matematicas 5º















1    
Completa.

 

a) Una variable estadística se llama ............................................................... si toma
valores numéricos.

 

b) Una variable estadística se llama ..............................................................  si toma
valores no numéricos.

 

2     Indica qué tipo de variable estadística, cualitativa o cuantitativa, es cada una de estas:

 

a) Número de libros leídos en el último trimestre. ® ................................................

 

b) Temperatura mínima de cada día de una semana. ® .........................................

 

c) Años de experiencia laboral. ® ...............................................

 

d) Color preferido. ® .........................................................

 

e) Nota en el último examen de lengua. ® ..................................

 

f ) Lugar de destino de vacaciones. ® ........................................

 

 

3     Los alumnos y las alumnas de una clase de 5.º han escogido del siguiente modo entre los colores naranja (N), verde (V) y rojo (R):

 

R - R - R - V - R - V - V - N - N - R - V - R - V

 

N - V - V - R - V - R - V - V - V - R - V - N - R

Agrupa estos datos en una tabla de frecuenciias y construye un gráfico de barras:



 


 

 








Unidad 3 actividades resueltas
 











11-11-2020
1.Si en una división aumentamos al triple el dividendo y divisor , ¿qué le ocurre al nuevo cociente? (hazlo con 540 : 6)

2. Si en una división disminuimos el dividendo a la mitad , ¿qué le ocurre al nuevo cociente? ( hazlo con  540 : 6)









9-11-2020

*En una división el Dividendo es 6 847 el cociente 48 , el resto es 93.

Calcula el divisor



*En una división el Dividendo es 2867, el cociente es 63 y el resto 32. Calcula el divisor.







23- 20 -2020

36 x____= 504


34 x = 582



36 x = 828


4 x 7 x = 868






22-10-2020




20-10-2020


*Operaciones combinadas.
a) 6 x 3 - 2 x 8 + 12 : 2 =
b) 5 x (16 - 9 ) + 54 :2 =
c) 18 - 4 : 2 - 15 : 3 + 4 x 9 =



16-10-2020



1.Expresa en forma de potencia


a) 4x4x4= 43

b) 3x3x3x3=


c)5x5x5x5x5x5=




d) 11x11x11x11x11=


e)17x17x17x17x17x17=


2.Calcula

a) 52=



b) 14=


c) 151 =

d) 33=



e) 103=



f) 92=


g) 44=






3. Copia y completa

a) 63= 6x6x6 =


b) 54=
c) 24 =
d) 105 =













15 - 10 -2020



a) 25 - 3 x 7 + ( 15 : 3 ) =

b) 15 + 24 : 6 + 4 x 9 =

c) 20 - 4 + 2 x ( 15 : 5 ) =

d) 26 x ( 28 - 18 ) + 2 - 6 : 3 =





14-10-2020



















6-10-2020 
11.Calcula  mentalmente
20.000.000 +800.000 + 7.000 +30 =
8.000.000 + 40.000 +700 + 70 =
3.000.000 + 500.000 + 800.000 + 6 =
12.¿Cuántas centenas completas tiene el nº 26.312?
 
13.¿Cuántos millares completos tiene el nº 60.012?
 
 14.¿Cuántas DM completas tiene el  nº 472.216?
 
15.Aproxima a la decena de millón 
46.301.200
 44.210.121
 
 
2-10-2020



1.¿Cuántas decenas hay en 4 millares?


2. ¿Cuántas centenas de millar hay en 300 UM?


3.¿Cuántas decenas son 5 DMM?


4.¿Cuántas CM son 20 C?


6.¿Cuántos millares son 2 millones?


7.Escribe con cifras



a)Dieciseis millones cuarentamil doce

b)Tres mil setecientos  tres millones

c)nueve billones y medio  
                  
d) catorce billones seis mil millones seis mil seis











1-10-2020

1.¿Cuántas decenas de millar hay en 5.000 C? 

2.¿Cuántas UMM son 300 DM?  
                      
3.¿Que nº es este 125C + 48 UM + 96 DM? 

4.Completa con >, <  ,=  
   
78.054 ____  7DM + 8 UM + 5 C + 4U   
  
         130. 047 _____ 1 CM + 3 DM + 4 D + 7 U    

204.803 ____  2 CM + 4 UM + 8 D + 3 U         
       
                     


















Actividad dia 29-5-2020






Actividad dia 26-5-2020









Resolución Actividad 22-5-2020

Expresa de forma compleja las siguientes medidas de longitud:
(usa el método que quieras., el método 3 es el más rápido)
a)  234,8 dm=

    b)  305,72 dam=

c)  2 346 cm=

   d) 460, 789  m=

e)  349 hm=

 f)  9,345 hm=

     g)  42,003dam= 

     h)  37, 875 km =

  i)  3 597 mm =











Actividades 19-5-2020











Solución actividades 15-5-2020
ACTIVIDADES 15-5-2020












 SOLUCIÓN ACTIVIDADES 12-5-2020


1.Expresa en metros
a)760cm            b)156dm        c)386mm         d)28cm          e)420mm             f)2,5 km    g)0,3hm     h) 7 dam    
   i) 0,01 km

2.Copia y completa
46.2 m =            dm
8,35 hm=             m
      36,21dm=              cm    
0,35 km=                hm
0,41 dam=                   m
420mm=                   dm




EL VIDEO DE NÚMEROS MIXTOS ESTÁ MUCHO MÁS ABAJO



Solución actividades viernes 17-4-2020 





método general de comparación de fracciones(vídeo)


método general de comparación de fracciones (foto)






COMPARACIÓN DE FRACCIONES (vídeo)




comparación de fracciones (foto)









NUMEROS MIXTOS (Vídeo)
   


Números mixtos (foto)






  CONVERTIR Nº MIXTO EN FRACCIÓN (vídeo)                                                                                      







viernes  3 -4-2020
De fracción decimal a nº decimal.(vídeo)

                                               convertir fracción decimal en nº decimal (foto)










Martes 31 -3-2020
Unidad 8 :las fracciones

Actividades resueltas






Fracción de una cantidad




La fracción como reparto





Día 24- 3- 2020 Actividades resueltas para quienes tengan que corregir









Día 20-3-2020 vídeos explicativos





PASAR A HORAS ,MIN, SEG, UNA CANTIDAD DE SEGUNDOS

PASAR A SEGUNDOS UNA CANTIDAD DE HORAS, MIN,SEG.

SUMAR MEDIDAS DE TIEMPO




















dia 19-3-2020
















Resolución actividad 2





Resolución actividad 3


Resolucion actividad 5

















                                                  video : como medir un ángulo

                                  Imagen de como resolver la actividad 5 pag. 99
















  




































TEMA 9 MASA Y CAPACIDAD. (actividades resueltas)


 





Completa la tabla






Operaciones combinadas.

a) 25 - 3 x 7 +(15 : 3 ) =

b) 15 + 24 : 6 + 4 x 9 =

c) 20 - 4 + 2 x ( 15 : 5 ) =

d) 26 x ( 28 - 18 ) +2 - 6 : 3 =






TEMA 1 ACTIVIDADES RESUELTAS








PROBLEMAS RESUELTOS 500-560


PROBLEMAS RESUELTOS 332-348 FORMATO FLIPCHART
 TEMA 13 FORMATO FLIPCHART

























 











 



 
 

















Tema 12 figuras planas


Tema 11 Sistema sexagesimal

problemas resueltos 76-90

Tema 10 rectas y ángulos   
Estos temas están hechos con activinspire y por tanto podéis descargarlos en vuestro PC 

Tema 9 masa y capacidad


TEma 8 LA LONGITUD Y LA SUPERFICIE





ACTIVIDAD INTERACTIVA
LA LONGITUD 1






















































































































































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DCkzCelsErP4hqJ+nRrwtJT1PG8A79J+AyrHolGLKCw/tAC96v2MZnE90X/QALRv3RCV/IBEgbECwpqgaYvKcHVNRqCvH0yunmjUsgWq+rjBNTIGfgF+uFlUBGtxMQBXuPq64fzvSzDx7TFAWAiCjVmwy6aGNaFS3UaoGxuM37d+jE7Vp6F9lxfx3HO90Lp1YwR5AdaMclhTNEc54jQkMg6Nm4bD4noLgd4+cPHwxUMt41DJwxXmqjXh7euNrKIiFBfbSpwlE05i78UswHgQj9WJhhGAzZqPHAAXdx1Cyuu+2Lv5MoCGePLFlvBzAyiqBtq2qodfTh6UweB17N1yHcBDeOrlJvC2ELxr1EOLJjWx7tq1u61M7mbk3jyESZ+9h1SfQET5GlFENl1NesQZaqrmiowEfFoqwlSphwm2orPlieCQNEbf6A07r0xWFC4d21fEFYToGnA/ee1+yaXUYyIOZyWpzE+s+3biCPGTc5YhCR8DnkQlUm1IJpMhcXimO7535wls9Ai++/FvnwByyCQXWqcbJi/8CU3XrsafO7bj6OalGLJ1JWI7PY4PZ8xESxHCwwVGA5UFEgajEQYJIafCJKz87ANMXX0aj/YfgVcH9ETt9LVo/cK/78FLyWNETLsBmLUoGr+sX4Pdu3dg//KZWLd8IVr2G4TPJryPh1xLWlqtVuTk5YHIXVEAyvVvcEE5kpeB3WgwwHFTQXY77ABQvR0+fK1HaZuSJyC8MczwgE+QC3DRBNNdr38jLBYLXGQx6AnfQAOQZoLJpRRfBiNczea/02Xai3BwxVy89/G38G87HBMHP4mHgzMwYvhL2JkPpmIhTq97KX5ifS5b74DHn0aJj3n6IQXvZZ58+ySQbIanlogUHokjIQ5L9kXS2ZJAynJWdItoZAUxHJil6Ci6QSFGLQIluvDUMeGNMGGFj6uZK29YHzGi4liJj5Tkl/U7cebbkeMF3kggORwapYqqEEehAxYypBZxUnAYlGOssu/e+Vd24nf+lisWI/VP6nelTY9jG2t2Kk4fO4yDBw/i4MGDOHToEA4dOoSzl5JhNRiQlXANiTkWdHlyBOYv3oB9J/dhdv8GuLZ9I9asPYzCkHBEAqCiIli5lJ9BStvc862hKAMXL6eDvILR4Ykn0K1FDG7cvoiCoqJ75gMABrIj+cYVZFMAnnrhA/ywdCsOnfwDHz0cjn0rVmHjnguwGY1wcTGhqLAAiSmpsNmsuHDxLLJy86T71LBbNYZWRXVvANcKUKvvK3hjxDDE5O7F9Omz8VeuEb6IQIPmQQCOY/vmCygoBnJSb+Do8bMoku01CvWb+wM4iD82X0dhMZCecBknzl3C3WwPdiuSbt1EVr4JtTo+hn49W6Oo8CYSUtLu9pKdeBkHDx7ElaRcWS9yJX4ry7c8/OjIczwx+HLvSMkja1GVS+nMgk9KHqX4Qw4eKSWuhCs5GWW9LzV/0Yx/UjATZwSIHN7k9I6UNVVJZ5GM9Y8Fv9KYPLDJzUeOTkpzl1vIWdYaHsuyEuwsGikVt2LpQh6asuRYJNJADudlHxMvk+tRLlZut8I7rtRmhXdHr6c5KOXwOvTvse6e71s+MQfLV76GnKPrMOjVD3Dbuz2e6dYQXoYsHDhyCeRbFQ2b1YOXXxr8ASQd+A3vfOqHvk9HQZfHNQj16gTBsGEHFkz9ELe3BGDz+tXIzAcoNw/FNlt5PNiLcXHbIjz3zmwYY3qiV5tqMBcl4K9LCfCJbIsGtarCw78QdaOqwrbzAOZ9+g4u1w/Fif2bkJBjQpBK+kOmjYtrA/Qd1RZ7J+/A6wPfRJ9mvvhr4a/ICXwcL3WuB8AFbXoPR4Plg7Di41FwvfkIbLf+xIqtNwCLp8xgLuj07HDU3vwOFo8dhoKT7ZFz/j/4bWc84B1WArfRjEpVq8HfoxA7vx2PUQmtcWn3Tzh43Q63GCtyCgpx6Mf38PCoX/D8V/ux5NU4YU9gHisBb19aHzXhRGrgEQ1909N8rHYOeoaJsn7jDd8THcvxd17dx5qnlrBPZ9NQ9D3S6lHP4B0tobyi81Jz3V32d1PZju78yMpzLbf4yjGRCLJZ5kE9ka40ptRGxcXdF1VjaqHYM0+yn+hK/jAZDKjReSh++iEKM6ctwB8bVgJwRVDMM5g141X06RAJD+qCiTNexGc/7MWmDdtRq9MARNWujdqIgjtK8GV280F09dpwCw6HmwsAgwm+oZGoVSsL4f7uJVYAsyeiqlZHgaUy3M0GwBKAXu/NxNSEkVh28AS272+FlycuQMqKT7HyYhau5uWjWtDf5nxysaD5s+9jeWAtTJ2xBJvWHQXgjfDmr+CHd97Cw42CYTTbMPj9SbiWOxVbTh7DnsBHMOKlIXAx/oi8qHC4me6lgcXDH1Vq1EZudChcjSWw+4dHo1ZNA0J93Uoam71QJaYG3IMi4Goq3a26mPD0qCUIr/kzpixYjPUrCRE93sPy119C80olIYKVWj6N+QsKMOOjhfjzP9vRvldvDB8RjGV/XEO4rxsMBkJkKS7dSuGp2WUQ5n9rwpSPFmHbhh149LnnMSQiHOsPZyHE2wIYzGjS503MTszF9AW/Y9v6A3hs6DQ80/k3zPwtEbdvJyA6IAK1a9dGhJ8bt3J15D+6D2FvRPcvcxvvxpx0DhUWMd+rwZeIaZrnGqeiaUEa84xowaWz5i/ab0XRQGQ9U9uvVt8kydoBeji3EEcWQdESxFICTpwJgEigMI1oQR+R7HisojCOY4ooI6mxWXDyjEGMIi1q50sKRWyUeIIE6paLFOGRmjcrrbUS3/LwJwvXPLU3pGAQwT9PISTiKP7Dw/88MsODP1E5ZRUNIkZuE5Z88RTrEfGzUJMRj5c+vDzNiz9evcPKmMjLJyxZEfUZEaUpS2+r0eWieoc40u5z65o7aYPVLPS8mwQRZab3o7Zvtd6/IjhQ01Zk0dETH1rxrKfXtJ50vZ8nZWfPVY/xtI7trJNQReKbdw7/RN56kPnWGTrz/597HyPLe5GXWErOhDy7LOKoZa0GNt4Fm8VgIv1Jzc+xPz3uiHmuWVhOno6wkMq62qzftSoDtTzIguOfoBhEN0d6jicqP1JOvmrmpYYPlSKCtOCbuySrYIprNfxbEf2x8CuCR73npIRbZ+kfPWXLGY9WuO5eBzgSjteULxLewAq/4Lke4DHPiJyGWeYTlmlRbkwek5io0PCahUTG5YWdRRPeYlIioTCiV0NSNOHFNw+dWe+KXDepMYGyxmVdDfDCLqrkeeet10KhtvgPy+zPC6ca076oqViUplr1BEtna+FLETrz8DQv7LzypqTreOBVWgdF3mfpHL34454+iNHamdcCrAVFSkjvh7mNtfCIzl+N6UoUBq3XGWp4QYv5Tk1ss5Tg6gWvGro4Q44q6prEGXhz9pWinvMS0UXOpIOeEU968K1etBCBVUS3sfSG3mvEg+hoqxUmI8+gIqYlkXwCSkWHRE8HSiZJNciWg5vXDMVKjiSaWIbXjK32pMPTTs9CHGqvVcp+z4p/VaOoRGFmJdCRe1cvk6vWObHmqUc2TzXzlks4owWHomFyzghvE+ExUXnjvTbj6ZvHmU4PfMjJtUi/Ste5IvPUOg9nyrQzNx9GvRhShGHkMnlJMama+0U5hcF7961ERFZMph4eomWTImkRKFG6qGVyPZhd7wXbGTAoZXITxbmaMs888xa5z9YbJzzv8s6bR5E7IzZdz8ODCN0rgn9FxlfCrYgFwRm411KWXgQfeukYvXJ7aElkpfQY70yWx7FPDUGlHPtYizTr9MEDF09WKrm582aoEgkXlHOYUjrlspiR95TmiHvHUxbPGGoVnMjpROl7qY0YK+WuKK6UxmN5gSttMB3hlfqdB7+iz/Xr1/HFF1/g66+/RnJyMlefPL/LndCV6CFnqZPDCSuLqZJ+keqTpy85+eX97CjTPBYMXnqw5qT0Lo9VomxGVl6eZsmu6AKrNS+EUl4aubnx+Fbw0o83Nbgo/Xh1O+t9uXYmJeSruc+WasvKsMVydFJCtl4FNnhDfaSSKrGc5OQWHCWGZW08RHLKK8GudCUj9btSXQcthZp4a0so8RYvr/HQQm7DKJeeljUPJV6Qg03kJC2Fj/z8fHz//fc4deoU/P390bdvX1UmZt4EXbybX76oJAAAIABJREFUZyX+4sWFUmpblmmfdZIUzeDHuvYTTXsrOk9eWir9rhYnIlkg1egFHl3BY/p3RpI5XhkVtViJFH/inbPSWmnkRbycQuZR5lJt5N4XmbTS6UpuTFGFxcM0ahnMWSGPSu+ymEaU6bWmFeUdl0cpqsWPFhOpVoHXk7aOfdSoUQPvv/8+vL29kZCQAJvNhgf50ctUXpHXUhXd3z+NLs6Y//3GqbPHd8bVKFftAMdOebxJWSF9UgUSWKdQKeB57h31TjsqsqCpqUqmxdtW5DQmOrcHJa3ngyjAzp6D3jxrNBrxxBNPwGQyYdy4cahbty46deoEo9Go+W74QaZTRXv0i7z/ICet+W/xpP9vigioCBk1SU1WrflGNA2wnEmXhwDOzBUtilTREDVe8/D9YFhn5WsXVY7FxcXYvn07jh07hieffBLVqlW774L5oJ0ApN51xIvRaMQjjzyClJQUjBs3Dn5+foiLi/vHKToRflcb/saTY4TF/zxjPKjPg1pjQrS93pvA/6ZMg5KHBdZklZyZeIXAsX8lD2YlJweRMZ2ZhljpO2dlpqqobFVq6Co6b54+r1y5gnHjxmHq1Kk4e/Zshc6xosL39MSXEh0sFgsGDBiAnj17YvTo0bh48SI3/fT2ltdKI16HLi340vtKSc6JlKVbtWY+vN8PrwOylkOXnrjS4gCvRQbUOqKq6VPKedHIgxg1JX+VAGN55/IQRDSeVC8lxVv4REQx6MmgahxZ1ChUvfw65J61a9ciLS0NQ4cOlTy5alVOIp+1KAk9+FGPcc1mM9544w3Uq1cPH3zwAeLj47nGr0irEk9eDJZPiN68ofZdkStMEadHPfmqot7Xm15K64XeqYq10lyNBV2PUt8ifRhFJ1r2O9aJSU0stNZaAVoTZvDs7HjDl3j7YylApb7Uju0YNsjCt5JHLg+teOslFBYW4qeffsLSpUsxZcoUjB07FkFBQUwcscJ+1CaT0lJLgUUP0Rhykb6kHj8/P0yYMAHFxcX46KOPkJaWJikPzjjB83zH8lUR6Ust7Lzhm6yxeK4w1eYt0UojEfyxsiyK6AwtNBMJhdN6pak0Lu/6pCakUq1sa5WNcmmDWYujSI5/NQSQy3mtlHtbr3rkzrgTZQnQnflogZWn/HJF4UAr/YkIS5YswbRp0zBlyhR069YNRqMRD8rzT7w3l4L54sWLGDp0KNq2bYt3330Xrq6u/6g5/TfR6Z/ijPhPqfj4v8inuqYNVjKxKznuObYRuVNVs4tz3BCImoB4kkUoVThUQyQlfGnJCicVgeGIE54TB0/hCVY/cvPgOXnbbDZs2rQJM2fOxNtvv11uA6D3yUGKpjw40uOkrGV8va5eqlWrhqlTp2LLli2YP38+CgsLhfGnpyIUkTEtp2e1MqsXLVj0ETldijgwOiPDnwi/8vKSiJzz1hjQsyquCJ/yzENJX7Lg4vVD46GBUQtjs8yIvFmlRO9SeEzQPJuVsn/zxL/zIlst04oInZzyZCUqEt3kqVEGUps0pX5tNhvWrl2LsWPH4r333kP//v2ZCy6L53jrCjgjCQvPo2Z8tRkZHdsZjUY0adIEEyZMwPz587Fq1SrJzXhFnLC03OnKXSPqSR8RBa4lO6YIz4rwoJpso2r0MQuXajcrvDRmLY4ii7foYViLs6qIP5xUeL0ec7rHEiCye1LKssYSGJZS42FEpbt5PZ1hWDsznpAVuWsMqf55syuycMOaix7WDhHBlXrsdjv27t2Ljz76CK+88gp69+4Nk8nEFAi5DajeCZpYfKA1ZacjL4nCzWtFksJL27Zt8cYbb2DWrFnYs2cP7Ha7atnh9QsRgVWNoxXLX0fNPHhSI6uJrlB78haBX06na/E74qGDFC1E8aF0qODVRzxOdaKWazlcilix1fCNGh3AtfkgTu7S816JVa9ar3v+/8XnfpQ/VfvYbDZs27YNo0ePxuuvv44BAwbAYrE8sPgR4e1/ymO32zFr1iwsW7YMs2bNQpMmTSoUj84qj/rfIMPOKKf8/8+DReMH4RFOG3xnAlKTuvM/725Zylwsd8ctglylz854V81uX+S+muddteZIvXMciIx78uRJjBkzBn369MHzzz8Pi8VS4XHpeo1XEeFcWnhJSa5ffvllNG3aFB988AFSUlK4zYt6wKNHOKazoxn0oAOvbCvxkp5e71rwpVYv6g1HRT5ar3rk9IUzYePFkSrXayUTMO9dhVLFqrLvKt398l4Z8CKMVXhHNI5bz+x9PMqcN/e/UtU0ZynBsnDZ7Xbs27cPgwcPxvPPP49Ro0YJe6jrEZPLqoLHMydnKDpRPtPKY97e3pg4cSIqV66MYcOGISEhQbUeYOHUGYu7lj6dWWtC6V29N4tKOVhEzNRa+JDVjqcqnzPpppc+U4sXvZIRadlIS/VnVAMMb0lGrXcVLISrqQWtRej1TPAj+pueTK+lqpko00nR49KlSxg5ciQ6deqEIUOGwM3NTbOC0QMPegi2Vrik+FqLRYp3I+nj44P33nsPGRkZmDp1qurNjJ7JYO5H8RlnJUfSO/sfb1U/PYpj6XmCFck5U1GnfR599iDV0FCrH+T6M0ohnuVpKVUkSER41Th4KAmW3PtqE7WIJpZR44ikZxIakXfVOrqJ9i312O12nDhxAi+++CK6du2KcePGwdPTk4lnLQ55SvythuceFEWgph1LeURFReHLL7/EsWPHMHnyZOTl5WmiudpTqKiDshJfqw0dFpVHXto8yHf6eobGanEwVipprpUeetLyQdYPInJrZDEsr8IsuyFgeUCqNf9oOYmL7JAd39MjZbLeDCknmPfrpMPz+7Vr1zBy5Eg0a9YMb7311t0NgFr6qoXRGXny9Xgq+s5UCg+1atXCxx9/jKVLl2LlypWaaK528yJST501lmgfelvhHoS8/3pdqzizCJvju/ejLkxF4Pl+Wzek1mSjlPCxBFQ0/amazYDcuHqZprSErjhjDGcyOStZEe/YWsLlrl69iqFDh6Ju3boYP348/Pz8nKrQ1Lyv1fp0P5WLFp5zzK3QokULfPzxx5g0aRK2bdsGm82mGka1YY9aN8jO9M0QhUUUH3pcHajRk/cz+ZIaWVQzrjOKBIn07awCc6J4lbUE8E6CN/aStYFQSpQid78pmltASeHxzJ2V/5pnUZHK4sdz98tbx0CpvZJVRvTqQCpVMQ++b926hZEjRyIqKgrvv/8+/P39hRhaySyot4mSB4ei0TFy+OSdA89CIpdFk4c/HHNWGI1GdO/eHaNGjcLbb7+NI0eOaL7mkst2p0f9BSn6iGbM5JFfnhwbolk1eX8TzdAnJyO8+kqkDgcPT7NM1nIyxqI3S454spjKzVfLFZMSLbRU5lVKlKQkE45/l9OpcnkC1Mbpy8X8lx1cTjmxYmNZv7EESU5h8hQvYXmV83xWmgsPnnli0Vl0E50r77hy7RMTEzFs2DB4e3tj6tSpCAkJ4X5Xjid4eZH3Ea0/z8NnovfhFZnbnbdtUVERPv30U2zduhU//vgjoqKiVPOsHnLmLPqz+NwZ/FFRc+KBSet8/+l1CSpy/IqeKw8/ykYHiHqG8lQOVHtfzuOXIOekKPdZytGR92Fl5+P13BXFg5qUvnLV/7R6lPLwQGJiIsaMGQNXV1dMnDgRwcHB3GPdoaec0DgzWoLVVk+zH29/otYCPdpaLBYMHz4cjRo1wtixYyXLDzvyPO/VII9y1LMUtxa8qAnVdTYfivKGlix7zoBZpA9nV1isKD8uZ/GtVtwYeRurjZXn6ZPVD08IiVZGUWsmd/ysd/yvqICwNkZaTioi72RkZGDMmDF3Q84qV66sqiSp2jKmzhZmPfoTzWfuTPjlYPP398fEiRORl5eHCRMmIDMzkxtOHudeLWW97wedH0SnNN7Cbf8kJ0VRnLNqBojC6Cx/FVGYRMvHS8HLclw3ynUil8FPdFfM6sMRUNaipuY3qbZaC2I4S5lojUbQ6vimJveC45OSkoIPP/wQaWlpmD59OipVqqQ7PrVGE+jtIOTM/BNqEyOpVYKOsPn5+WHKlCk4d+4c5syZg/z8fN3kwRnmfq2b8n9qat6K0FvOhlHvfp2hW5yRK0GkrZorcKXHyOpEbaW+sp/1yqom4uSixumCR7HoVWJVxEHE8Tutnti8Tj9qmPvOifH48eP44osvEBMTo7kEr95lXdXO25kpgbWOK1KMSg0sNWrUwOeff47ffvsNixYtQlFREbM/rUlN1Oa80BqSrMbR+EF4tJxe9SqUpTd+9CyrfT/oUFG5FbT0JWkJUGtCYe3GeOokK9UOKHtPLOqhzltlTw5+pbK4vNEDcnMRJTiPFYGn0pXoXTuL6TIyMjBp0iQcP34cs2fPRtWqVbnLCSsxsagzGY9SVPpOD8UjWqpVq1IR9TtRU4q0YcOGmDBhAubNm4f169cLmypF56/WIibH+7wHGp4KljzRNlpT5KqtISKCS1ZinrIyJmqRUvIV4X3UnvD1CLdUu8ERyRvDy0sicxFx4AcAI2uB1CNbmVJYnlx4A08YlNy4chnIlJST2qI8SqEpSkIgFSqophwrix5S1hMWrXisKI7fFRYW4vPPP8f69evx9ddfo27durooSJGMdDzKX8TXRaksK+s9nnK4IkqedXfOa/mSywbKUpp3xu3YsSPeeustTJ8+Hbt27bpbflhp4eQtn8qDAy0FlhxlQk7X8ITYSfUlhVce+rH0Hm8SNsdDkpY69468zBPyrQS31BxEs4Ty6l616ekdYWMtyix88PCW3MFN7js5uHgtYZJrKAlskZyZ01uO6aRCxrT2zfu9aBu1sIj2fb/KBcspgtzcXHz11VdYvnw55s6di6ZNmwqH9KmFS69yq84ujVsRfVRU+BERYdq0aVi9ejXmzp2LBg0aoKKf/y+r++Dg60GkhZ5lmP/beY27dgBwrwmbNzc/TyII0SQ+cn0rjS+3s9PqeS3qL+CMilh6egDzmhSJCFarFQsWLMCSJUswe/ZsNG7cWJPTmp73sHrfQfPiqCIjVdQqKi0wGgwGDB48GI0bN8b48eORmJjIfaITPcmL4llt5s+KirZw9qOWL7X4BzmzAJBamulR2EvtwVOrR7+zQiJleaOsJYBl+lFaROVMGXKnelZCGpF39RIeZyUfYf0mumvVkjyHBZMS0zu+W1BQgAULFmDevHmYPXs2WrdurdrbW21imIqwTjmLP+7Xo5R1TGSOOTk5ePPNN1FQUIAvvviCmQiqovCtlVb3I6FLRVhXnfmuHjz1/9YddXhQsx6U/V0ybTDvXZZUDKLakxCPE5CazF28T0WXLdW7TCWvAw4LJl6Yi4uLsXz5csyZMwdTp05FixYtNOFXS4KVilAc/1TlJJKLQ3SOXl5eGDduHFJSUjBjxoy7/gH/dHxXdE4GZ8+1IkJp9eCpf4qMPWj8oCaZWrkCQiJOeEqDiADC47CllTFEvCMr2hQoEuqoJ2PyjMtjprJarfjxxx8xefJkfP755+jcuTNMJpMmfGsNH3zQQobUFIrRu3CMFvnhfapVq4Y5c+bgwIEDmDRpEvLy8h4IPDsrHPVB4aF/Qj8PAvzOePdBLTSmdm6yeQKcmRlJzstfShlKebqKFMgQCeNQU8CHBwdSpn6puUt5pUqN5Vhvvew7PO+WfUfK41jJS9lms2HdunWYMWMGxo8fj/bt23NZaVjFh3i93h2/lyp7LXInxxP5oEa4WXgUVSoseOR4h8dLnCdGXk7mDAYDatSogXHjxmH58uVYs2YNcyy5oj887Vm4VFNDRIqf5GRGi7+QHrpTTj/y6DqRg4dIOJpcO1bUFW+BHp5IDJa+U+JzHt4SLUaltKbw4ESkaBkvTWTXAUefALnJ8945yFWbU9tWz+gAUSWhtn+1d/1ax5MbQ6+CIDabDatWrcKECRPw4Ycfonfv3jAajbrMTU1xIt5CU2pxwcM7evhiqKGpsx9RHxybzYa1a9diwoQJmDx5Mjp27Aij0agpIkSPKAm1DpPOprEo3bXyjzN1nl641DPSRy0NteoPZ/G0nrzk+PkenwCplIRq73X08BLXUnxHrj9nLMQ8c9aa05rF6M4c1263448//sBnn32GESNGoGfPnnc3ADxw6FUAh+d6ylmV53gTRWmZn1Tb+3FXKip3Li4u6NGjB4YMGYL3338fx48f14wTPa4CK+J+VY2eEKW7Vv65X/ftWopC6eknpJdvglaerSg6iKTRN/J2oibhh5yJjacPkepjWglbUY+ehYbU4PTO72rqfm/atAljx47FsGHD8ML/sffm8VUXV//4Ozc7SUgCCUuIrCqLrBUBBZdHQVGxdXlqH7eq1YrSuu9SFi1ScUVp1bZqbZ+WSmutVVGrPgqIG6sbFCHsS2RNICRkvfP9w1/yu1w+M3POLJ97o8zr5QtzP5+ZOXPmzPnMnDnnfX78Y2RkZLDmwhbikmKepChZG38E1/eLPnwjXNJMqR/7PD09HZdffjnOPvts3Hjjjdi8ebNV2KUpRLcPREYXxUX4qIt5MuUnV159wGyHcdfus18b2HnX6Ict3wxhMTrO/bXuWiD+3aA+XOYbD8MsY2uaD4sm1XMhBD766CPcfPPN+NGPfoQJEyYgKyuLPR9hjyNZ+UtdrIm+DrApe/bswaRJk7Bnzx48+uij6NSpk3XI6+HwMffyeHi96tee6fh8An65Brc7ZBOgcqoIgsI1+dBycAJkffsWQN+Ifi4Xpw2turYWLlyIu+66C+effz5+9rOftWwAuIJvG2/sIq49LEXmE10yrLq2Y9i1axeuvvpqdOjQATNnzkSbNm1C6TdR/GoNJWy++MZ2+S7OpY85PCSBUPN9iixdoc2dvwp3W+WJSTUlUzKpcfCqdaZnE29bynNO1i/ZBkDHF9nz2PpffPEF7rrrLpx22mmHWACotAUle9LhpMtyHeiuUzge1a4XpqtIEte0Bsm+ah64iXFkstW+fXs88MAD+Oqrr/DrX/9aGjooy/NByX3A8ermKkkbdD1TEz5lbCbJ3iiRMS58dmTr1uYqkBr9JbvaVI3VNjTX9TWiLAqOgrRL0cGydwItAToLQGBDRE9E3d82/ajGYaPgOf26KFTkPlukKNXzZcuW4c4778SIESNwxx13IDc312t+hUSbLTmZt2xPNzaWItcWFV1dm9NcNBrFypUrcemll+Laa6/F1VdfTcKTcO1hr1pLLmmgHlo4ch7GfPtevz7HaDM/riIGWkNRZvml+ARQzLGcyTU1/VPNz9SwORn9iQjnMg2tdCEM8b+tXbsWV111FQYNGoQHHngA2dnZ1u1S/p+jWF3CSSciFI1LR6LN5KY0CiHw+uuv4+6778YDDzyAsWPHHhRVkkxj5azlhn1f4625L2HlluqDH6SmonjI8Tj3+ONQkJXmXWZ889FVX98Vn45kWaecNtOCXgaCgXx0ISzx78gAYuLNRFxfA9VA4+kK+pv6DoWB8bSbnPBkY6eiNeqcJ3X1YuuuXr0ad955JwYMGIDJkycf5APAVWbUcD4dNLXK5MUNZQvaNIQRikbZiNqEJlH6pWyWdB9C1RhkoFhjxoxBRUUF7rvvPuTl5WHUqFFK2XFxj2yLDaBro2HvVrzw5C/x54Vfx3eMNp1K8b+XTcVr036C7HS6zOjSRXN1lG/cDs4aSqYTt+nBQ/fMludBbbjih2pNBVoCTE7CnJO7Kk1wEKIcNzqAC3CUCGFz6Ylqqizi3926dSuuvPJKlJSU4KmnnjrEAuArCZDJeF1aSVqzJ7oPa5FNOypeTp8+HXPnzsWzzz6LPn36hC5HLnlZs3kpxl88DnM+bcBJY3+Ao4szAQD11V/j//75T5RHOmDW2xvw0+OyvdOXSB2XSBnn1E0WZ9FktBQEXtBx7mdMMv1RQDGC4uCpJwbunSDndM5RFlznNa5SNZ27+HeFENi6dSvuvvtudOjQAdOnT5daAFT06TY8LsNfKO9Sn+tOUMkStiez0gU9N0FPtAnHje83qFx33XUoLy/H5MmTMXPmTHTu3JkNzuMz6kZnKQtaw5ntS3HFnQ/j0qGFAICGinWYXPElHpm3F1U1+4FoGha9+DAe+P27qDqkxzYYdcktuP2yk9EmladrbWTGRAfa6CludlJTGlRz6qIN6jWtipcuUE1dH27TTBmv+nBTBSZISEx9AnQY/aq6OkVE+UjIlIWsLlXhUvu2EYgdO3bghhtuAAD8+c9/JodzBX2EVCZ9UxOc6UeCKsMmJj6KhYurPG03eNScDBS55lwhUJ8VFhbiwQcfxFVXXYXbbrsNs2bNQvv27Z1Ybyjy6AI9MP73hv17sHDuC2ha8c2aObBhMf794RqU9B+PsUOKAdRj14YvMe+dd1BxSEttkTfiEjRFAaTydK3JnHLH6grlkksz9wqLIh8u2uBe08p0jW4zwN2wmThVHsTjaDQqVIuHg/tPXagqk79KsVIFRzVwKpNVHwkXPgu6zU6QYre5CpHxtrKyEhMnTsSmTZvwxBNPoGfPnsbIhtSxcB3LVHRw7+9M5JZKMxX0ikIbVRa58k7djHGVHKev1atXY8KECTjhhBMwefJkpKamHiLrMtmP5zFnfCY5TGR9HNiyDOMvHneoTwAAFHbDNbP+gacvPhZAFDvKlmHpii2oP+TFNHTuPQTH9u6CtAidVtV8yHSVScQR99BF1TtUmqm63fTalaIfZHRxDzXUbx6lP9V1N+f35mdpugx3lMVl+jsnFFE2ONnujLsTVO2uOMqcSr9up6tzIDI9mcXW3b17N2666Sbs3r0bs2fPRmFhofUGR0aLqUnQxuFIZ5WwSZNNnV+qDMno0SkOLt26tW16euLM3dFHH42nn34aP/nJT5CVlYVbbrml5fqJg3lO5SFVHwXxWTeutDb5GDLiJBxR8I0HoGjahxWfLcPz143F0Z1W4MZTiyCiUTQ2NaHp0JYQjQoIDa02DnjUkzTX4mNyhcZdb7p1wVkT1BM3dYycdRQkT9zsopTvgamFIo3KFNVEcRSlbrJ0/1IVK2XCZZPGERwXHrncNmxMns3Pq6urMWPGDJSXl+OJJ55AYWGh9Ty6SLxh4jfgMkOYilYbD2xuNIKL6AWTeXNhiqXw8sgjj8TEiRNxzz33oHfv3rjgggtY88TZZFHbNRlnVnF33DDjj7h06DcbaNG0G/+adTvG/+IFvPXP13DpCZdi2b8exxV3zg68DjjvF7/HHydfiPQIjHhsen3G0W0md+Aq0C/Xa8umLZe+PdzrE1dry5b+NB+hOCbXA/GM4TqqmHhIJyqsxeRjQw0jpCy2yspKTJo0CatWrcLzzz+P0tJSJwrURdQC1eGS87GSXSmZbKB8RBLo5tV1jgzOOjIFo6KgXo4ePRoHDhzAtGnTkJubi9GjRx90NWCyLm3nmDunTQeq8PlH/4c3d+V+83fdPvz97UXYVZeK3LZFyMpMQXGPgTjtjN0BjoE5GHJUp0OuAkx0L3dz6yKrnuojZHo4sdGrXL5w+eD6O2Dqo+A69FMKFmSDjqYKBZRdAcT3ZZKrwFY52gqfK4HxCbxRV1eH6dOn491338XMmTNx7LHHJmwRJLLf70ooVbKPs7GxEb/5zW8we/ZsPPPMMxgwYIA13WEA8jSHCAb6BADIyu+PWe/Nx9VD2iWdTBwuh0tskWJ4moQK6dqKbyP+JMehg9tn0HPTe2juAtQ5ObpczKr3qqqq8OCDD+L999/HU089hX79+rHq+4y15Tjf2ZgNfSUeSgbENJ+y7IMnAJCWloarr74alZWVuPHGG/Hcc8+hW7duXnniYp1FMnPRe+BwjMLuuCfpaNftRFx67RX4waB2VuvLBSrmd3UD4OvK0Ee9MNaZUkZiLQGucLtNLAG2kLmJAnRIRDY7E2FvbGzEI488gn/+85945JFHMHLkyKQSbF+Y6smyEBMF3uNi/YZRKioqcPfdd6OyshKPP/44OnbsmFTzl4h+kg3o5ttQOD5H35V01gfdRrm625T9rspMSM2GRIXENREOk7ZM72h0mbGoWcwop+Kamho88cQTeO211/Dwww9jxIgRSj7L2nNFs0nWLk78O6cdVyWMhFIm/XDGK4PzDqMUFhZiypQpaGhowH333Yfq6morfnHppmQP9Ck/lPlINrlM1Fqj6BdKhkku35N1A2CdaVQQWzCBo+XEYcczmWtF4NKnmthkT+zBqR+NRvHkk0/i+eefxwMPPIDRo0c7pc0VDKZqkYUNG9waS7KdWkznYdWqVZgwYQLGjh2L66+/ngVcRZEl4JvImC1btmDz5s3YuXMnKioqUFlZiQMHDgAA8vPzkZ+fj4KCApSUlKBLly4oLS3VZkBMJpnyAZbjYl23xvXpA+o3mXROmotGqB9gDgiEaViL7H1dsiOXIVm68eo8/3U0UIWprq4Of/3rX/GXv/wFU6ZMwSmnnOL8rswGB4DjSU6ljRNeaAPHSlV6lPHbtKtbBybZOG0d66gANUFj7NOnDx5++GFcc801KCwsxFVXXdUSMUDhXTzdjY2N2LNnD7Zv34733nsPH3/8MT7//HNUVVWhpqYGdXV1aGhoQH19PaLR6DdKMS0N6enpyMjIQHZ2NrKystCxY0cMHDgQp59+OgYOHIiOHTsiLy+vJSOi7INH+c3Fh4LiBW/qV2UbMWRbXPin2cg0BxSJiprq+sBjNT6OJSCIeM6JTHYCdxEB4ApH3oSJLlLmmihZHf+ff/55zJo1C1OnTsU555zj7IPjQim55EGiik14nqk8+rLUJJNTUzQaxeuvv46JEyfiwQcfxJgxY7Tph+NLXV0dPv74YyxYsABvvvkmPv30U9TU1LQ8z8nJQWlpKYqLi1FQUICcnBzU19e3nPb37duHyspKlJeXo7y8HA0NDS1127dvj5NPPhknn3wyxowZg969e7PpS7Z14dtykCwnX5Msmqb6kOvTkSi7K54hAAAgAElEQVSHRGUWQZuPc0sHinY4/ZhMBgdakjpZXAhfU0/goL50UKbNfzc2NuKNN97Afffdh+uvvx4XXXTRQaZMF9CetguBet1jyl/qmCiIfC4SqdhAFHMghk1glzkWCk4fplYIAGhoaMDf/vY3PPHEE3j00UcxcuRILTxzNBrFvn37sHDhQjz77LP45JNPsGPHDqSmpiI3Nxc9evTAqFGjcOKJJ6Jbt27Iz89HmzZtkJmZifT0dDQ1NbV8zOvr61FbW4vq6mrs3bsXn3/+OT755BO899572LNnD6qqqpCeno5u3brh1FNPxfjx49G7d+9A5EPOhs70pGma/tYUl4Wytrn6w7XJnANHbAoVTl2nLvhM1Y1cx0ayJcB0Eij39jrs7mTz2nUloKZmLp2Avvjii7j//vtx991344c//GHSnFLCkK1kvN8PC3dCpfBaY2lqasIDDzyA1157DbNnz0aPHj2k7+7fvx9vvPEGnn32Wbz99tuIRqMoLCzEsGHDMHbsWJx66qno37+/9VqoqanB0qVL8corr+CDDz7AkiVL0NDQgLZt2+LCCy/EFVdcgREjRgReYSSDXCSaHh/r57sWAeFa1xltAmygV2X1uUkjdEJPFXwTQXJhMrexTMh4FY1G8fHHH+NnP/sZrrzySlx33XVIT09njc/XguKcXF3Ng8uwPBOZdskX6nipchkW72zXWWVlJaZMmYLt27fjkUceQZcuXQ6q39TUhNWrV2P69Ol4/fXXUVFRgbZt2+Kss87C+PHj0adPH3To0IGEKslZ0w0NDdi2bRs++OADPP3001iyZAlqa2vRo0cPXHnllfjpT3/a0q9LvrtOwOVqToP6oHysfIQ/Jvpqy8cc+twEhWoJkBFNgQ32IcyuhIhqnnExFtWCe/PNN3H33XfjxhtvxGWXXcbyZvbJTx8L03csr42JznVfYSvCMBD3OGOpq6vDRRddhOzsbDz11FNo27YtAGDv3r147rnn8NBDD6G8vBxFRUUYN24cbr31VvTr1y80C1hjYyPmzp2LJ598EvPnz0ddXR2+973vYfr06Tj55JNbrggSycNvE9YAN79Ia/Af0tUF7DfssvdSp06dOpWDu866a5B45Ks85ilZmFyY7k0Sicg+PDqM7CDPUNOEObJEHc2hVeeddx4mTJjQYgGgCJUrxUFB9eN60Ov6ipdNVw6NlIRTKjmgrhHbu1JTGVb9HduGzTqz9cJu/jstLQ2DBg3CnDlzsGPHDowYMQKRSATPPvssJk6ciD179mDIkCF47LHH8LOf/QxdunSRbgBcWcRi5y0SiaB3794YM2YMOnXqhOXLl2Pt2rV47733AADDhw+X6j2OfqJEXZhakFxFnqjo5dCnuubjprTW1VG1YzJ+nf7jWuoo69DGiu7UEmBqxqbkDkgmS4CPuFHT/qPRKD744APcdNNNuOKKKzB+/HhkZGR4od115ADXcdOWr77kRSXbpgvTh6wkYr5dzsf69etx0UUX4fvf/z569eqFiRMnYu3atejduzf+/e9/t8AN2zqx2srImjVrMGXKFLz00ktobGzEpZdeinvvvRfdu3f3Jn/JUnThzq0VWpfSVmsYGyuBkE2nXI/wRG0CXAmMienJlXlu3bp1uPjiizFy5EhMnz4dGRkZzkIlXY49zEx4yaYME9GfC/kKE9SKWubOnYtJkyZh27Zt2L59O/r164eHH34Yo0ePZvu/+OTDrl278NBDD+Gpp55CbW0tTj31VMyePRvt2iU2oVAi5eFwsVsbvq4gtZsAbvgcJXcA5wMveyeZBNJ2Qk2iA4QQWL58OW688UacfvrpuOWWW5Cbm2uNh2DqPOXzg5GovBCUumFv+lqDbPusG41G8dprr+Gaa67BMcccgz/84Q844ogjvPpnmK7vaDSKl19+GTfccAO2bduGwYMHY9asWQeFO4Yxb9+G0/fh4o/PkaAGYwsHR5ybM1p1PxTUv0umuSy2Oa9N2tu8eTOuueYarF27FldeeSVyc3PZc2CSdY57B83huem8mODju2qTijnfGpWhtdcx4+6TWjcSieDss8/GLbfcgurqatTU1Cj1imkOARdzl5qainPPPRe/+tWv0LFjR3z66af4+c9/ji1btnifO906d7X2wpR5Ko3UHCY+101Y69MFn1OnTp06NX7iXOyG450ZZA5tQe/o/AaC6nMsFZywFYoFwvY0yD2Nl5WV4brrrsOKFSuwZ88ebNy4EcOHD0dBQQFLaJoa9mPVko+wcu0m7KkGCtoXIC1FWH3oOXWDnH1MNke2IB+m8xT0zJe/iCuQJk7dMFAjTa6mIpEIBg0ahB07duB3v/sdTjjhBBQWFgbOQZjXGUH9RiIRHHPMMSgtLcXbb7+NTZs2Yfny5TjllFOQn5+fUN8j3Tth9U+ty3Ua5j53ZW7ngjKZ8s5ENoPaPGQTENS4jZdv7G+ySID4eioFSK2joovDXN1mhjMhnI+T7N3y8nJcf/31KCoqwhVXXIHFixdj+fLl+Prrr3HOOecgEomQszlWbfg3Lhx1Bqb99o/4v//U4L/Gno7OuanGi5brGEfZGHJl0gV+eqKztrnIXmbzEXR1gvOVlRQAMjIyMGTIEHz88cd48803ceqppx6UbMhmw2o6BpX1on///mhsbMSiRYuwdu1a7NixA2eddZYyiselLJlEQ/mQ5UTIIZUfPrMGmqzHsPoP3ATYEhO/66CGUcmS/eieNbclaz/oGSeBSpDwyGg3cZSjfvS2bduGm266CYWFhZg+fTpGjRqFbt264d///jc+/fRTRCIRDBs27BDFEtxXIz6bMwPTXvoKOXkp2LF+D9oPPQWn9uvsxBrEXVDcsCebRWIKk+sKCMuEn8kQr8991wYJk0JDVlYWhgwZgjfeeAPLli3DqFGjkJmZyd4AyObYZE2rZHjYsGGoqanBhx9+iJUrV6J9+/YYOnQoOZzRBspWJbfJ5u1uM17qOnXtPB1GpI+J7qS0rcwdYMJ0VZKg2HeoYEE650ETJDpXEMG+IhaC+tu+fTtuuukmCCHw2GOPoXPnzgC+ASr51a9+hRkzZiA7OxszZ87ExRdfrKf3wDpMuWAc7ltSiImXFOD+ma+j15W/wZpnr/vmeX0F5r80B+98sRnRQ1rKx2k/vhKn9i52ajJMtPkxEe0mY9+m12y69WESRkmhNTb98A033BCI35/ouWl+r6amBueccw7effdddO3aFbNnz8bIkSNDlQPTD1aiINxdXG3JnsXLp0pek2luXDPceYlGo9rfo9HoIX9T66rqc2jS1VH1TXlXVU/2LGhcu3fvFldeeaW44IILxLp16w55XlFRIX76058KAKJr165i3bp1GvqaxPaP/ySO65ov+px5vVj21TJxQe90kZI7WLyxqeGbd/avF7+6cIRIAwQO+a+LuPe1VWQex49J9g7lWbycyPjGmVdqXcp7XBq464YqT8lQTOfDZM19+OGHYujQoeK5554TDQ0N1vSZ0EId78KFC0WvXr1ESkqKOOuss8SePXu8yI4rmaCsX1drgbK+fLTrew37XE/UuZfVD7wOEAyYX1lRoZCJAOS12Doq+GCXPgGcHaCKBiEx7XNQ84LQBAFgz549uOeee7Br1y488sgj6NGjxyH1srKyMHz4cLz++usoKytDZWUlTj31VGRmZgbzoGEfXn5qOp7/91qcdPkUXDHuWDRumIc3FyxCau9zMXZoZ6RBoEmkovPRAzHqxBNxYtx/J//XSPQsylHOe/x4TJ3+KNdDJo5ssrpC4W/g6h5ZEP1ABPEuNxmjD0zngzu+lJQUlJSUoKSkBDNmzED37t3Rs2dPLWww1SxLvdqizvsRRxyBjIwMvP322/jqq6/Qu3dvDBkyxLnjrUvfDqrOcy0DpmvQhg4bc73PMGfbuZcicsb+KGOy7KMsGGYajiOeIIQNxb+n26hQF7UghrJRQ8NkdeNpDxpTTU0NfvnLX2L9+vV4/PHHWxDHguaguLgYU6dOxXXXXYdXXnkFZ5xxBn70ox8dogiFEKjduwPvL3gH9dlZGDCgKyq2bUen3t9DSe4CLJn7L6z/n4Hok5eHIaefj56j6gNGkYq2RQVKHsePV7exU23EhAbalrPYTGWVKuvcD4tuw+0quyS3CJFYgBhK9E/sb6mpqRg7dix27dqFqVOnoqCgACNGjCBvrAQzG6Uw9P1o/vfHP/4x/vjHP+KTTz7Bb37zG5xxxhno3Lmz0w8qZb1Q9ZwtLcJzrg/XsissI3SEYWSDr6KkR2Vy4ZofTE0hHNMftY7OFK8zpZqar12ViooKcfvtt4sxY8aIFStWkOaiurpaXH/99SIlJUUMHjxY7Nq1K7DO1o9/LboFmvkh0H6wmPnvr0STwXVAMhQX5nqX5k0XJkITU6xv02RYY+eW2tpacf/994sTTzxRlJWVhU4/5/233npL5OXlifT0dPHggw+KxsZGpc5qzXOmu+5tDcV2PlzMp229oPoREXeSFTEnN+rpq/m35t1X7H+xdeP/1e3iZLvZ2JMCZaclAk4UVPO+jN4gS0DsmHW7ctV7DQ0NeOyxx7Bw4UI8+OCD6Nu3r5IXzaVNmza45ZZb0LZtW3z22Wf417/+dSh90UYsnft3bEQq2uS1RWFhYct/+blZwO5VeOv9T9EgIsjKOfj5//9fAbLSI0pauHOvmu+gOjoZ4pymhASgSkUPdZ6DZJUjC7H1ZXKoekahTxCtX6q5k40vaB3J3hUMq5pMXjIzMzFhwgQMHDgQv/jFL1jAPDoeUuY8/n3VuI477jiceeaZaGhowAsvvIDt27eTwZNU8xffJ1cnxeo2qoxS1hRnzVCfcX83kQHO2lLpidi1Sl2brkq8JeqgefW5A1E5v8X/rjt92Tq+qCwBurZ8OoPFl3379onp06eLkSNHiqVLlxqNe8qUKSIlJUUMHTpUbN68+aBntevfFGN6FQkUjhSzl2466NmeDx4R+YBAxzPEoj317DEn0qEmjBNGohy3Enl6StSc2o5537594vzzzxeXXnqpqKqqSlpevfrqqyIvL08AEHPmzEm6OWxNxdc4k9VR0FWJUHcf3B1x0N+q3azqmcnpRQTswmL/n+oXIAxOoUKYQeRGo1E888wz+Otf/4qHH34YgwcPNrp7a86ytmrVKsybN++gvsqWfon1+6px1AlDMKi000F1C4ZchB8OzUBGxSK8vWyXkmauI5Kw2N1S5sBVeA51DbjcnYcxNhM+iCSIEzd9npubi/vvvx9btmzBrFmzUFtbGxqcK4fWMWPGtGQ/fPbZZ1sFfG+yFl/jTDbAIx/CSd612IZn6P4NooFiCbC559W9S6HRpJ/496qrq8WTTz4pBg0aJBYuXGjkJ9FcGhoaxM033ywikYg466yzxN69e6VzmAwncJ/hnWHu1sPa9cvmz8c4TMKPXNyduhrLunXrxLHHHiumT58umpqajMfhs/z2t78VAERJSYlYunRpwuTQ5TpLthOwSz3nO0TRtj5Xn0ZUuxYRcCLhJKMQmmRAKuuCkCAAqtrjnCKouzdKdIHQACTpSjQaxZw5c/D444/jscceC/Rq5uwo09LScP755yMrKwsLFizA119/rR0fhWZhcWcqNPf0gnmP7wNSM1lPIhT5dLkOTKInODRR+nfFy+7du2Py5Ml44YUX8NZbb7GsWWHN54gRI1BYWIhdu3Zh/vz5CZNDl+ss2U7ALsPzqBY8X/3r+uWu34isURHnTCeIDiKC4ERn+oHmfLBcZhYznSBKuE9dXR1eeOEFPPzww5g5cyZOOeUUpKamsvgbVE444QT069cP+/fvx0svvWQtjCLJMPddzKFLOeDKtrBwggvqT/avbQa5MFLe+pyflJQUjBs3Dvfffz/uvvtuvPHGG4hGo0klU127dsXo0aNRX1+PZcuWoaqqykimbOmiylTY68sFH1zyMtFrRVhcFwa1EQl6IdbTP7YjofDcFxIAHKHxKtYxVCTwHs/3omtqasKrr76KadOm4Ve/+hVOO+00o1NxUIlEIjjnnHMAAG+//TYOHDhgxU+Kd2+YxQTbQSdjPhWFzcJVndB0/yaD8uLOI2cDQ10LZ511Fi644ALce++92LBhA4sPHHkwSamdn5+Pfv36IRKJ4KOPPsL27duN59Jmjl3KFPd9Co+p3wTVWrfNKulaD5jw08VhK7aNiGpBUoVBFXLHNa+FgdVsk6SBI3Sqj0tjYyNef/11TJ06FVOmTMG4ceOUGcVMBGnkyJFITU3Fl19+iffff1879mTdcAmNYyAXLZKq/Dj88WklCZOvLmUimTackUgEN998M84880xcd911KCsrsw4HMxmvbEPXv39/5ObmYuPGjdi7d2+rkxPbQrn2pcxHsp30RQhOvrZjjugG7MNkSs2aJ6tP2QAIC89ijgBwzOTN/0ajUbzzzjuYNGkS7rzzTpx77rkHIfvZ5mBvLgUFBSguLkZFRQXWrFnjTdBbi6KRjY/at+vUs4kuyTYe0wRf1JKTk4Nbb70VxcXFmDhxIvbt2+d0vDZ1jz/+eBQWFqKxsRFlZWVJtb7CPj1/m7zxw6DHto+IbtI4mwGuWdV090cBc+F+SH2cWoL6aGpqwrx583DXXXdhwoQJuOiiiw7B+BdM4BRZn6WlpRg4cCAaGhqwdetWNDQ0aOeae0UjNKAlFB7r5IWbt8K1UmrNdVtDf66Vmqrk5eVh2rRpaGpqwtSpU7Fv3z7nd9cm75SUlKBt27YAgHnz5qG1FOExrNaV79i3pdjKqax+RMZAEzMG9cNLuZ+1ETYTc6Lr+6vm9+I/kh9++CHuuusuXH311bjsssuQlpYWSIupySv2WXFxMY466igAwKeffoqqqqpAMzrVtC4UiY+C6nITr1DM8LamYu6YXSkXl3V9f6RdKO5k9uXp3r077r//fixduhRPPfUU6urqQuObag20a9cOALB69Wor3rueU1+yksi2k60IJhqlyxKRLV7VaTv2X9WplePIoDs1csy4JgwTErhHyh0hJQpACIFFixbh9ttvxw9/+ENcffXVyM7OlvZvKiwHTW4kgvz8fEQiEaxZswY1NTVWi023QQjTpG/bl8mH1cbzXzAhd03nQbdmw5gbLo22cm7y/tFHH41p06bhxRdfxIsvvojGxkaSTjPhMbWtkpISAMCuXbuMxuzyI+HSOmLaVmt1Cnehj2zWvIyXsjYiQYtXF7Mfn4KVG9NOSTdLzf4XJGRUvPKgtjj8oE6sEALLly/HbbfdhnPOOQcTJkxAVlaWdIKCPlBCkuVRt3krLi5GWloadu7cifr6evLmjrowY8NJuRnQqKfxoDngbAR87rKpjmTUVMkyJUpRpqq1oLvKUbWhkhfdRtz0I2DqiU7tLyUlBSNHjsTkyZPx6KOP4u2330ZTU5NUp1Fk1zbjXseOHQHgkM26i9AwG/4LZt4MjnxzdarP4tqPTDd/lHa5hxPdgTxo/tIoQmuaNjJIIag+BqpUk0IBAUyhwdZUJ2s3/rcg+r/44gvceuutOOWUU3DjjTciJydHmY87aNMV+7EVkjSXQRuBTp06IS0tDXV1dQfFR8uiP1QfRNkzWd8yvlA2Dbp+qc6hLp3fOL4JrsLcOHNBeZeTOEtHEyc9OFUP2DoHctL/pqam4swzz0R5eTmmTp2KoqIiDB06lJS+2McHuH379gC+CR0O6ouaFtlGDmXrVCig322cpk2/MTrdYNKm7qrQVN/IwPFsrGa6vjjP07id6hYyZ8EECRlXgHQfCBeKRNeeKv97WVkZJkyYgLq6OhxxxBF45ZVXEGbZtGkT0tPTIYTA3LlzUVxcjMPFrBQVFeHkk09GZmamctNnKnuyNcb54JsoWF8fNtlGXMa7IL8eH8iQBynAtDRcdtll2LlzJ2677TaMHz8+YfK1ceNGAMCBAwcwe/bswwvOcWnbti1GjRqFgoICJ+uFW89UZnXrP+gd1uFB/H9f36DTuErBmSgzE8bKAIriGRA/cBMaOLRQToBCCLz33nt48MEH0dDQoEQC9FlqamqQkpKCrKys75SzjevSr18//PKXv0ReXl6gnKhkjmPNoJyuOBsGioxzwm5lFhEhSR1se1K0WcvUsnfvXsyYMQOff/456uvrEyJfDQ0N2L59O3JyclBYWHh4wTkuRxxxBCZNmoTu3bt/Z8ZMipQTMV9XqmlHtdi5cKUyZSkCclu7UCg+manikyv6XI7TdVvU+UmWuUqEHCUjDWHIVDLwtbXOpYnJ3cV6s6Xdl87jXskm+3rX0QfQroJMr2YiupCx+Lvo5vfi66lOArKBxdbXOViZgBe5wMCmeHrrHNxkQktxzNLxShaxQaE9CDaXWlc3x6pnKjmTtcPBIJDdEap4rqtLpcNGjig0yOad81z2zEU/svVPubemRsjo5MAm0oaaJ0U3nzLech0vuR8H2eGJg+eh0g+c9a9zqqbKlslVmA0AmI2DoAsnwHhQPF3YfnyuHy4fDrIEyAgzNadTzeo6p7Kg30yvKjj027b9bTv9JGo8YVoRVH24dEZsDW18G2U4UWP/NvCxNY4hWWhOZjoiukoyZUgBpqB6bVJSCnPxpF3CZIadTjOR6HKJCtWh4E3E/r/P2GOTUC/XSW8Ol28XcuG3QS5cYOeHPadhX6slgg7bBFcRasOc8C6qOYUTfuEyg5WNWTuMDHM279oCM5kmSzExocnMXmEpBZeANCa5LKjXATZy4BpUyXTd+Og7rOIyPXQiN9mJKMkGYOTzgJWotNvOcwfIGpbdNanqUoFLOPdkvgSTG/NsS5vqw8sF3eHyzUUWLlmqaROeJ0rZJ0JBuYJANvHk9zEul7Ia1hxw2/s2WASSZUPlAj7bRzIkGwshpQ0XsukLPjzCJdpkYcgc87igIz6Vgg3kZzKZ+nzkfDCpZ7IgKL/bQrNyrUAueCF7jxNx4nNuXFo4XFq1uHLvygfCZl3YjN9Hxtaw2/JpNaV+e1xDcbvIMmrj2O57riOcBWWrtFRe27p3fCsFE69mUz7ooih8mu7Cyrfta2PnCh3MFT02fVBPJS5yb6jac8k7lyBGLubQZ16GoLo24/fJj7BSCSdDQiEqFLfr4vrAyE1Rb1oCUwmroDI5OOYquMSg59QQPkp4nUopUJwPg0LDKCFmMnNvbH3Z4peFYHIEkAtjKwtBlIWJ+i6y64ugVNGmoWVBc8IJj1SFnsa3o7ryUvVNCVWL96mIlzFZG7IwOk7funGr+EhdZy5CtSg6QMYLrmVKN/9BdKlkUBfuaJq6m7s2VHOs6jdojVJppvzLnWNZ/hXV+qDSHx/BpOMd1aJJTdan46GKHiOwIN3vVFQzSuiXKoxQx4hkBX3xCcLhc9wUnHIbulzwyzSD5GGv/sPl2ygfiaT9MHBUOHNlqx8PsgSosn6ZhE2pMgLG/y2zBuiSZ8T+K3uue8c0daiuL9usYr4EzfS573SXHEE29ZSlWBpc8jOMOfNJi43He2tKBeszvCuRfJBZzMIYgwv9l6hwaVtnb9O58l2PHCKoSiMpGywHWY+a1lTXVhDgUOwYgpIsBI3V5i4vaEzUj4qN8tTxlqIUbATK9K41TCc8G8XEjZKw2US4Cvts7Z7nLn1juG3ZhI4G9ePKr8hmzPH9266bRH8Ybfw7wggvdOWM65PHQe9GdC8Gmet16WQpDAi64+UqFpXfge0kUSdQluaYsmg4CysIpjn2d85H1rUnLOW+jHNPSKHXxvGJsiC5/DRVktzc9bJnLuaUKysUmjlQuhwQMS7dYWxUdDrSd+REGOBktrDtNgc/ExnXwVnreMnZzKkOwj6dQE1k5KBxCY+2KpNMZz7hgHWT11qSttjcvSdrch0Xfg6H7xoPl8Pl8Jo4PMe8EtE1Tvnd1DQd+77ticbGU1Z3qqS2ZdJnmDt+Cl2UfqnQzpxkIS7G4ArIyYX8+aIhrLlWzaGL/n2DgyWC5yae2z7kLX5NtCbfjGRcB4n0yaHOsc1YEmIJkBFGSTrEredyHCpawhTmb+POnmsJaO18OHxCO8yXwzz57vHOJCGfb75ofQJUv+lK/P24LJ0u1fM/KH4zyDnQR/wslbHcf1X347q4XE5McXybJrTqxqmSHZO4WxXtKt8C01ha6nMOr2R8id9UmvCdSo+JjJq0z22D64thQrtOB7iQGRenetU867A/TNawqW4zkR2qvjCVa1Ucfnzsvkxfmnz3TOefK69U3UDFpWjmS4sujbcEuIzVlu16ZIh5plgCKhpki8nGL0EWEeC72KR1tm2HMk5ffEi0JSAIq8IFLxJ1KuBatkz5nwyppxPBy+ZC0X2+aE4G3x9TzA7qGks2ufKlpzg+dSZFeh0Q9PHVDVIm8BxTvsqZsPn9ZFcMiaTHJxBRMo0p2U2kh0GLDs9DMvEAgLOPUWvmYbLQ5ZIOp46BOtOBLmxCdfKO/T0odaxvpwqXDjJc6EvuGH05TXFDdFz162NMLrDRbUCmdG1RsOxV6bq5fSZr8hmb/l3IuYsNQKKSIrlq29XHhpPDItkcEjny4BtTwPlJ3tIhOiJrzEV+d12MpGtQDi6zfCCdqWKFKeBFFEE1ibUPmlNuSmWfCoR7LaHDmXCl1KgbVZMsgraIatSETVT50OF5hFVswW1cxJObgv0kqwUhDAwBrkz6Ktz06T54Jfsw+7BE2I43YrLLlTk16Rax7G4s9uMkA9uJT2BEURQ6BxTZZiRofNTTBSd7FVdZyUCJgv41cYKR9acTXt+564MsTNQNlUn/nJOgafioSi5M2whqT+YgJUPg5MyjDnKbKmMmybl0SYCo6WaDHKWoPOCMn7v+uHDmVMddivyqwNBUNLqEXpfJMaXIUDxNkmFR5i4siyoV0p+9caOGCKoWBycU0KXzn+9CceJR+UFwFCqlX07/LscbRtvcuom4U0uUM1wyO54mgu5kdkpMtpIIIDTX8+I6RDuZk8sloiC5g0kAACAASURBVG6EEorTXLjmS2o7FMhhl6ZJXfiZ7uSrOoVyYIxlNHHueHR+GKo2ZGmEOXyk3kur+GG646fOLeVd33fqvvpy0aaLD4ULoByqHFBCil2OxUVKXhNZp4BvUfSD7fWrbcpmnYWFCxtuC7NN8dcxHavPtUaxlul+Y8MGU3fczYOShcdQTpiyOqanNO5uad++fXjhhReQm5uL//7v/0ZGRgZsi6+Uv8laNxkiHhKZStl3/2GP3/bUdvg0frgcLslflGBBunvE2Hea/9/kJBpUj3uitt0tLl26FL/4xS8wa9YslJeXO2Gu6q7GV8IXCp+SDeLWpWe/79Osro6vTZCpzIXJiyB9YNqn7mTlE/ArrLTSrSWiIyyd4NvSGwbNrVF/RoIecj/IOpO0zGktCM2JOzBXYTNt2rRBdnY2LrvsMnTq1Mm4T45J3NeHzPS07ttKoONLovC9OWmYXc+ViayGoVSSwZph4oBr+wG3iYqiZNbkzGsiNn8u27YN+3W5XnytU6712ccmwXbuI0ENUuA8dQh6QcRR3lNhC/gUnK5du6JHjx7o3bs3MjMzpXV1ccQuQlFs7rU5HzLuKZarlKlexraFuwGgjDuMHX0Y8eg2J9uwY725ET+qNkw/QK42orKDj418+JJPFxgeLhN6Uf2fKHVc8MkkZFfWfyLDJmXfqQh30JxdlqvQkTAmsLi4GD179sSiRYvYYw1rpxzUn0moHMfhyGY8ttC0FP7Gnxp1u3bKSS8RML5cOeIoJu5YksFzWkUbJx+8L30RJt9s48Bt6Q4bT4NLTzKhACZriQ2xjy+R+AHYxDlzdj3ck71MyKhJJXR9p6amYuDAgfjss8/Q1NTEHjv1d+5Y49vSxQ9zPnCuzWam+AkuFJivUCifnvxUmm28yH3ywheype5Dn4jrEdv3KJtUkxMwpa2wP04uPd9d6R3fPhO2V7sucFwo3/AgeiIUYnU7LdkJS7UpkIUJ6qBU42lRARPJTkGy34YNG4bNmzcf4hhIGTt38jkbJBmYkqnwqGihhowm0glKNt/JotB0Y+aC8nBlyfUpUefrY8s7FyddVyGmQW2ZzhMX2EW2+fdpKfJZOAdKFwi1YfEjyLRuS7/tGg76RlB4IIRQRwdQUv1SJl32gY+vR1EqnI8f9+PVv39/7N27F5s3byYrFxUdpkqQcxIKOglzTlEc06rpiVUWn2qiUGzSxgYtYIoMcbAqgvwgqCmGOZgdOqQ3arpWCj0qyxSF57o+OH5AlBOXbuw6nAITXx0VAqOKDoovjYoeynzabMZMZFXXL9VBmkOXq3wbXNwTHw7suhTyOr3MPawFOgZynFqCBFp2Z8NhXNC7NrtiHVQwALRt2xYdOnRAWVmZMqWl6kNPuRvTnTRMFoVJaJZJSlkV/3WZIlW0US1RlA2JzvGUc4Kl7LBVc2nq5R4vu5QIHJl/CFU2ZFY2lY6grAOqrMbT6/penyM7ts8ozs862HLOoUimG1xaDzh5R1xZuahtUMLZZTTqEuKZjNN2HoLg86nfCc48pKSkBFsCVMTLdssqhlIUGAXDW6VQZcqEGrnQ/KxPnz4oKys7yC9ABoQUxJcgHukEQmb+l6GNBYVWmpzEKKcn3fuq01VQrgcZv7j9qsZJoVfHIxlfTD3mZXVl+PUUXujopSBxxtNHeZfyXCa7OssZNRpIhVtielUV37/J5lyGva/y6VFZN7l9UnRD0Jg4J2SOjqGMSzZnQbqD0pYqeQ9Xv3B1DkefUOdY9p5svXAdvyNcZaLLREfJcKcjUrXLpCg1Kn1BfYwcORJLlixBXV1dYP+6v2OtHjoTPeUOR7UJMr0WkPFXhtCoOsVwxiBbrDr+qOSAG8Ghkw1VWyp6qacoygleN++qNUSRd90cc9ceZf5k96YyeinJqlx4msv4YuM0q5pjjq8SZ4yqJFsUXBCT7KI6mZF9ZHVyQAGR46wN6nqXbTi4ekInt9w51smMzoKnm9uIjHmcU0TsbxTTrc3itU2/Knu3mf5u3bph27ZtqK+v106oTmgp+AdU/nIUjglPbOpQx+QynXAiiikehI9ian63oT2MPrj9uOSlbdu+ndtc850Kx+5yHl1v3KjzYNJvIhz9XONJUEogYiDFIUhm+qaY9Ch3fxSziUuP82YaOnfujPT09EDnwGQpHGcn1fxynvnkg4kp0kVfvsYVJmxpIsbiq66tXIchi2HyPlEyFFsSCUOdyHWUqBIm1kTzb5EgAlTmYpmpknsHLVvoVLOnr1JcXIwjjjgCy5cvl9LkOzyNs0M3OcVQnRyD6pkuTGqYpW/gpTAgRV33YSI7rtZJmCdbSuivDzplBwwbkKVkhId1xZtE0n44IZU7vdD8W0TmbKBLf2lihqbci+je0XkWq4SZUvLy8tCnTx988sknXk8htqYmVyZd6l2WKnzKlTlVxkvq/SmlTRvY0kQpJZUTpezfRCcSougBmzBD1wqSE31CmSfqmJO9JOKKw8Xa0q2P72oJ9AmgOGRQnLgoiojiBWuShTConmmIRkpKCgYOHIiysjIcOHCAJGzJimDmUmiocLs+hNTWLMj1k3Dhd+J6DnQOma4T6vgcM8VXyGZdhZ1JUjVPujF/2/RFsvTLXSff5RIJYhzV8U+3uG2hEGUTG/Sey/u7IUOGoLKyEuvXr7cCRrEJG0mWQj1F24KS+MqqyBmDbdsu3rOta3qC9cWvRPhC2FgFZdEUVBoSBeHssm5rSXGcDCUZxmebLyYQNphj8jU5pVHDUmLbC4rVV9FlkoSiuf0ePXoAANatWxcIREHthxrfnohkNdTCsaBQnQqp4UCuFpptxIROLrljth2TCWoiZ465/PKRLpfbLxcgxZQfunq+/IV0yblcjsfl/X2YuTxcXIW51I/JtAFSyUDEhCFc5D6KqV7nCxB08udeHajgRGMFNj09HT179sSaNWsQjUbJsckcZWi6sXAtDJxFYVNXRY9JoqVkMKu6TtvM2UTpQFR8Kj7qXJg6jFKd0XylOnbJSyqIC5VPMgupCWhYItaMy6s9qjxwfFC41mYKrG9Y65DL9+YSoTSmQ2Xihnhx8kLbQGrG/8256x06dChWrFiB2tpaYyAYHU91dJkIjM9EPYmyIoQxTpfjMa3rAqbXJGrEpZXCBb84a8Knz4ILh18uOJVO1nW+BmEl1nIt964cdjlWbOrfVAApW6tAmOmhY0sgWFD8B4qCGBa0gE3MTvGnHF8OHboJGzRoEFavXo0DBw4Y36GZmkltBMYF0Ab1WSLTlZrwzFe/yRQf7uKDHnZkQTJhG/jgQ7LMRzIUG73lE3DH99xykSvD4jsQgBOgCgOznYSgtMBBdTknQ1+hHyUlJaiqqsK+ffuMcQJUvydrvnQOP7mJeUzlJuxdtMsF5mLR+7ZA+Ei/y3EU5WQRDGM+km0uW2N4WyJp9T3/Jn4sLjfyrq+PI/GNUu/3KKdAEy96rkKQpaWkJNdRTUy7du1QXFyM1atXK/0J4tujpqo14XPz39zNmO60qrLIcOfYhGYZnriMlliafSAcctLwciNhVKl6KT44MsROyphtaNTRZaNETTahrvul/kb9yOt0hGpuZfJhM1ZTXcOVAZPMqNw0uzr5s0mmQ+GHyo/FNKmSjWxz0zHHy1yEKmQuMOqppxITBsVfXQRhG1CS6zSX9u3b4+ijj8ZHH32kpZ2SHETXhi7boU4hyNAXTdI4y+aYKmjc9MoUD3JVmmKXilEl27bY+dRUvTLZjpe1oM2TCY0qmbNJjGSSyEV3najbOHGicEwS5XBPaUE+GjLEVR1Oguu8AFR9TEX7VLVps07jrUsyfypZ5lnbKBKKrlHpflfrVPW3TXr0iEm8vekuhqOETZxFZBEBlMxV8b+np6fjqKOOwooVK0iLnfJMdZrTKTWdNznHD0OX/lf3TKYgKLDCXBS5IJpUV0Yciwd3Z66yrFA8iIN4q0opq1ub1FSi1PWn24BS+lfJKdWBmHIlSM2ayLkOocypzhQru1LVWZeCNgAmVgkZzbITOzcVt+l8mn4LTMJwVTJp4qdiklI6vn+uhYA7V5Q5kLUT0Tng2cTG26JmUVKqqmCEdSdzGfOa637ve9/Dtm3bsH37duWukJIKWUafbAyc05BqLKoPt022Npmio1wtqPrjnGBsvHU54w2aE443PkdmVTJgk+LV5I4+KDkYh38q+rnvy96h5B8xlScunkmQvOvasFmDnJTZlPTFFH1kM5/c74TvfoP0JUVnmVjHqIcrCr85lg2ZZTy2aEMETcw4Nqc9ldmXcxrnRjQEMbZPnz6or6/HunXrrPjB5WkiEbtsEvHYvG/j/OfagSxRuQNchqa5oJNrZgxDPql6I1Hrx6UcuOC3LxTOb0txwWsX+iKR+UqUqYSpnXLMh7IFTEmE4mNDoirFxcUoLi7GypUryWZmF/4RiYoXpfDUhbOdTV0XJ7+wF1lr6//wWO3pS5ZxUVK7+yphhM9+W2Q4kfISiBNAvQtSpeCMNyNS74VVG4P4PnXmcIrlIZ7m+Dp9+/ZFWVkZGhsbtXfBsrug+P909VULKN5/IL5fGeJVrGlXNo9Bf8uAjVRty+hSyY9uIxjfhy6KhMJrnWe2KtqE6uGu8srV0aGiiRoJI6NRxTvKOxSZltEt442MBs4cUXlF4btO91HlTtcGpR0VzaqxcXUqN7pKJYdc/Uzlnew/3dqlyreqXRNdo+Ixd42peK/rR8aXNN1uhHJfHfRhpjrMBCn7IA9oqje4yT2eiuYRI0bgT3/6E6qqqtCuXTt2fzI/ABW/VGOVeYXL+BdPhw6ISeWlzGlbNa+yeaHeIQe1Z3KfTKGFapHS3etRIwMoskOtoxsj5zkHvIviVc3xFzLJOqgLN1XNN8WPhuvvoGqDAo4mo4nqs0HRV7JNNmWudGnGVR7yHJmyjWQLKly/l6Dvkwm/bRAKOf4r8d/R+HcjMqbE/03xbjUJ27EpPk1NzWM56qijsG3bNuzfv9+aBm7Iiaux2yTQ4YaeUJ7Z4Ob7kAkXyZ1cgMQkCkDKV9u+ctGbhJnGv8u5K3fhYOr6+s+HL4RNm6aAarbz7kIH2KxN18itvr5pKufCiO0AOLjmHCGjgMOEcY/Srl07pKen4+uvv2ZPtqsMaSqeu3b8M/GhcJXHwAaGmBOiRvVVoYzHJV4BNbzOtRLxAbhkU3TmW+4m0lTOOdgYNiBHHLA1k364d/NhvWsSamcztza0m+rssDYkNuntIyaEUU+p1LsPHwlDXCmvgoIC9OzZE59++im7riu4V5dpiH2kdpVtSLjxub4sFq7yULjKZmhysvSZUCcsJ1UOPVwrgivLmWnaXZenaF1GVQ5dNjLnGq7bRbp3F3NsKtvJlu2UC4Qlk9NIfIMuTPe6+1UO06gZBynx8dRxxT7Lzc3F0UcfjSVLlhz03GUWP5f5wF2HH3I2HL4+Ji4Xl+urqGT3fv4ueGebylCy0pFoWm3gin3Ink1CujDnLqxEWCrTvkmJxDascpihnupUnpIqoA/KJiTeu5XjMMiZ0IN2SZEI+vXrhzVr1qC+vt6LwJnsSH2mEpZ9+H3mrA8rc52rfnzHpydyvN/1jYOP8Scys50r3ej7pN3aS6JClZ0kEHLVqS4RDKVNVVwrxbOdIqyUsKbY0rdvX9TW1mLDhg1aPpnSo/vNF4gPpw2bnbDuvluXDIQa7hP2bt20TRf3h77GpboLd5GYhtMu11/BxVxwTljUu/ewsjnGt2WjD2ytXabzY7sOfAGkUWTVdWIg1/pG6xPggkhOnKzst9g7Qeo9sQqXwGRBxpYjjzwSGRkZLXkEqMXGjEVNspJMxeaunRrSZTv2ZDYLu/QSd4XExwEOoySQ4s6LKVSx6Vxw/W1k69IH6qOK59Qx2ciWC/pMZcHnIci1FVmH72LTjy4vBVdPABJLADfEL97BzyY7GgVQw0Q56cLzVNaN7OxsdOvWDatWrWIlgrDx6Data2MeDnsHHgQiRU1q5PKjZxPSKsNGoNal0sWNnDA16SYSsjqobtjWEVf3rCbtmOhdk02Za5kwPXD5gsp1Yf1wOVadjjCRK1u6Y/W1NEQwSDmrMl75UiSxNOgSr8iYZQM93Pz+cccdh//85z+orq4mT5CKLxzwmSC6TDNkUXw2TBSVi7AtHQ2qsdqkqebGOHO8ck2cJVUARbYKxdar3CaMkytbnPVKzXpJbcO17wiFBpMUsi7GoMtYaOqQJ0M2dc1jE31lsyY5bVAOoC5kzGRdHwQWRLl7kGVO06HayQigmkx0Co9Cu2lK4ti+Bw8ejHXr1mHv3r2HvCeDwVUtNhcnDV0crUwx2ubYlkGD2gKEuI7JVi0W01O4Kc2cd+I33fHrQ6foXdBLWZ+cfOxU60VQHhJOSmGVPuCcSrnWOQo0rYpOG9mmpCTX0a2i1URWgtadChqcM0bKHFFSTVNkS2V94cq0rWyZ6lDdeCOyyabc06oICXqHCs1JtS6oHBEpyorzIezatStqamqwe/fuQ8bIua/2cb/GuU813Y1SoKFN8oebxszLeO3q7tAECVE1RxwaVbDQXNq5885NWxy0fjm6RJeGW7dxswlHlh1y4t+nIny6iJl35RdC/VDJ1hJnQxPPK8pGzBT/gmJBlX0/gvQXdU5N00oH1TXxZTF12qd8nyKyhaHbvXDMdBwMAlmyGRvGUOrrBD4nJwdFRUXYuHGj9aI1HZdJnyaOXaa89gHGY0Irt55rz3ruOz4gVk3ocnlXabIZcxkH7jIeP6z76GRqxybKS7URS6SfSLLgHoRJN6VuRFaJ6iRoIkg2OyJfE6TrNy8vDwMGDMCHH37onSaXzik2d5JhzoFrYBHO80TcTSZj+8mawjrMkixhmq1J9sJaay5RGU34k4jw4zDmN6JrkGpu43xcOPCyOhNdWOhWGRkZOPLII7Fy5Ury2MOGOHbRls3G5bsGDuJKCbmYE19RH6bttVbAIZ9Ol61R9mzloTUALyWT9SYRoaVSS4BJkhUquIEsHFBHB/U9F4s/qL2+ffti27ZtqKysPOjdRC5+k3t4jkBxACt8hL6o5sNE4G0BTKhhXC75Q1lrHIc4H1YzE8Ad1RjC2ERQrjxNrXKqnO5cuhKlSziOf7pnLi0sHOdlE576ynprurZ89xOhEkN1MPE18Tr6bJNNqJyEmhXpkUceifT0dKxatcrppNmASLhwXDFZcCoHLpMxusyfQOEXty1qpIuPqy4bfoR1/eEC7MdWdn3wkHO9pJIDjik7UYcKG5p1azpsgC9X+oJTt7VavyLcAZnuZFXxkpTFrzt92CYYkl01xNbr3LkziouL8dlnn3k14fs2HfsqNmZBLgiG6W7dF4YFp2/X+R18jtOnPOn44cunxmd7yQa2lEhd4Qo7pDWUZLsO5fA5Qh0QB6s/CL6XEl5EBZSQgalQQ350TJOFoqWmpuKYY47Bf/7zHzQ1NTlTVpxQOx8LkypIYaTFNO3TJoTG5YKiKIkwnJRc+cj42pDqYL5NYt4pOsNkTk0QUF3IkW9HtESlifZdfG00fDhV+zoQcOiJcImimD51IENBika2k5LlFlApFRndpneOsXWHDRuGsrIyVFRUkCdH9i8n7poKcKHjHedEzgU3CvNqxPSqwxWWeZjjSsTpKey0rCoHZBegU2GEYVLGHFY46nfZSdfX2H2E2brSLTZgU5F44mUf7fgPNsUhSkeQre+ATbgiB5kwtm7//v2xbds27Nq1i6ykXNwLcgAuZP3aCD7FWhHmx8rkZMeJfTZNppVo643tOFzVd2UeDSMhjMuxJ5u5+7ueFjpsXiYqjFD3jVH1G2gJaP6Pk8VIdZoPIlh3ojXJ4EWdSJ3/gCpSID8/H5mZmdixY8dBY3ElRLapWqle6UGWEe6mSme94SyuRJxqKPLHDQfV4bCbzKlNHe7pJV4OTE8/rjLiufgQm6bytrVAJBIvP1Gbc1Od5rJN1743qgOwq8RernSCSb+RoJfirQFB2NSUE6cuqxIFflV1AuakLI4fG1XZxf/epk0bHH300fjss8/IjOfcr5ogdZkC5MSbXClw0DIlyU2q4Vox+joxmrZrEtZE5RelDke52KapdmXm5njn2wBm2fSr6l8F9UxdJ0Hv2OTISETaca6eMHEMpRwaXBxQZHpStnZcFpP1bbIOI7oFHYQtTdn9UOKWKd77JnfhFNRDCp55UJ9ZWVno27cvli1bRl7oNtn5TBYe912qA6ere20XiZRMHbBsPa5t/Va4tMnycOj65/DO9upDdWo2SZZiOg82c8zFd+BgJXD7lR0eTGTHReHqeO6H0SS81DQJj40DnytTf7IhC6bJmG+itGUnSll2sHiTsu4KIigJhCzFI8Wca9JWJBJBnz598Morr6CpqQmpqamH1NWlkqQqkaBnMv4G8VKlUGT0yU6x8c9kmSJVSZmCeERRcLJNCicqJWjjp1JiMgfYIBlRRc5w0l+r5kA2pzILjm5eZRtxTrItlV7QXY8E0UXdnAStL8raD2ojaPwq3SR7puo3SL/JdI3qWlLFS5lsyvhjmgKcGv6t0gnUBHMq/lN0kkrn6+SC8k2TybKKNt1a1+VdUL2v4rdqrtJ0ilf2b9AE6U7esvaD3lGFEOmAW+KFRTbJKvpVCr179+5oaGjA1q1b0bVrV+UCDfoQ6j4gsg+/TpFRM2wF9UvNxKgTfsq1jk4p62ihhNtRUu6q+tUpA1s/Bt3mjAtkQ5FzbmY8ypgoXvwcmbAFc6IoapVc6WRHl7FPld2SKmuq+eRa42JlVbVuZI7hple8Kl2oCyHnXDkH8VK3uVTJA0deZGPTfaRVOoySil6lg3W6IIi2CEWQ4gdIuUOUncZkzDZRpkEZCk3vEFXKI36MRx55JAoKCrBkyRJlO5SiO/FRzY46HlNN/qb9qjZBqlO/acgeJypDNgZuBjvdvHCL7fqwuZZTWay465A6bzqlRJVDVb+uHExdZbSkbtCD+ra9vzbtl8sD2WGLsl44vl5U+bDRD6p5oK5T1eGTg7xLpdkklX1siXAEnQp4wlV+XEEPYphtelYOLbm5uejatStWrFhhvNBkebyptJjCtPqE7zTxGXAJCENdZL7Gb9KejWORS6ckU3664EGyFJuPIPUZF6fDdC5cOxeHObcuHYV9OB2b6F4fdNkUZQKh+JdM8J+pjnI6bIL4dzgD4zwzEYrjjz8eX3zxBfbv38/uU+enYONpbwsna8pDjtMb10Oagj3hKpukjYxR55jbtuuNiwkgmAntYUEbJ0sJG2CJUy9ZeB02BLOLsOxkc/hzASfNSiDkUoBUH3oXnqampkCT8Q0ZMgRbtmzBrl27nKJE+TrRBT13Fd/dXI8LYhRLh+1u2yUIkAt40ESC3Lgagy3tNuvVJHOka294H3kAXOEnhNGvSxm09UHxEUVkKqc+Nuth6Ymgb3CEsvC4ZmTKyT/oX5cLk/OeCVN79uyJ6upqlJeXW4e4mAC6cAWUSp+vpCWuP0qJVmou+EVty+T05DtHRBinNO4YXGcvNQEL8oGOmkxXWD7n0pWO8LVOqXDvvnnpok+pJUAFGMPNm81hnilAjaou58RmwsTMzEx06tQJmzZtsl6cFCVsev/LPfmG5RyWqGIT322TljeMHAWmG9pEbcJcWsRcnrB9WcNc0+mq+AB6MpFFV/rDV/rssNewq2RiuhKxZaIq9ETmFU451QdZC1xMrq2JqrlORkYGBg0ahMWLF0vfcQneYmqipLRNNbuFCWBEfd8FTTL5tKVRVs+H9cBlKtMgsCyXOPpUzBHfxUceCVOIYpWcmOgnjsz54IPNgc9mndnInCu5diWTrudFtp4j8FhMQj18oTLpwjyoCqm5flpaGvr164fPP/9cCZTCnRBZPVc+Gj5P86ZwwD7Hw3mfimVgS6MrmnVgTbY85axL0/Z9yKHrui5CC3Xx35S6NrxNFDS3y/VHaZsSx2+rk3S4F5T2EpGcSrae01QdquKIVeGCQYqJC8qgQl6i0KcDTLBxUGlmZo8ePVBeXo4DBw6gTZs2pEk0AcDwVVwkgwriE3e+KRsbapuqMenG7IqHXF6b9iHD7bDloYk+cM27+PW+e+salFfUHfxSejraF5eguF3eQYqMgiBn8rG2GRNlbVD1g0seu5KHMIvJWuKOxRWGBgW0jqtfVb+bzEvEZGDUQVDR4mLfVaEe+QQCMbnb7d69O3Jzc7Fy5cqDxsE54ZuUMPhgc3fpw9pAxYEw8acI49Tpy5+A4xjqMromjFNh7PM5k7+PAQMGHPzfiBE4f/yt+Puna1Avqcvluy8sDZe5OUzoMbkGTERmTxdryfVYfMqDi2LjzArEbAJ83JnIkgBxPjSmMfG6d23u+Zr/7ty5Mzp16oSlS5eSFrqrO1BuqlBVzL1NPLtuk+Pj/s/FvaGNXPvu1/b+2eYE61pB2Z5gg+go7NQN3bt3R/fu3dAlKxXLX34eP7vqHry/dre1vpKN3YXMuLyu8TEXPj7qYY81keGQYa0NH9FbafFEmd6HUk00VFMz19zPZbqLe76MjAwMHjwYS5cuPSiZEKVPCpa3adw99V1btEIKjje3DV+Lx0X9ME55vqBtdTLFXVvU9c4xT1Kuou7525e4dVQOUlIasX3tUjx07RV45J0X8fhLE3Da7f+Fmq8/w+zZ/4d9AXXbdx2Kcd8/Ce0zeGN3KTOuTfuJNMv7XqvcMbpcD75o9NGHrW5Joyo06kcpyFuZA+nL9SeQKRDOPQnXnBL7zrHHHouFCxeioqICRUVF5EVri9VuKkA2d2dhLGBKVkmqfHJkR8ZznS9KfD3uaYQ6Xhe8VmGh2/h/NP9NUVCUOZVl64t9T4g0dOg5HFffdRVee/cOfPaPt7Hp9v9C1uaPMP3WW7E+oP3+p92O404/dBPAXSdcflHnWCc7ph8A3Zh8naCp2e5cXT2rshD61rHUhGW2fZjKrKqkblw5mgAAIABJREFU6QbDHZQq+yCFaEoaSZ0CUY0pSBh1ikq1eIYOHYry8nJs2bLlkE2A7alChYtg49zoaoHrsqWZ9GvqGGWyAVBlfZO1q3NMtbXo2HxgTE8EHPnn+PlQ5VC1sdKt93alx6BbCfDF7nJU1AI9ivviomuuwa6AOl36jEBhOo0+24+HLmza9RpV6VJTK6+rA4FNvyZWgETg85vyyoVTMiW6RKVb0ijEqD7MqrqUNLmUOw5uDur4PmUpkFVMlaUyjqehoKAAWVlZKC8vx6BBg1inCF3qR1nqX+7Oj5IDnHv6oaZDDpprU099VW70oHSuuhO+LC+8qt348ZikgKbMPYU+lZzr5ER1SlNlAOVkZlTNHTUdql4/CAgBpKSkIhIB8o44Ab947DgE1UqJpCEzUwBIIfUr479O7+kimyhyrqJFt0mjZPakyqRuDVBkhWIR4MKKq2RSdejU0UCJLgoaNyVsMChqRSbnuhTXspTPegvaoTyIBHVK2ZVTQrxkyl+2e9GFUsQyTpaBLQj1kBr3rDP5BmUATEtLwzHHHIMvv/xSu8gowhO0aDg7aRXssyz1r+nph+pJLQN8MvHcjh+PTi51J0/VfOja5fbL4Z1qfVCtYaqNHWcMqn7j16QOhU+2xlUyouLT3s1fYvVWIL2kFEUZwM5lz+KYnBzkBPw3bNwvsKoqhSWbKlo488BNeayihXKdqlsz1H458hGkR6myRqFJlcpcxVuK/uFEF8na0+lt3TzJ5kjVJ2Ucujl1BhbkCm9cBfJjg5PvKw1nJBLBwIED8emnn5L7cZWP3oR22a6cwiebbFuuQKBM36coCZP5d1l8IJHZwtRyMeFdJH2hln1bPsRvpv8RGwEMO38MOuNwcSUDydhnGOBjvulLdJRIUEnjKAZbL0RbhxfOXZEvxR5kuurXrx/+93//9xvTSsQrCKP1PFHusU2FnOpwSDFr6sbk04EuUW3ZKBfXMp0MdAfx9vaT2uKOlp8ERCQDR5w+AXf+aCAAoHjoeJQ1XSMjCCkJmsPvgpyGLbdhyZ1LMDGuzg2jkDcBNg5tJp7ctp6dPhDOgvpNSUlBSUkJGhoasHPnTnTs2DGhE2riLCjzt3CpaDgmK8qYbObTBwRusrXlqt9kA4Vp9gEAgKKiIgz/ye24/qcXY2DHPKlsueJ72B/Sb4NsudYjYfRleuBw2Vao60wEaH6O4xknDI4bFaDqx9dH3qStiooKXHjhhbj++uvx/e9/35omk3AXSnsUhzEbnqmEXDUmF2GLJvHo3Oeu+MW1hCRCEZqOwQe/AKC+thp1DdFDFGp6VjYy0lIBDR01NTWoqKhAVVUVampqUFdXh5qamhbrXXZ2NrKyspCTk4O8vDwUFhYiKyuLPEbqv4koyWTpMOHld72Y8IXzblpQRZvQLEqheCoHCU2QQ5ctzC0Ff13HyPz8fPTs2RNLly49aBNg+mGzCXehhFvpojZMlToX3IjiwGYqUzbvuk4gJGsnWU4JNmuY4gTrYlwZWTnIyFISdIg+2bp1K5YuXYpFixZhw4YN2LJlC3bv3o3KykpUV1dj7969LZuA/Px85OTkoLCwEEVFRejSpQt69eqFYcOG4dhjj5Va+HRrKxHhaq7l1mX4G9UZ1iV+RqKKa+szB1iOI3dpQYs2trKLvNCcexAOQAzHMsD5mwvzGYlEMHz4cLz88suora1FZmamlQLknFT3bl6Df7/4W/z1uZfx0c79QEkJzjjtVvz8yjPxvT7tkBrxI5hBc8MJjUyUYmptfSaaNhvcAqoSckVndXU1Nm7ciAULFuDVV1/FokWLUFtbiwMHDiAajbZECbRp0wYdO3ZESUkJGhsbkZaWhsbGRtTV1WH79u1Yu3YtampqkJqaiuzsbGRnZ2PUqFE4++yzceKJJ6K0tBTZ2dmt5sMU5gbbpT4Jq3+fOjFsXhnVF8SLYBtzK8dUpnqHM+CwTa2ff/45rrrqKsyZMwc9e/YMRWgr1n6A+276OWa+9mncG5koPfbHePHVWRjeOZM1j4n6mNh+bBI9vrDa90lPaz1x1dXV4d1338WLL76IefPmYd26dQCA1NRU9OjRA8OHD8eRRx6JXr16oWPHjigqKkJeXh7S09NRX1+PzMxM1NXVYe/evdi9ezfKy8uxfv16fPXVV/jkk0+wefNmRKPfXEX07dsXJ510Ei655BIMHz4cGRkZSTWHyS5ziYTXPbzWgstBmwBVCk4OAIkK5CT+OQWsRRb7rgt34zi7ycas67e5NDQ0YPDgwXjyySdx8skns8egAiQKeh6tr8Lf7rsEEx6ci+JhF+IX996G47vlo3LDO7jjJxOx7EAOLnn8Ffz6okGo27cd6zZsR8OhFCCnsDO6lhYhIyKPd6UCuMiAfHR1OZnOVKAdujlXAYjo5sBULmzqUsLtdLKlo4sSAsilOUgPUOZItwbif6+qqsLChQvxxBNPYNGiRaisrETbtm3Rs2dPnHbaaTj//PPRtWtX5OfnIzs7Wxq5E9RvU1MTampqsG/fPqxbtw5z5szB+++/j/Xr16O6uhpFRUU44YQTcMstt+B73/secnJySOtWNZeu1pKKBo4u5Mo4Rd4o64C7LlXAPBT6dOvPhs82vDRZr7p5DdSdIq5Eo9GD/lWVoHdUv6n+lT0z6S/+d8pYuOMMejZmzBjx/PPPs3jI7a/5efXur8SPB0Jk5AwWfyurOuj5xo//Iea8vkDsbmgUQgjx5cuTRBdA4JD/0sXIix4UG6qFk0KZC5/85/ZlS5eqTZO2beXG99hM5sYVHfHtfPzxx+Lyyy8XOTk5AoDIz88Xl156qZgzZ47YvXu3Vb8yPbNz507xhz/8Qfzwhz8U2dnZAoAoLCwU48ePF1988UVCZMkVjzm6NQx5s11HLmjn9s3RU2GtQQpf02S7BVOnQNUJSuU0IxQAJUIBoqLzHxAKJEPT6wIhcUgcMmQIPv/8c9TX16OxsRG1tbVoaGhAQ0MDGhsbW0yKaWlpLf9lZmYiMzOzxROZOr76mjKsWwVk9B2JE3rmHFTniGHnoWtMvYw2hejWsycyD2klHSUdC5CeIueLih7hyPwlDPwFhMTPhIMvYXNdJBTxv8LQ1GfjKCkk6I/C4NqE07dNZkVdnaC52rVrF2bPno1HH30UmzdvRkFBAc4++2zccMMNGDBgAPLy8khyYKLXioqKcPnll+Pcc8/F4sWLMWvWLMyfPx/PPPMMFixYgFtvvRUXXHAB8vPznfKWmrzKZo51CKq6vlxdwQkH/mMcXSI0MLsm65f7zLZw9EVgeLYQ5vYFnYLh/Bs/GGHpE6CjVwj3gBBz5szBrFmzMHr0aGzatAkbN27Ejh07sGfPHlRUVODAgQMAvokmKCgoQLt27VBaWorS0lL07t0bPXv2xMCBA9GlSxekpaUp+6tY/Vec0ucSrB92E8o+eQwdLefMxceBW5f68RcO7xjFdyTsyMUGLZl4JYTAV199hTvvvBOvv/46UlJScMIJJ+COO+7A6aefrlwvvnhXX1+Pf/zjH3jiiSewePFipKam4uKLL8akSZPQo0cPp+GkrVH2wqL927KmE7UOrR0DhcY3QCUUgpj0x2RXKELyVI+l/cMPP8Rll12G9evXfxPDnJ7ecuKPRCIHWSWi0SgaGxtbrASpqanIz89Hx44d0bt3b1xwwQU46aSTUFxc3BJtENvnvq/fwg+6jcUnBSfjjS//D6d0SG1pv+HAftTUpyA3LwdpqSlYv+D3uOmuP2DnIdSnYeDp12LqXRejUxZP4AQhOY/P9mw3hZz6ghBZ0twWd51Q4ZQpG2JhkBDFhaJ1uVEPalsIgXfeeQeTJk3CkiVLkJOTg9tvvx0/+clP0Llz55a7fpuPjyDGYsf/3tTUhC1btmDmzJn4/e9/j7q6OowcORIzZszAcccdx0KH41ridPrWZC1Q5EUYpAM20dOc746LQxylfZuxc9eSj8NY0DvWiIG25hhTpSGYKU2FBGPAlpmxz7t06YKOHTviqKOOwuDBg9GrVy906dIFRUVFaNu2LWpra5Ge/k0u04qKCuzcuRMbNmzA+vXrW/776quvsHLlSvzzn/9EcXExzjvvPIwbNw4nn3wy2rZt29JXm7whGHVmJyx4/WM8/es5OOLGc9GrfRvU7NqEx28Zjxf/k4lr7vkVrjivL2oqNmPpRx9h6yHUpyPS/RzURQ/OrEblIYUnVP6amJ9tTe+CmJaZYiZ0kROdyktb+G1qdjzufHN4SpWz+vp6vPbaa7j66qtRWVmJYcOG4d5778WYMWOQmppqJUuyMajWf/zfqamp6NatG2bMmIFRo0Zh8uTJmD9/Pi688EI8/fTTGD16dMua1/GFmpWVI59cHabrl3KNwBkDR/+q5th1CCQ3iR7nG6JL7GUyh1yekq4DTHYbut2TziLAqWNCr4nQ6oQxthw4cACXX345TjnlFFx33XXkiYtGo6ioqMCOHTuwZs0azJ8/H3//+9+xfft2NDQ0oH379jj++OPx85//HKNGjfomRlk0Ytk/puPSG6ahbF9b9B04AB3zMlBXtQvLPlmO6tQM3P7nLzHtR0ehbkcZln26DrWH9BxBQecjMaBfd2Snms8vV7GrnlNPrhTLgUv6TD9iJu+aWqp8mg1dXslQ+2lsbMRf/vIXTJw4EeXl5Rg5ciSefvpp9OnTh5yjwyUvdfWbmpqwaNEi3HDDDVi2bBm6d++Oxx57DOPGjUtoThHuydCHHIexlsJYB5R+w9adLghne1hSvNcpnp6c6IB4enQeoFwaZc+4Xp3Tpk0TV1xxhWhqalLyT8ff/fv3i1dffVVceOGFolOnTgKASE1NFT/4wQ/EggULRG1trRCiWqx45bfilOOHiM4ZGd94/OfliZ5DThHXzXxF1NQ3OfdCde11bfrMJvIiLM/5sLyDk5E2m+gIIYSor68Xs2fPFpmZmQKAuPrqq8W2bdtC5aup/lu/fr0477zzBABRUFAg5s6dKxoaGpJ2/pNZDpKBDpsIpDD4YcsvZe6A2L8Bd3cfwmBXJAj3ronaecW+/+qrr2LmzJl48cUXUVBQYOQ9HdteVVUVli1bht/+9rf4+9//jqamJnTt2hVXXXUVbrvtNmRlZaJ8UxnWf7kGO+rrgdxcdO12DPr1KEF2uttdpXBwahUh7+xFghwHRSt2Vko07UIIvPXWW7j22muxYcMGjBs3Dn/4wx9QVFQU6tiEhY/DunXrcNVVV2HevHno168fnn32WQwfPjxpwWREgk7t1Lq+2hYi+YGFdPWtdZxqR2Ebb0mJ/Y/vh2oJoPYdW9cldoCsna+//loMGjRILF682OlOtqmpSXz88cdi3LhxIisrS6SkpIgTTzxRzJs3jzUu3bvUmGSXMbQmsuZjZ52o07qPnb6rOr5PIUFl+fLlorS0VKSkpIiLL75YlJeXh8Z/l6e8DRs2iDPPPFMAEL169RIbN25MSvn6NtISJs5AWHS54GlQ/wddVHG8uIMKJTY/9v+FZepaFe02qWs5PIhvp9mbf/PmzU7aby7N+QmeeeYZ3HvvvWjXrh3ef/99XHPNNXj11VfR1NRkzTMKX3TJhzh9Ud8RRKwHm3HbyoRL2XVBF4eXunZM17xJ2blzJ6ZMmYItW7agb9++uP/++9GpUyfnPFetYVfz2K1bNzzwwAPo2rUr1q5di/vuuw+VlZVJJ18u9ZTsufAQOWKqpyh1fdHpI6GUidNgbJ3UqVOnTo2fONXH0hToIuhfarY7FxPj8vpA5yn90UcfIRqN4oQTTjB2CJKZ3XNycnD88cdj7NixWLFiBb788kvMnTsX0WgUw4YNQ1pamtVHxXTcJjy2aftwilFaCVrPwtL7nPqOYJopa2trMW3aNPz5z39G165d8eyzz2LgwIFeYqddOZTqSnFxMY466ii89957WLRoEXJycjBy5MhvRVY826iDwyU5SoQyyZwdH0d5UE4PsVYDl5YDHa3ck27ssyFDhmDFihWor6+3GnsQPSkpKYhEIhg0aBCef/55XHTRRaisrMS0adPw1FNPtQASueKDDc1ceeDU8ykLNiXZ6DKx9iSCD0IILFmyBM899xxSUlJw0003Ke/QfWZ9c9l2JBLBmDFjMH78eNTV1WHmzJkoKytLStn1tX6TaV0mq95IFD+AmE2AiHM0UJnLRECSBFeLi7roORsIVR2hgCQOooGy4RkwYADWrFmD2tpaNs2UsTRbRXr27IlZs2bhpptuQmpqKiZPnowHHngAdXV1yrqmPLOpq3tftckTxOQeJjJBfYe6CZVtnCn1Xcm0S1mT9afrl3KAiH22Z88eTJkyBXv27MEZZ5yBa6+99qD4eu54KUo/6B3Tw4asLQDIysrC7bffjmHDhmHHjh2YMmUK9u7dy14nVF4GyZ1JXdNxU2m21R8cemywaDj80vHDpn9O2xz+R4KYFGt6DxIgSnYzLiEqFCYdDbI+bUBeVL/rxtOhQwfU19cfcv9ng8cu+61t27aYPHkybr75Zuzfvx8PPvgg/vKXv6CxsZE9XzpadHW5JnsXJwuuydEGO94GsINS34Q2k9wZNjzlABbpxtz8rKmpCS+99BIWLVqELl264I477kBGRoYTwBwqyJHpPOvaai5t2rTBPffcg+LiYrz11lt45513nN6Tq/hCnQebfk34b6s/OPSYtMltQzDAjDjfRBs9QWkjotttxAuQ0KRKNLEg6E7Yto4PQZMV/7fJhkXGsw4dOqC0tBTLli1jT3w8PZTnhYWFuOuuu3DttdcCACZPnoyXX365JWGRSxMY50TBPaW7ctY05auKblldzpyavuPLhOnrdMhto7y8HM888wxqa2tx6aWXtsDtuuzfxInNJY9TUlIwevRofP/730dFRQWefPJJVFVVedNpnHmweU6xGvngs6wdH9fGFJq5esCls6/t+ovITuAuThi2pxAd00wnWxdJQFkUQZud5n8LCwvRq1cvLFmyxGgSKTv3+HnIycnBlClTcN5552Hr1q245557sHbt2sDxmRab07DNKdjlCZ/blsqRVSWvLsfg21PZZ5+UNfrOO+9g8eLF6NSpE376058iMzPT+fhcObGZWtKEEMjJycHNN9+MrKwszJs3Dx999BGJf7YbaFsLlClEuG69uHLs9O2ASGnfRLe4WlO2eiPCVWZBH2WdMyFHOGQD5N7RmzKS4hmsm/DU1FQMGDAAX375JRoaGsg8pSoa2ZVHx44d8dBDD6FPnz5Ys2YNJk2ahIqKCislpqur8xmgOnZy7rVc3hX6VBjJUBLtBKjrv7q6Gs888wyEEPif//kf9OzZk70OfI+BOh5BSHnet29fnH/++YhGo/jd7353kCOvTMe5APHRjZFjeQyzuDhIftuKbdK0+BKhdsQ1Y3DukoOELOhawpYhFCc3W4tD87uDBw/G7t27sXXrVnafpo6WKSkpKC0txUMPPYROnTrhtddew5///OdD/ANMP6qU5CKq59zYddU4uWP4roQomXjlJ0opAcD8+fOxcuVKdOjQAZdccokz65HtGFx+fGLlNRKJ4PLLL0dhYSEWL16MpUuXOqVBpetMrQUu4+a5G4pkWreJ2HRS3qXqQhkvI0ETZOPpyQ37kxFnGl6o8vjlOjTGL2KKZ3Tzu3369EFdXV2LSV6lGFT9m+ziTzvtNFxxxRWora3FzJkzsWnTJmV71NONzYmcqoBUXtYmAu5KOfn4uNqcsFwpJJkculRSslJXV4e3334be/fuxamnnooePXqwZM7lXa0rOaHUHThwII477jhs27YNCxYsaNmk23i0+/aG5/JXJlMmqZVdjMPF2rYNmbdZo5w1zD1sHYIYGHTfHPss9ncuIpQMDMhECelO1TLzPkUYVN7hFNNnSkoKcnNzUVpaitWrVxuFi8nGo+OFEKIlJKlfv35Yt24dHnnkkZZrCZm3sGzsun6FJnUsd5eq87K2/dib3umZWjFU7+mcbmV92YAuUetwfH9MvKgB4Ouvv8b8+fORnZ2N008/vSVVtup6USUXLhHqZGud+hEL+ig3/9ehQweMGTMGKSkpePPNN1scBMP66OtkNp6Psm9CkO6hyBSVJleolxz9abK2qbJjMl8mVlpumGSE27EISPEre65rl2OyCmqXskPlhGoEbXJUikVlNQGA/v37Y/Xq1S2gQfERFzphiZ9Mzkm8Xbt2uOWWW5Ceno65c+di6dKlypNTkLWD+gEQAbnpTYXdNBZaJ2NU6wq3D12kiCzkVSbfNorDJFJBd5rmfPA4CksIgY0bN2LlypVo3749Ro0aRRqTrUWGetpV6Tcq71TzfPrppyM7OxtLlizBzp07lbTE/y4kibwo+Bax4zI5Mdt4qKv+n7I+ZDrdxoKh+yaZRkNx6+rWvE3klW4NRCgEqHD4Zfe1pnd7up0mN06aymTZM92pRGWKGTFiBL744gtUV1dL+1L9RuG1iuazzz4bY8eOxaZNm/CnP/0JBw4cIF/BcMx2Lu5xuRYPqqWAIsNcXxETaxd1zm1k1tV82aBZcuq8++67qKurQ+/evXHkkUey1gJ1XBx9wa2vkzvVePr3749u3brhwIEDmDdvHrmu7ln8HKrGpWtHdaCjyp+sLZuoAt0z3Rg58mHSr0ldLm85Ok9HV4TSoer0Tfmo6FDEVLs8arEBweGMn/NxLC0txe7du9lQvjYxzbF/FxUV4YILLkBWVhZeeeUVlJeXW/HFhm6fUQm2bblOghPG+H3UdQ2bq5OHRYsWAQBGjRrl1CkuUfPEaTcSiWDkyJEAgEWLFoV+j2zShk9Qo7DG9G0strJDym4Tv4OT3cXZnCBMTpCJ8iSmtl1cXIy8vDysW7fOm8LR7RB/9KMf4eijj8bWrVsxZ84cr8LoawPhEv8+jNh41223VsWp6ruqqgpffPEFAOCkk05KKN0+MgpSxtM87uXLl1vn/Agzr4rvNnxuxJJ1o++LtyzY4NgKsnsk1XuyDFzxZqCg+2MdBkD8PZgNJr3OSU/m4yB7V3XXXFhYiO7du2P58uUH3efp7smCxh7EZ1m/sc8yMzNx4YUXAgBeffXVFmWjqiP7TdVvEJ3xc6eqGzRmGZ1BfVHop/BfRoOqXxWNKtp1beqQLWXjUfWtkmMVH6l8ofa9adMm1NbWom3btigpKdHSxqGTQrdq/enkQvdxocgUAHTt2hVt2rRBVVVVi5WOQ3/QHbRKfkx4ROUhpV+dLKvm0nb9BOlWnT5RyTRHpnT8o3y7qPIo06uq+YwEfXhl90jxf8feUckggOOdCGX3QhSnQSp6YPw9FOVeP2jzEd8XtW7zb23atMExxxzTYvYM4pWs/SAey7Cp43kfz+Nx48ahU6dOKCsrwwcffCCdy6C+Ze9R5CD2GSWlbRBfZOOm8FF2T6u611W1L5s/StpsWTs6vgXRL+O5jiYVv1S84fCF2vf69etRV1eH7t27IycnJ1BeOGPWra8gunS/694Jei6rG6SLCgsLUVJSgv3792PLli0smnW06KK8VO0G6R8KD3U+CzLdSVlrnPWjw2vQyT5FplVzaypHHNmk5GzQyWrz/5OT3ZtgqKtyBej6if8gm4Y+mXhMc4EzVJuGvn37YsuWLS3OgSp+qXgetJBU78TSUVJSguOOOw6VlZVYvHgxotGoUVIhV4iHHHmwnVeZEqLw26bYePIn+u7TJR9kbezYsQONjY3o0KHDITDBHKufidwlogTNaU5ODtq1a4fa2lrs3r1bOy5bp1vKeqJczdrwOSzZ1h1kTcZmEzLoax2Z8CK+REwGZOrlzok5pjgKyT6+OkdDTpSBLgwwqO/Y/x84cCAOHDhwCF6AjYe56tQetEFo164dhg0bBuAbJyQX2Q25lhrKxo+zyEy92hPlExDUl8/EJ9wQXcoaNB1nUNm9ezcaGxvRvn17ZGRkHCI/Jpv/RGyebBxUs7KykJ+fj7q6uoNSC8e3rQrpo+osrjxS9V2y8lom6zpMAFf6IRkdPWUlYlOZGifLOSly7vtVH37uZHKzGFIAGZphfLOzs7FmzRpjxEJTwWh+HolEMGTIEOTl5WHlypWHbALCEErdydc0r4CPheJjwVEglSmgJTaK2oe3t2mpqalBNBpFTk4OUlNTA/kRhhXAdh3awJZnZGSgTZs2aGxsDHQMtAnZtQGN4uRvCbNwTvOUgwm37UTDHfvKf5ImE1DVoLgK2CT/MuW0rsIj0AFbcOqq3tXRlJaWhj59+uA///kPmpqaWhSebqwcIaeY7wYNGoTc3FysX78eO3bsaEnUwunbZHFR+d/cFnU8lHmy4bGqrklbLjz8XSMF2igj2/4aGhoghEB6errX3O+qMaxatQozZszArl27ErIhamxsxGeffYaGhgY89dRTeOONN3C40MuAAQNw3333IS0tTSoLJrrNVMZUqKku6OB8KzklLWiAQZ7+QadsV6l8Y/ukJOEwSYihAzBSbUh0kyVD8Gr+7dhjj8W7776L6upqtG3bVkuLa+WXkpKCzp07o7i4GJs3b8ZXX32FESNGGPctEzobujm8N/lo+Ew242IhmvRriuDmGnqZu+GObcM0I6TpZk8IgTVr1uDdd9/F3LlzsWvX/2vv2n70qqr4Yjq1DS3UUiARSkGDCBRowRAqIyVSKAiEu0HFRB988c1XffPNf8Hok0GlapSb1TBQILRGLilKWisiglwVyrVDBdr5xgczk29O91rrty77nPNN5ySEzsw5e6+9bnvvdd1P3/jGN+jYY4+ltp+ZmRnauHEj/fWvf6XNmzfTCSecQIsP/nzqU5/qhP8z9VKGnvJeIGefcUlASwcAzg+d2YNbUhaIsuHSFRFmQBsxaDXMh/+/YcMG+slPfkLvv/8+HXfccUccaCI3TWStRP93CZx11lm0e/dueu6550JCwmVQaOmhWcJltUJEBR/hOW1jzLglIHBp45VoJZUCz2jMVBpj2bJlNDYCUm70AAAgAElEQVQ2Rh9++CENBgMTP3MZR6VMlJmZGTp06BC9/fbb9NRTT9Fvf/tb2rNnD61evZpuueUWuvLKK+n000+fZ6HjspsycNAc66OPPqIPPviAVq1aRUuWLEm1WNV8IjpW09eoTrPAh1wy23qy6WQZr/TeuPXmZantHynmEykdaQ1sah5sUEWq/X32/yeddBJNT0/T22+/TWvXrlVxo+HYs9Zjjjlmrkvbv/71LxdzafSM3O4t8FgPTLWLACGuq9rKx9qhzVIKHB3LEnB7/PHH09jYGL333ntzza2s/My9P0uTqakp2r17N23fvp127txJ4+PjNDExQd/+9rfpwgsvpOXLl7t1kQc/pbGWLVs2Lzuij4WhkItihuxE+RDlj1oPuhm3cRmwPOMZwEgVBCU3g/Q3ziVh8YWjgi1ZOJrvltL1tFvg8ccfT6eeeirt27ePLrjgAhV+6ykWZYiTTz6ZiGiuYYmmtLl11bBUIPgo8Yv3xpDFV6gQWrNVrDBZYzW81qesuIQ1a9bQ+Pg4vfXWW3OHAM1agvDQwYMH6fXXX6cHHniA7rnnHtq/fz9dfPHF9P3vf582btxIJ5988hE+ZC9vW/CTcfvj3LOoa9JL45qWKq9O6ONT8wCH6IgSPyA6ZRwFJtOXiJiMUZM0Cq+2eXMbjIYfpGHSqlWr6KyzzqJt27Z1GmH77LPPEhHRCy+8QHfdddfICFebz3HHHUeXXnoprV692iyUXiFHGq+gcFhSYq1xMIjcoc/atWvpE5/4BL366qtzkfHe5lKDwYBefPFF2rlzJ01OTtJf/vIX+uxnP0u33347bd26lU499VSzZcFLa25T9uBLKrDlsdBlNFWLyoKFfzJwlvUdsslax40evJG9jMP9vOB1aSJUSVgDxTwmIMnCgDAQpwSRd71R6LP/XrJkCZ1zzjn04IMP0o9//GPq6nn33Xdp2bJl9N5773UKR5+ftWvX0tlnn60eAtosehKFI9sVkbH2devW0bJly+iVV16hAwcOmL+fnp6m//73v/TMM8/Qtm3b6Mknn6SxsTG69tpr6bvf/S595jOfUWlYa70Zt2ju26i1pk0etewLWTAjMVbSzwjMNQ//tXSAyFODwWCGQ16TSKVBEPMT0lcA2Xib89dKCbM+2SbAiOlceqampuh3v/sdnXfeebR+/fp0uGrhUXo3kl7ZNsx9nqNtuA8fPkwbN26kvXv30s9+9jP6+te/Do154MAB2rt3Lz300EP0hz/8gT7++GPatGkT3XzzzTQxMUFLly4daZwtpGeRBv3DbzE7QPMBz/7esvlaAUFMHUhBmYwTOFeiV+o9z+Gmpr9LOmjNzt3828qVK+eaCZVg8OT+Z/j8OVikPhQcnyBBnZlRyBaLkJWWCMw1FS1aswGFa/hv4+PjtGHDBtq7dy89/vjj9LWvfY3VP4PBgN555x2anJykX/ziF/T888/TeeedR9/5znfo4osvpjPOOGNu8/fIvwWX2rtt0wmNsJf4UbuceS85fTgA1KaDN97Cc3n2uv40moxrwo80lrEoYG4+biw0nxj152iMz7kN0EC0DBOPxcSLNBhBI3sjOarZAo/CKDXvQHk7u/iGJCNe2GtEUGcocQsvNd/dunUr/fznP6eHH36YDh48SCtWrJh7d3p6ml5//XV6/PHHaXJykh599FFau3Yt3XLLLXTDDTfQKaecIqb4ekykkfVqvFU7Nx39P0Iri4u2709tOliyyqzy4YHds75xi1KS/CXIzSeKJG1e7T0vstqoFOV9Iidc5JaQgYeaa6wRyV8jT9vi323LXVGDVpYxL7jgAjrhhBPojTfeoGeeeYa+8IUv0GAwoH379tGdd95Ju3btoqmpKdqyZQv96Ec/onPPPZfWrFlT9fbZZapW35+urU4ROLoo5tU1j6D70ngJQI+yrVVfWirGosFl2eQsgSLW22kNprTegDmadem3s6ap1cKnJ0WwxFtZignBS1/8rZG0vnXr1tHExARt376dfvrTn9Lu3bvpV7/6Fb3//vt00UUX0fe+9z264oor5koLR1Mxs9c4Kt9mxc3Uzhqo+WTEZllcmpny6XW1oi2Vx1GEWdI6tPK+UqQ+SgBLrwFLsSP0fWnuqBUjshlmZE3UELTMiNuacFuVVg18RQtnZeHFOj7iaml+e/LJJ9PMzAxt27aNXn75ZbrjjjvokksuoXPPPbeYz4/KfCZNuirgM4rfZo/joXFmpoFl3qyskDZkeB6sM+DV3ZMmZymdOguYJYPAS3jPzcqSyYDgzJOJYcWJB08ZZUDb+NZDj9pKI8pHkfEj/J9FN23c6elp2r9/P+3Zs4e2b99OjzzyCK1cuZK2bNlCt99+O5122mm0fPlyGhsbc9/oo+Wavbc5qQ5Jlm6JFJXy3Go5nRzhgbb4NEs3RnggqltqFK4q1rBADgHWQglcl0EkYlVqXiQphQwmaGOTyGbSNmBt4+k61U+aYyHhvbYiLT3T09P03HPP0a9//WvauXMnvfnmm3TppZfS1VdfTZdccgmdeOKJR0Uq2dGWMtfVehdTE23PvENA1m3bU6yBiFJP5lEYs+bg1tUVw3toXPu27anGlUm/zPShCM0jt/xoadgsmZt9/8MPP6SXX36Zdu/eTXfeeSf9+9//pjPPPJNuvPFGuvzyy2n16tW0bNkyl9WvNh2z9cwwP3QR3xE9xHovLFY5aEMnt4XPGt/XsqbC7gCPEFr+P8swlvzWCGJHpVtXtsBG3BBdCU6fA+NGQem0+bz//vu0Y8cO2rFjB+3cuZPWrFlD1157LV122WV04YUXzuvWV5NfvHzcVl7/0co/i7f0/uHP7A7wAIQUnZgdHzko9JWhMspTWuMpkHm5dz0HpyadUH6o0eRkmB8sc5d4uSul1Ya1KMLH2voHgwG9++679NJLL9Hdd99NjzzyCB0+fJguueQS+upXv0pnnHEGrVmzZs7P77VSWOJuPPisVePdAk/tNLmaPF2Ltl7ZqGGR6xsuI/iYF8RbOgR4glosAuupmlQTQW0TKVqJyxKIExk7+m2UjxAeq+EiWqi3lczYhsOHD9M//vEPevDBB2lycpJeeukl+vznP09btmyhq666Ss3nryVntUyt0TGOxhtw39ecdYkdRbxBKYJoid7SKbz0fnThXktAF1HYaIpfjdzdSCQr8n2N3F+Pud9b7U8rnrMQzMCRPG/pEHfo0CF6++236emnn6a77rqL9u3bRyeeeCLdfPPN9MUvfpHWrVtHxx57bJUUs5qd54a/q3VT7ZMLoC0rQleXt2xe8XaYrOl6tVp0pTT2YmAgZ4LXerBrqX7aorPSA1Hzr9ekjBBlGA+SwokoK4SxS5UStewNCU+ayZOr9V/K8OAOdpZ1SBYRbhyUpyS8I729EZppm49EM41uCI8hSujAgQO0a9cueuyxx2hycpKWL19OX/rSl+i6666jCy+8kMbHx1WaIjyPZgxpY5RorekA9PuIyV9qm45YT7VvNB5BdICk77R+HtYYL0kmEB2OVIFFe5CgPIXuQagMa2tCdZ6Vp+a923QHZJrFPM00EGbJ8K9ZDg7e3FfvDSKjhoCFTn14st0ake/aLgPdtxTUmZkZ+vDDD2n//v20bds22rFjB/3nP/+hjRs30u23307nnHMOnXLKKfOC/BZC8FmNjJM+rqvLNYwqb6Bj1HBf1053V2MCPIuzdqGSbg+1unL1OcI/oqi6xEubm6R33aOQu9xVHMz09DQ9//zz9MQTT9A999xD+/bto/PPP5+uuOIKuvXWW+mEE07olSxI4zX1SS1YomZZyxyjesDvA3/ULLDW9fqjfMceAkpCZDG/SmYsjUBaMSFuPG+Vq+b3EqzStxb3h2Y2t5isNbN7iXal7zTaDn9TghE1S0esQyUYMgQrIyK9yf8IfBZrUY3NcmZmhj766CN6+umnadu2bbRr1y5aunQp3XbbbTQxMUHr16+nlStXhvO9Ndn3jIfiJ0NePRuMtbBarQp3kd4YnF7MOPDUOvyV9iFJj2TWCMmyIFp5PILfYwaDwUytcrkeH3+tgDy0OqFl/bUeT3ZAW3BaMjsy15ytKGoHmLZlWvbi+sCBA/TMM8/Qo48+Svfffz8dPnyYJiYm6I477qCNGzfS0qVLqxXqqs0PbcJdwxIwCjVMapbHXihZBdlrqmUhNPcO8FQvQ4NDrHUCulIyGXPUMlnWNBnWPNm3tcke7aVb33nnHfrNb35D9913H/3973+nCy64gG666Sa6+OKLad26dbR06dIFt+a2xlvovLUQSmMvPkc+7pgA6W+aKcNzCFhoDFcz198yl0ZHi7nVY6HwWGO6Tq/JokUb7w4GA3rxxRdp7969tG3bNvrzn/9Mp59+Ol133XV066230kknneROgSrRZ3icSCyHhZfaMO17vq1VCCrSAK1rXVkDHzXwVWNer7vI62JE9ZwpJiAiDDXKBmcyVW0TYq3ObRkCUUM4snsLdBkYVHv9NWgyGAzoySefpPvuu48eeughOnToEF1//fW0efNmuuiii2jVqlWdmMxrvJ+tv9p4Ri3IL6MXgHctR4N7oO2sJbVioPRRJFI12kpYYkJvHr+VQJFyxhnBYl26MDQ+aNPv3ZfTvVegs2GemZmhqakpeuGFF+jhhx+me++9lw4cOEDr16+nb33rW7Rx40ZasWIFLVmyJPWQt5Bq7Guy3gUeaslPG/Agum4hzd1GbFGNd9g6AZkK3ZIi2OUG2KZCGvUSo1GXUVRwa52Ka+Gn5mb51ltv0eTkJN1///20Z88eOvPMM+nKK6+kLVu20Kc//ekF4ee34sTCS6Mme4vP4pPJq+beAZG2ph53gCTYkaY0XdXIz5jfQi8UHxmMldFEBE1xql1AI3u8CF2av5+enqY33niDnn32Wbr77rvpj3/8I61cuZKuueYauv766+fK946NjXWKGy8f9+12vVAOBgulaFDtDIvaMLbRIdNU3tnTSthrHkfKgFr8/9kuiVFJgfKM27fKVX2at4/WpxIcg8GAdu/eTZOTk7Rjxw5655136LLLLqOrrrqKNm3aVK2Yz9HKL23HMtQce9QOMl0fwPoeu+A9CJXwOncI0AqxZBQvkABBIn8zu9RZ0ve8Pl5PT4M2T7mZfnVL34hMKw9Kzy7y3TPmOnjwIL3xxhv0yCOP0L333kuvvfYanX766fSVr3yFNm3aRCeeeCItX768Ck27Xr/FIhltkZ1xCGzDF22NOEcDrL1R7G1Y5GpXYszAg3eOrmQvFBhoeTdSLChS0S1KDE+lPstarAouU9n0tRDJQq337pl/ZmaG9u/fT3/605/ovvvuo6eeeopOPfVU2rx5M335y1+mc845Z17d/r7Qoo84bZt2Fh3QNk+1vYH18fA9ivxYG2b2EMBZBiwlhSMFhkq/H543kjMZZeCME38tAanp346kstWoehex1PQtr3p6epqmpqbon//8J91///30wAMP0Mcff0xbt26la665hj73uc/R6tWroc2/zboTtXixK/dc5LJgKZtdgy5d4o+bs4s0wTZ14EIooOSKCUCJHBEs5CDhSdNDBDirGEmNLoJWerRRnyAr3gDBKccn0TXUVrzc3w4dOkR/+9vf6OGHH6YHH3yQXnnlFdqwYQPdeOONtHnzZlq9enVqUGv2ujR6ZIzZF2XZ1hq6qnjY5bMQLEZtm/qzrKfjs78k8qXoob8rjVEMUnAsioNBPP002ykCvbObuCr9jDDD7LgcMSME1g5O2TfmJi68JZ+buEbnl9bnsUghtQ8sstB8f2Zmhg4dOkRTU1O0a9cu+uUvf0nPPvssrVmzhm666Sa6/PLL6bTTTqMVK1bM4y+r0onUe0DXVZrLi6uSDurL5mlZA6pXrPrMC79FH2c/lkY9kdbsbT1Wfqj1NGXNqgegVsIaIyGBXtHeAVEGqOkr7jrSviufVx8DEvv2SOvYv3//vOj+VatW0eWXX0433HADbdiwISWlr01+WHzq4rqrLIdR571Fnrc90CGgdvlg9Bui3O5vqLk+IzI507foyfX3Rs97/WFdl0XNruznGZuI6PDhw/Tqq6/SPffcQ/feey+9+eabNDExQTfccAOdf/75dMopp8zb/L1+1a4LWmX6gxFZz85sqTV2VN4zcFkrA6lL92H245WxmvhtS3eyFQNrMru3HW3NevujHFXeFzi7oEFmDe4MWA4ePEhLliyhl19+mR577DH6/e9/T/v27aOzzz6bbrvtNrr66qvpk5/85Mj4zRdvVYv4rJWFdTTQbBQyFURLgLfbmsUNgDYQyuwc13fG6rJHgPVgliksHH1HxX2wZ88e+uEPf0hTU1P00ksv0YoVK+j666+nK6+8ks466yxauXJl570f2pzjaNvw+vRNl/xTu4ti3/li1J5W6gRE3AA1iGIpBtTHDSiaHmddR3azoCweQ2lYE8bZnz/44AP65je/Sdu3b6eJiQn6wQ9+QJs2bQoFvHatlGpaIiKHzdrr7WuBl6i8jKp/vubBaZQOZdkWibkAXKROADpwMxc2EhhotQSMQkBcH4S7KzzVYuC+PIcPH6YnnniCXnvtNVq/fj2dffbZi2b0Dp/FgkcLbw2LOK7ziIeAaAUs1AJARJBloPme5bQ3/G3mDcdbU6BWYZ1oQZ8SrFljI4VUUFy1ZZ1A1oEU0/LIWFsKxyKXfVOiNfqwZ8JxtNIS1Y/Iu21XKqxBS08dDY5m2YGlqe4A1A2QlSJY68ZsRaqHCNnRoX0wD4+a77IP6+jTk+0P7pIXRrlh1kLki1Gbv8/Wx2w4xrlJhp/Zwh3aja00htQpsPn34W+aT7M4T/N3SHdC9GdLRoO19TE6f+nfpTWXmIP7lvudhE+NBpaxLXBJOG3+XcIrglsJboRGJVmQ+B3FndbAS1u3xj8SLtFDvMabKIwSTJpOKMmbpnM4HpP0F2qR1ORH0rMS73DwI7Lr4UOUBlFet8hVCeconZHH4qZGdCKyd6G6QFuPd55jBoPBDJofiZq2vVkCyIbep3rv2hPpFNgmPF64ugyYOpp6o3vG6yrgqU/4XSjtwUeJn2uusas07oWcDUNENIaUP2yW8tROuNzPUllSz+1Sg7tLppVgQoulcL/j/i39DpnXCpd2s/HiDIHLS+u2N4UMeIatZM2xOZpkld/uCr/BliZuWCLzSrf2zHV1xc9d0DDK023ieFQOAE19MiYRjtvMPJvY8N+0zaNUQ94zjzQmwqBeJi4xbVQZcPi3umnaEtxM5Vfa8NDxEDN/5ppQF4FlnuE6+iWzd5vKI/t974EVpYFXdrPWF+nd0YX8Zh5SLAFw2t+i+jqaTm6F1wpz9uEQ1SdEhUOAtNl7FWrTv1b6rjkvaqGwMCR6m5LGtxBL8s1IB4TS3ySBsOLB+3ckBqRE5ygDlza8Em+WDnfepjgWmmp8xuGkSVu00RICo5dPURlClCFixePGtFr/UD+oBxcluNBgYK+Sz7B0WefX4mMsuhN9B+V1ZC+S6G7FA4cPNPbHCnO21YqThxIewq2EUWDRioGc0kSCZdB4gT6UCK6VBthXv1SkQNRCj9T1dDtsi09HDZeovug7/FmwdIGHUebBhS4XpWcMAaD5b8vNXxuz9DcpIrV0quFgRd0ZFjgtrhAUD4ivXbqBIAcky8ldW4+FeaVHcptYI44tf0dvA813LZYGhC850z7Cn5wVwQKXVa4t+PKM6bHWSWMNxzC14ebqwjWjWcC8LZm9cq9ZSqRxkX3BqwOsei8iO1k6E63vYNF5xT0NbSBUo04Akpakjc3BV/O2XLMbXfP3NRopeRVWV/Nm0WkUn4yCKX3DW5+r+fWhNHaNWgttWw+PhsyMyLx9agc/NvuH2ScSzIH67CU/CJfn21yAlv/suS1b1x0JSkLcHWj1QQTnzXeyAyNR/6+VYSMPGsPA/Zxxe0StTNz8Xp+hJfi2xH+ZXsKSVQ69BWbwlGY15GQrM5gM0UuIfozSVNKpGeuUcNc1T9WY3xL8je6z1iwT7paP0jpUMTBaWtfaUEhCnqV8b5d9CGo/2VYO7u9dN3vpAj9Hu5998dFxLemVLujRtpxmlc0dVfrXqEpbW+eOeRY6+0j+Z+mWrFXoGn6kdDhpHil2APGTaT436SQm+TUl/HDvc/Miv7e+Kx2MSrTX/PXSmjUcS/BzPmhtncjJPZq2ZsG/tSaERH80ZgH133v8t56YAI4PMuI7LP5ZLXZDG7eUyll6p1YsdiRmReMtlIbN9UuxWV45zOBLhN/RG3Zzbdm4lHSuZ/wj4M7IDvBUBmx+NywglmqFbT0L9QTblzapiFVI+l20MQfiC67RrCbr20WZWFyjZR21Km6OKr76mpHTRjaaWCxI+z1Sg1saS2OmGrnOyM2+9DtLhLr1PQ9BvXNGqv5FI/ORpw0FotWg8NQW0Hg60kmuT1X4rGvqGsbMuJ02n9oxKbUqbiKWwS74ITteqaaclsaMWhekLJkx7uUmM2o3MUsKnhbEN/u7zCI4zXEjgWwZJ0ZvqkwtIeny8azXWzgqq5qi9UAUUUJZQZyaqbr5s9VFk6n0sp6sst0ZPGEZOytYr8tbuTWoubSWDF3rlSWrO8AiWx5cRvcj9ntLYCAqQFwzoOY7lhTBGk/XJ/0aAWo1zXVdjd3nYkEL/TnaAik5+PuwlkWeX3xq8AXsDkCD6Ur+e+3mj5zWoycsS5BYltm7i/rfmfW6pXe7Muu1jU/vODV6J7TJgxZ+8n5bq4BLlMaWdMHaDYKyaNGFdbGrPgZd8k4XsEUPhmNN4Kx+eilX05K/yM2FNDRCkG3xZaHuDIQ4aB15L6weJstws3RRgrQrIdHGifhvo02q2lp7DQVmreXRBlxRN6T34FN74432WWlD7pBMgj4/mcXS2jwgj0mTlJrCaEUZSkLkKRqkCVitQA9r2pEm2FKTmTY6SNVSKhGce0vAtkVfC9zDcoHyrpena9NPG6fU7EdL7/Lyj4VOmWl3tQ90tQ/Vno6rNceJynkbctCG5SNa7EvTGRGL1FhpYKmGOZrqJP0sdf4q/R9phpEVQBJR6FbCZwpaLeHMDswpMbHHpxWtKe/BW+2bSY0NIntz0focaH/30qnNddaInM92B7XxRKsLZrkDIhlPWVVWu6S/NmeJLpasrzENYM0UHolaLB0GSjcJyawuMayF2TIVbaQBB/pNrSjg7CqKWnEQJFNDup15GvhoCsNCE4uwRZVd9PHEEUTiY6yNs7LWiMLvbXAWkatIu+Qaci3BEZ3XWjpYaoLkXVt2i17vWFm5/t41Su+MaR9Yu1Fxt/ZSZ0CLQERNwpmmGoQoaIEjD2FrN5jg4Il0GdSCrGpaTdB68Fof+qiwad9oa6wd5MdVfWt7vdE1Wultka3MjbG2yd1zyMjUk1pHUA2ONtxjnk6x3HfesbR5kDL3Ef4Z0ybmfkYEnGsr6RUyS0OGzKIVlk3BGthSMk9rxLbgzxps06RbiQmlxk0cLqwNe6xtiCM57RarilfgrOuTDtERpSetI9vFFoGzKxN45gbgbUplvdwgzZCs60dLpWfJExd/VpvHuPVG1pTJ30gcXpMXrFlvoQZC6LtaC+GSsstunqA1KZIIq3Xzs+YTS99bGMpzk6lRmhahTaTGwCi1tl18unkWabj4LPKg7xnznFatkflSsJAWcFQKEETh4GAq1TGo3apVw491LRlR5ZylJiuS2DIW6j+skXtsaSaVAUOm0llocER87hn08VRL1MaLwpMh31E8I6nf3rEi42TpiBpZQ9k0qyVLY2ihnuG0NotFAEmFk1KP0PQ7Sy8Azb+NBENyaZGeTk8eSwBn4rcEqlktAp6Ax4gfS+LNNgtzZEW8Zz/ZPQW8yizTt50RoGvhEU7PZZmjo+PU+jZy6ZHkANnEmmNFgms98UXZdPIUu0N5OKLH4Cy2wWAwg5jum38bnkh71zO+5D4oVSCUXAvNuSXhL43BIRdZCwendPuXfO8aY3AWD6tgWWHW8CaNg+KTo6/F1SPRhcO7BgeHb3Rz1NxeWnltDqclt5H0Heqq4/hPkn1Ed6AypuFAm1OiF7cujWYc3B6dZ6Gxpjcl+CVel3hJixHSLnso/0VwJulPa5YPos80+ZJogO5BERqLdKkZE2CNDbAeALKaUUiHBaQXdrYv2+I/t7YIrfX3mq2etU2+raYkkbiY2rDVxreVD6OyEaFrJo3bpImmL2vwTqQvR024onisoYs0etTSDxE5Q+Y+omzw8L+RqHLJ/OM1yyFPRtlg7YQ9+29vLYQ22nVmVqKKfu+NDYhUf8xYf1/qedeUlxqwl/jQkw6WTddIfECXGRKRYlE1TdmcnFjgapOnoy4GbS1ttx2Opldr70MVA0t+fa0NMII8BKlZ/m7ND4/6YDIDUSTY0G+tDFGrclm0dKu3WFDGPG0o+oifcxSqzdW0BHnkyauwa5UNjpZRbpOWNZ42DwNdyXi0eVubMj78zZh1cVzgAnJgsBwcOOHOYkLvLUWDve1gKOu8bVffQmGK3gwzq6+1rWwz+2BkVZLMyBBpM5vCe1nI5HFJD2TcItvi3VoVBGvqkKw5avNqJmxZTdXGtEmRKmKcAFqzCErCkm1+5tYRMVd7O4NlKkn0pF2jDGwfnkzl0nYN/zZg72qctnzCbTVviY7R501m8Wnv0JwBW5Z7Qu0dYLlBo4tAUpIQ60HEHZDp+4v2TuiD37FrBWPtDxCt2NW2oI+yKTfCL23x9qhsfqMA5+JB4ujC2Zh0s88KNkHSq5BNOdIpydv50HqTaTO/E11L1tOnjSyzoFEbY/TBV340zLuQnlHHYR/gbzsmZhSfMWTT8laXQkzyXIAe4obggoFK70erHHrWb+0JncFo1tuXx4fs8RkiVpE+1aofBQVWq8FPxqO53WpWGfQE7/ZRiY/6jbxWunAfcWgJjO5Tq3iiRoqg9UCAdgO0NKCR3kXGLhFfK9o1guQAABmuSURBVJaQzZichQLt0IcU20BgQZQhak3xWEYssGTEIlhKXmu54N7DX6SSIXeo5cat4b9Eq3wia5Hwqrn3LLhELISWxlkSTb18mlHhMtokK3IAy7ogeuVa4/mam6SXDzPnyUptLn1zRIqgljuvmem5G53EwJ62jJb2ipmlGKUaCtoNOVJUyBKTgWZhWBQTUpLV4u5B12J5rPnU2b2+JWsGosikANsM5YdaqEplsK1jRftxSHpEonnksMTxKNr+N1pEK9NaVjrkRqybHJ49mxOKk2hvGOsYNWmHVlWM6jtPptGYtnikOhKHdK0JUKmBj/Z/jjha68vhn0u3LDRvX6qhMNxfgRsbYQqtHKfG5NZ0LUudb2kszULhtQaga7fethCLjccSheaLZ7Sk1Q6gSMVLz++sB30EL2ifEQ2uiEUGlTEUrmhLc+T2rvGUtul41mzt4WG5NCH4QWuWRNyunt403O9rpIGX5uPaDouB17Nlg5G67Vp99pJAcOV+Lb0DSn8rja/VTtd6tKO9Caw1nBEhQupAW+r5I/XCLf0SOBpavpXqj3P0seBU44MS7dDNxQpH5LEeCqUxkNrzWetF+MszjhUmxDKH9ALQegp4xo2MhfzdKpcRvozIX2ROi65E+KGLx6rTSvBb6cHyTLOBUPPRDgCln9FGBp6GH5bAQUs/ALQev6YgkM3FosA52NCN2gqz1hhDEyYJhwizWpvucIpWoinKc1oPDIu8lN6L1OeP9I+wyK80LtqkCZWrWr050Hk4/vfgGj1oovhAeyNYeZOjoUZHSdbboC9CB/R760UUndOqN6L9Giw0HP4ZbiCEAKbdrLPG9SAc2RQtY3HrQk3kXiFH5s+oSmVtZJLdEEb7touGKSifZjc30ixYWfIUpal2SJAUFAo3ok+ieEe6U3o2AUm+JH3kwbfUfK22zKB8hhygLDiJ6phhGpT+naUvIrrYy+/SO/MOAV5hQAgnuQU0AbBYBuYtDrRAaIyONkWxtDO2uC40hizNh7TDRTs5SmvU8GKJWdBcSxqvWZWCpT0pRxvE3WClKSd7Vrec512tjTOinNHWzlaTLgo7wlORDQWRXYssImtDN1+NphKuUD0i0UzaVLUx0M6znP7xrAnBlUR7q/xZxrDgR9LNmq45IiYAZbaMW1jNExVqCfCs13pCQ24EUXOf5fSNwI5umihfREzoWmyI9TZgNenWoEOGPGXStpbc9VU/1MD/QoEvatHyylRNnETW4pm75vqRiwE3VzGldub/z/xfOhpweCwGpe9LMCC3CMRPXkIgelIuIRy9LXHrQwMRveNy9OToagmgRKpAWvzsHGySNUfDGWKJ4uZE5tOEDaUZyg9asCdSh0Oz+qDBhJabK8KXluAuS2wPqq8Q6wJiNbNYHRA8IPIpfWf9xhvw68GR5XeoPkGsAZa9DoVX05+WfQuxnmixdYhOnMMfFxPguanWvtlLyjjLr6v9LfO24jGncv/OOrW3eZu3fF+DhzJ4JMu/Xuvb6HwRi0eba870DWf4lftCy7bmzI5DGGUcWPCE4rImT7EpghJhh4mLxAJofkTPomdhsN7O5y0eiFXg3ivBgVYp9PitUD9taW5r9LIVZm29HP6RdXPfa4ckyxxRvCNr8K7fmufsmUfjU2tGC5qjbaEJmhHD0cUCM5rZglgrLTc+FCdRufPglJNBFDcIbdFUbDSGAolp86xfi9WxWJgj+4M1rZW9eDUtAZ4UBA75NR7LjddqCkbSYUrfe/zT2ZH2nkhSa6xD1BKQObYliFVaP4IzFJ8Z77XBKyg/Wfg4iydr4cuKB0+cCcL/nDJGLKu1b7PRKHNkLV2kyVnnj66xKxxb+XqOHweDwcws0tAiH6h/q4nY4XcseeqWbIESnJaTkcX/JP1ueC1IbQSOgdEiTujNxyIQGm00nxRHI9RXbx3fkn6lwSbhrvSzxFcIj2m04ngfjSPwWioQf6un9gd6w0L5j1N2SEyCNbUOvQVycEp4kcaUxvfGNiBZLJqutfrIEV2A6jlUNyOweuIxNJ2D7ivSvEh2WijbTIoJQEwpnmIXyKkFMW8jt1qESSUYNEVpCQizHHIsFewseK5pCUBrOmgMLB0AuPEQ1xWKH0n4rLRD4ZJwiRSjss5rPQhKCk6CAxnXc7PRYJDwi2zmnrVYc/tRi4W22WlrthxIMuqDWC4Blj1HwrMGlzXlE01N1tbn0e3oZc26/7F1AoYrBqL+UEuuJ+rvR25x3CYobYgl5YCsAVWCHJNIcyAnbtQSY/FhS/TS5o6cWpHbrzVaFmV0xGqAxo4gNxsUN9L43Bxo1DYCL+rnR3CFWmgQnHgykxAcIuuz4kfDlaSQETlHcIzi0hMXYcW79ZbuwaWFz5C5UL5A5AKNsbLEhEX3DQjfXJ0A7mnL78G9j5rStb+ViJFlorfi0Xozsvqy0WhvThF75rTCkFmnwXLQtNJMwk8kJga1ctXMc7bQxXo7yc7rruUfz5KtDDxYxug6+8RzW0VpnhWfkpnNUjPDKSJzHh0jlg225Fx6i7VYzFPawlCTp/d2aPXLaTfH0jo4XFgIbPG3c/ji1q4JljU+hHtP4ivNN+3xMUs8WOJ5tK6EpbaDxdSo0a2EO2uWA0cTaQ0cLqUHucmhfnDEPFqCl5NNSwyGRHeLpdISz2HNifdUpEP0gEZTNOYnWlMhUqEPkQVLtpvE+6g8ajLO4QTlTyJHTAASuMUJoSeP3XtDjNwe0W+tUdWoXysjfkI7LEgHAGuwoGVeLa3Kwhea4rfgAJnfEkuSdUvNrNaWNX4bjyea3kMHq57oGicWawByM87gA2ucTRv5+hEaZlxua+Mxc/4jegcME2sYEWh+o8XHZaliVhqnJBgcPJYcVI4htDGR9Wn4sq7F4oeyRkxLv7f6Ei3+MUvlKwsPWmNDUHpZAviQ+S0V/Czyg1oLNNogPIP69q31BZA1lDZBdAyNRhJfIfSVNkYUr9k+YSsva3Aj60Jk11NjQeM3qz7R5Atdg3WftLyPZohwOvaIVsLWUzaa+oZsthkRwtImL81lSUu0bCgWU44Eh9X0zI1piT4uCZanMIXVfM3xnHU9kdoPGq8gqUka/6LFnSx/RzZ1dLNGLWqeiHONrty4CP4Rumm44zZwBHeoWwH1oUdiVhBTuJe+qAxa9J2me70HKQ6/iL7K4imrdZdbG1pTAsX5GPfh7L9nZmaOQCx6y5SYQRpfEiAOEbM/D/9eu43Mzl0acxbmJjJn/5MIUoKlNAb3SGM2cdvEDfe3YZg4+g1/X4JRwu3wuri/cfgZ/jtH62FaleZo0lESQG2+5v81hattvihvN+nTpAknPyi/NXmWTRkaer90kEAOT6hrRfuOG9uSBtjEI3qDkx7EvM7pBA4W7t8cnyMwNempwVDSH83vJdxxPIusV1o/ohNL+qskyyVdV9Ivmtxpa7dYGSW9N/x/SwxIaR8rjTPWBJ5T0E2GKL3HEUutWKQQrERsjRmRv5c2LglZnABaTv7SYUj6dvj7Ji24d0sMU4Kfu+00mbsEe0kISnOW1o8eBEvrRQ6GyLpK/MEJL0cXbYPj5rNYyxALU+lA2+TnpkLQeLAER2lMjrbSptbccKRNuqR8uU1HwiECq7R5Desq7hBeokvpINAc35LBw22gSDCrtllarVhoSi+nK5twWPQWYpnULnKSDi/hxeIOkA5LmqxJulCSl9KeKcn5ETEB6C3GEjmtCSaa943GEHAKXmIeTtFqAo4qD21cZFNCTG5apoIkzBJutc3VUxErM7MAxaPGG9LhAS2qg2RnIBuW1YzO4URzDVjpa3EzWKOePW4klGc8PnYExxJvWPSahkt0TRJPS3oKyX7QZIvTo+g4iDxy+krjfcRnLo2N6HUthgGNd7FkHFkLFx0xB5IiWMsvqj3IxoccCKQNT5oLUcjaxurBQSSDoqto75o5srUimZHDUsTXj86L3ABr1WfI4L/IOLXX7OGDaG2DttdbWy4z9Vh2jQNOjptrrp2x44nfyMw2iMw7FxiI5sPO+xjcoNEcfkv6ofRYKv5pJh3klqMFFlmistEqX9K36KGIWy9yitaCQy3zIgFHaMClpQqepQKepYaAxIPeXH/LvJabUQautMwCFHYOdyXZRCxY0reWDAp0DERmUR2m4RjVrSiPaPnviJUS0ZEoHTh9jNAa4VsLHlAaceuVvrPMi1r1rHFJoiVAUh6eJ/u0G4n+tuS8W8ZuKw+21o0uo35Bm7SP5IRzY9VYQ22+qHXD1PzT2WuyuFJq4zqz7kNEFmvVn7DSr20rI1p0CYGzD3n+Ge+XaBaFWywWNPcSkNvPfdt8d/h33MLQmw6aA2spKKRt7qiPy0QEx202mkPvrUrlzXmtlaNfoqmEV+l9DV8l+FF+jdRpiODJc2NG6K7xVWYQlUVGrDoBTaGz3q6QOS1r0mKnUH3pqXti1W9WHtN0kLX6oUc/Wmhjual7rApW3WrBUxHeUmBg89FOYEg6R1c3IW4NWmER9HDQ/Bm1CkRupZFbmAZfLd9Z5Jad+bcat/mafl5LKlwbt7S2fNqRedqOoagBWy1LS9dPTT7VgmczrSldWRtqPPNSBIeZr5k3WUpJsVbdKiFES7GS0tOac0vvWfzUWmQsEkzWfE9Kg/OkiHA/S3jUaCTl1Ep/49aIpNppY3PpVhzdpTS55vq12hXIrUiSD4TnudoVyLxSalhpHilVEeUp7T00vx3NC5d4ihtH0gUaHiRcI7KlvSfVZdFiKrSxNb2JjqHJuIYH7Tt0HRx/aTqe22+QfQLBJZpNYplDw6X0d0SHSbg8ZjAYzEjI4hZqDVLyVuqSYEJv3Chs1iAWlBHRvyEKyZsShKaacAyDBDZFynyW8IRUpkRojqYfeQPREJ7haIIESCE+eS2gkOMftMaFxn/Su5b3NasaMj5qlkX5IyNtWtOrUVwja9d0ucYD1gBrTZajPKXB6d1PpPUg+sySFq7hDnnf6pI9AsaZ/z9quh83SNsBM9a0RevcVjMPkp+pwYdGyGvwWNPcoqmSXjp7cIyUUrUGj0n8i6a9Iu9ZTfoZbgz0wGr5Pss8nhHMqfGIVze16SLLlK+aD1prpC18RoJV+4z/aOCfV1aLDYTm/ggWUZn9nZbexb3X/MaqJJpjcT9L3yC3YIvlgEU4cJpG0168QTscrZFiLJolxmIJQP9uDQySxvNYuCQcocFMnsAg6+891ggrnjU5RngNxauHt71yIY3hCTZEv88KxEVl06MnvIF+Vj5AeLB2oGJETi3zZ1l5InQ4IjDQcsvhmKy0uWUFNlmqtlmqjyHzoFXttHe1KlfSOq3V0iQcSTiwBi55cGrJUS/BhB5E2nxQszLC90hxpBppa1m36Qh8SJAxitOMILxIamKET63uL69lDaW1N7AXgSO7+Jp1/6lp/UEthRY8eOHnxhhrvqQFHGj12xGEN+drBvNwQQ1agFipHnaTCbTAsOFxhscurb+Eu1LN5tLczd8Nf18af5hJSmvl8NwMOuQ24ib8WjCjhKdSkFNz7aW/S2tv8mdpLRxNpN9rwWOldyRBL/EpJ5BaUCd3IOWCEaW1lWSqhFdJzq241OReehB6lngVxXXpfS2QjdNPGt24Ou5ckFpp/Zpe5vSFpA9K8okEjXK6RQts4/6mxaUgMqrpcC0IXdprtPfRAEZpz+HGl8ZErCOIjlFTBJFAnVoFFrS0vZJQlQiJBGeUEGcpHtRkHLTegBUnKM40ZvDcQBAzZ4Y/S/u7NTjUgp/IzTFiMUPXnZWeh9LWO09UP0TTcC0xDUjwICcTFvgyrFWe1GHUzWqJHfLCitaZQVyNtS1/NVKxLRYeBC5LrJVoCUBvHJI5V0s/4k7QWtRjSdk3kdA8VUsbNOIbKlkSSsgvIXX4WwlX0u1DOsWWrCYcvbhTPzcvx/ASXptrR2+3Glza2E08S6dpju5I6qbVKsWlh0p44GCx+P0kuUO+0ZSydgOS5FtLQeZkX7rdl5SadstCdE3p9l7iP80igGxOnrRbjVek+SQXoMWVF7FglfAv6bASfCX9rFm/0PQ8RCdpFiHNMjK8Dq9scPsIt1dJNFTLBkvEzi7TKqVLITW7Lbdn61hImocF1qZQWk683lOm9QaArs2ySXkKICHrzopk9/owvdYeZCxO8C10RGlmzWzRYNBgt+gRDwweOqO4teAoI/vFSnMPXlAd0BYMWZbECB959YoHZwhPRa3zzffmBQZKD7p5INHhSOQyksOrKRpUwXLwNcdFNrHmO966CYi5XVL0HN0iNQAs83BwI/nEJdoiGQjIWtCAS+Q9S3Cjhlc04NMSTWwZH8WlJctAM91GYIpEeFvTcdFxkCh2a967h/bR6HFJn6P1NDT5y+B3RAdY66kgfI9exDgdjcCp7T1W3SrquqYlIOq3ajMyO5L/HjnFo0Sv4ffL/jYzIrwvfNGHx3IT7Auea2Qc1B4no15ETTr1gQ/apklXvNC1LPUZTumSWUwRlE6B0t9nH+QmPPwz0hijOT/3jjYX946Wwofm4HrypyW8WG9D6C0IHRfNsfXEC0Ry+y0NQ5DvkCcjx9cyD/KtN+8ZXYMVbk4uLOtF50Vu2x4ao3AjOk+SaaSangc/nhoVGqwe3o7WbYjUJLDIp9dyEoUXlV1tf/DW95j7Xc2YgFrfaooH/VlSXJ6xJCbMPFF6fbLDf8++9WdU4opEpUdvjgidMny+teSiRF9v3EZJgZfey8pUyB6jjRtZlg+6ZmR7VuZMGzjOtJpmRN13yWfZsVbaWEeUDS4phOFJNEVhDWZDFob61b3IRGDW4MioqOVlEqRQTWlOy42lNI+EM0sgpQYzeiLW8Ir6/xHe4JStRF8tml0T5hLdkBRaS4CeJc4DxTViLbQcXKRA1QwZ9MZ5WNLXkIOnN00RSdm1pDZrsofwNlr5VftGs/p4eDqCFwtPZ+LDg292bZwloK8+XEu6kCdbwDOWtGlkrCWTNpHI0hr1CxC81bYEtMH7XVrOola3Nm5VfdE/kZtl1q20L/yXCcdCiAmqqZfbhvmImAC0CAxSocgSOakpD2shkNLYkfk5RHrm16L+Szhs4sHin0OzKqSxJFxZbl2IVQg5eEkRsZqVweLC0W6lVj+ptUyshiuELzV+sBbXkuAs4QEpjIRummiEt9UCppXv9hb/QW7OKN01ny9SjIrjU4RH0WwHNJIdkRMNdo9lxIJLCQ8S3yAFzRBes/KDlaeOgEWKCciorlbzyagTICHNwhCWG6znRGnJK9U27y5OsxFLgAe2bD+oFa9dRIVb4gAy6nxoMER0RFs6JiOWw7umPmaMWA5mtSxqbVkgasfqtMVb0SyGYwaDwcwsY1ryEa1pZUhxHW6c6EmyBH/pZ+s76FzobUFTENbbsQSvJ4rdclOXvtV4xGodQHOyS/i18J2lFgWCV6vgajLg8Y97mpJYfa3oY/Uzo2tCIvA1fcLxm2bZikaiIwdJxBJnsZZYZNeajh2J29Dom6WLItkwFnlBCsxlwKHiw5sdoBEBfT8ayVlSHhojIoya8W3Nk2BmlbwMuGr6jzMtAG1FNXcVaZ1hgTjaajpkrT9TnhYCPbLiQrLy9Wtbl2rSKbsexvBTrBiInkK8zX1Qv1xzLMR3qfmB0d+jN6/SGM13ORyU/s2tVZpXogkSN4DWa0BKVnL4sJ58rb5GD89mfFuiscfCItHMWyfAcovWbvge2L01DCR4kPlRi0gkv9oTlW654UVvyt5bJUpXjieiFR2RGi3WWiWabkfjmjLqVljGjKzVJC9cxUBLwEybedDceJ4bkOcGr83lxYVlzggNpPmsEfqZVg/L91m3K26tFhq0VVWsq+qTVhxlynZJ95SUuvRt36q4eXpzeGI9atUDyVivlTc9+wzKJ13sW23KMPLM6yLYZBZvoxGUSDMzel/x4b8Pf9d8uJNR6eeSYJQEszS3h0AluJHYA01xSKf90pzciXoYhubvmwI1/Dfu1CnRtDknR6/mPE14JHpovDLXOOOYcj96jk9LOC7xvgZjiS4aPji6cPwq0RmZE6ELIp/aONzvSzQv4b20jmHalnhU+9lCF4leJfglXTEMs/T7Ep+WeHSYz61yh9Id5Slkb9Bw2dSR3P9LB/USnBJeND0XwRdKixLPaLLZHB+R5XmWAOtJi9s8PQFPnptelh+/NFZTiWqbtsUSEL09ek+3GX0CMqwgGv09sIyS77sN36G3YmAXN0bvzbd29HXGTTGSGsnhpzYNUTeqBw7vGBnfZc2dsbZMefLoz2FYx0o3rtmfJX+EFqXKnYC4mxR3cizd0rjTv/Qe51vibrqlbyTkc6dNDUfSGjWBLP3HnW45XGv4LcHOva/durg1avNw/IPMLc1Xul0jt0SOl9GbkEQ/aQ5pbk7AOTnV6MSNy83Lwdv8W8miJPGCNFfJkjNMW24N2rySHCP8K22mJb7T4CvpZc1yxcGr6WPp9ixZfCXdiVqIuDEQuUatbtqexOkfTU8h+l37Vto3pe9KFkpJHx2hBzOyAyynjqyxEDcEmm6GRqcjNxbvbRu99aBpWZmR9tl1EKx0zfJxZvlHtQC6aG0ILbDWSv9IjEtJvtCKnVaZkvAY5fvaugpNa7XIubfnQ4lnavm+o2N7Y2sydBCSstuGJa2LuKJ5rrNSdsDsHy2R4xwTojmSknJFzYWWqFIthQSNBJW+jUR1Z0XXtjW2p4tgZF5vp7RIJHBGxDbyTrQLXBTmSPc3tLJoDbglHRSZ15stlc1D3qeLObtcR81OgaOMF+75H7Az1ITRYm4PAAAAAElFTkSuQmCC 1 200º 1 2 130º 1 3 100º 1 4 45º 1 1 4 149 103 2 3 135 227 3 2 359 80 4 1 326 217 $course$/top/Por defecto en mat 5º E.Prim. Categoría por defecto para preguntas compartidas en el contexto mat 5º E.Prim.. $course$/top/Por defecto en mat 5º E.Prim./Ángulos .medida Arrastrar y soltar <![CDATA[

Arrastra cada medida a su ángulo correspondiente

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1.0000000 0.3333333 0 Respuesta correcta Respuesta parcialmente correcta. Respuesta incorrecta. 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