiHNhvzllatW2jY3NzMVqyoKjid/aX9xlfwZncve6a78DYfDNQApwjxNwTVlkPmAjhnDyJ/rnlQgzLKOjiHDyJ9jyDDy5xgyjPzVxvBoAqnb2U0r3abf7/ut/KV1x7m5ueFwmO99DjODZK2z8gcgh8SjtGJYDKIWKn++kFjTW2L9ZImhCHed++8AzZ7Bu7Fkble1QWZjFvkbo5c2v2pMftaIsZrMhED+AGSQkL8YFoOoBfnzhcTKPhKrqEjI3+q5/w7Q7Bm8G0ttpS3boDg7JKmYAtyEvPAVu4CRPwB4CQ35+8YzAZpjSOTPF8gf8qcuf7WVv3SM4HA4TMp6eO3rAtpJp/qmP9mY/EG3LwC8RNVj7/02x5AxDAmvReJZKRJIrOwjIX/3bz8foDmGVJe/tHRXfJ5Hvm7X6/XyG6RqaEz4zbYvrQU2x/hp2bIvk57tkSB/AEJILKiL/PmSP4k5qhryp7CKikQ1Wl3+krKVXGqf7ZtW5jKyiRphSnQTAvkDkAH5Q/6QvzFA/rzJ39f/K0CzZ5A2lvyzgNs+F9gvyB+ADMhft+RPYY6qxLKOEkvoIX9dkL/8stLIHwA0QkP+IlgMohaJB+VJjFSTWNkH+UP+IsHoMrbAbF8AeAmJ56jGMCqoFuSvW/KnMJH2/q1fBGiOIf/k6/8VoNkzqBtL1cN8kT8AKEfiUVoS8ifxoDzkr1PyJzEUAflzx/5UN+QPAEyQv27Jn8I0BYk1vZE/b/L32G6AZs8wM8bCmD8AaITEo7SQv27Jn8L8HuQP+YsQ5A8AGqEhfxEMCa9F4lkpEtMUJORPYv1k5K9r8jddkD8AGSQepYX8IX/RyZ/CRFqJSUjI38yA/AHIgPx1S/4UOiuRP+QP+VME+QOQQeJpCjHMB6xF4inJGvKnsKyjhPxJjEO9869/GqDZM2AsXkD+AGRA/rzJn8Jy2RLyJzG/B/lD/sAA+QOQQeJRWjF0DNWC/HVK/iTmUkgMRUD+ZgbkD0AG5K9T8idRr0L+kD/kzy+XLl3au3cvizwDwEtIPE0B+UP+kL8xQP46JX+DwSB7mMfKykr+JeQPAG4C+fMmfwpPSdaQP4XJ3RLyJzEJ6c5Hfxqg2TPMgLFsbm4aD3PLL/WM/AHATUg8SuvOx3YDNMeQEg/KQ/68yZ/CKioS1ej3PvqTAM2eQd1YLM/2HQ6HCfIHAAYSa6rF0DFUi4b8bf0iQHMMifwhf8hfK0aj0f79++fm5paWlq5fv57cXAgcDofIHwDcBPLnT/4EHpQn0VkpsbKPxCoqyF/X5K/f72f/mC8H3nHHHcgfAPwPyB/yh/yNAfLnTf6+9pMAzZ5B3Vgyz8vLX1LoDkb+AOAlkD9v8qfwoDwN+VOY3yMxkfaebz0boDmGRP68kE71zbp9M/L+h/wBwEsgf92SP4WRasifL/mTGIf63q9dC9DsGWbAWLKe33SGh0Gv10P+AOB/kFhT7c5HfxKgOYaUeFAe8of8IX9FMBYvIH8AMkjIXwxDwmuRkD+JkWoS8iexhJ7EONQ7vnotQLNnmD1jSUt9GcZYwAmB/AHIgPx5kz+FB+VJyJ/Eso4ScymQvw7KX9b/a1AcDugd5A9ABuTPn/wJPCtForNSYoinhvwpjEOdDflrUmnLb1Mcfmd/dewkIet/yB+ADBIL6sYwH7AW5A/5Q/7G4I6v/jhAs2dwNJbBYJCvq6UTb/OmlVbjMqVLZ+Bmj1+zv9qKbG5vPk/pP04C5A9ABhH5m/6Q8FqQP+QvNvmTGId6x1d+HKDV7CivxpLKVr56NxgMDJlLH7mxsrJS+2orUo8siiNP+ACAm0D+fMnfXd94JkBzDIn8eZO/zWcDNMeQyF8M8pf+r1F1y7a5cuWK5dW2rob8AUAjJJ6mICJ/AismStSr7nz0pwGaY0iJVVQkJiHNnvylBpb5XFUZr9frzc/PnzlzxvJq255fun0BoBES8hfDkPBakD9f8icxv0dE/gSGIrznKz8O0Gp2lD9jKdbeQspf8vKIw1LG6EduBfIHIIPEmmrIH/IXn/wJrKKiIX8bVwO0mh3lbCx55SodwFecaZuXv6pXXeZ8GEy6zzfpsvwNh8M1ACnCyJ9jyDDzAR1DhpE/x5Bh5M8xZBj5cwwZZiKtY8gw8ueYMYz81cbwaAKbm5v5PtbAlb8Uo/436Zpfylpn5Q9ADpHK3/QXg6jlrnP/HaA5hrznW88GaI4hJVb2kVhFRWIS0mxU/gxS/0vreRb5W1hYOH/+vOXVSdfq/IL8AcigIX8RDAmvRWK5bImRasifP/kTGIowk/KXFz5j/kdKNgX42rVrllfbzs+oWiPQKEZOCOQPQAaJZTWQv47Jn8DkbolVVJC/GCp/SVkfbn4goP3VVtjlj6VeAOAlJOQvhvmAtYjIn8A0BeSvW/L3yH8GaPYMLsaSFvbyopaqW77MZvxL6VowVa82JNU7O8gfALyEiPxdDdAcQ0osly0hfxKTuyWW0JOQv3c/8p8Bmj2Do7Gk9mZ/im6qdFUzMOyvNqGJ/NHtCwAvoSF/EXQM1aIhfwoj1UTkT2AVFYlq9AzIXwzUyh9LvQDA/4D8+ZI/ieWyReRPYHI38of8RUjVmL8wIH8AMtz56E8CNMeQyJ8v+ZMYqSYhf3c9/kyA5hgS+UP+QoL8Acgg8TQF5K9b8qcwuVtiOJ2G/H35PwI0e4bZM5Zer2cfgzgJkD8AGTTkL4L5gLVIrJgoMU0B+fMmfwrjUJE/vxhzR4LN9kiQPwAhJBbUjaFjqBYR+RMYqSaxsg/yh/zFiVHzC1n/Q/4AZED+kL/45E9gZR8J+ZMYivCuL/9HgGbPMDPGko75M+p8pf84CZA/ABkkFtSVkL87H9sN0BxDSkxTkBjiKfEoZ+Sva/KX9vkWJ3ykKxGyyDMAvATy503+FBbNkahXScifxFwKiWr0u760E6DZM8yMsSB/ANAIiQV1YxgVVAvyh/whf2OA/HmEbl8AaATyh/whf2OA/CF/cTIYDKomfIzx1LhWIH8AMkgsqIv8dUv+FFb2kZhIi/x1UP6yOh+PdwOASiTkL4Yh4bVIPCtFol4lMcRTQv4kJiEhf5PAqP9NuuaXgvwByCCxoK6E/Eksl438+ZI/iYm0EtXo/hf/b4Bmz4CxeAH5A5BBQ/4iqA3Ugvwhf8jfGCB/MwPyByCDxNMUNORPYbls5M+b/CkMp0P+kL+QIH8AMkjMrET+vMmfwkg1ifk9GvL36E8DNMeQyJ876TJ+VZN8g835QP4AZED+/MmfwHLZyF/H5E9gEhLy5w7yBwDtkJC//pd2AjTHkBLyJzFSTWJ+j4T8SYxD7X/xSoBmz6BuLMgfALRDQ/4iqA3UIrFcNvLnbWUfheF0EvL3zi9cCdDsGdSNJS9/w+FwWjGQPwAZkL9uyZ9CvQr58yZ/CuNQkT93Shd2nvTD3IogfwAySMysFJE/geWyNeRPYYiniPwJDEVA/jxS+my3+fn57e3tAJ+O/AHIgPwhf8jfGCB//uTv3wM0e4bZM5bSUYCTrgUifwAyIH/e5E9huWye9+VN/hRWUZEYioD8TZR8jzATPgDgJTTk7wtXAjTHkBryp1CvkpA/ibkUGvL3+X8P0OwZZs9YSvt/kT/Q5sFvB2pdQGJNtRhGBdUi8awUCfmTKPSKyJ/AUITZkD9Dtowpt006YXu9nqOljUaj/fv3ly7ysrKy4vgLNgH5g8mC/HkE+fMmfwrzppE/b/KnMJFWQv7e8fl/C9DsGRyNZTAY5E0u1bh+v59tkMpf/l/ypNKWCV/aUdtqlkap9k26zlcE+RNGwqseePrFMM3TTo0aiWU1kD/kD/kbA4mhCDMgfwapiuV10C5/g8HAUL10++blunxlsepTAoD8CYP8IX9Ryt/0h4TXoiF/PO/Lm/wJTKRF/qYif2npLl94s8hfurHRBVz8CXZ4wge4IuFVEiFV0JC/CEYF1SIhfxIj1ZA/X/InMQ71HZ/7twDNnmGKlb+qIl+v12ve84v8gSsSXvXAUy+Eab72asxIzKzUkL9H/jNAcwypIX8Sk7sVJtJKfCF5x+d+FKDZM/g1ls3NzdIxf6UzMJC/WWA4HK6JE0z+XEKeeuqFMM3XXo2ZMPLnGDKM/DmGDLNojmPIMCPVHEOGGeLpGDKM/DmGDCN/jiHDyF9tDF8a0KTHNrXDdJuqomAr+YuEtc7K3wwgUVQLJn++9mrMSFT+YhgVVIvEiokSnZUS83skJtJS+Qtf+Uun+hpLvRTJqoNeKn+RgPwJI+FVp7afD9N87dWYQf6QP+RvDCTmUkjI39s/96MAzZ7Bl7Gkq/01mW+bOZ9F/sKv1eII8icM8tc1+ZMYXB/DkPBaJFZMlBipJjG5W0P+FMahvv3sDwM0ewYvxpKaX8P1WTLnK84OSSqmAMcP8ieMhFfdv/18mOZrr8YM8of8RSd/EvN7FCbSSlSjZ0P+0m7c5rqWmmLaO1zs4bWvCxgtyJ8wGvJ3/kaY5muvxoyI/E1/VFAtIvInMFJNQ/4UelSRvzDyl7qaxfx6vV7e5FJTNCb8Zm8vrQVayD8RZIyng3gE+RNGoqiG/HkE+fMlfxIrJkp0ViJ/yJ+W/OUfy5snE77iUizGjBDj+WytHsWbvhf5AyckvEoipAr9L14J0BxDxjAkvBbkz5f8Sczv0ZA/hWr0DMjfdCl9sC/r/EE7JLzqvq1fhGm+9mrMSCyo+/azPwrQHENKzJtG/pC/6OTvsz8I0OwZ1I2lqvSI/EFTkL+uyZ/Eshox1AZqkZC/93zlaoDmGFJifo/ERFoJ+bv9sz8I0OwZ1I0l7e1F/mB8JLxKIqQKyF+35E+hXiUxxFNiOJ3EUATkzyOM+YMxkfCq+558LkzztVdjRmJNNQn5639pJ0BzDIn8IX/IX5GZMRbkL0Ye/Hag5oKE/N375HNhmtOuFAH58yZ/CvOmkb9uyZ9CNRr5mwTGKMAwSwYif+U8+PSLYZpLSImimoT8Sbh+IrKsRgxDwmvRkD+FkWoSk7slhtNpyN/DlwM0e4ZZMpaqyb8BnheC/JXzwNMvhmkuISW86t4nfh6muYSUcP1ERP5iqA3UIiF/EvUqiUIv8of8xYll5u+k63/IXznIX6fkT+JwJyLLaiB/yF9s8icxnE5iHCry55Fs2m++zlf6j5MA+SvngadeCNNcQkp41T1P/DxMcwmJ/HVP/gSWy0b+uiV/Cl9I/vjhywGaPcPMGEv+aR/5f08fMcJSL9MB+fMmf98ahWkuISUOdyKyppqE/EksmiPRWYn8IX/I33ggfzFy6qkXwjSXkBJFNeSvc/IXQcdQLchft+RPYTidhvx95lKAZs8wM8ZCt2+MnNp+PkxzCSnhVRIhJVw/EVlWA/nzJX8S9SqJQi/yh/zFyWAwqJrwsbKyMtGPRv7KQf68yd/ms2GaS0iJw50gfz7lT2DFROSvW/Kn8ORu5M8vVY96m3Sfb4L8VXH/9vNhmkvIe771bJjmEvLuzWfDNJeQKvInsaZaDKOCapFYNEdCWSTkT2IirUQ1GvmbBEb9b9I1vxTkr5z7z98I01xCSnjV3ZvXwzSXkBKun4iMr0L+kL/o5E+hRxX566z8TQXkrxzkz5v8ffN6mOYSUuJwJyryF8HtoRaJRXM05E+hl19E/gSGItz2V/8nQLNnwFi8gPyVI2EDEkU15A/5Q/7GA/lD/pC/IhiLF5C/cu7b+kWY5hJSwqvWvvmzMM0l5P1bvwjTXEImyJ9H+VNYNEdCWUTkT2BNb4mhCMjfzID8lSMhfxJetfb4z8I0l5AShztJkrd/9gcBmmNI5K9T8qcxxFNhOB3yh/yFBPkr574nnwvTXEKKyN8zYZpLSBX5kxhcf9tnLgVojiElFs1B/jolfxJDEW779L8GaPYMGIsXkL9yNORPoaimIX8KhztRkb8IagO1IH/e5E+h0Iv8+ZK/k5/+1wDNnmFmjCVb5C/M2i4GyF859z75XJjmElLCq+76xv8L01xCIn9dkz+JFRMlRqqJyJ/AXAqJoQjIn0fSZ/vOzc31+/3wn478lXPvEz8P01xC3vX4M2GaU0gF+ZNw/QT58yh/ClNnJOpVGvKnMJxOohp98lPfD9DsGWbJWNLlnefn57e3twN/NPJXjob8KXiVREiJw52IzKxE/pA/5G8MkL+uyV/Vs93CPOEN+Svnnid+Hqa5hJTwqrvO/XeY5hIS+fMofzF0DNUiIn8CnZUa83sUhtNJDEV426f+JUCzZ3A3FuNxasPhsLhNr9ezeJj91YZk3b7IX0Tc861RmOYSUkL+Vs/9d5jmElLC9RORmZXIX7fkT6HQqyF/Z38UoDmGfNtf/kuAZs/gaCyDwWBpaen69ZfWr001Lj/qLnWyzL3S+lzWM2t/tRXIX4xIyJ+EV0mElDjciYz8fT9AcwwpsWKiRGelhvwpzKWQ+EIyA/JnkBpYXgcHg4Ehc5cuXdq7d286J9f+qhDIXzn3fOvZMM0lpIRXrX79v8I0l5DIn0/5i2BUUC0SU2eQP3/yJzCcTkT+/jlAs2fwayxp6c6o5OVdML/NlStXLK9OtFDnHeSvnLs3nw3TXEIif/7kT8D1E5HB9W/71PcDNMeQEvIn0VmJ/HVK/t46/OcAzZ5hopW/qjJer9ebn58/c+aM5dXxZuzmO3+z4mKA9V+Qv3I05E/Bq/7k6/8VprmElDjciYz8TX9IeC3Iny/5kxjiqSF/CkMRZk/+Njc386YVWP7Sj8vG+aU/OUw/cnflbzgcrlVz9zevh2mWDLUE8yqnkI/thmkuIe/evB6muYRcW1sLI3+OIcOMCnIMGWbetGPIMCPVHEOGkT/HkGHmUjiGDPOFxDHkW4f/FKDVxvClAcUe21S8ilW3vPxVvTqG/OVnDWfyVxyGOAnWOit/doLJn0tIiaJaMPlzCSlxuBORZTViGBVUi8SiORL1Ko35PQo9qhLV6Lee+acAzZ7Bo7Gk7pVf6iVk5S+VvPSN+c81JhRPCOSvnLVv/ixMcwkp4VUSIWXkT2F8VQwdQ7Ugf97kT2F+D/LnS/7+6MzFAM2ewZexlA6ts8jfwsLC+fPnLa+2dbV8hQ/5i4W1x38WprmElPCqO//6p2GaS0gJ10+QP3/yJzFvWmTVX4H5Pcgf8meQml9R40q7XLMpwNeuXbO82raXNnvCx3A4zMtfWo+k23c6rD3+TJjmEvLOx3bDNKeQEvKn4PqJjPyFGBXkGFJD/hSUJYaF3+r3pMJcColq9B998mKAZs/gbizpJI8quyr24eYHAtpfbYvxrJE8zPadDnc9/kyY5hJSwqskQkq4fqIifxGMCqpFYt408udL/iSKaiLy970AzZ7B0VhSV7PU1YwNSteCqXq1LVWP9w2waiDyV47Ek9MkvOrOR38aprmElHD9RGRZjRg6hmpB/vzJn8L8HgX5k6hGv+WT3wvQ7BkcjcWYYFtaaTMevGb0DttfHQOj/hfmYSHIXznIny/5e++jPwnTXEJKHO4E+UP+4pM/iSGeyJ83+fvEPwZo9gwYixeQv3IkbEDCqyRCShzuRGRmZQyjgmqRkD8JZZEY4imxJyXOSeRvZkD+ypF4cpqEV733az8J01xCIn9e5W/6o4JqkRg9KaEsGvKnMJwO+eum/BmdyAHm+aYgf+VoyJ+CV733a9fCNJeQEoc7EXlyWgyjgmpB/rzJn8L8HuTPl/y9+eP/EKDZM8ySsaTzjouM/aTg5iB/5UjYgIRX3fHVa2GaS0iJw52IzKyMoTZQC/LnS/40hngqDKdD/romf1VTfcPU/5C/cla//l9hmktI5M+b/Ckc7gT565r8KdSrkD9f8idxTr75498N0OwZZsZYsg5fY3pvOh+ZJ3xMB4nH5kp41R1f/XGY5hJSR/4EltWQkD+JedMa8qcwxFOiqIb8dU3+0spfsYe3diVCLyB/5Ug8OU3Cq+74yo/DNJeQEq6fiCyrEUPHUC0S8idRr0L+uiV/D/19gGbPMEvGUvS8/DPfJvrRyF85GvKn4FXv+cqPwzSXkBKHOxGZWakhfwrzpiXk7y2f+F6A5ronkT9P8td76O8DNHsGaWNJba9qnB9j/qaPhA1oyN/G1TDNJaTE4U5EZlbG0DFUi4b8KSiLRC//bZ+5FKA5hpSoRvce+rsAzZ5B2liayx9j/qaDxMMzJLxKIuSdj+2GaS4hE5HB9W9+6LsBmmNIiUVzkL9Oze/RkL+P/V2AZs8gbSzIX+wgf92SP4XDnYjIXwwdQ7VIzJvWkL+P/0OA5hhSQ/4UqtHI38yA/JUjYQMSXvXuR/4zTHMJKXG4E5Enp4nIn8C8aYnOSokhnsifL/l708f+NkCzZ8BYvID8lSPx5LT3PPKfYZpLSA35e/SnYZpLyERkZmUMo4JqkZg3LaEsEkM8b/v0vwZojiElhiK86aN/G6DZM8yYsQwGA7p9I0JC/iS8SiKkxOFORJ6cFkPHUC0S86aRP2/zexSG00kMRXjTRy8EaPYMs2QsVeaH/E0NicfmSnjVu7/8H2GaS0gZ+VMYXB9Dx1AtyJ83+Ytg4bdaTn76+wGaY0iJoQjIn0eyJ3wgfxEh8eQ0Ca9615f/I0xzCSlxuBPkz6P8KSyaI9FZKTHEU2I4ncRQhBMf/ZsAzZ5hZowlk79+vx/+05G/ciSenIb8dU7+FGZWxjAqqBaJedMSnZUSQzwlhtNJVKNPrP9NgGbPMDPGUvV4tzAgf+VIPDlNwqve9aWdMM0lpITrJyIzK2PoGKpFYt60RL1KYoinxHA65K9r8pckyebmZoAe3lKQv3IkHp4h4VUSISVcPxEZXH/ioxcCNMeQEvOmkT9/8icwnO6tZy4GaI4hT6x/J0CzZ5gxY2G2b1wgf768qv+lnTDNJaTE4U5U5C+C2kAtEvOmJTorNYZ4KgynkxiK8MaPfCdAs2eYJWNhtm90SKyfrCF/X/y/YZpLyPd85cdhmkvIRGRwvYb8KUydkeislBjiKdGjKlGNfuNHvh2g2TPMjLEw2zdGJORPwqskQkoc7kRG/qbfMVSLiPwJdFZKDPFE/pC/CGG2b4xI2ICEV0mElDjcicjMyjeufydAcwwpMW9aorNSYoinxHC6t3ziewGaY8g3Dp4O0OwZZsZYmO0bIxLrJ0t4Vf8LV8I0l5Ay8qcwuD6G2kAtEvOmJepVEr38EsPpJKrRbxg8HaDZM8ySsTDbNzo05E/Bq975hSthmktIicOdiAyuF5E/gakzEitRa8ifwso+yF9g+bt06dLevXuL4pX+uzECb2lp6fr169k2vV7PfXBeWvljzF9cSNiAhFe98wv/Hqa5hJQ43Any51H+HvpugOYYUqJeJTHEU2I4nUQ1+g0ffipAs2fwYizZNNsq+asah5cO1Mve5dJ1y4SPGJF4eIaEV73z8/8eprmElDjcicjg+hhqA7VITJ2RkD+NIZ4Kw+mQv2Dyl9btbr/99iNHjrSVv8FgYKheuv3KykrbGMhfjEg8PEPCqyRCIn/IX4zyp1Cvkij0SvSoSgxFeP2HtwM0ewZHY0mVazgcpkW7VvKXvsXoAq76OZGD/JWD/Pnyqnd8/t/CNJeQEoc7ieOp6rW8YfBUgOYYUmLqDPLXLfl76O8DNMeQr//QdoBmz+DLWMaQv6oiX6/Xm9ak3bFB/sqRWD9Zwqve8bl/C9NcQkoc7kRkcH0MHUO1SMifhLK88SNPB2iOISV6VCWq0d2Rv3wPbGZ7fuWPbt/pMBwO16oJZgOWDLUE8yq3kD8K01xCShzutbW1MIPrHUO+/sNPBWiOIcNMnXEMGUb+HEOG6eV3DBmmR9UxZJhVPB1Dvv5D5wO02hheHKBhd21+NZaqoiDyNztILKEXzKtmPqRO5U9gZmUMtYFaJB5K9pZP/EOA5hhSYoinxHA6iWr0H/7F+QDNniGw/CUv+1+/3w9Z+TNGFnoH+SsH+fPlVW8/+8MwzSWkxOFORMZXicifwNQZic5KiV5+ieF0Egs5dVP+MuezyJ+vQl22+N9wOHT/aRaQv3IkbODtZ38UprmFRP66Jn8hOoYcQ0o8lEyiXiUhfxLD6UTkbytAs2eYovyltbrS2b4eC3Xpx1H5mw4SD8+Q8CqJkP0vXgnTXEImIvIXQ22gFompMxIrUcew9kctEg/FlqhG/+GfbwVo9gzh5S9dETotxRV7eO3rAo5B+nGM+ZsOEg/PkPCqt3/2B2GaS0iJw52IjK9C/nzJn0S9SqKXX2I4nYT8ve7PnwzQ7BkmLX+9Xi9vcumAP2PCb1aWK60FNoQJHzEibIHHfAAAIABJREFU8fAMCa+6/bM/CNNcQiJ/XuVv+h1DtUhMnUH+vA3xVOhRlVjFcwbkr0q5DL3Lv2QMvzN+whjP9rAnSfFYSiwF+StHYv1kCa+SCCnh+onI+KoYOoZqeeNHvhOgOYaUqFdJDPGUmNwtUY1+3QefDNDsGWbGWCzyN2nzS5C/KiTWT5bwqtsfvhymuYSUcP1ERP5iqA3UIjF6UqJeJdHLL9GjKlGNft0HnwjQ7BkwFi8gf+VoyJ+CV0mElDjcicjgeuSvY/Kn0MuvMLlbohr92g8+EaDZM2AsXkD+ypF4KJmEV/3xw5fDNJeQEoc7ERlfFUPHUC0Soycl6lUa8qfQoyrxheS1p78VoNkzYCxeQP7KkVg/WcKr/vgzl8I0l5AShzsRGV8VQ8dQLcifN/n78ycDNMeQEj2qyF9H5M8+z4PZvlNGYv1kCa+SCIn8eZS/GDqGapEYPSlRr5Lo5deQv8HTAZpjSOTPHeQvaiSW0JPwKomQEoc7ERlcH8PtoRbkb5amf9YiUVSTqEa/9gObAZo9wwwbS6/XQ/6mjIQNSHjVbX/1f8I0l5AShzsRGV8lIX8SU2ck6lUSvfwi8vdUgOYY8jUf2AzQ7Blm0ljSpaQzJv1stwT5q0Ji/WQJr5IIKSN/CkvoacifwtQZiemfGvKn0KMqUY1+zQe+GaDZM8yYsRi9wMaz4yYH8leOxBJ6El4lEVLicCci46ti6BiqRWL0pES9SsL1JXpUJarRyJ9f0sf4hlzbOQP5K0fCBiS86uSn/zVMcwkpcbgTEfmLoWOoFonRk8ifP/kT6FGVqEa/5v3fDNDsGWbDWIyHyE16hF8R5K8ciSX0JLzq5Ke/H6a5hJSRP4UuthhqA7VIjJ6UqFdpyJ9Cj6pENfo17388QLNnmAFjyU/smCs8OzgMyF85EkvoSXjVyU99P0xzCSnh+omK/EVQG6gF+Zul6Z+1SPSoSlSjj7//8QDNnkHdWPI1v5WVlWnFQP7K0ZA/Ba9621/+S5jmElLicCdJ8trTTwRojiE15E9h6oxEvUqil1+iR1VD/v7sGwGaPYO6sRgdvqzzFxcSq6hIeNXb/vKfwzSXkBKHOxHpYouhY6gWidGTr//wUwGaY0iJXn4R+ROoRiN/7iB/USNhAxJe9dbhP4dpLiElDnciIn8xdAzVIrE0sYSySBR6JYbTSVSjkb+ZAfkr57bPXArTXEJKeNVbh/8UprmElJE/hfFVMdweapEYPYn8+RviKdCjKlGNPv6+cwGaPQPG4gXkrxyJVVQkvOqtZy6GaS4hJQ53IjK+SkL+JB5ALFGvkujll+hRlahGv/p95wI0ewaMxQvIXzkSNvBHZy6GaTMfUuJwJyLjqzTkT6EDXaJedfzPHg/QXPekQo+qRDUa+ZsZkL9yJJbQk/CqP/rk98I0l5C3ffpfwzSXkIlIF1sMHUO1iMifQL1KwvUlelQlqtGvft/XAzR7BozFC8hfORKrqEh41Vs+8Y9hmktICddPROQvhtpALa89vRmgOYaUqFdpyJ9Cj6rEF5JX/+nXAzR7BozFC8hfOW/71L+EaS4hJbxKIqSE6yci46tiqA3U70mF0ZMS9arjf3YuQHPdkwo9qiLy91iAZs+AsXgB+StHYgk9Ca9688f/IUxzCSlxuBOR8VUx1AZqkRg9KVGv0ujlV+hRlZjLf+ufPhag2TNgLF5A/sqRWEJPwqve/PHvhmkuISUOdyLSxYb8+ZM/gXqVSC+/QFFNohp964OPBWj2DBiLF5C/ciRWUZHwqjc/9N0wzSWkxIqJiYz8Tb9jqBaJ0ZMS9SqJXn4R+RP4QnLrg38doNkzYCxeQP7KeeuZfwrTXEK++aG/D9NcQvYe+vswzSWkhOsnIuOrYugYqkVi9KSEskgUeiV6VCW+kMyS/KWPWat6ilqv17M8ac3+qgTIXzkSq6hIeFXvY38XprmElDjciUgXWwy3h1okRk+KyJ9CoVehR1XiC8mtDzwaoNkzeDGWwWBQpW6j0Wj//v3Zv9+4cePIkSPz8/Pb29u1rwqB/JUjsYqKhFe96WN/G6a5hJQ43Any51P+BDrQJepVGoVehR5VCfl71QOPBmj2DO7Gktbtbr/99iNHjhTlbzAYGDKX1ghXVlZqXxUC+StHYiKthFe96aN/G6a5hHzLJ78XprmETETGV9364KMBmmNICfmTqFfFMAOgfk8q9KhKVKNf9cDXAjR7BkdjSUt3w+EwLdoZ8pf+49LS0vXr141/XFhYuHLliuVVrc5f5K8cDflT8Ko3ffRCmOYSUuJwJyLjq2KoDdQisUCJRL1KotArUVST+ELyqlNfC9DsGXwZS6m0VZXxer3e/Pz8mTNnLK9q9fwif+VIrKIi4VUn1v8mTHMJ+ZaP/0OY5hIyERlfJSF/Eh3oEvUqCfk7/v7HAzTXkMgf8heQ7srfcDhcqybYKiqWDLUE8yq3kN8J01xCShzutbW1MOOrHEOGuT04hgzTge4YMky9yjFkmBkAjiHDeJVryCDVaMeQf3DqqwFabQwvDmCRv36/b2ycl7+qV5G/WUBiIm0wr3IJ+caPfCdMcwkpsRhhIlJliaE2UItEB7rIIDCBQq9EUU2iGv0H9381QLNnCCB/VP66S++hvwvTXEJKeNUbP/LtMM0lpITrJyLyF6Y24BhSogNdQllimAHQYE8KLJApMZ3rD+7/SoBmzzAt+VtYWDh//rzlVSZ8zAISq6hIeNUbB0+HaS4hJQ53IjKRNobaQC3Inzf5kyj0KhTVJKrRMy9/6Vzg0vm8S0tL165ds7ya/8f4Qf7KkVhF5Q2Dp8O0mQ8pcbgTkS62GG4PtUgsUCIxJflVp74aoDmGlCiqSXwh+f37NgI0e4aJyl9S1oebHwhof1UI5K8ciYm0El71hg8/Faa5hJQ43IlIF5uI/Al0oEvUq0R6+QWKahLLZXdB/lKZyyp5Ri3Q/qoQyF85EguUSHjV6z+8Haa5hDzx0QthmkvIRKSLLYbbQy0i8idQr5JwfYmimsQ5+fv3PRKg2TM4Gkuqa3MF8iP5jG2MQX72V1VA/sqRmEgr4VWv/9B2mOYSUsL1E5EuNgn5k+hAl6hXScifRFFNQ/7ufSRAs2fAWLyA/JUjMZFWwqte/6HzYZpLSAnXT0S62GKoDdQiIn8C9SoJ15fwqjArJjqG/L17HwnQ7BkwFi8gf+VITKT9w784H6a5hdwK01xCShzuRKTKEkNtoBaJDnSJehXy50v+JL6Q/N69Xw7Q7BkwFi8gf+VIzKWQ8Ko//POtMM0lpMR6NImI/MVQG6hFQ/4UlEVE/gTWSJKYzvV793w5QLNnwFi8gPyV84bBU2GaS0gJr3rdnz8ZprmElHD9REb+pl8bqN+TCh3oGvInUehVKKpJfCH5vXu+FKDZM2AsXkD+ypGYSCvhVa/74BNhmktIicOdiFRZYqgN1CKh0QwC81boVSiqSXwheeU9XwrQ7BkwFi8gf+VIzKWQ8KrXfvCJMM0lpMS86URG/qZfG6hFQv4k6lUShV6JoprEo3FeefcXAzR7BozFC8hfORJzVF97+okwzS3kt8I0l5AShzsR6WKLoTZQvycVNFpCWTQKvQpFNYkvJMjfzID8lSMxl0LCqyRCSsybTkS62GK4PdSC/M3SILBaJIpqyB/yFxLkrxyJuRSv/cBmmOYS8jUf2AzTXEJKuH4i0sUWw+2hFonFCCXqVRKFXgmvkvhCcmztCwGaPQPG4gXkrxyJuRQSXvWaD3wzTHMJKXG4E5Eutlfe/YUAzTGkRAe6hLJIuL7EnkT+kL+QIH/lSMyleM37vxmmzXzI133wyTDNJWQi0sUWw+2hfk8q1FAllEVC/iS8SuILybG1zwdo9gwYixeQv3Ik5qi+5v2Ph2kuIY+///EwzSWkhOsnSfLKu78UoDmG1JA/hRqqhLK8cu0LAVoX9qTEiN5jd30+QLNnwFi8gPyVIzFN4fifPR6muYX8RpjmElLicCciVZYYbg+1SNRQJZRFwvUlimoS1egY/roxFi8gf+VIzKWQ8CqJkK89vRmmuYRMkD9/8icxTUFCWSTkT8KrJKrRv3vX5wI0ewaMxQvIXzkS0xSOv+9cmOYS8tXvOxemuYSUmDqTiHSxxXB7qN+TChpNP6C3Qq+G/AlUo3939XMBmj0DxuIF5K8ciWkKEl716vd9PUxzCSlxuBORKksMt4daRORPQFk05E/BqyTOyd9dPRug2TNgLF5A/sqRmEvx6j/9epg28yElDncSx1S7WkTkT2A9GvoBvRV6FXr5kT/kLyTIXzkSI9Ve/aePhWkuIW/908fCNJeQElNnEpEqSwy3h/o9qVBDlahXibi+gFdJhPydPzkboNkzYCxeQP7KkZC/Wx98LExzC/nXYZpLSInDnSTJ7971+QDNMWQMt4daJORPwgaQP197UuKc/J0/+WyAZs+AsXgB+StHYjidhFdJhJSYOpOI3GhjuD3UIlFDlVAWiUKvxEwp5A/5CwnyV47ENIVbH3g0THMJ+aoHHg3TXEJKHO4E+fMnfxI1VAllodDry6skvpD8zp2fDdDsGTAWLyB/5UgMp3vVA18L02Y+pMSslESkyhLD7aF+TypMU5BQFgnXl5gpJSF/v33nwwGaPQPG4gXkrxyJaQqvOvW1MM0t5FfDNJeQEoc7EamyxHB7qEWihiqhLBKuL+FVEl9IYvjrxli8gPyVIzFS7Q9OfTVMcwp5/1fDNJeQEoc7EamyxHB7qEWihiqhLL9z58MBmmNICa+S+ELy2+/9TIBmz+BoLJcuXdq7d+/czSwtLV2/fj2/Wa/Xy15dWFi4evWqy4dGCPJXjsRwuj+4/yth2syHvPXBR8M0l5CJivxFcHtosCcFaqgSyiLi+gJeJfGFJIa/bi/y1+/3qzYYjUb79+/PhO/GjRtHjhyZn5/f3t52+dzYQP7KkRipJuFVYR5O7/h8eolZKYlIlSWG20P9nlTQaAll+e33PhygOe9JAa+S+ELyW3d8JkCzZ5i0/A0GA0P10resrKy4fG5sIH/lSAynk/Cq37/vkTDNJaTE4U5Eqiy/9d7PBGiOIUXkT0BZRFxfwKskzsnfuuOvAjR7honKX1rnM3qB03+csc5f5K8ciZFqv3/vI2HazIeUGD2ZiFRZYrg91CJRQ5VQFlzfl1dJTJ2J4a97ovJXVeTr9Xoz1vOL/JUj0aMa5rnvjo9+lwgpcbgTkSpLDLeH+j2pUEOVUBaJwy2xJyXOyd+649MBmj2D9wkfedVD/rqORI9qmOe+Oz76PczzSR0fUSpxuBORKksMt4daJGqoEsqiIX8KRTUJ+fvN93w6QLNn8Gssm5ub+fm8VXVB5G92GA6Ha9UEG6lmyVDLK+/5UpjmFPLuL4VpLiGDyZ9LyLW1tTA3WseQYW4PjiHD1FAdQ4bpm3YMGcb1HUOG8SrXkArn5G++51MBWm0MvzKQ+l8qfFT+uo5EZ2WYR386Pv1TIuTv3ftImOYSMhGpsoS5PbjuSYUaKqWghqWg+j2pUOiVGNQRw1+3d2PJC59F/pjw0QkkelTDPPrT8emfYR5R5fiUKonDnYj0qMZwe2iwJwU0WsQGJORPYE/GsIpKLb/57k8FaPYME5W/dJG/0tm+xYWgpUH+ygnWo+oSUsKrJEJKDExMRG60MdweakH+ZqkUVItEoVfinPyNd/9lgGbP4N1YBoPB3NzccDhM/7fYw1u7NKAiyF85Ep2VYZ7+5PgAKImQEoc7EbnRxnB7qOW33vPpAM01pIIN4Pq+9qREyBj+uh2Npdfr5TUuHfBXnPCb1flKa4EzAPJXjkSPapinPzk+AEoiJPLXNfmTqKFiA95cX2FPSpyTv/GuYYBmz+BoLMWlXrKaX0YqfKVrwcwMyF85Ep2VYZ7+5PgAKImQEoc7SZLffPdfBmiOIWO4PdTvSQWNlhjiKSF/El4lcU7G8NeNsXgB+StHorMyzNOfHB8AFeYpBY4PKpA43InIjTaG20MtEp2VEsqicbgVvEoi5CvedSZAs2fAWLyA/JUj0VkZZg1Yx2VgJUJKHO4kSX7j3cMAzTFkDLeHBntSQKMlbAD58yZ/CnX9GP66MRYvIH/laBTVgixb77hyvURIib7pRORGG8PtoX5PIn8zVAqq35MKXiVxTr6i/8kAzZ4BY/EC8leORGdlmDVgHZeBlQgpcbgTkRttDLeHWiQ0WsMGFM5JiT2pUdeP4K8bY/EC8leORGdlmGXAHFcCkwgpcbgTkRttDLeHWpC/WSoFNdiTAl4lcU4e7X8yQLNnwFi8gPyVI1GvkvCqMMurOq6wGuYhqr/j/CgtiRvt0f4nAjTXPamg0RI2IHFOauxJhXPy6Ds/EaDZM2AsXkD+ygnzLEjHx0GGWbzKcf0qiZASrp+I3GhjuD002JNnAjTHkBLKgut7K5krhIzhrxtj8QLyV45GUS3IMmCOK4GFeZSC49MUJA53InKjjeH2UIuERmMDnXJ9iXPy6Ds/HqDZM2AsXkD+ypGoV4VZBsxxJbAwMxYdJy1KHO5E5EYbw+2hPqSCRovYgMA5KbEnJUL++js/HqDZM2AsXkD+ypEoqkl4lURIicOdiNxof/0dHw/QurAnJWxAxPWnP02hQUiBLyS//o6HAjR7BozFC8hfORJFtTCTAR3nA0qElDjciciNNobbw2zsSREbwPX9uL5EyBj+ujEWLyB/5UjUq8KsX+C4hIFESInDnYjcaGO4PdSiIX/YgLfDLbAnJc7JGA43xuIF5K8ciXpVmMmAjvMBNUIqHO4kjitvfci3fyxA68KexAY6ticFvtr92ts/FqDZM2AsXkD+ypFQljCTAR3nA0qElDjciciNNobbw2zsSQkbwPX9HW6BkDH8dWMsXkD+ypFQljDjwR2HhGuEVDjcSRxX3tkI+evv+FiA5hwSG/B1uAX2pETIX3v7RwM0ewaMxQvIXzlh1oVyXBoqzHhwxyHhEiElDncicqP9tds/GqB1YU9iAw1toMGeFHB9iXMyhr9ujMULyF85EvWqMKOYHQcyS4SUONyJyI02httDgz2pcKOVCMnh5nAjf4Igf+VIKEuYUcyOA5nDLApauy5o3Z4UONxJHFfeWn719vUArQt7UsIGfvX2jwZoznuSb02z89eNsXgB+StHw6uC9Ao5dgxJhJQ43EkcV976kH+8HqA5hpS40UqElDgnJfakRMgY/roxFi8gf+VIKAshOxUyiePKOyMhUZYZsoH6kArlSYlz8lf/+CMBmj0DxuIF5K8cCRsI0yvk2DEkEVLicCcqN9oIbg8zsiexgU4dbo2Q0z/cGIsXkL9yJJQlTGHAsTagEVLhcCdxXHlr+ZXbPhKgdWFPStiAyOEW2JMS52QMhxtj8QLyV46EsoTpy3DszpAIKXG4kziuvA1CDgK0LuxJbIA9GduejOGvG2PxAvJXwosvvhimw8Wlz+XFF18M83XW5RutTMjoD3eaM4YrLyEDhozdBtiT3duT0w+JsXgB+fsfXswRrbLcHDLE19kxvtEKhoz0cBs5f+XkIEDrRMgI7mEzEpLDzeEOe7i9GEuv15t7mYWFhatXr7r/TC2QvyS5+eR+8cUXX3jhhTDfFH/lto+8+OKLhCRk05wnPxygOYb83yc/HKB1YU+GudF243AL7EmJkDEcbkdjGY1G+/fvz4Tvxo0bR44cmZ+f397edvmxcnRd/owzO+X5558P8yXsV24bpB9NSEI2yRnsyktIQhKSkHGGdDSWwWBgqN6lS5f27t27srLi8mPl6LT8GSf3888///zzz9+4cePGjRthvoSl38PsJ7olZJi/w+xPcYZDxnO4a3bm2z4coDmH/FCA1ok9GccfDoc71B+ORMjpH24XY0nrfEtLS9evXzf+sWudv92Vv9KT+xe/+MVzzz333HPPBVOWF154oepEr/oL/J+QQS4W//ttHQgZweFutjNDXHkJSUhCEjLakC7GUlXk6/V6Xev57bT8Zed3dnL//Oc/H41Gzz77bJhTPD3LsxPdiGf8ERJyhkM2zPm/3vahAI2QhCQkIctDvvVDAZolZIL8eaK78lc8uZ999tnr16//7Gc/e+aZZ/7XW/8iTHv++eeL33Lyf4SEnPmQseUkJCEJScgIQ6a4y1+/3zf+HfnrEPfdd99a9Nx9993TjlAPIX1BSF8Q0heE9AUhfXH33XePfd+n8pex1ln5k/itCekLQvqCkL4gpC8I6YuZD2mRPyZ8dAWJ35qQviCkLwjpC0L6gpC+mPmQ6SJ/pbN9jX+ceZC/qCGkLwjpC0L6gpC+IKQvuhCy2MNbNRBwtkH+ooaQviCkLwjpC0L6gpC+6ELIVPWyOl9pLbALIH9RQ0hfENIXhPQFIX1BSF90JGQqfNmzfbv2bI8U5C9qCOkLQvqCkL4gpC8I6QtCdgfkL2oI6QtC+oKQviCkLwjpC0J2B+QvagjpC0L6gpC+IKQvCOkLQnYH5M9kMBjM5RgOh8Vter1etkFxcSD7q8Vt5ubmquYZWQ7N5HIa4yHylI6NmErIlHSKfraBZZXOeEJaxpdMNGTy8kjnJuekZcmr6YZsssF0Qzb5+VMP2fD6M92QGZubm/adOa2Q6b/P3UzV1IGp78kmB30qIT3ecaA5yN9NDAaD/J9ueirn/0jS0zQ7d9P7euYc9ldTjKlGY4QMk7P4iVV/8NMKWZyllX5EVCGNw20/+hMKmf2Qqotyq/NhWiEbbjDdkLU/P8KQ6ZaxhTR+jkU4phiy1RIhU9yTzW86Uz/cxsatLubQCuTPRlEvBoNBqcylX1DsrybtF5NseGi85zRIY1f9xU4rZKvfYiohS/dbWsZwuai1DZm8fLG+/fbbS49jDHuyNmSTDWIIaf/5EYacyl9385CDwWBhYeHhhx8eQ/4mHdKL/E06ZKubztQPdz6z4zkJdpA/G8YpWPpXlG1z5coVy6vpT7Dc+McOOYmcBmnsMfqmJxqy+NXQXVn8hiy99wcOmcUYDoelR7n27TGETF6+31g2iCGk/ecTsm3IzK7sV85phZyE/HkP2eqmE8k56eWOA3aQPxvGzdv+TOgzZ87UPjG67dOjx/se5p4zT22n8LRCGsNHxuusnGjIUvmzVIMmETK/N0qvvG2fdD6VkHk8yt/kQpb+fEK2Ddnr9dKf6UX+vIcMUPlzD9nqphPDOenrjgN2kD8bxvcPL/KXdWHYB942DzmJnHnsPcLTDZmNBH/FK16xd+9e9+uF35DGOJgUSy/MJEJOS/78hszjUf4mF7L050cYMj1FA//hNAyZFz4v8uc9ZHHCR+DrZEP5a37TieGc9HXHATvIXyXF07Tqe15eBape3d7ezmZ9FkdbV53oY/RNu+cs/ru912C6IfPXX8frxSRCFo9v+i9jy1/bkA3lr/n5MJWQ9h9eZOohm2wzxZD5mZv2stC0Qhrfkdzlb9KHOwvp0oHuPWTbm04Me9LLHQdqQf4qKZ6CjnUgyx+ny/XCe878PzZ57uG0QmbXtfSik36ES7fvhPZkVp5MSYc8jy1/bUNOpfLnPWQeX/I30ZClPz/CkMnL56dLt+8kQhoTCNzlL8CeTKy13qmEbHvTmfqe9HXHgVqQv3JKlz+wnOILCwvnz5+3vJqe6/n/zm8wtrJMKKfx8+2DhacVsrjfLLexqe/JjPTqNt7X7jFC1l70m799iiHzeJG/SYe0r58SScgMF2WZRMji34ij/AXbky7TuSYUstVNZ+p70ssdB5qA/JVQVRUv/VKSdU9cu3bN8mr6j6V/cmPL3+Ry5n9O7SVvKiGrviCOd1Gb9J7MM/ZSL+OFrJ3D2/ztUwyZx13+Jh3SPpYjkpB5xlaWCYU0iuUGxb8d9qQlZKubznT3pJc7DjQE+TOxd4JUjTnLeh4tryZl37DHnmo30ZxVaUuZSkjL5aZtvSrAnjQSBj7cxqc3uT1YfotphWy+wXRD2n9+JCFLPy7Ow53/rDEqf4H35HhLE080ZKubznT3pPsdB5qD/N1E7UroxgalM96rXk3KJrHb5+FXHZpJ5yyNWsW0QhY7ICx9bVPckxljL2HgGNIIUDVpseFvMa2QzTeYYsjanz/1kOnG+b8R+8dN/XCnjCd/kw7Z6/XyezIN2Xb23qRDtrrpTPFwu99xoBXI3030bn76YUbxa1P2kvGnbn+1+Cnj3cMC5LRfyKIKmTGGV006pPHz7ftzQiGrHp1p2WaMedOTDtnkt5h6yCY/f+ohiwuUjLHaVIBzMs948hd+T44xvyfMnmx405liSPc7DrQC+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3SGo/K2vr68BAAAAjMW9994bxlhmm7WQ8hfsg5oQVZgqCOkLQvqCkL4gpC8I6QtCdgfkL2oI6QtC+oKQviCkLwjpC0J2B+QvagjpC0L6gpC+IKQvCOkLQnYH5C9qCOkLQvqCkL4gpC8I6QtCdgfkL2oI6QtC+oKQviCkLwjpC0J2B+QvagjpC0L6gpC+IKQvCOkLQnYH5C9qCOkLQvqCkL4gpC8I6QtCdgdV+dvc3JybmxsOh8Z/TyXM5CCkLwjpC0L6gpC+IKQvCNkdpil/ly5d2rt379zNLC0tXb9+vfZHIX/xQEhfENIXhPQFIX1BSF9IhIyf6ctfv98f40eFlL/BYJDX0+IH9Xq9/Ab538hFcD2GbBjD8ovEEPLGjRtHjhzJXlpZWWn4uR63e5PhAAAHoklEQVRDJo33Unpatjozm4eszVC7r/I/YWFh4erVq95DZlTtitpdnbx8VrRK2CqkZU+ORqP9+/fPlWHszymGNLCfdRM9J5t8iuWsM87Y+fn57e1t7yHte7L2EtTkjJ10yOabTfdwx3CdBAvIXw2DwSD/x5+e0PnMxgbp1SHbwOV39BiyNka6QXMrDR/SSNg2cJjDnZH3Bu8XtdoM9n2VZstuvelNt/m9tu3lompX1O7qJHevnZBXNTyaxUjGLxJJSPtZN9FzsvZT7Gdd+mrxfGiY0+8fTtUJ0OSMDRAyaXb1m+7hjuE6CXailr/sO8Fc4YugXf6y7xyWy/F4v3XxImWQXtSyzw0jf7Uh7THSzOOZX5iQxl5NaSX9YQ53xmAwWFhYePjhhwNc1IwMtftqMBgYf03pnm9YSW0bsuGuqLr933777aV72G/IlKqjadkgqpD2XR3mnKz6FPtZF/icTCnuyVaX69qLw4RCNrxcT/dwG8RwnQSDeOWv1+tlf/nGt8bEKn+9Xi/vXr/8y79c+kcS5vYwFflre1Ebr3QaMmTpdXYqt4cmG2S/SNsd6yWkfV+V3jlqf82xQzbfFaW/xXA4bJVtvJBVGYqkv0V2ikYV0r6rw5yTVZ9Se9YV66nxy1/bg+4rZJMjON3D3eS3CBYSqohX/gyM86NK/tLLcZNLxoRKQcYGEpW/Xq/XaoRN+JClu73VN+8whzul1+ul/xLmomZksO+r7373u6X31ObnQKuQzXdF1a4O6VX2w23pH48hpH1Xhzknqz6lyuSys84YNDnpoQgpba+TtW8PE7LJn+p0D3eT3yJYSKhi+vI3dzP26lT2apX8Nb9qjPdbGzEM0lM8/+nF33FC0xTsIe0x0lppWnuvPRBTCVks/SYte6vDHO7EbTTqGCGLGez7KqT8tdoVVbs6mFeVHs08llrU1EPad3WYc9LyKbXyl+QG+bziFa/Yu3fvhCZ8ZJTuyVaXa/vFYXIhay/XUz/cTX6LwNdJKDJ9+WtV+auVvyT3B2y/fIzxW1sGLmR/hPYPTaNOtKegyX0oHyObZFccnzu5Ppe2IUsjpf8yOfkb43AbPjq5i5r9lLPsq1T+in903uWv1a6wnA+T9qrmf7yWKQjTDWnf1WHOSfunVF3qjbMu714B5vLXnvCWy/UYR9xLyNrLdQyHu+FvEeA6CRailj9jXn1D+TPeW3URGeO3bjIBLQ1jMZJW3xcnFDIfo/QqNrlBYOOFzP9vRjrKfnLyN8bhNsath7molZ5yVfsqWOWv1a6YolflsfzxNukRnlZI+64Oc07aP6W28pc5TfrHnp4Pk+72rb1WJ9WX61aTkT2GrL1cx3C4a3+LqVwnwSBS+Sv23jav/OWx3NLGmNbUUNrsejfpmZUNQ+Zj5KfIZExoENjYIYs0H9850ZDZ4S7mCXZRq/1GkWWz3IY9un6rXWHf1SG9Kqnek8UZCZGEtO/qMOdk7afUnnXFq00TM2sVspTaP5zS5M0vDnl8hbRcrh9//PEYDrf9t5jidRLyRCp/VedHW/krriBQFcZOq25Qu7JMTv7GDlnqeROSP497cnJLvYwX0ii2GTTJOfZfYu1Jle2r0gqW99GTzXdF7a4O7FWle7J0GGUkIe27+tZbbw1wTtYebvtZd+3ataopLBP6/plR+4dT3KDVxWESIS2X63vuuSeGw23/LaZ4nYQ8kcpf6YIpcw3k79KlS7/0S79kWfOiKoyFVt9Bk7pvk/YSQrCQ+RjFwBOaSOsS0qDt2oRTOdyRVP6MfVW8ebQafevSe2Xsiia7OobKX219KIaQxqtVZ13IoQjG2qtVZ51FDSc38iSfs3bokbHKxEQXw68N2epyPa3DXbXNdK+TkCdS+UtuXvt7YWHhhz/84f79+5tU/vIjBS1/pQ1/a/ta6mlIy8MVer1ecR5W82+NXkLWxih2srda/CVMyDxtV4LwFbL2cBtMrs+leYbivip94MekV6wo7oqGz2iZnFc13JNNTraph8wTp/zZz7piR2qrrlVfe9J+CXJ5DJLHkK0u11M53DFcJ6GWacrfdGkYxnhAYYbxALfSl0pfncQY4TFCFmNM+mGvjiGNt7ftdglzuA0mdFGrzVC7r4yn1gZbfshyQI3fpeq5un7HSzQ5mpYvIfGELAaOTf6SurPO6A2c3Fc7y55sdQlqeDi8hyyGqV2WfFqu33AvIX9TAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdAfmLGkL6gpC+IKQvCOkLQvqCkN0B+YsaQvqCkL4gpC8I6QtC+oKQ3QH5ixpC+oKQviCkLwjpC0L6gpDdIaj8PfDAA2sAAAAAY/HAAw+EMZbZZi2k/AEAAADAdEH+AAAAADoE8gcAAADQIZA/AAAAgA6B/AEAAAB0COQPAAAAoEMgfwAAAAAdAvkDAAAA6BDIHwAAAECHQP4AAAAAOsTa2trc6upq0IezAAAAAMCUWF1d/f+ucqJfTHp/GAAAAABJRU5ErkJgggA=) 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statistic by Dorna |
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![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8aHupwKeVLYNyh3e96Tzv3POuNR_NUrCWVJ9wegGzaqFD0PQTWqdczS1_kdpU8tE3CLgU2ZZlSIzvy0aaaQKBhaOGRKfER1TCcReN4jg_2vstZD2JI2tSH015crQLmUXl7Q-ghR7riJn-/s320/Top_crashers_2017.jpg) |
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