Elementos principales de Prolog

Elementos Principales de Prolog
Objetivo: Comprender los elementos principales de Prolog.[br][br][br] [br]Los elementos principales de Prolog son:[br][br][br][list][*]Hechos.[/*][*]Ejemplo legusta(juan,maria). [br][/*][/list][br]Los hechos son afirmaciones que hacemos sobre un aspecto de[br]la realidad[br][br][list][*]Reglas.[/*][*]Ejemplo iva(Producto,Z):-elemento(Producto,Precio),Z is Precio*.16.[/*][/list][br]Las reglas nos permiten navegar un conjunto de hechos. O[br]bien hacer definiciones. Por ejemplo como calcular el IVA.[br][br][br][list][*]Preguntas. [br][/*][*]Ejemplo ?-legusta(jua,X).[/*][/list]Que nos permiten conocer cosas sobre los elementos de[br]Prolog

Hola Mundo en Prolog

Hola Mundo
Supongamos que tenemos la siguiente base de conocimiento:[br][br][br] [img]data:image/png;base64,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[/img][br]Prolog puede responder preguntas, según los valores de[br]verdad (Verdadero/Falso). Respecto a  lo que hay en la base de Conocimiento. Por ejemplo si hacemos la siguiente pregunta a Prolog:?-legusta(juan, maria).[br][br]obtenemos:[br][br][br][br][img]data:image/png;base64,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[/img][br][br]Ahora prueba dichas afirmaciones programandolo tu mismo.[br]Instala swi-prolog (altamente recomendado) o bien usa la plataforma en linea en esta dirección.[br]https://swish.swi-prolog.org/[br][br]
Prolog en Linea

Variables

Variables
Podemos preguntar que le gusta a Juan y recibiremos respuestas (YES/NO)(TRUE/FALSE). Como vimos en el capitulo anterior, sin mebargo es posible hace rpreguntas mas interesantes.[br][br][br]Podemos preguntarle a Prolog que le gusta a Juan, sin necesidad de saberlo.[br][br]A Juan le gusta Algo o bien a ¿Juan le gustará X?[br]X?-legusta(juan,X).[br][br]Cuando hacemos una pregunta como esta nos gustaría que Prolog nos dijera que posibilidades hay. En Prolog no solo podemos preguntar por objetos específicos sino por objetos desconocidos mediante el uso de variables.[br][br]Cuando Prolog usa una variable, la variable puede instanciarse o no instanciarse. Una variable es instanciada cuando hay un objeto que le da significado a la variable y no es instanciado cuando lo que[br]representa la variable no se sabe aun.[br][br]Prolog puede distinguir las variables de los nombres de objetos particulares porque cualquier nombre que empiece con mayúsculas es tomado como una variable.[br]legusta(juan,X).[br][br]Cuando Prolog hace una pregunta que contiene una variable, Prolog busca por todos lados los hechos para encontrar el objeto al que lavariable pudiera presentar. Por ejmplo si tenemos la siguiente base de conocimientos:[br][br][br] [img]data:image/png;base64,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[/img][br]Las variables pueden tener nombreslargos siempre y cuando empiecen con mayúsculas.[br]legusta(juan,QueLeGusta).[br][br][br]Legusta(juan,X).X=Maria.[br][br] [br]Prolog va a esperar si esa respuesta te satisface si es asi  esperar un enter y si no espera que[br]escribas un ; hasta que decida si se satisface.[br][img]data:image/png;base64,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[/img][br] [br][br][br]Cuando a Prolog se le pregunta una variable (en este caso X es inicialmente no instanciado por que no está[br]ligada a aun valor). Prolog busca por la base de conocimiento por una afirmación que se relacione con la pregunta. [br][br]Ahora bien si la variable no instanciada aparece como un argumento Prolog le permitirá relacionarse  con cualquier argumento que este en esa posición y decimos que esta instanciada.[br][br]Prolog busca atreves de la base[br]de acuerdo a como está escrito en el archivo.[br][br]De arriba para abajo, como se muestra en la figura.[br][br][br][br][img]data:image/png;base64,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[/img][br][br]Corrobore esta informacion en la siguiente sección. (Recuerda en la version en linea el ; se sustituye por [br]el boton next)[br][br]El resultado será el siguiente:[br][br][img]data:image/png;base64,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[/img][br]
Prolog en linea

Conjunciones

Ahora supongamos Supongamos que queremos responder[br]preguntas acerca de relaciones mas complicadas como:[br][br][br]Juan y Maria se gustan mutuamente.[br][br][br]Una manera de hacerlo es preguntarle a Prolog primero si a Juan le gusta Maria y si nos dice que[br]pregunte si a Maria le gusta Juan. Asi que este problema consiste en dos diferentes metas que el sistema tiene que responder.[br][br]Por lo común de esta pregunta es:[br]¿existe una notación espcial para esto?[br][br][br]Consideremos la siguiente base de datos (conocimientos) :[br][br][img]data:image/png;base64,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[/img][br][br]Queremos preguntar:[br][br]¿A Juan le gusta Maria y a Maria le gusta Juan?[br][br]Estamos interesados en la congruencia de estas dos metas[br]queremos satisfacer y asi lo presentamos en Prolog.[br][br]?-legusta(juan,maria),legusta(maria,juan)                     (NO/FALSE)[br][br][img width=550,height=60]data:image/png;base64,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[/img][br][br][br]La coma es pronunciado “and”, “y” y sirve para separar cualquier número de preguntas (metas) que tiene que ser satisfechos con el propósito de responder una pregunta, de dos partes.[br][br][br]Cuando una secuencia de metas (separadas por comas) es dado a Prolog, este intenta satisfacer cada meta en turno mediante la búsqueda una relación en la base de conocimiento.[br][br][br] Todas las metas deben ser satisfechas con el propósito de que toda la secuencia será satisfecha.[br][br][br] Las conjunciones se utilizan para obtener repsuesta mas complejas e interesantes.[br] [br][br]Pruebe la siguiente base de conocimiento, en Prolog
[br]Ahora bien, habrá algo que les guste en común.  Una vez mas esta pregunta consiste en dos metas.[br][br][img]data:image/png;base64,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[/img][br][br]Si hacemos la siguiente pregunta:[br][br]?-legusta(maria,X),legusta(juan,X).[br][br]Obtenemos:[br][img width=453,height=45]data:image/png;base64,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[/img][br][br][br][br][br]

Backtracking (Conjunciones parte II)

Objetivo: Explorar los fundamentos del Backtracking.[br][br]Suponga que tenemos la siguiente base de Conocimiento:[br][br][img]data:image/png;base64,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[/img][br][br][br][br]Prolog[br]distinguirá esta pregunta como dos diferentes de las cuales ambas deben ser[br]verdad, por la coma que los separa. Se identifican como “meta 1” y “meta2”.[br]Resolviendo de izquierda a derecha; es decir empezando por la primera y así[br]sucesivamente.[br][br][br][img]data:image/png;base64,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[/img][br][br][br][br]Después[br]Prolog[br]buscara en orden a través de las metas revisando si la pregunta es igual a un[br]hecho que se encuentra en la base de conocimiento.[br][br]Es decir:[br][br][img]data:image/png;base64,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[/img][br][br][br][br]Observamos[br]que para la meta1 consiste en una relación llamada “legusta”, dos objetos[br]encerrados en el paréntesis llamado “maria” y X que es una variable. Por otro[br]lado vemos que en la primer línea de código existe un hecho igual. [br][br]La única diferencia es que nuestra meta 1, tenemos una variable. Lo que[br]hará Prolog será tomar cualquier valor que encuentre en la posición que le corresponde (Ya sea una constante o variable). A esto se le llama instanciar la variable.[br][br]En este caso vemos que X se instancia con “chocolate”. Entonces la meta 1 será verdadera.[br][br][br]Una vez que la variable se encuentra instanciada. Prolog, ya tiene un valor asignado a la[br]variable X. Por lo que la siguiente meta se resolverá de la siguiente manera:[br][br][br][br][img]data:image/png;base64,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[/img][br][br][br][br]Como[br]X es chocolate, solo buscará el hecho dentro de la base de conocimiento que le indique que Juan le gusta el chocolate.[br][br][br]Como resulta que esto es verdadero, debido a que ese hecho se encuentra en la línea[br]2, el resultado de la conjunción (meta 1 y meta2) será verdadero. [br][br]Devuelve el valor de X, que es chocolate.[br][br]X=chocolate[br][br][br]Si hubiese mas valores dentro de la base de conocimiento, escribiremos un punto y[br]coma (;) indicando que no nos satisface el resultado, y queremos conocer mas[br]opciones.[br][br][br][br][br][br]

Introducción a reglas

Reglas
 La reglas son otro componente importante en Prolog, pue snos permiten navegar sobre los hechos, o bien nos permite decidir el orden en el que los navegamos.[br][br]Dicho de otra manera en Prolog, las reglas son usadas, cuando se quieren decir que un hechos depende de un grupo de otros hechos.[br][br]Por ejemplo en español usamos la condición.[br][br]Uso suéter si hace frio.[br][br]Uso paraguas si llueve.[br][br][br]Una regla es una sentencia general acerca de los objetos y sus relaciones. En Prolog una[br]regla consiste e una cabeza y un cuerpo[br][br]La cabeza del cuerpo esta conectada por el símbolo “:-” (dos puntos y guion) y se pronuncia SI o IF.[br][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAB70AAAAxCAIAAAAp/CpHAAAgAElEQVR4nOy9dXxVV77/3dfzep7fld+9M9NOqV0qUCiE0vYk5KAhgYRgwR2CS3GXEyWeEHd3g4R4iIe4Ec85Oe7u7rb3ev6AIh0I7Z0ObWby/vdkw9p77fX5yv6u73qP+/vA4/H4fL6ALxAJhBKhWCqWKqRylVyhUioUKplUIRFKhTwhn8vjcjlcLofzOw3zV8LhcNhsNpvN5vP5crncYDDAMAxmmGGGGWaYYYYZZphhhhlmmGGGGWaYYYYZZpg+vPe7pZi5HA6HzWGz2Cwmi8lgMugMOo1Gp9EYDDqTxWCxWWwue5qky58zZd4cBpAZWHQWvVKrksmkYpFYIpLIxFK5VKFWaAwag8VggS0QmEm0/5MDA9hkhHRas1Zj1BsMZqsRAhYw9bzDAFgAbLSadAa1Wi1TK2ValdqoN1vNAEBvuXaGp8AAWGHIaDGo9QqZSiyWiSQSsVQskUplMrlcJlco5EqNVG1U6qwG89QfvGAAW4DVABnVBo1cKZeIxWKRRCqWyiUypVylU+nNejNkhgA0bScGtpqsBpVJK9WpZSq1WqkzqY2w0TqN7sgKYBNsMZgMBq3WrNFa9UbYAv3eg/rfAwHIBMw6i16pVUplkpfNh0ahMWiMVqMFtsIzUvDPDgTDRiOk05i1GqPBaDBDRhhYnv32XOI0eqVMLRbLn0uc9NdKHACwFVgNsFFtfC5x4mcSJ1PpVDqzzgSZp5Mg/BzYarIa1SatbNpK3B8WGLYYrQaVSSPVqmVKtUapM2tMsMkKpkkZCQyAFcBGyGIwPjUfOkhvhK2/i/mArQAyApPGpFWoFVKJWCwSS8QSmUSqkCm1Sp1Ja4JMVmCdHg92hr8DKwQb9FatxqTTGowmgwU2wcD67DcYAAtsNZh1Kp1cqhSJZSKJWCyVSKSyZ86tUqbUStUmlR4yWab8X546txa91aDSq2VymUT03LmVq+Rqvdpg0Zunc6AKw7DFYDUojRqpVi1XarRK/U/q9HsPbdoAWYBFb9Ur9WqpUi6TyhVSpVapM+nNsBkC09jL/m14ZQUp/nYF6S1PH9Q0sYa/FRAAZgAZLCaDXm/UaC1aPWw0zyy6GaYf7z5vzuNyuRwum8WmMxgkKnmSgh/DTzyZGOp+0tfW3dPW3tvbMTjeN0EeJ7JJDC6bw+XzuHwel/fOB/q/YKq8OWwABi4QDksnagfqcgoy4qNj4qLjU2KT0pMKqnIbRmrHBEMcE1cLjP/yZuefG7NKq8RN8joeEx8/Hh/FTnBVZD2QwMA85UUAyICBoqYPYptbm3OaK3P6GltIYxwlFwANeO49zzAFZgBkZh1RNNk2UVHQGBdbEB2XFJMYG5+clJycnp6SkZWXll+fXDH2sIc3Ttfq9FOsQyswS4ECqye34juKqwtT4mNio+OSYhLT4jOKMyo7H/bRuqhaihyop5zUPzCwWc5QERqZPdmDzXl1j9sqh1ltVBNFDvRvCbr+IEAAKICJbhCjqZNjXR24xjZ275icITYap6mfBumBng34T0Rj1b012blpcdGx8dHxKbFJGcmFNfnNY3UTolGeWaAD5hnz8U+NSaFSYia47S2EtrbxcfwEX0s1ABl4GqyaAVBYDWQxvgNTVdgUH1cYHZf8QuKSM7Jy0/IfJZePlnRxR6latW4KuwEBswwo8UZqG7Hzfk1RakJsTHRcYkxiWnx6YUZFR2kvtYOiJsmA0vSu7vy3xqJgqYnNrN6coebc+sctlUPMx1QjUQZ000Pi/sDAVrOUqsTV0buz+psLats6q0a4HXQzTQmM08NTsQAgA0aaTjhBnhjvaCc0tXP60Qq2zPg7vOxWFdBQIGY3s7+s+WF6akJMdGxCTEJqXHJOamlzcQehBa/AiiGpYSZd9c8MDIBBIJQNP2E+bsZ2do/hGBiJmWkGqme/GwEQGxWT3OHG4fvZtdExOdHxCbGJcQnJySnJ6RkpGdlFqYUtKTWT1U+EBI7ebJ7CCzIDoxBIxlW4hrHm/JKcxOiYuOj45NjE9ISch1m1A5VDnH6mgamatjppNZnEBPlkNbUzs6e5qKa9r3pM0M20sNRgqqcyw8sYJLBwXDZRNdGQXpWfmp6Zk1LS/KCb0sMw0tRAaf0X1yIzMImAdEKNb5xoKSjNTYyOiY2OT4pNTE/ILs2q7a8YZPcx9Izpu4L+l+gBJABqvIQxNjqAbm6ltPYI0VSNzDA9fIIZZnjOO82b83g8Ho/P4/HYHBaDSaZQ0ATsAHakfbS7rruxpL4yp7Q0J7+sNP/R44cd6NZRxhiZy2DzhHyeUMDjTYfE+c/z5kbjC0MMqYEKDYj36VXeuXcPHt/t4rDa0cHJefVa17X7zu/wzLlSiE4f0gwLp2+ubYZfhJrJolSUdYeFVASHFxY+KhvndyoBFQKGqS4yAsAEmm7Rk6KG8Kh7h+7dPpQVHNFRNs5HAyABU+fcZ3iKHgCWQdZGqo+punk8eK3TcQfHjavXOjo5r3V2dnV1Xr9h17odt5x/zDkb03+/g8eXThEjm4GBDjgNys7I5vgfUSfdnB1XOziuXb1mnZPbgc0Xw08ktIc/FjXRAU/77m7vNwU2cgaFrSHD6QcK7x3xi469c38ktlfbxZkuaTILABygG1CRKrurihLCS+8GPY7Px7VjpSJoehZ5WBVAOQqw+aQyjwyv/e7b1zqsdnJwcnFc6+p88Mpu38Lr93E5o7pxMZgqFzrD9EdJpZFK73eGBJWHRhaVNJZPSrrVgPms5NwAAMes6qQ0x9feORHqsuakg+Om1WtWOzmvdXZe5+q8fsOOdduvO5/OPB3VV9jGZYunsDlWYGACXrOmO+Zx0o9ep7esey5xm/ZtOh92LP5xaIuggQqzNe/qzn9rTLwRUdu90cyDxffc/aMj7hQNRfdo25hAZvy9RzbdgcwGZg+/ye9J6r7csOO+sUl3StGJA4Z+HtBOD0/FBGAW0PTJ8RXtDwtjwsruhnQk3yf0EOXSdz8WswCIuy3DqUM5V8Mu79zq6uDguMZhzTpH563rT/ocCq/1rWGW4y1kxUzJ+T8zVhMkHhvDZKe3BASURCUV1fXX0AxDBiB49rsGAIqGW4d+EHz/7H4fh9UHHZxcV691XOPs7OLs6ursuvGAy24fl8v3b6SN1g2JlZo3Z+xgA9AQAK1S0BhUFnbswsENzwPVNTtObL2ZfC5rKKFX2c0B0mmqkxa9ntrKqfPsSdqbEXbaKz7LoxyfOmwaEQLDv3a691egokGEclbV7Sp/t9sHXbZt27r+pO/x2NbYbnUbH7CN/9qFXLABaEmAUSVqDq4KP37p0AYHB0cHx7Wr17qu2X5sy43EHzOfxHXLOzlgKv/rnxAlsOKBuJna9+BBWnFgQG1QzOD9FhZOov/XegwzTH/efd5c8FPenEQmj+MwvZihlqH2qo6anOqi2ILsyOTstNii6tTa4bI+Wh+OS2PxRAKeWMjjT/e8uVUJFMNgMpNcfDHxiuvW1Yvnzfny688//urTD/7nu5Vzd/s6BXferJfX06etO/LHANabzUqdUaU3maE/mPGGAGwEVq1gbOBxdETSsTO+R6/6RxSn9bGbFIAIAf1bLucCU498MK8+MDRgW8Clram+gY9LxnhoAKQzefNfhA4Aml5Sjy33Lz655faib7bM/8pu3udzvvzs048/+eDPs/78f+e+/6HLR0uurztXGFWCxrI1RvCm/jlmoCcDZoWiybcmePfZ7chv5835+svP5v7PXz+f880XLidsrz04WsTKnIBIind+l78VwiFZ692RJLdc/+13QkIu5gyEdGgeM4FieqiTBQAm0HYqMHkN6cHeZ7yOHYy84lud00ZFa2ElPA3deqsMyAfAeAo271z0eZcNKxbNm/PFU/Mx+wenefuDnO/1ezSrWlhAOaMFfwewzmxW6oxqg8kC/cGCaCuAjcCs5j7pbgoLiT982vfEjcC4h5lDwlYloD7Lm+sBYJoVTYSa4JIz21DfLdg+f479vM/nfPnZZx9/8sFfZv35/371/l/XzEJcdj6Tf694fIKhfNrj5XUSZwV6GmDXqFv968L2XNi57Lv5TyXuw8+//PqLtcd+uFJ0KI+eNgrh5O/4Ofx2iMYUbQHjKVsL/Ld6BPtfzO4LatM00oF0Joz7u4E5vZJG1GDCpky/3bdCIy8WjIZ367s406UoxAhgGlC3S0azaxID75z0Puoecz2wrrCHiTUCNfxuqylNXCBssfRG9CYe8TzssOy7ufO+mj139qwvPv1s9oqdi06nbk/BRvSZBoUz1bJ/BxCAtEaTUmfUGs1/uA4kFgAbrAohsaGmwsMj4uAp7wt3w/IeFxF0vXrAffY3agAIKlbZcNatzL0ul+bNdZ3/1Q9ff/7V5599Muvj9//04Z//a+EHn7h9utp75+2KzHoSQ2owAWB9rfLDeqDGAFIRt/JWvqfbAVfEvLlfff3FJ3M++2D2AsRXbteW+zSerxCVEgBnuhaFWK2MVmHttd6YDcl++6+HJ14unowZMA7wwUzl6y9FSYIxBfSiU0UXbU4un2W74LOvHPYsu3b/YrWymAFI00Pk/2HAeqDBAkoxv+Z2sdfWQ+ufrqBP53z219nffP/V5itLverOlgnu4wHrXdYcPJc4jfF36qWjAFY0ENTgGuNTvH3OHvA/8WNWcNZAM1XJhYBxptnsDNOH36fenMNhMVkUKhVLIozgJ/omBloHW0raK5KrC6NzclPjCivjKwcLO6mdGA6V+c+SN4e0QEMAtBp2c1RZ7NXb5933uq3dtXr+hu//Ymf/w7zt12y9mo89lDzAw0Ld7/g+THPMQEvgcbuwtH4Cky37YyWUYR0wsYECQ2krSfX2Ornz7K793lfCq/IG+U/UgAWDtyUkjQDQAadnsryyLKgsI7DlQcnkAFPBBUAH/sW3xf1CDADwjMo+entWc8itpEN7bu1ff2LX8k1O3y2e980H//nVv7835/33EF9/vXPH4cB7OS2dZAnLAuSvf4UswMgGgg71k4zuXM/wOyfdd7rtcf5h65KPVn33+ULnPQvP5bil0yIHrGjJO7/L3woLFxBLeC0B3aUBBQ8fpLQSStCGMRHQ/IFW1BRYARAA/ZiKUN6R7hF2dPdpt/1nLoaElA3W8ADBAFTTbsFYVUCNBeQKen34g8jL184c3LvZadequesX/9kWuWTeLtSSux1nqhSV5JnPrn8HBkiNZXM6J2lPiCy+UgbAH2gfLaQBRhaQjuMaCxPuoI5uP7vn0N0bcXXF45IhLeA++xRkBEBg0Txhdue2ht1OPrz3zv71J3etcFv7/ffffPPX//vVv78358/v/TD3q63bDvqFZjY9JghZZiAD4HV7SKzAyAXCbt1QVl++V6THqcO73fass91m/7HDd/+zcO2uBT9mbkgmhfZaRkXv+EH8dlgFgFQmaA3sLfUvLC1Mbcbdn9APC4Bqemyp+WNjYEDYQk6TX0dJUG5ZWWob5eGkESOeLm2+zADmAd2IHFPSkngz8NDOU1sP/XgtMrxmvF4EyEageZchvlkMZINWTBG6LCDV/+zpQzv2bli2Y9nstYs+XOywbt7RKMfIcY9WfQd7psHj34FcLx+lsTonaWN0rsKgevsF7wwIQHKgp1qZfT3FKQHnrh7Yev7AmQi/gr5amgFtBOJnf6YDgKkVthFqE2u8L0fv2351v8ux7UvXrfz2my/n/+n/fPHv78378P+zX/jdQffz0UnlfYNcDccKlK81cLAR6KiA3STuTGxIvel79djeba67nWw2Iz5Yivhm/qZTi29U7ivgZ4zDtD/SY/p1aIkWdA6j/m7Lg9Ds8pq0DkYl3kyQAdPMCvqFaNmA2shvDGoKcPbfOnvn0o+WurituJZ/vFyTRgP4f/EMKGwEejrgNEu7k5rTbvtdPbZ324bda751s/3rMsS8bzae+PZ62Z58bsoYRFa+w1EpjYoxOqtzkjZK5ch0yt8hT60GVgqQdlNaEvJRJ65v3XF834Ub4Q8yh4X9asC3/JFyNTPMMCW/V39zDpvNZDJpDAaZRiVS8BPk0XZ8V8lQfVZdRX5O2aOUmuHCTkoHmk1hcKdx3vyV/uZmYJICBVlFf0IYam1rqqnMiXwYdCDlrN3Vw04bztxxDGg5ViopnIT40/Uz/u+PliUmPuxoDy2qjXnY1DoyrDKwwFvruN8VZjGQ9gJC0fDDMA+Up+ORoFWXCm7kDreQlDwTUMFvzdFAACiBhishkYn9JHQfk0CQ8NVGzRtromf4GRYANBYjV8GcoPe1jdQ8aK+KqS+8lRp84syBQ8t/2Lvwo82rPnZyX7be9/zFpNz7ZWhOtwpQIPC65QgBiwpoWSbeOBvTOdBeV/MgqyL6Qt6N1f5H7fcdO7L6Vv62DFpor3ls+iaVYA2QE7XMPi6xD0vEjzOlBLFFNG3aZ0MAaIFFaOAN4SqDKm673HNH3rh0+k5WQ/yYuUkE2NMuuQwbgUkMZEQFdQD3pKW1oboyK6zUf3fiGcTFwy6uP/o4BneerpCXEuB/sb2fvyVqKh9X1NoWUlgbX9bShR7RmTngrZ8z3xUmPpB0AVx+b3HIjZueKw+HOl2771E03knT8M1A/ezTqQUALWTiKdkYRn/7aG1Je1VcfdHtjNCTZ90PrUDsW/iR2/KPnA7ar/P58XxidmHpOKNLCUhW8LqyJxhY1UDLNvMnOJOdTzrqa0tyKuKuFNx0Cjy6ZP9R99U3s91SSYFdpkHB9LU+OiAn6Zj9PGIvjogbZ0jxIotAC0wzVYd/P5AKSHEaRi+b0D9JJI6z5ESJVawH0+RkZisAGmAW6Fi9mBKfkutOIYeX3bh60SO/PQkD2iSA/y6/rEA6oOdDIqyI0DPW01hfWVyZ7FnsuSHiuO2xI9udLseuix2/1aRrZQL9zHv7vwMCklHKWHptc3BBbWZd2wRtEgDRH+XQICvQ0wC/STeUVpnqd/SC19Kj0Zu8q6PryWixWWQFPxVZmQFQmrVMKWWE3NkyWFXQWhlel301xvvYoe0H7Rbutvlw49rZjifWuAXevJ3+8FE1WdqvBUz4tc0hLcAsByqajjVCHWvran1UWZBYHnY869JS1OEV205ccPCu3lfASx6BKNN3M6VFDksmVfReJmEAQ6JMsJVkKSQ1zHQ6+sWYVUBO01A6qTUBj4M2pZxfcv38gSMhxeerlYkEMKqdvi7Bb4IFWBRATdezR+hjbd2tjyoLksvDT2ZdXu55ZPm2k+ccvCr25nMShq3Ed7hXT4qmj2fWtQQX1KbXto2Q0RAQvuu6EBOA5UDPFg6XdMUcSTuJ9Dq2/npgVEADrYgOxlRA88cQ3BlmeCvvPm/+Kjw+hy/kcjhCGlqEbmH2PXzSUlb2qCm7frSo658rbw4AADCArTBksVrMZrPJxBnSdoaSMvcUB+6+4O23LbLtVJmkAAPx3r55xwosGqNSIOOS2WQ0CYueRL/EJB5LYpDZIq5cqzRBU/SxA8BgMUlUEjqfPknFoXFoNBo9iZ4koUlMIkvAk8iUSplKJhBzaQwKgUCi4hgCikDNk2mVCqlWwpBzCCwKnkAi42k8mlAt0sJaCFgAgCErMMhMMrqchWETsUQcfpJAwdEFNKFGqLaoTW+InWCjRSfTiNkiBpFGmMQ+vx0MBkfCk5hUKpfN4Ak4XKlIqFYpTWYTBAAEgAlAKpOKL+dS2URs74PqvCvBQZvPoXZe8fVPiGtse4BGt6HRIy8eDhZHYVH5Sp4KUpiA8eUtmTAMLCagV1sUQq2QLmbhWGQ0Eff02WLQaBwaTcYSuRSOgic3qYy/2seC1AwTsVDTeKM+/uTJW6jvrxWtjBwNaBFgRSbo1cQ3DFnNWqVGyBRTJ5k4NAHzdOgT6InxiYnx8bGJ0THMGIaEpfKpQrVAY1GbgeXl660GWC8xShlSNp5BxuOJZDyNSxOqRRpIY31lghRsDJv0YoKoQvWzCXr5X4OswGQAGoVJylXxKAL6JI2Ixj+bnkk0Go/G0PAUIZ2vEaot2p+djg2ZgVFpUXJUfDKHhicRCXgyjczisgQCHp/LZdCYeCwZ/fTFQ6MnCRgSE8eRMOVamdnyj9m3BQMYgiErZLFYjVKLutfEyCK0hKZE3Dt6NHb7Ov9L646mubuV+R7LyU+N7yPnsuFeHZC/PtSHAQwByAJZzRazySRnGUZz+aUnH4dv9fM6vzvo/r4celiPaVT4S0ZlgqwyrZwpYuLoeDQeg0ajMehJIprAwDP4bJFUrpCr5SIpn8GiEYkkMo7GI/FUHJlWrpBrpWwlj8il4UkkIo7KpvAUfJVFbQFmAGAYBkaVRcFScSd55EkyDjeJJ+GoXApfyVealcZXi2tgC7BogE6klzAEDAIRh0Gj0RNoDBoziSHS8EwRXawTaSGtGUBvnxULMKsNCp6UQ2KR0MRX1QmDJWDJTApHwlPo1Bb4JU8JBmYtrBHoRFQhk0AlEfAkCpHBYvD5XAGfx2aySAQqBk1AoyfRaDQGhyHQJhkCqlgl1JvesN8CBgCyavjSoQxc5rYaL9vQ2/suRRbfrBRnoI1oufXXu4wwDBlNGoVKwBVRaSwKjUph0+lijkgj05t1b+x38VsBAwAB2Apbn5oPo4nZq37sh0vbleu/90fv4K3R3Wcr5SV4WPT274RPJ4j/xgkiPZsglXlq86E3G8VKMZVHw1CxaOxTQcCS0SQWiS3kS2VKpUwl5Ys4VDqFQCBT8UwRRajhyzUqhUQrpsvYeCaFQCBR8HQ+XaQR68BT8wEgC6yXGqVUGRPDImIJOPwkgYpjCOkirUhj1fxM654DGcxaqVrEEjKIVMLkizuaxODIeBKLSuOymTwBhysTCzXql82HVWlU8mQcChOL6SoozzrnH7DxLGrPtbuhqQmPu0rR6HY0euz5w5nE4alsqkDNV8NKMzC9qtrAYgQ6lUUu0AhoIiaOSUITcWjMC/NBwZF4VK6SrzCrTb86KQMpSSZcjqruamXMqcM3vRffKHWKnQjvEFFk5lfNBwzAc4mTWTQDJlYOuS0sPere8eOx21wDz7ucSDm4ucznSG5eUkIPPpsJd2mAZCqJs0JWs8VsNik5xokiYdmZ9ogtAV5n9wQW7s4iB3Uan/B/yWtvgiC5VsESsXAMwk8WbZKAJtBxDD5bJJUp5Gq5SCZgsmlEEomEo3FJPCVb+lziSDwankQk4ihsClfOV1lUFmACAIYBMKksSraai/1J4ohYKpfMU/KUpp9LHLACqwboRHopU8gkkvCTLySOQH0qcUINpDX/EstuBWaNUcmXckks0hscMI6YJ//ZCoKBWQtrhXoxTfRc4ugsOo/PFfB5HCabTHxJ4rAYPHWSzqeIlEKdSQvg3zaohM06s4qvFRBFjEk6CY/HE3F4IgGPJ+JxRCqDyJEyJDqpSmfQyk0KrlJAY9JIWBwBh8cTCDgiHo/HUydJPBJbKVCYDCYIAAuAtUAv0onpPDqBgH3ZfNAJLAlDohdrIZ3ldUINW4BRZVVx1QIy7ycngcTksAQCnoDHY9KZBBwFjcaj0ZinTgKRgWWJGDKN1GQxTCW5Vsis0sm5EjaZQcLiX5ohDBqPwzLIVDFbqJMaIN3rM6QwAJBFyRT3J2BSNlR42gXdOXwxpvxWjSIXa8Ir32UTp+fL0GKxmM1amYnwSPbo2mD8thifo4fuJm9PnrjdpG1h/JJT5kywQaGTskVMPIOAJkyiMS89FQyOhKeyaXy5UG3UTrWR3wqAxqjjy/kkDhlDmnxmkdE4CprKofLEYplcpZAqxRw+k0wlE/EUBoEtpYu1YoVaIxdohFQxE0cjE/AkGpEpYkn1MgMwPN0uYzFAWqFeRBLTMXQ8DofDT5IYBJaEJdVLdZDe8lrfA4YtOpNKpOTTeVQ8GYd5fkcY7CSeQiSz6TQel8kV8XhyqVin1VisVhgAKwAGYJLpZWwRg0R8MtSYkJd0BOW74UfUMc/A5MK0gcEqNLobjZ54vqZxRAKDz5DohFqgtrzWQ5abpFwVj/waD3nymYcsUlt/9UmAsNUqHjaMxnEenksLObPpWti3qPptGYT8UYVMD/1c+WEItlqsZovVwLMoW43E5OHqkHv+Efv3x+xy9rqz4UDuCbeHIWczS4sTRnhFfDBqeNPOiVcDVSFW3xfPzD9YHbLtltet7WF1h4v5ycNW8tuzfr82xqT8ZjHmK6bZDMwqWCPQiGgcGh4/iUajMRNoDBqDnSQxiBwpU2aQ6GC95ZcYMjNsVOpkHBELzyD+7Qoi4ilsGk8mVBleWUGwFZhUVhVPI6Dw6XgyiYAnU0lMDpP/WonDP5U4ulQjMU4tcb8JMLBqYZVQy6MJKTgy7uUbwqPxDDRZiKNLaCwRj8uXiEUylUpptGgh2ARbIbPWQmlS1N3EpO58GHsmKKvgTg0toltQO0LFoTHEZ4YMg8aRJ6lcEl/OUxtU0BQuJQDAaNZJVUIGn0ag4Cdf1uxJDJlA4NJYCoHCpLQC01SPxQwMCrOELWeSWMRJ/IsbwqCxZDSRi6GKSQwxiy0QCgRSmUyu1avMsB76WRLZApmUWhlHzCLRiVjcK+aDgMMyKTQJR6yXGWH9m6IPGIIhC/R0BYkI+oEkVqF7bci22943d4TWuBdxEwYtBNmUM2O1AKMWVkkMYpacQ+RS0RQ8GvtsJFg0mjiJYxIZEpZYL9VBf3PgthXAetgo08s4YiaZMjLSnFqUcszz7oYfUYfvBMTnpvYOVKLRXWj0+PP7whEIdB5drH0qcX/T9QsGsAkyyLUSlpCBoxPQ+Fecnqfmg0MXKMQakw5+0+zAAIZ0zB5WzZW+sGWZtxzu+PpczBoJ6tQ3sMwi0z/4TZ9hht+I3zFvzuPxBDyhmC+WCYUiGZuoInQKh6vG2yurG1pyG0aLuyjt/2x581exsgAuRVVxrCn24J3AwN0x7afLJAVoiPuWvDkEgArIicKJusHjIVgAACAASURBVCeVcSUJHrEBKD9P1HM874YExOYmlLRVDlInxLo3+zYGAJgKYftkV/qjTO/UQI9ADxTK0xflF4uKKYy631jb0Ts20oPpqW4tScmMDwuOTgnIbUlsItUN07ET/Yye/JGy0AeJQeERUUGp5akN2GaKhawHSgAgsx4WDMsGs8dKPB9G+0YGBHiHxvtn1CU3EevxGrz0tfugLVYDT07rx7cXN+VGpYXf9fNEeaBQKBTKw9szKCY4piAxtaIoq/xRUWl3Qx0ePSqRSYwAmAFQABNeQWgYrU4rjQz0cz/hbu/iMhux8it7xzVb3X684I5CXUChbj1/OD5+wSn3UxsnawnGCTmQmF+yeZAFaGSAg9eOt9Cbs7qKgoviUVFBKF9PFArlhUIFoTwSAyIrkkqGq5/w0DyD8lcWIhpFeHFHGClxc85tl4NXbiz1b9pSLE4aN7D/xnWFzEYVA0NtKepK9ysKQkV4oTxRHiiUN8rzrtfdIL+wiOCYmIiM3MTytqIu6mOiliR7tW2oTghx+sUDeQMlIXmxQaH3IgNTy1IbsE1kM+mlCZIP5YyXeJZF+0Y9naD0R4mNhDqcGicFqpf/NbMBKPiANip/Uo17lNSUczczChXmh/L0QKFQvihUmIdPRmhiQ1YttgUjpUgtr2wWNquBGKPBVODr4irTA6MjQgJjkqLyH+TV1pZVVzzMTs8NCUjwQAWjUJ4eHh6+97wicwPvt+U9IfdJVLx3Uek5DASpwt6Q4ty0qwGPzl4vj73u33H3UG/M0Zy8OI8GjP+4uVoIBL+ouMwMuDXg8VV0+r6Y4MvuYQ8O5NLDekwjgl9wIRBolf2kwbzmAv+sUI9QT5SHhxfKNwoVkRuS96i0pXtouHeyv76rKjM/+V5YVFxARm3MI2z5IGMMPcIYKJ2siaxKDYyODAtILIqvGqmZ1EyqgQwAixUCUpwG/QBXebcm3jc+MMA3OMIvqTy2Bl05IR8Xwq+08YW0QEsFrHZOT35TQWR0sI+Hb6B3cKx/ZGpETl1WI/rRhGRcYBHp3pC1fIEVwApIguWNVveVRRfHoqL9nq6gZ3j53wuML0gu764dZWDlL2+ItgIV3UJtYXektxWEpEYHBUXGhGbkpVdUlTyqLivOL4wOT/FEhaNQviiUh1eAZ0iKT2ZtUut4I0NMtlo0b3KjLVoTu1becWksfVOS75EzHqlHotCBdYIulu7X7+qxWk0iKWkIW1vSFJeYExUfF1WQlNJ2v4XUy1IyIaB5xxVqJgpAx8oeHqmJcr8eGLYrrudcpbwEBwvfkjeHAKyAJTjeaE1fWfT9WFS0P+ruzyYoLj+prLN2lDEp0795I6kOALqM1zrRllKd7pXs7xHggUJ5+qH84lFxxTElzfVdfRMj3ROdlU33k9Jiw4Jj0gPz25NbKI0jVPxED6MrZ6g0uCg+KCwyJjijKqOF9JgOUY1ADQBkUkPcfkl/2nCx14PIu+EBgd5hSQFZTamtlCaijigHrzvSzGzRsaWUHmxrYX12RHKYr6/HM/Ph6eMVHBcSW5ScVlGcXV5X/LC3uYGInZApZCYATADIgA4jwT4aLE+5H+bnc+DYfsQa589+WPk10mndjq3nLx1GoS6iULefP5y7QSFpD9NbiPUky6QSyF4eidUM1BLAxmpGG6mNGe0FgQVxqMhAlI8HCoXyRqGCUR7JQdHVKWWjj4YFWIHx1zZ6NvDGRK3+uLj1abdc91zxQAZ17iqVZE4ahfqpF+Q4EGXI+kNK8lKvBz768Xpl5PWgNl/3/pgjeXnRXnVjvqOmMj7g/SKptQJhI2i/OZmxNy740uHQon3ZlKBO4xPeWwN7MwBCvfoJZaSgtTgwO8wjzBPl4eGJ8o1EhWcH5daWNHcPDvVhBxp7qrMLU+7di4oNSK+KqpksHWCMoscYT8qwtVG16QGxEaGBCYVxFUNVGBVaCSQAWCAYyAgaTCmx2r8u0ScxMMA36J5fYll01Xj5mHRUAEkML38X1wEdDbA7+f2FrUVRsaE+Hj4BXsEx/hGp4dk1GQ3jtROiMZ5Z8PYtNRAASliK54/V9FfEPIj3iAl4ZQV5+oUGxuUlPuysGaZjpHrFyxeqmVb6Y25XRkdhaHp0UHBEdGhabmp5VcmjmvL7BUUxEaleqAgU6i4K5eHl7xmc7JNendA8Vk8TEs0W9W+aQLGq2GpCA705sj3XJzs6MDgwxC8wJDgwIDQwKDSpILLsSV4Pq5/AEdFHFBNVk40ZxWlR/gFB/oFBwUH+IYHBgcFpPrG1MQ8xLeNygcIMgBZY6YDbzurKrcsNDw/09vAN8g6JC4hMj8xvyGnBNmCkaKFVon/dNwmLBkhxOlwNqTGhJiMwLiI4MDohMrc4p7q2rKayLDczLywo0RMVikJ5eXh4+IZ6RWT7FTZn9xG6hAo2gN+8u0apl2Log1WdJfF5MQEhL82Ql0doUEBeQkpHaTO9l62jgefbNX4ObFIYGWXSljODKZtivU+c9Mw+GosPaxYN8PS/5y5GxQAY8GMWHMgNO3UqOHV3KvpOk7aF/ta8uQVYxEbuCK33QVtRaG4k6p4vyusl4fcOig5NLc2sG2zB8ylayxtuEAZACUE4PqV6oDa6JM4z1sfD1wOF8gpCBaV4pjxMr3rc3t8/Odw+0vKgKjcmPjo8KD4/pGQgp5PeOU6kjDVTW1O6CgIyYoKDo1LC8lsKejh9fMCxAj0AsFZoprdy22O6sr1zQv2CAgJ9IrODC7vyejhdDBNT/dpGNDqjgiLAtIzUZpanhMQGenuhnim/T4BPaEp4/IP09MrSnIdNpWVPOlppFKJKrzU/7WcFFEOcobLO/NgMzzvXt+7bYbPS6bMfVi5a5bz9wM7rN46jUFdePByUT3BkRF5DXg+njQnIGqB5xcvV/+QhV2FrExqzfTMjUWF+T4fhi0Ld8/DJDEtqzHqEbZ2U0WSWX9UMBLZatZRWXvWVJ2FrQq5t23AjalnU+Ik6ZS3dPOW2GCOwdgBmPPVxWFpa7nmf+kvXijNu3e7139eRcCa5KPtOKy0Ua30sBcpflMeXAmqBqe7H3sR9AYGovZH1R+7zk4espKmzfgAAYACA9XKMGfRqjFnzlhiz4NfFmOmPXsSYL5tXqxKo8BC1idKWVZkVFuLv5Xk32DskPjAqK6awJe8xoRkvx4khmfGtAmsBFomJN8roL2kvCsuNRIXfRXm/soKiQlJK0mufNGN5FI3lRb9VSA9kBAOhltKcVJ8VlBAZHBiVEJFTlF1d87C2siw/K/9ecJInKhSF8vZAefiEeIVn3c1vyuzBtfPlTAD/g6VGB1Rk3WQTpSa9MTk4IdDrhVD6hKBC81HxzUEZnWm5jZUl1e0tzf0T2FG+mmIGsqf2SDIG+kPEpe7duWdSixO9S1s98urDolOTfLwjUSg/FMrD09szINY7sTSiur8cx57QGmRv9JOtsIUro3WjW/JrM+8lhvj4vBiKt693XPi9iszC0fph0bgKEkwRHkJimDMs7ioZKoguirwb8mKGvFABiaioKu+UjqjstsLC2sbq2u7e3kEKe1JuYZt/tutOphWOUfvL2opjsyL9gnw9XgzF815wYGFSWnd5G3OAZ2AA8Mbo4wUKQL9vbjjXn7QvMOjOvojaI8XchEELfopjpmEYGDRAzLAQegXdD0bKo6rSPJPCUAE+T0fhh0JF+QQWRmV3FrdReylqnvpnsqIHEBeSDnGHy7uL4rN9PW7uOLhr0Sqnz35YuXCl85Z9O65eP45CXUah7jyf7aCI8Ny6nC5mCwOQNED980kyA5NQz35C7ipsyQ/KuocK9UW9mB8PH5+QuLD08pzGkXaSiK63TrHrFVLitRMR3Ie7a8O3eqI83P0aL+Yy80fkNK1lpuJ8hmnB75s35/MEIp5IKuALpCy8At/BH6ocbauoqn+WN/+nqzd/FT0FTCRKSo88ijpwMyBwd0z76XJJAfqt9eZ6oGMaSE246pAHAbs9D9rtWWPnYG/3HHsH1zV7Lhz0TAl40FON55OM1tf1SzcBwLeYOqij0VVJhwKO2R1ajXBEIBB2KxCr9iB2XN96LTwkIaU8L6Y8/kbohe17Nq9Bbj6y7Fzy/oS+qOqRtqaSscKrNT5rPPYg169zWrH/5p6whrAuw2M54AJgNqggcjW34nydp63vNrttK+ztHDfbuwdtu9fm1yiqpwLez1NWEAAilWCA0JlZnXAl+OzWAxtXrFjy0/0sXeKyy2nX1Z3uXj+63/Q5cTHZ27uh9AGZStEAYACAD3Sd/O7YR6Enfbat2fz1N4s++PTTf/vLrP/44ONPPp+9cNHXCMQiBOJ7xDPsljm4HEUdj38c3qVt4gGm8aV4yWoEMjbAdcgbEocTz+bcXHdzn932tXYrltjZ2S21s3Oxszvk5OZ98Eaef25P1RCLItZa4V/hAqsZo8SiW83XkBGH7I+eu74jru9Km+khExb+jf2HDFrxWOtQyq3806tuOiO2LEHYIRAIhB3C1t7Ofhly5aoVjqsdtu53vRRxJKErtFXSTAeCl30rJQXCPWA8vPzQw/HSVqTzGsfl+67vCWsI69S1ygAHALNBDZGreZUXGrxs/bbb7Vhpb+e42f5QwJawx3cbhY+ogPfyG2NUAz4BDNfwykLaww/FnV91ZpvdBge7JXZ2dnYr7ew22S07vX5f2Gn/8pjKsXacUKB+6X6MEsBokbYEdEbuCj66bLsLcvn6TWuOnTmA8jyPunPp6JFTTqv3IBAuCIQdAoFAOtu6Hl9xIeJkdmPyJLPfbBX9Y9vTa4GwDnriQ6q4npeT4pHR55M1UppbhMu/PZZ7KT0z7mzBk4uNinyC9Zcd3qIFjApT0+WR5D2RgZcPPc+bv6Xe3AKABIAhDiGtOe9UxIUVx50RLrYIhK09YsV2hNuldedDPKKSHuTFV6d4xt3ce3T7mhUbdtkfD98e0e5fPlbXVDv20PtxyMZgd/tt61Ys3/HjFp8S73pRLR/QYGAwWwG7Q9rk0RG84t5eu/2r7Jeuclqy67br3ZpbVeyHeIiqesnbg+RAMQgwWbiiqwnXt+5wWYpYstRu2WrkKudVe69s8y66WozPGdVPiIHuLa6NDmioWlztRNndAt9tt/ba7XS0W7nkhTohHTc577969G5WaMVAPUVEh573VjYB0YhpMHky+0T6Zcdjm5EOzmtX7HXffu3WGS+vS+fPnt204aAtYhMCsRyBQNiutHXcY3fIa2f4/cBOTL1CQwdA//pDroywdtBCS2LUX88NuXrmTMSeCzU3ksZr0BI+/GtLOE1mLYnWVljncS7IwWXfMifHZUfWbYg6Hfo4bYg7ZIXFr+8T/Q9DgwMjkYL77hURh64GhO78KW/+tnpzHdDQtPg6dLl/ge+22/vsdjnZrfrZBO27csQnM7RioI4solqg13nARgA4Jn0r8cm9sth9vodt961EOCAQCLtVCIf9iN03d92KDE9KqcyLehh9NeDslh2b1iLdTiy/lOme/CS+drCzsXA070KFh8ONnUiXdS4rD3kcjG6P7rd0KoEAAKtOYsWXMEtOVt2y9XBb4rbC3nbtdvtj93ZGdwe1SluYQPTzAVkBECi4PdjHKeXRF/1Obd7rumLpc2u4wn7dvjV7ru0+7HXO/ebdk5fS/PyaK8vpTIYWAD0AHKBsZbVFVvgfQ21avWHu/AXvf/LJv/1l1n/+9eNPv/h80bfzEIhFCMQPP5mPJSudXU/6nk7uie4zPhYA7svzbdEDKR1gWqWPYgfiTmVcW3t1t91WJ7tlz8yHq53dkbXb/I7cKQwu7H80xmFI9VP5Bn+DktSLy73ccNk25NAy94ueu5LHbnSaqtmwbCqJNABxMzzkR628WpiT6JnR65U5dj/3wWS+x0TupaysmAv5fefrZVlYK0P9S4agB+xaS8u1sZTd0YEX3Z/nzd9Sb24FQArACI+S+bjobPTlVSfXIdbZIhC2dojlWxGbzq89F3wnIqkoN6EmzTvxzoHjO9asXL/T/mjIlrDHPg/HHjU9Givza7vndu+I/c51y1ZsO+3mUexZK6jiAjIEDBYYcLplrd49YQ5RB+wOOtgvXbV6yc6bLt6V18oY97EWsvJliVMC5TCYzCGV3Ei9tX3P+mWIJcinErdy94UtnnmXiyYzh3Ujotd+mHn1OWjpOkI9pjygyG8H6sDPV5D96g1r91087JMR/LCvliCkWp5H+BYgGTePpOPzTmdfczrphlzt7LRi18GtV2+c9vK6dOH8ObdNh2wRmxGIFQgEwnYFwmGX7X7UtpAiv7aJR1I1FQDtb5c6N4swku7YkeRtWRfszm9esmYpcok9Emlvv3Tp6uV7r633LrtUiCnpxtJGavlNwW2xx24fdV257OnfLEHar7ZfddRuZ/hu39bkBh6ZbwBADsyjAJ+Fzr8UdcnNbY297ZKldssckavWrT5wc4df6c1SUsGEcVL6utSnUQbYHcqOe31x++6dWL7bFbncdYPj4ZP7bnuc80BdPnHs9No1+xAIVwRiCQKBsF9r63LE/kzwkbRH8WPUbqNJ8HrV1VkNBB62orvYLxm1/9xOR+eVdj8tYoS9ravz6gsH3VM9onqyevkdWisDvLYbGwCwFtb0mskx5Jpr6QHXTp6K3nOp3iNjshEvE/2Oh8qIukG3NzlnX2bIyZNBvzBvDgFYBWST0uH7fbk3Um+6Xtxut3mV3dKXhH/Zup0bj3udDX+Q0ITu4Ch4r9nFDwOgBYCsllaNNnvl+m2+scN2OxKxFIFA2Dsj1h6zc/c67hubnJFSkxNWEHzm1hFX1/WuyJ1XnFCl53NHcxt6Bh8lD6Yeyb289NRm5Or1253ORJzJGs+YBCMGIAcAVlCMI6n4zN1552wvuCxZu8Lebv2RZedSj2aMJwxonwj+9lBZo9XMEFOahqoi8gJO3Dy0bovT0ucLcfmapRuPuO6/fcDd64r71eCzl3PD7/W0NPNkUv3TuwD8KlylX861PedXIVd/Pmfuf8/6+N/+MutPsz75Yu6X333/DQKxGPGCZS7btlyJvVKITZ8AAzIgfdl1MKgAnwAPVXMfBrfeOxhzbuXprXYbHJ6OYqWdnduS5T9u2B92JqAivnq8kyASqn+FmwCbDeLhqrH4g6VnFnu4r9tzO35fHsN/yNItgac8BlYE2PdNXbfHSm+nZOffyhgOyh6oy0sn5l/tz7kWnZV5uhhzo01TRYN/0RnIFj7A52iqTnXE7b3rj9oTUX/0ad78LfXmJgD4VnPnyzGm06sxZlB88isx5qbDr8aY135djHko4EWM+XIIYxYAcSc0mDCYcTb47AZXBztb+2V2yx2XrtrkdMRzd3CVRyWtBGsmKqYuCoEArAJynGy05EnBrbSb6y/tsHNbZbfspRW01GX7hmMep8OKYxvG29kK3nOJsKoAp0vTFTGYeDD6zMp965Er1q1f7X5izy3UOQ+Py6dOnHFZux+BcEUgkAgEYomTrbO7/cmgQ0nVUcPkDr3xH1lCZAIQ00hr4tREtAQcCzvkssfR/oVQLl2HWH8ZsTfW6XDywcOBd87civIPSS959AAj6NQBxlPhFY2AvhDB/QOdGYeSMnxuJCSd8Ag+utvdHYl0QyBWIRAIxBLEcjfb7ZfXeabdqOp/wJZgAVC+JnUOASDWiAcInelVcZcCzmze57ps2YuhIFcgd7tt8D1zpSysCFtGUY8B8IbwUAErxlWDBei0WwWXtl92W+mMfCH8CMcDiG0B9odS3A7HnDvmEXQNlZCQlvt4tIZlGn1xVAAAQG3RYdnjpe35XvE39pza5rBmue2LodhtdHG64n4s0zt+IHdQ1G2AWQC85Uw6qwgQ87U1Z7ri9/oF3tkb/lPefIovTzAENBLAGDF2F5LzUFV3twceX+K+3m7N8qcvm6Od3Y7lTle3n0q4HtuY3UoYYSpUr9ScqwCEh9iV+Gr/glv7Lzkuc/pi7td/mvXxv/1l1n/P+uTzOV8s/m4+AvHtS87tUuctbpeiLuZNpIyCPimQvKL+VgApgHhC9CS/K/NywhXns1vsNq60eynttGy5657Np+5eiC5LacP28FXCKaqIzGxIXK4bvtuVfcnvute+k9lHfLrjH9HHJPqZFsUzTAt+3z4tPC5fwBWIeVyemIGVYts4T8qHW8sr6ppz/hXy5lIMNBDNKjhYHrbvql/Azuj2M+WSwin7tEAQMGokGsYQvzu3P/dGrs8W1FH7veuQTsuQz1m2Zv26fT8eRcX4ZNXldk12M0VMuVqnNbzY5QgDs1aiEw4IsKld93+Mv+14etOcdT8sRCywsfnWzga53Wb9WdfDN+9cv5J051D4ydWHHOcvWLjwT3a7Pz+U4BbVc69yqLW+eDTvXOW1xdedPlhu89GclTvsrxSerdYUcQHBCowGFUSq5Dw8XXtrvqfL5xsXzJq3YOHHTmcXXCk/UMDOHH/1NAyzFlIzDaIu6lBOfaH3Pa8jx/avX+u8AmGPtEMikUjk0pVL1u9asvvc8q1nXZbv3LvY8brL9ky/sOGhUSkMDADwgK6d1xlZHXjEY+PK9V/NXfDhp5/+118/+tOHH38y+3/mzf/Kxma+jc1Cm2d8a7t09cEb7tEtIR3aei5gGF4Sd6sByOgA2ySrix6IPZ1+ed2VncitTsiVSCQSuQKJ3IBEHnVad3nPUd+bQcnp5Y0dExSGzCA1AJ116uYVMAAWAAxSfPdA1OWcXUjvdSvPnvW+WjgRjwOd8leLFp8NRCMabX6SeC3nGPKqg836xTaLbWxsbBbZ2Cyysflm0TdffDv3o/mLf5i7+aLt7eojxdwc9KtH9CjJ1ski+v2zDy4tOrPiA/v5s+as2GZ/pfBspaqQA/AWYNSrIVIlt+zMo1vfeK37fPPCpxN0Zv7lsv35rLSfHVdiUAIeBgyXsUv8m4MPRpx2OLEZuX4VcikSiUSuRiK32i875ep24/D5YL+43OKmnkEKT6iB5CZggAAwiAG9Sdrk2x7i6r9jtsui//5izicf2i2Zs2Gr3Za9To4b139r57rAZqWNzaKFCxd8/d3chY5fuZ5wQiVefvQkj6se1UJS8z8sOtVydYN5nNyzPZEnspMS7lVNpPfx+waf8PsysNUhKUmpx8PbT2Yw0no0tDc0ankFgxjg7iuqz/XE7grxu3Qg5MGBXPq93rf0abHqlQbxuIxaMFhzLdNv3eWd32yyW2C/wMZm0Xc2dptsnE87HLh+8cq1eNSx2HMuP65fiPh23l++W//xztA1QY99SkdrG6pGH6CafZbf3fih86K/zLVf+/3JePcCdioFjJmA1mQFrDZpw602P0SI25c7v/1o0fzPP1u+/6tTOVvTyNED5jHxyx+NZED+BEykT+ZfjL20wW31Dzbz5yz86qN5n/159g+r5+wLdAztu92kamYA5ZuDPgiCDWqhhtrPac/ozryc6bnp5iHkrrXI1S+p0/K1m9YfvHDCO9Evv7GwH9/Pk3MVaoPeCCAjEA6ZniRg0g+mnFx4APn+grkffPjtwv9Z67p4655V67ats13pOs/GycbG1sZm4deL5s1fOnv5LttTfoeyG6JxvDaVhfPztgxPMQFABdpG8UjCw3DvS7u8dm+MO3erPrediTXC6l9XIW40KUcw94MzNi058N7/M/u99957b/7/++9nfjhcfLuJ0miB2e+4F7ZwxNITQsvdfz/kwEW/0B2xPeer5KVT9mmBINigFmloA5yOrJ7MK5mem266I3c7/80EHbhw3DPeL7+xoA/XxxGz5Wq97qVaLBiYNUKdoJs7kfC44GT0tVXH189Z+93CHxba2CxG2izdabPx/MZjNz1vXkq6vT/02Mq9DvO+XrDoz8iDXx5L2xHXH131pL0ubyTr1MNL31xY9b79ws/mOO5bcafiSoOpRAAoVmDWSay4YkbxkYor8285zXZd8OFcm+8/crm86Gbt0fv8/EmY+cI+wsCkgVR0naCDNJBZk+sRfMf98N51TmuWf2+PXPLUGjos2bh3ye7zK7b8uG7p9n2LHW9t3JUXFj0+gVEAoAeADZTNzNawhz6Hbrosc/lyzvy/fvLJf/31oz9/+Mmnn8+e/82cV83HYnsHpyOexxK6InqMzQLAeSVvrgMSMsDUiasjeqJOJF9wvrAd6eaIXIFEIpErkchNSPtja9df3X/SDxWWllXV0o2ls+UmmRHorVNL3FPzoReNN/eE/pi53c7D1fHspeCbpaRkIuhTAOUUb7BeoB8p5uVf6I86npMYe69iLKWX3zM4xOvLwteEpqeknLrXejyNltShJkt/gcSZpIBYpqq92Be3M8zvwsHgon3ZlOAu4+CUeXOrQW2QoOW0opG6mzkBG67tWbjZfgFygc3CRYttbDfYrD25Yv/185evx6KOx19wvbBp0ZJv5/1l8bqPtgU4+DV7PBitbqgZLfFq9VsV6DbL9ds/fW3nuPhY9IFcRiIRDBuBxgwDdqesGdUVZB++7cs9iz/6dv5nny3b+8XxjE1J+Hu9phHRSwscUgLFIMBkEosvJ13btG2N7QuJ+27FV7t9HYK7b9Qr62hA9uZlDEGwQSPW0Ae5nVm9WVezvDffPozc44J0fMUB2+h64Nxxz7i7uQ35PdhejpQjVxt0RgCZgXjUPJSMyz6SfnrRoaUfLJr7/iybBZ85uXy7dc9K1+3rbFe5fm3jZGNjZ2OzcN6i+fOQny/d/sMxnwMZjyIxnFaVhWX8zc5+NAvR4s7IofgN6Udnn7T/E+Lj//Px+//x3x/O+s/Z3//V5RLi+sPTuRP3OyepQ1W8Bt/HEdtu7baxnfvBZ7Pe/+8/zfqPPy14/4udXzgHbvVsTnjEJfIMAMiAeRhg08dzzt476+q6YrHN/K8Wfjnr60/fn23n8vWhe86RQ96t2g420P5tbtcoA6w2ZVtwT8TmkD1fbvzuT1/NK8iTTwAAIABJREFU/ejDHxBfrnez3bLX0Wmz62Kk6zc2DjY2i21sFn793dcLV32+1n3VjZhzFb2ZLPmgBhK/5CTAVtislGu5k3x01VBtdFHsZa8LO/duXrZsybc/LWKb7xatckAe3rU1+PytisCCidwxURdPy1SZ9K8phjcAQAKqWl5/bFGQ57lt3rs2J17ybi3u5RAs73yD0VMgPWC06FvuoNN2JwecOBaQuisVjWrWtk7Zp8ViMenlbDX+MbU+tjnhVPx15wu7kVueqdMz4V+1YceW47fOBWfde9hZNkIZE8lFSo3Z8ELjYIvZpGBquA3UvtDqpH3+p+z2r57nsMhm8UIbm+8cbFYd+nbb5X1nbgTdPpd8fafPviUb7Od+umDJB45nF126fzJrOOtR10BN/JP4XZlHZx9a8udvF33z9eZLrqFdPr1wkxLwrQCWkw1DSdi0rdnH555Bfrpy/l+//M7ho61+SwN6rtYpH1HhFwsTtgKD3KrAK5kNE20JxYnXPC7t2b3NaaXDsu+RSHskEolErnJZssXdfveFVetPbERsOPKDk9+eo+XpuUQ2RwOABgAS4JVPlnllXtx+eukPK2Z/+dVfPvr4vz746P2PPpn95ecLFsy1sfnG5gW2qzeuvxB5Pm8yZQz0/TxvLgc8DDz0kPXAryFof/hJh+ObkOtXPX2qq5HI7cjlp1233DhyITggIf9BS+8wVSDQPOsSOfVMA2CGTBJmW3Hz7T1xG3647rb1rE+WZ5MojwEw2qk+0kNSkqYznp5+ojXybGp67r06Yv4AZ2ywnd+TMPgwNDwu53BE3/l87oNRnVD3CwRFRQWjacKSY40Ruzzv3tkVXn/0Pj9lyj4tMAwsWolOOCDEpb0cY9q+GmPe+lmMabvr1Rjzwq+MMc+8IcYUAFG79UnsQOpJv5NrnewX2sz7YuEXH879dNbnSzfPPxa3If7/Z++to9vMkkXfXu+++85675x7emZ6pqe7p6dhOsyxw+hw4tgxxDEzyYwyyJaZ2bLMtszMzDJIsszMJDPIJEsyiOv9EVISx93p0zP3rHW7/pY+fdp7V+2q365d1evRuEdeOmhGuFzO7uYcYwQ/VYmpDdcLs7pnLHdR8vY7GnTtodRTTWt9j1jvrIaczomuta3VLSZ7jw1cOsw1MBu8W4Kf+Sv8KHH28x9//PLPZ89+9+DJOQm5W2LiD06/MnFnjh8/9tOpn45e+/a28lUzf92cpmjKeguTv8L+rWuvC0Cwy+RujjNnq6YbsE0R5lHG0sZPr927cPrEm0V/7uZxMZ3jT5zO37EXO6Mge+Ke9kNlC+don/rpHDoMvoTFyy0Cgvt0gmyxl7irvYaSoeVDGYP7l58+OHzm9vHjosePHzty9MhP578/++jYc3PJgHTn5rEiGntsVyBczJq3x2KtztNnSRPNyTWpLmHOmoaq9x/ePn/m1FubLXLm8YObJqqqUUgffFDFZAGF3kPdXd8VqvnK5fAZVNZax1pf5kCuW76rhpvyfYXbopdOv33I8ctSxx9Zn3zscvmyofjxJyqijw00kChcbeQIu54FiwB8Lp9LW9+Z717szSMX+icFGtkinsk8unTx/NtROXPy1s1LmnLSvsb2RZ4ZAyl9a6TFnXkGh3UABWBMQ0/cao5WdcBzBxeb574laukL2PYD67QI+MBYAUrLXiNuGGedg5JyUr6kcO+i2JWXi+3OxYsvrt00eCpnq28TEIDLKSb1DC7QVneAznlZYoUOvEHebO5QATrRQsbg6vnrf//+xz9++dV//OnLP3z51bff//3I+ybu3I2HDxC++rhubCcQ12FVaDfhclg7axRGf9VYiX95iEaQmRhC+qL4zYtvvZ5L1248fv5Mx97YJzEgn1jQM9W7trVG3+awOPt5h+vAbYPFlM48L19DO6WH7gpKqe4xnbXT9EXBwRV4fpff5b+F/Hfg5tTFhQUqZWBtoG6uJa/9/xxuTu3lNAdMJynmeMubOf8ibs5i8VemJ8cbS7uyMfgE54J4h4QYx2AftLsz+o04e3r4hIbG4JLjM4sSCuty6tqbOkZnp1d4rNeGkAdbUyMzdSltCVZprvKuJs8QmjIa6rpa2giEgRnCwh2BDLC1RPsbKgYrX0Q++OG+yJHvLzz6m5TTDccSZM5QTvNYT0fDRB2mOUg6QvWQ9t2/3XsqcQeZqJ23FTkB3Tuwx94RLDSvETGtsWpJ5vedZE/LP75wQdrwhHmORNxMUAt3UPh2En2OO1m12hJCyLLFBJsbOFrJWdnK29jroNC2aDQajXZytfP11w4MkrSwu3fz2ZO/ntX+8UaItl1TbfMKX8AG2ABW30Z/fktGYKKTtY2sgtylO2KHRK8dvXTz9uNHyuqyCIQaAqGHeCUGpha2fnH+Bd3Z/Xsd67DyTp2WPWDMwlzzVlt2f35YUbhHuDvawxHt5IBGo13QaH80OsrJxsPNwtAPpRcW6pFUXF0+uNlGhbmdg/uw8wCYAEvLvRU1juZBNx5aX5SxMAz2KR/PW4V+1j4VBvnsPdpE12hJTE2QRQwSgTZCGL5+f4SOKkLpLkLilNyTK1cVTM4j86UTZkPbuMObQk/ZXuTPNKw0hDYGSAUpHtYU++au+NM7yESt3M2Iceh6PUHrxLC2WLVki/vOz19OEOKEefbT2OkAMndwXehpHDpsjAomalcak1vSAzOCXIKc0W4OL9eaOxod7IjCulg5eFjpBroYR8Zi0/Gd9RRO7yassgE4W7DSSe9M7Us1S7e8avHoq5un//DXY9//u8iNL2/Jn3+kIytjYKSNsEAgELq62jLSL8Tu3rn/7J62rTy22JG0kEPhjNN/tjDIrxM+e2NyqSyuy1W/1EInOSAiqX6oZnF3dmVxex4/2pAcE5Soa1mi69wRWbQ4Qv2gdtyHsr3MH0hbL0A0Bct4Opso/AJuLgBgLswuEPJ6Mx3zvJR9zJ8Za8toqGtpaiH0DYwQZs4IZKCVtau3sVao+nXHJ/+QuvSPQyK3vnpkLmKZbZDck0KYaO0gTzQmdseoJ+mfMHnw1cOHt24bBikmzgQMAJEBdDYfVnvpHfG9aYgsuyeeCuc0npy+LqFyzAB3L2zEuX6PvCh464vzGcAcBUrFTF1kYZSTi60RQkVS98nJF5f/fOPmpeMKqAuujXqFtIIxwQFQibXLXZ4YGcMXdmQF1+LQefEO8VHoQC+0m5B1cvH08g0Li0lMjc8qTiiqz2vsIXeNL86v8dksoI1xR0umKzzKPZ56vPiH5IXPfzz21/84I/L5Nckj9zQeSSJ0lBHmCIQJAqGrqKjy4P7D2w/uyOlKuMQZlw5Gj+y0rwno++SfcAFWANpo40ll/g52dxGKZ5HaSonBucP1NP7cz+aJvCN7LFpLF8425NJ3jz777P/+7LPPPvvPzz578fXTeP3ikSKOYBr27bL1TxIBLLWzmjwncPJpnopGzr+Im7N2ucuTo2P1RZ1ZIbU4p5cTFOT9wQRhwmISUl5OUG59J6lzbGF2VfA6QhFw+LTxfkp1PDnOLNlJztlISl/zubq6npYOAmFogbDwRCAD7CxRAYgXQYoiFnd/EBM59veLT/8u6yHmUuGQP1JAHu1rr5uoCmzyEw9V+of6ne/uSD6/55CtX7wbNw0Du8Bm0fmzDSsNgc0RKvEmdxxlTso+vnLuudkp6yKZxHlsB3fibUjMBxqFM16+TAqqT0cGBpjrOVg/t7JVsEHpOaDtXu6GbjZ+ARr+ARImyHtXxMX/fFb/iBjWyLmZ2LEGwAJYg+0uak8OMcU/DmVpJf1CRvS22E8i145fvnVX/LGaxnMEQh2B0H9tfY3MkXaBSUElA3lDnO7Nd1NyeDtAn4YZwmZLRk9uaH6Ye5gb2sMB7eSIRqNd0egAtEOks7WruyXC30Efi/VJKW+oHGF0rMLC7oelJIWFC8AEWJxvya+wNvK/ct/qygsri8hA/GzROgyzYfuj3+Wzt6aXqxJ7PAzLLbRT/MISawcqFnamV5a25xvHm1LiQxIRlkXa6LawvPmh5b2fN3G7VMFw9maRETFE2tvZSPGXcfPtpflFYmF/llOhj4q/uZSpjrSGhqamJkLPwBBh6oRABlpYuXkZ64Sq33QW/0n20o9Hzt/46oHpObN03YTuxMaJlo7WiabknjitVMPT5g//+vjBjVsIP3ncpE8vNG4BjSOAtX5GV+JAhnGuw1NvJRGtJydvSigd04u5HTyAqt0lzgvebh+Cbdgeg+mq+Yao0hhnNztThOozXfHTClf+cvOG6Ak55AVnvE7eZvbIgRq0x1uhjI83FHdmh9bhnPLjHXDR6KD3HTBPXwwmJiEFl1mUUIjPre9q7hxbmF3lsdmwNckbK5ut8q30lvRWOCRz6Q+Hjn35v06f/fyqxKF7Gg8k9LUUX5k4PSUl1YcPH92+Lyaj/dQp2rCoL3J4m0wV0H6jKy1cGmWrP3+sCF3h9jBQ7gfV8//vxSN/+Pr42c+vqvyoFSkVTA6spjT2Ty+NkTc6EvoyjZPsb+s/PnTt1E9ffXvu8+/FD1+zETdMdkvqKmlbX9hgAzCAOw6zFVM12Byso6MVAqEsrvP42PNLX169df24susVz2bjUkbZFOxjojkMWO3d7s0azLLOtr1lI/7NnbOff3Ps238/f+3PN56feagtJW1goImwQCAM9BE6srIKd+7euSt+V93qeXCuXeNMxhRriPY28ZC3w9oY6JsqTSXHe+Zg0CHBbihfD1O0pYGZwRsfysjADGmK9rAK8nBIcfGs8IntTC6bahnaoO5yPyDPHIBFEJDWBnAFHnbWtxAK5+z0tDOwpeMEBiz+Sw3+mzdiwlQVs8qmJ1IW66ql/su4+fYWc36oe6QyvSXNtxLnmB3nEB2G9vNAu7xdtk5uvj5BEZFxyRnx2WVJJU3FxN6uvql16ts6QxwGc7WPNF4SgsfqRdrJ2OpL6agra2ggtPUQCCMkwtrfwNrXydwiWPep7/NTure+v3juzNfXFQ+rhT4LbAyoHq9uGxhpLR7Nd6xA33CX+lbuzrFb8gbivvVW9YK8ZZhhg4C5yBkrna1wq/aTC9O+ZiV5VPzx/ROKLiLOjVq5G5lD/Lc3jfi7QB3cG8yervMsSbB09bZQt0PKWtkq2zoYotEvnVM3T4vAIGVv3yfqRvdO3Jb+4oylqESSa1jvGIUOsAewABukGWJyVaR7iImBwWOpp6ev3fqHyLUz18WeSD/V1pFHIDQRb8XU1skxIj+8brp8EoYZQBeqXQ1sGmyMCsZrlxuSmlMD0gPf85BDHFFhzlYoDyvdQFeTqLiIjIYePIXbtwlr7IMJEQeAxmONj5bG52iquoncM7urY+eVG961Vb0F09wD7mJyd+b7ZrOCWhy0Cq2NEiNSU1tmCEs7S8sU+mx5V1lCoFeKpkWFsXdfGp46xzhw83kpm+O8jsilDPVyP1l7p1/EzXkc2JoanqlLaU88OMZUEo4xv3mGfjfGxH5ijIkQijGF/hZ3E2h9/NHCkfLQ9FCUnZkOQvGh9oPD0he+unzn7jF13xv+ndZVO3WzB3XW3aZvzw/1jFRltqb5V+Ecs+MdorFof09hDXJ29fEOjIiMfa1BRaS+rt6p1WUacHdgrX+3P3skzz4Pdcde8tt75z7/27Fv//3clS9uyJ56oPVMCoHQQFggEEYIAx2554p37969++SuiplMQCYSP5U6yRrYhF+wQ3+KcHmcpcmt7sLJKr86nE2sn6UTysrU3AJhaPTG20GYWCPsvBHIAE05a/lDD6X+/YzUj4+UtQPtSiaSadDz8o4OlQzNHuPRUkkm13UkHl27oXb+qvG9eyYqz42MEQhTBEJfQ1VD/Mmz23fFnio8svTTTCP599FqF3nLQqZzd5m6TKwbysHWRDrjQpw8Az2sPR2MbU2F4l5DMyOko7mHp02km1OOa2BjaOZQcdP86OL2GwdewKDtjpFXSHHduU55WCt/Vytra0tDE1MhJTZCWDohUIF6Bh4qN9Rkv7go9QfR5zd09X1LAwa4tRyYB2Az9+h9XZTixOZ498xQdGCwm72Pm6mjhYHp2+3D2MDc1tTZwzrE3SHVxbvKD9edVkHpGN1cZ3+8zAhtitcVs5ylWekvi3L+hdycB7ursNLDGiihVMbUxfvgfNC+jmjnV4bFC43GOtkFulpaeCG1Q7yRselpea0UwjyMMoDOBYAd4M/yV4mzzSm1MZ5h5kZG4jKSZ67f+ofItdPXxB5JiWtpvzRxb6bbBOnoiM3BVk+WTMAg/Z2EDAZta7avbaQslZziXYFzzIxzjApF+7qj33o9Ts5uvr7BkdFxKVnxOeXJpYTS5v7egenNta39kgqZAGOwWzZYFojVNtU+Z6h4y9fWvS6zb6OfC5v/6m6lv8vv8snyOzf/LeWfzc23aVvDJEJNLDbHzyUryr+sMruhh0RqJzeThaS1sb2lsqc+vyI7JQIT7xOQHp1QQ2we3WK+Il78vd1ZQj0x0C3dUDVAR93V3tk7IjW6oKGojkQitZBaukn1ZEJyXDlKGSd/3PrODw/vPhBR9bjv1WBXNFsxQqNQt9bXluiLPcv40C6sXJbtDVdrNX3/DJPiTewQtNFgh8+FHereyuDqYMl4hW9XrHamp7KpPfqRe4lswowfidUndCEKVgfZHbEz+YZFGCU7d6MXHgFyYZnInGpcI7nu5d9pwbc3xZBLreNDlRW1FH+6Y3ZIIkrTjVTdusLj8wFYwNtgbU5TJ/vHu9pq4tMj9R0d7muaP9VH2vl655bEk0jFJFID6bWQW9r7Rvtn1qc2eGss2H2nLygbuCuwM7yz1DbbT+xsJDVUkvHVZEITmUxuIZM7yM2d9VlRJT4KycirQajnbhFxfnVLGePQS4MDkzbYAFSA/vn2zCJzG4+zGuZnzO3N0mJJs01smOHvE3oJ+Dw2fX1rdmRhoGWkjdTZTGp+8/74IlKeNylKM81T1dTR5YlnmVzibCCZNbgm7CbuCJhLuws9i3hMe9iLTNvrbtYq+v4ZJkXrYYPQugk7PC7sUFkrQ6uDpeMVfl1xOpmeymYox8fuRTK4aR8Cq48q3G1oG9hzwOjbmmkZ7yC21JHwFeT6WjKpmUwmt5LJnSR8Qy3OPd/lcZz1dV9XhFtyOaZlr2QOpnYA+GzYXeOsTWz0F07mWFc433aUP3Ttxsm/XJP4+pntXYt4p+ja/DoSgUQiNjbUJYZm22t6aTzT0URIoxPV0kb8W3Zbln+zDDsh4QHQt5d6B9PjykytU7Vs032Tq9smJjgCFo8jYFOmu+oyAjPstFOsjEuikvo7Z+m0n80s+3Ruzudyl7s72iID88y1QrWV3axsPUNx4dm1uTUkAqmZ1NJFInSSsjKq3Q1SVc+i7/9dSuya6AvbG+gSoyxKdu/6xDJ9dY1KXx5bb00cjFMvdrjhYylr5BlhkDXj1w31q0DjCGBvg7M2tjFeO1WH6UkyKPFVdEBZSbhkSkSNOtZuE+b4b7M1BBzgbAFjnrk4PDPc2dVOIhVF12M0MpBXUfqPn5m63vVt0i/YzB0RrH0cKjHW1wfqa6siQ7P9XLJjAstq8hp7yaS2d61TS2N7S0VXXV5pRjI2BOcbmIVLwbd1TDJ32MDe4m/NMmab56p9W4KlMDonpO8d+u7qrS8eIM5phxgGFCcUk/AkUjOJ1JiXUuJlhtWTMldVkjP3k4totq3bLJ7i7we8+ACbAANb05l1AbbeN1/o/qSmJR7gEt+ZPcfrEcDPl+h8Kyz2VmdfhnvMYxGFzz775rPPPvvsp//r/9E9rZKO/N+Qb/5ruDljfX2woa46GpPt5/xmgprbyOT3J6iyG59XmpGMDcX5BGbGJ+Nb2yZ29l55s1wGfRpf1ejjmIJQ9tfVdHNw943OiC1sKqknkZpbSC09pFpSEy6i1EYu9vlhM7Ef790XP6/h99if6FQ2XztOm6Fubawu0mc7Fmv82kOk05A3nZDaesEF5mXMqFHo3gIWjy1gLu0u9a/0FY6VenZGayS7qxqg3B55Vr5Img9pZY2+Ddd5sNKz1xY+lYPICVa2djN57hmsEJ5tn1eb1ESuf/V3ajsaI0hFFpGBSrJqSj/csTwqFYfwaWnsXn3VHY67vrtOWZnoG20jV0YlY7XsUHc1zJ8Z2KKDfIvKE0ikEhKp6bX1bW5pa+8fH5jdnKbx11mw905nXRZwl2F7cHuhdbqX2NFAaqgk11eTiYTX2wehDZ+OKfaSTUJeDXRQcotJDWxYz56CQfrBJo4FsALQQ2lMzkNYuZ5SNxOxdrTNSexaIrFhXvCxJccHYGxT+4ezEyosbFM1kWleiVXksVEOn8XjAntmtrc+KyQDpZNsaVgcHt/TTtn6+XDl07m5gMen9nd3RIfkW2qHaSu5W1h7BMWGZdfkVJOaSM0kcieJ2EXKzqrxME5XF3V98HeZ25dE5ayvOxQh0ifSu9fHl+nUNSp9eXy9LWU4QbsUfdPPUtrIIwyRMeXdCTVU2OAA7G1y1sc2J+sp9RG9yUZlfgpODhaSzqniEUN21czGGb5QsXIucLeAMb+9NDI70tXdTiYVxTZgtbNsr6MRD6VN0Pd8GnTyNjIGBcsfP0xjbmwOERqqY8Ky/VyyowPKqnMbeps/okH55ZnJ4aE438DMuMRactsEnckGNl2wNceca5uvDWgNlY3QPyX34NAPV67/6b7eGa1gPd/CuAJSLYlEIpGaCtJLfa0iENKWqgpyZt5yWAKyZiN/nL/0G91kFrAZ7M3prZn2eTy2O0I5y+qyjdqNhyp6F0ziJUM7fGuWW2YYy5vMXfoqa7Vvoxs3lmtS7CqFVJe9J2l6VT5U1bE8Mn+ge3x9dpW1zeIDcEBAB+Y8Y2GIMtTZ2dpEysfiQ1RSLK/a6Es8NfO+H9BiXEIvHt/vuhKfA3sb3I2pzaGyqQL7Gvd7bsqH79w69tdrT/761OqmaYx9RHVWNamJRCISiPUp4XloHT8tSX0NHRlUjHLSgGfzdtMCvLF57PXVibJivLtjsgkiyMHZLyEPg+9KaW2tbHnjQpGaSfVthPKu0tzS8BSMNc7ZOMvPE59fNTG8sUt/f6N/WWWoZ2MstcrT0v2KnPYhTR3ZMPe0/rwlGAD4ePuHf5r8Km6+NjvbWVZUGuqbFeCSmxJe1VRG6CY3twqvWlJLK76zubS1KjsnMTEoMME/NC8jhzQ4svBGu7cXF4YLMqucLOJ0Fb0MEG7uQYGJRcllxKomEqm5jdTaRyqvqcd6Fhg/CJX8Ufv2setPlEWNYp9HdAU1LLXP0xdWN2nU2a2x2pkCVJP3gxiru0gUUjeqya6enzEDkzsAnB3+1ixzvnuhLW0o154cphTurKOCCn4Q0Kyds5baz32rmDwGTDcyG737UzTj/VQRrjYyPpGqsYXuJfXZZDLhpRaSSzrrA+qyDbxc5MVk1f52Gy2inOEU0zc88/Ka2Q6wVpgr4/PD3T34+ny/yAB5c5s7GuaKFqiA6ODaujQSqYJEIr6JG9q7OoenhxeZcwygcd496eQzgT0H9D7adMtoO7GlllRfSa6vJZPILz3kLmIdvibeLd/lUaz1DR9XI7fUqrBWVukcUHYO5uY7AHOcneb+nIjE50b2RzTNxFw9g2uzKIxOLqwKPuaRcgE2NsfJXVGhhQiLZD10VnhBw/DiHBc43D0Oa3iwsSLWNdVaM9XOuiqlYGxobZf5sxWHPp2bs5nMWQKeGOiWYXRQjFmBUhGOMe954t+NMfs+KcY0Qzm+jTHfCWFYwN4QbM3Q5gYnBzvaSXWknMDagBcJZlfM9WUeWwY/Cu2yqtyuPlCD1ufnusqLyzB+Wf4uuUlhVY2lTd3k5lZh57a5pRXfSS5vq87OS0oMDkzwC8lLzyL2D85zuFzY2+BtUGhj1dNFaLz3Q0+VI/dvH/3q6sO/iJtfM4q0wVZmVpIaSSQSkVSfHp3vpBeg/cxAXVPGNkIpoceduI2fE3xqQ5SDhb+3Te9vmsryqQ/Qi3Mzcg0IcEgs8C8iZNU1v/F2SGQyqb2JVFNY6OMbeE/B5OvbqofktbUjXEop2XQYeJl0skaGVo+RcEms8kXJM3cOH9I9fcNP2SwnJKW5/OVGVllUFeacYCbvoCajhLCT8S0zLFnCDXCFLwRsDA12x0UVIU0jzUz9fDH++fjo5o68NnL927iX0NJc24kvJmVmpnkmeJkkuVgXRUW3NfVTl19bbM4yZbUutS/aKt9TJ9DTDhWR4JJVE11JqmgUMvytJFJLHT49MUHPzPH4A+2/3le9aWnmVxUxwiPyYRmAubIyU5zX4GKXZGoQ6OTum1wY1tCd3tZSTRbePvDtTeUdxTlFoUnBlgnOJtkBPo3F+KlxOuujqvQruDnwgUcD1hR3o4s6Rhogk4jVzfhKcuMrv7aNTO4mlOVXhplkoW5GIO95+Dl75nfF9kIDFagsAOCCgCnYW2FSJxZGevobGwuDYgIVLWzvaJi/MEP5RARV1aaSSOUkEuHNbLd1dg5RhhYYs3TYfLfp/Qplqq0wtyTYOyvANT89qppUSeh6b/GTWlrrOkml5IqsTFxCYEBiAKYgp6BlbHyJx/twSHYB5oBXP1YVnKSpbXnsufo5S1PrPCxxBb8NM//icpe/y+/y6fI7N/8t5Z/GzQUAbOBtbc0OtmTHx1kZuaopOSOtMIkJmY1NlQRiA1FICJWEmrTGjKB4D3szdQs5KWeEeQour2tiY5sFXAAme3OmPy8j3djC84mqo6JNYGBufvNc56rg7d3DbQa7o2Yy0rjK8ILXc5EXqvoPXYq1c9cSB2HubUjJgek6ZrXdaNyLPIyRe1yubflGWB+QV4VSOHkbsFwNnb6UQtuoyEB1TJVS8qwfYbdHGCauDrA7I2cKtPODJS0dVCRQaAlfnFlqWQyeWEMkEklEIgnfXI0jZjsnh5qaWls/0A/tsdqlAAAgAElEQVR+YluKTu5vHt7gf2CQqd0TRJ/UFGWXMB2f2ISykvm1boDVX1qJ8iVim+Lu9SxTWnrJzYRKEr6C2FhPJBIJRCKBSMDXJLvnOV6P1P3SQf+yvnuAaf48ph/I68A8iKruAkwDp4HSFJOuZ2t31MzwlKeTVUl210I/wPqnHq5y12CpHDq8x/PtsJHBapga5ZS5QNJe/+oHy0zAgZn6nRr7MdyLfIyhe1yubfk6pheaqbDz5rO8TViugS4/SqFtdFSABqZSMWnGp2mnZ0X4aS+5/+juVufMMLmjkVRfTqyvIhIIr4alqbqgIsI4w+p4sPbXVqbP9EKybWp2kydhWHgZ0yegJ2YpQzXH4aaG0sOz8hbnzFO0cT05A3tzvJd+D5833kDNRje6KHqa6MohoyXDem2qmLXTggNyQH6V8IC3BayJrXE8MTYmDuETqhOeganrG197vUgEtJnhxqjsSL1QH/2YqMjGmqGNMRbQeAfelPw0bs4BPoPHWByrKcm3RflJqDrKmPi4JqbXjjYvcBbfeA1sNn+odT4F3Wh5PVT+tJqi4gPbFMWUWUwnDAvH6ytde00eM8kK5Rgtv6h4m8JZ/06oXYTNtwtrB9ZI0B+6Vm6fGeupH1r4In4cXcNsmuUf1AFvtZNH8ppKfJHupWDo4iMVQjQs3MwZ2pebCwBYwKVtTPUQkiOizPRd1FVc7W3DUlOyCcQqArFR2Dg1VRCqk/GpflEudoYqlnLSbiY2aWllvRQ6Z++lngoYMFmyU2FO8L3noH3rupzGCR2MREADpmm1f+u1baGO0mswA0EacRbK2qbu4l54rRxqcj9vv47KAgAmAIU+X0bG2Ebee2R55JHOQzsrDDFiiNewB0ufcCrD5myPTtYmlyB1XC/fkj1/7ep5xdt3/TQ9aiLaFlp5Aur7Dp8AgA2wxaLPrU/2U1pJvfX15Pr6xvoDpKG+vrm+vodInuwdW53Z3KMJgL2/+fokbv52gogpkdHmCBc1ZRc7m7DUlKz9JyilPtU/ysXOSMVSTtrNGJmeWto3y9hjAweAuUed6M5IStYzcX+iilZFhWCKi9oXe9aB9kY76LTdltLRUN0y/fOuzy/Iqps8dK9CFNEyRmD57UX7XcFkBbPCaijmRSbG3DmhzK6SETkIHRtCIJhDhYVSaPcaybMLjQhRxeBVUudDyHtCwQYPVrpYbaGTuRqZAc9MUWriKOdn/klW6RW4BmItkUgkkYik2uaqmMZMNC7I1MDS5q4+RgJV4Z4x1DEh1K/xtSy1Dje4JiQpOIch/OLTa8qotJcm+pcJD2ADYIKz0704Se4hkZoqSfhKYlPj6+2joboa55iLuhSu86W9wS19n3DzYmrkEHRsvsvf35dtgCng1I1VRiSr2SAPmxme83VzrCwYpg7Bx3JzeMCjA2uSPlVPTozDGfmGaGHTgmt6hqlvQm/6/CghNjdGH+OjGx2BqavqXxvdgw3egZd7Po2bc0DA5O+sTDZUFKIc/SXVHKUNvRzjUiuHSPPst3XhuVzBSMdCmivB+na4/ClN+ecPkInySdNB7YI+YShD7WURfedSlSoxmv5RMTYFFJ92qFyA9bcogQUbrTCI3aywz4nzMAzNk4sdsa9i1E/zD7oKttbDJ/vOJitke8ubOHtIBzch8jfSBwTL+7Dplxq0RZvua86IibU0dFFTdrFDYpKTs5oI72kQsamSUJNanxYQ42ZnomohJ+ViaJmcXNw9SWPvvtLlXaCU71ZatQQ8cNa7eeu5ygmtkCd++ED8Svfm6+5kaxPM+sihUK0ESyVdU1dxzxqNrJX4Xu4M/cN3+6/JWj+vK3q20Cw72NjUMUDOs848baaob5v2dtvd407X79Z5jkYjYtDW+vYJWsGdQZVLvfMHnBIKYJnMaXIZi5dL9FDWcwmUxrSZldCLxoF2wJeYszCQuJqtVex8C6F67/wL4zPGCaoxHandzCn2q3UumGpeK3Ajeyr5mWgpWIVJBHeaVzBLJ2FbwAfYAz5te3awJTEuXt/URd4QbYPBlPSVLkO/AN4dtj3gL8Bix3hhVrZ1gNcLbzdDXFxaa9McfYYLTIGwveUDMAAmNicLCP4WYbcemB8R15F0tYluixkDIgeo//oa55/GzXkAu8BeX+ghVIb7hehrorU1PDzcovPyCgjEWgKR8HbVNhIaiwllceVxngE21lovrOUV/Ow9isuaJzcFPB6wQbC1PtrZhA2NUtZ1fqLpbOAdldJUPbQ1ynh7aAHL87SqhF7P55kapy3lbj/Vd3sa3I6s2a2aEQoK9lZ4/Wkb+brtEQpxWGdUWjO6gZc2AWPCe/fOBEylAcGpJd3BBRP7IqJNL3ctpZfz9tCIx4QZPLPRrS9FIdpLStNe/zHaRw6T6ZRXk0kkNry0/E2lLWWYmmTbEC9TZWNHMYM4eff68NLJqQ+OxbjbrMlycoVVWJy8UxgyPLmqrW6PPQbwi1Xt5dHmyA6tkzJIbm8gNVQQ8VUvx5ZAJBIaK/Mqwg3TLY8Fav/N0kxWD5NvV8tKmYRR5sHcnAaCIfZmSUdyAFbc0vQHaxMxbFA4uXqFOfmxVoQCDnDXYW94pae8JggbqeOLMYwrSCRPrLwZONZSX2eFXzJGK8TXJBGX2t44s01hA+PgWmGfwM0FACzg03epU7156WnGFp7i78SYa+/GmFNRJsIxplbO6rsxJveTYszoqAChGPOAoWXDfD2rzn4gWjbaXV3TFSsT0YOsZFZR9qsiBXyAXWBvLPYRqyP8QxFaTlrq7m4u0bm5+QRiLYHYJGT3CY3FhHJcJc4r2A6pLW8l/8LH1jW/uGl8mQOsl/O1twRDaRv5uuWut43U7orKGZwyjFOMaE3qZEzsvfIeBbPtG0Webd7KwabqypbBTwNbTUu3Csf5m79ZUgYXYJe7vbDQlN/sj0w1UvU1t3KNzA4lTRfP8yjv/8ombPav1uY02rvGSJi6S7l4uhbEE5bqd4ACwBLwgUrik92GsM9Cla+Li8gcF3G7qVzsiJtqmHmdkrKzymrPpMQaF9jJWxpbSaDz5BNn/Fu4fevw6i4dZ32WXFfq4RGoqOeobuMenJfYSW3chtn3jzC3YHeM0VvXjI2J1PRyUQjycynMI0wNcnh04HFhlzHdOZYWXGmrHWGg5ebi71XQnDhMJ2/C1jsLgQX8ee5Y43AMNlfdKuCRpas2NjixrWCWOyjY2eRurk/2tcdF4nSMXBSMnRyjwquGK1ZhGN5rGboLvDn+bOtQdlqamZ/nC29306SEnE7S8vYcD3YE+ynmr+HmALANMA+CQdpK22h3M7mWhC8n1te+8tOJREJ9YWyJ3/NEo289tQ8Z2xoicM1uzVCyAIsf5OLxWRxKTXsVMjxe3inMEpNU2lzD3Bv9+XPfl+eLazMd+JIgj0BddbSOppePV2xRUSGBWPfO9tFAaCgklMaURHv4WFqpP0cqKgY4+ZVUt1PWePwPQhg2wCpAFwUfkY9QdjsthjirgjBOcK+Yz16FQS787+y5/bv8Lr9Afufmv6X807g5H4AGrPHNgWI81sZT9o7S2ZOPb9+SVtXQRNqZ2aFs7FFvxN7O3M5cw1rjqeJ9sQtHH/z4rfYtyXDH+PamFToNmAAz2wtEIg4bqGphfNfcWh2DS2rrmeOtvfeDi72Mcs/hQKkUawkjpJNMMNGwbDdzAjaEt7KVVgHRdSFdpTLazDcx377iNZZ9+wkebDfDWNhGjXMyLlQnvFo5ZdaXsPMON6dTuFP5qy0ONUnyLg6PpTWf3lRWe6xrpmaDskKhUA4O9o72zramXkhDFxukJTrEOLDUOWsku315nLrz4dDuTlJ7QvPzNHziDUPTshrr6ZzJTzu93AAY4NErKB2x1SnesZ6OXrYoR1sUCmWPQtmh7C3tdJ8gZb4xlvgfaioick6BOtkLwX1AXoftg9juNsAIMEvGK4Pi1CyN/mGhedLfBVlZ2rs0DbDzyd2lOLBDgLFQapUzLh6jFV6rkjoXQNrtp+63zKjt0Oy2lKlSHW3qm5hvX7EW2gOkFeEJ4sM2GcaxGzXOKYkheuFVSskz3k07PcvCT+MALAK0bS/lDdSHFUS6YZwcXG1QDvYvh8XWzgphq3bN6tl/Ip79h6KuxAv/HLOKvaQJGBFexnuLMJzEKNTBB0jaI/UlUPGyEV1ejRvtQjesYasXmgOnY3XjnE1UHWLFg3tMS+kVk/wDu119uvD3YHcKVvHrbSllYaHuxlEO5sWJScNTy0LzsDE/npFWZomONnINDS5Mal6ppcLEDuweMFWfxs3pwJ3irLR05sVhDWxM7xmbyflgw+qaR5hL/He9rs0pVmPEJFa+wO4x0spC1qdcI28zegBm3mkDOwodQes56k0xepj4BFTRrH8n1Cy8Wzd/rw+mYzlNrqWpvqbhxQq4cccaRtPMgdycPQ59Ies5qkWBKhYefrIY0ktuvrqPU8MF2IDd4bXuvAp/M2eJmy/OnHpy946Mhra2DcrcDmUrbJ1szezM1SxVn8iJiZ0/9Pgf3+vfk4vwSOtopnHWXkFAPszXQL3NQKRUqIOiAtJH3LferHC2dAbekk7BCgwmM7NMy711LOx9xD3xKunLcd3c2f0jXTbABnOJ3B2HTpW5hRa5oCeubxhQ493GLaHBzCdk8fB4rJW1kdb+grQy/+AY74AAb1xwaE1KxUjTNG2a/2G1dB4AA2Byc6q6Lzes0MEqREfHVkcHoXOA6OvoIHV0AsxscoJSu8pG1kYFsLU/G/0kbs4D2ITdkbXuvKpAcxfJWwpnTj6+c0dGQ1vrYxOk9kROTEzk0KMfv0PclYtxS+tpo20zgAFAoVMaGqKCfRTMjO5a2OpEpGR2Dyx/kLY/20Yrdh70k4y3ltK38ZDBtJlWsQsp8E77yUUCv9FhLlWlJNrKK6UcVUWPGID2NeEEahbQG2EkZKnSOTY+TCu8XjVtPpi8O/KWZPOBNs6ZyFoi2ZXFyznYPZLUeHpTWeOJnoWGLQr5cvtwsHexNfFCGjrZ2Jqjw4yDK91yx/K7Vijr+wwTc2i+wzcrR8073jQso5DcyBJMf8K5pgBgDaCXs1k60RJdkeAZ5e7oYYtytHu9fdia22k/QEp/aSTxP1XVrsm5RejnU7GD0EE7mJvTAQaBXjCY7xf5wgLxg6XW2WAPdG312NocwN5HeuHC3jSsNdA6UyojMV4mkSjTwnjc0Pi80F/ZWprMzqywdooxdAn1z00gLFWvwNg2bB/wJp/GzRnAneattvcUJ0QY2ZrdMzaV9QwNqib0by3y393yaDNsQjQlQqnE7pGdpYmsd4l6znp4H0wIw2v6BHSFbeZrEmN0w+LjUIUUn3aomIc1YeVlD8Esjk9wrUjzsYgokI8fsaui11MO5OacKRgIo+WplwcrI929nocSXnLz/XK6X2rQ6HpfQU2IlZv0bYUzJ5/cEZNW19RE2n+gQeZ25upW6uLyd8VEDz/88VsdMakw16Q2wjpr9U0rs0U8NNiPxMiEO8orW3uIe+NN8mcKpoQPadZgNGMn17zGV8fK3vOpR61SylJkB2dqn+Oe/6IwYJPMHk1qyg5ydw3Xsy90jOis6nwHLu4MNK2mu3R56caiHe0wFeiKtexJ/tLB59m7A9Dtu5KpkuOvZuIRJIttMyuhF43BQfSHvQbjGbulCGKwpIut1jO7SClMu0vdKmlN6E7e9jC0YZYS9ZNdDbVQEU8COw2KtwvGYJvLAaACe2hzpLosOtRVF2Wg4mnvVpBOXBzkwn55sRzgzq8RSupdXWOUTXwRbhhcZd7oescOLPOFVV4AwAJY35pp7Ai3SZK47iByWVfa3BjT5N8FlXRY+NdfKf80bs4CoMJWz3QDLttBy/LORWmRs0+eiMvpGejZoiztUULL1s7exsjWWNFY/sHTK2Inv5c8ctxa1iA7omZ8lLfHgk3gjy52Fhd4eKAljQ0f2rlYpxbWUCYZ7/ZT5e/CYDk13bTF7XGgpZKqY6Rc3JgDAZqWhT/EhIlCVqXJcIJqeoybc2azUwMvdRzG3tkbVmG1ELq9BwtdfaNxSlHtermrycLcnL8Hq917Q7GTNcYZYVLGZo8eqjy7paorZWitj0LZolAoR0cHFNINaeSJNHawQ5u4xptHNAWUTlUPra/ul7hLbRpoQsWnq3rFOybkkoZbAZY//NBHhf3SQ2Yu5vXVhuVHuL70kF8aAxTK1s5Sz1btqpXk/0JI/aeinox8YIF5FTt5EsZ+hpuvAb+DNZ9GinLzuWem9XdbfbGYsKi25jXmRzoiAvCYsD0Cy5VzDbhMn1Angzhn2+rcgulVIWVmTQ/3R8fkm6AizHzCYurSuulN6zC7d2CtsE/g5nyATWCPM6YaGnFhvqoWRnfNDogxmRXewjEmonTnvxJjpiSGvI0xlw8cWno7tLrNpiim+Grpe4Q/j+xBVjKrpvbl5mwAKjD6ZhoTctHayHuXZM6fffL4sZyegZ4NytIeZfeeBpkomSg8lLwmdvIHicNHzJ7pJGPKh3o5QHuVFLIFk7mcCuOWEEl3Ww1p2zDJkFbH6pWmVSFWuDsBHeHUZESGG0IPhXni36Kfv5kzzNv4bWpCCQB2AFb26H1DFcl59nZBiibexv7RqU3VlJ1h7r7X19Zgpme+tIwckV0eXlZe3EMa3xpjwzoAl88VLDaxmpyGIqSjjSVUXljd08xT8xvCkXan344kF+YquRUOnSFaHg720s750rEzHgReNxUAmAAzQO8exmfGOXtYKKGM9LF+OHINhTOz/wqnw2LvaFpcnpFVsJKln2MMrrq/gcGaAxYTllfH6siRfgk6pj6qtgEeqZnEqdYtWNrnIXuwTdluaxxMzqsLzStNbKhtnu7dZC3xl3a2Bxb7KsrCg1207Q1UvR19SrPbVkf4+56fsWBvZrk2v8bBKVLJ2NfIC5tSVzi11b0HVP5+F0F+JTffAZgCbuPqWGpLUWBakJM/CuVs+2qxoVA29ibKNgonLJ7+T+3nf3thbqgcTUYToXgBFvedRfIIyTEhQ9Ur3j4up6GfDPsOzgdjBUuw2TlRHZ1ipWJ6U/SZ6PknEpLyBsYIW5SV8PZhb2uPNLA1kjeQe/D4ktix76SOn0IqmGXFNkwM8wQfhDA8gG2AuXliarW1UvD182aXH+sYhtrkTcdNQ/vOAbUHf5ff5b+F/M7Nf0v5p3FzHsAS7DRvdIRX+qjYip2++8UXR7/69qcjx0+cFzkrInJeREjOnzl/5ti5Yz8e/u7wV19c+9OftC9LxFkm9JWtbFFhFaBjazyjKtILpeqgIu5nbZZfVDq+Rv/A1jMo/IEkZqklIdrI1T9IEUvSzd9M6BcsvHVYBDDXtId3nEpSLA438UrIt6/8IBcAtmGzAQaClyoccXEhWthq5ZRZv/e4OXdLsD3AWs8eIKCSAiVMlU8/uHZM5MyZE+dFzr36OyLXL1wXF5NSUbQ2dUj0SO5Ma91sW9pZ3d0nN25zcKY1IDND1SNSLyAhpbqSSh/8hLu0e8Cfgs2qja5AcrJ2lPVdEykR8asiV94MrOi5a2d/uH/+PyTu/JukmpiMRxQifzl8ANo3D67TwgDoh7WckXxPrIKhxo9GCqe9nZDlVT1Ly7+mkhcd1muhL2CmxDE6JlQjrEYl9SP55iCABSK7Hk1JViyJMPFKEHI63352BzYbYTBkqcIxIT5YB1ullDzj07Tb807QsAWcfljKmWtyrgqT99W/pv5Q5N6l1620RUVEzp26cfabRxf/TfLxnyUNlF+ElFrXsNOnYFw4otqahK6I1WwNfKiiT4CnQVwzsmorbZQ7LbzB07uhD7teYJkTZo/wTZEO77coo1dO8H5jbs5jwEYrjMQslDgme9gbIEJVzYu9YvtbhzZ4Ap5AIOALeLTxrqEk/zJLdQxCH+WKcyiYjhwE0jpsHfAmn8bNqcBqZU9lNaX6ueg7KD/xNNJJT03rnV1mv+8sslZgomCn2r4n3iAowEM1tEo1czmknT8iHLGs9XGbfRbTVWoidINiE+yLZgO63ss35wGjA8YimXVOBYk+Rtgiedw4+me5+VY/tPnPpynl+CqZuvnKhJIMizZzhvfNN2cDzAOjkUoOKXSWN796/OYfvjjyzd8PHT1x8rzoWZF35fyZ82eOnj36/aFvj/71T7f+8iXixvM4VEZPJY07/+qIaxsmitgVZr1RL2L9LSywBcb5y6Gde52bQjaKOw+TGYIaFCnOEu2HkQkiqGcux3dxPsLNBQCcnZXRoXTPfO2rXveOGjxX1vUrc2rk5CzB1CdEIwIBn8Vm0hjLC9RJyuzE1NTEHIWytrDK3Njl7AqA+z7E5AKsA3Sv9CY0+BuEPryuc/TonaNHTx09QE4ePXrr6FH1S2J+2q41Ua3zbXxY3T+E+CRuzgFYAGYjlRxS7Kpgef3E7T9+ceTrAybo2NmjPxz69uhf/3Tzz38xuC6XZJcxVEujr8MKQOv6YEpJqIe1goOKRKC9dXFFNYW2+8H2sTXK641lFJnXRRo7+ocphLciirfSh4DKFnqlmdq9GtvxBMW8cEv3pHJUFSNyEDrWhSO3LVirgb6A6RJ0ZAxGA1uvmjYfQt4T4uYC4NAE27271PQePDLO57GB/Il7V46fO3NWaPsQvXHhhsTd56oqduZOqd7pPZkdW53Lu+t7+yjzWtcEySMlTdk90jAoKbuhmrYzAu+y/oNkB3jjsFa62u5LwKljzW8bSIg8viJy+e3Inr129rsHov8uce//k9R4LOuTaFS8HjMM3VvAOihOoAF0w0pGb5prkLSB6g/GSuf93dE19aNrqx8rHsXfhs0OGI1bLkNneNsbGwSpmBa6R/c2969zX5u4rane4ZSgCmuNcISug3M0KncyfACaVmHjgGOkT+PmVGC3c2Zym7MC3A0cVJ64IzSTExK7p+b33v8F9hpMFu/WOg4kIDCBrmrBFSrpiwGtvH7hkHJ9kNcStJypho/QCY6Nsy+k+Ha8l28OsN0DEzG7eKfiZG8zbL583Ih9FeNnuDl9CDqCljJUCvyVLFw9ZUMJiIKN9MF98825AAvAJKy1Yco8lKxvnhT74xdHvv720NHjB2nQ349+9acbX3yhc1Uyyjalq3ydPfuqlBMLpko5lRaDMXK4ABPLsBzj3MXgjr3WdSFN5y3CdA7gHdtwFi5+wbKBDWrpS1Ed7H8CN+cDb5lHa+uqTo9w8rfR8XdxTM2r6plmvSrixdmmz1UWkpwt03XV/axdPVIIUf2segasHvzUjQ4ge0wnK6R5qxq4BcmGtZmV/ly+OWMWeuM38nWIYfKBAU5GMQ2WZbTEYc64MMJnDsBgNKPEuijc1sQHJx3Wa1yyWzgG2+w9gEnYqaX2JqXHhhhbhSub5zpFdNb10j7e/Hl7qxvfh3UqNlOJsjYNwWXH965U0WCc9x484gNwGPN9/QnoHLWL7ndP6Cvo6AXXuZKgcAVm/6WdoAHgU7n5DsAkrJVPlbslmYprnfzx4p/+cujvPxw+cfqUiOi5d1etyPlT508fPnX4hx++PvnnPzz89idbccMiv7rpdi5jB+aAjacQopOcnQ2kndRkwr298C2d1N33NZ8HK22clsDlLMMcjJVJQJJ87JB19W4lRfgW0ToMZ9OLDXpilBIjXdEZZKfGD/LNufOwkANtHt25zp6R8YqRr/PN33xGwAP2Mp9B3pyJJhYZBNrfUn165MaFk2fOnjv5Ohq6cP6i2CUx6UfKWrruSN+i4KKxogH60MYe80Onhy2YremssYlKVHKLtItJx/c0CYDyCcXrN4HTJ1jMnm10Kg994aN3Vf2ByL1LIqKvPWTRcydvnv368cV/k3zyV0kjdXlMJbKWk0GByZ+pubQMPNLeWFxDiL3TbX2F76w070Rio1o7qcytj7XOY68CtR76MKPZ9lhHR239SC3b6rCM0aEZBl/AFwgEXAF7taexO9w531QlwMjMzi/XqWI1YQy6aQcmhXwCN+cBzMMOgTaQUhrhiVR1UBL3PSjGHEwWjjF18jbejTHhk2LMhPjgtzHmwdx8hShoQo/Fv4j30tRxD38e2YOs+li++S7AFKxXUirdU8yf6p75x6U//uXQt98fPnFqPw06ff70kdOHf/jxmxN/+cODb36wfKST4V0xRuAA9WWsx1qGgSRmoR4ZKx/i72gcVWteuhk/yBl955RyFIbidkqR5ZFIC59Y6dB2g8LN3CHub8TN+QA0gLFtWn1LMS7KwsdFzj/IPKuyeGhui/eR9cgFFoNNpdKml6gUKnWZvrnN3RYAB0DAZ/Fn6rdrUUMxz9M8NJHuUXrRI67VjOpp4aCbCUvV0Ow5nmYeGuip5F8mlzjvRRT0UAFgHaALqEVdVZG+XsFqRnE66KrIgsnhFe5H/isfNmbmy5IIzgZpRuoYdz9seXs+dbsfmOswMjtcWBEaEqDq5a4SmRBU1z2wusn/yPGSYBe2Nrbnl9enlqmzG2sbu3TONos7zNuonGnHJUeGGJhHqFrmu8f1EoYZ2x/LbOPSN9oqu4LtCkyVI20sQ1OKEgY3aulA4e33o7+uTguswA55byJ+uMQi20PCUfnCi9sity68wRHnL507InbuC/Fr/0NS5ugzpJ0qrtOdDJWLsPLhrsSH+YbeOruYJCW3SGREWlV7A4c/BT+b2c0EGIXl4tEidIzuA9Wj34v+6cufvvvxyKkzpz9c/OdOnT91+OShH7//6vSfP3/y/VE7KfP8kEZK6z4hjOBlJvtyW1GTm3KMxDHkg+vaJj5mGZNhw0CiAeNff4vrd/ldPkV+5+a/pfzTuDkXYBZ2atY6/Eq8lC1uXrnzx8Nnvj4lelL05pXL1y5fvHTxguhbuSB64YLohYsXLt69dEnl6g03ZfMS39Kp2nX6KswBt2ajL7QQgzZWdZeWwSFRjfUNC4IPkw24y7BSCt3+Y393YiIAACAASURBVCUuobHRqhFEjczlyHaWUNjG4lNqGVW2w3HyeRgTD1wBqooWMQCta8I+DR026mEweKkSjYsP0Qp/49O892M7AGO05dyOYhucwyNL6UtS1y5cviB6QURU9MxZ0eMnbp68+PTyUxUpCyPLeKfoFlwTlTTLWN7eJ0NiuXOsyTslSckVo+0bgystmaN2A6z8PJ7mAuxwdue3phsXa8M7Iw0zbB45q4qoPD5196rIpQuiohcuXLh46eLlK3eunJa+/b2K9N9UjWVUA5PNSqhRg9CxATsH5V5tAXTDUvpQpnOQnI7Cj/oyZzzRyLK6rsX1X9E5mrUC82XQ5j2aZ4eNCFbD1KikzgU17w18yM35LP40nlltNxIvn48x9sAVoCo3w/uhZVWYmzNgowGGQpYq0Qm4YO3waqXkWZ+mvd4VABAAcAEYrK2x9cGS2SKvpgDVWNNbVi9Oy9w9c+uy6AVRUdELFy9cunzp0qUHV4/L3f+bqsIxFRtDjagaFJ6T+R43Xx1kNQfNp6nUYTVCo6NQRRS/TqhcEm6sx4LNDhiOolejihPczDCZL2IGrcrpVZO/NTfnbMFCOZtoMxQlEWAoKf4MISrjJWeBC4wpqCgvLy8vLyuvKIgPTUQq+cheMHj2SErfWzys16KBVTQH6wfcXPg0bj4Hu9V7w9jqBCcrPZdnUpEI0+qC4qntD5umCbZgowEGMUuVzom4UJ2IauWUGd/3Kh0td+w2elCSFMoxOv4xCfbF80HdgF8W5uYs2GqD8UgG3qkg2dcovFjh57m5AJbb2QSviYQXaV6Khi6+0qEko6LN3P25OQtgCphly2SvHLS80aWLN//z8Jm/nb54+sLNK5evXbp46cI+1unixfuXLmncuO2lgSwOrpqoZ/IWXnJz9joMZNILDTojFRLCnZ0zyK4EQdrUu/mnu1MwnQUkl44sBw9stAK2WSt7BdfFmfv4zeo96uJYnn+p2eUAqe+NlGW0fIvsajjp0zDxKY1BP1G4ABsAvdSBVGKoRaT0A2MRkaciwiD1Q7koIvJYRERf7EmIoTc+vmOhkw9rvwE3ZwFQYLt8meyV56xgfOXirc9/4QSpX7/trWZTEVQ9Q2DQN4AC3ApqZ3BWoKOekqeMXBLKhdTcvLyPFWPPwVIhdPkOFLn6R8cpR7Zo56zgutlzb7Y2/jZvopxebjkQI5+JsXRNqnCo2Y4ehi7hOi38DVithv6A6TJ0RGzYa26+O/x+3hoTYHh9LqMlzyLG5r7Zs4sSVy9cEhW9cF5E9MwZ0WMnb528JHlVSkUWaYxMcolvTyKttswzV3c+GFS+YIE8iHdJSFBwCdP3j0urLltZ7/v5Ml8CAA7ANntnhjZRu1AV0obVS7W+76h8TvHhqTtXRS8KbR93r5ySEftOWfZ7VVNF1ZBsi/LNuGHooR1c33wDoB1mk7sTHHwkteV+QMiJ+LqhqwnDqx8lqFwGLFVzSPajMZIYEwlJKT1RKQ9Zs3i/qPw3Jq4wAZtko+Ird9FY8r60rtuT0C5TPCt35mVlzI/Ip3HzBdir44xFNKQ6IxHOUlLhukYVWXkTtI0PbKiAAZsEGA5brXZOSwzWDa9USpr2bNxpF86GWuneI/jOpChXYrQDYuLsi2b8O6F6SZibc4HRBRMxO/VOxSk+ZuEF8vEj9j+bb77SxSH5UpIUsrwVTJ09ZUIIBgUbGftzczbANGxXUtu8C92UTK9fvv354TPfnL5wSvSVBu3vgN27dEn12g13VYuCwPKxui3O/EtuztuCoRxGkVFPlHwy1sElrcmlkZ8y+d4NrWmYzQWyW28OygcbqYglamYux3SwKb89NwcALp+3NNFcWujhFKxh4GvhHpdT30jdXWJzOezNnfm+3uToRD1TJxlDB6swbHFP5QoMCvZN4n77QFgg7TW4jMTJJXio6LkEyYS1mZfSiw/m5uvj7FbsUqZ6U7hqeFSwQ/6odxuULMAyW+ixW70wFreHd6hKcvn/2Xvr90avJG34T9idd+bbd2YyE5pkMhCcNCXpcBrS3O02M9ttZhaYZFu2ZWaZmZmZmS3Lkkm2BZYsPRbzU98PbrC73U56d2d3rvdK/Wr5oXNO1X3fp06VV2KRbsaSa4uingZSuRRgEUTlzMn47BySSXDZfewYvpgxs3aWfxetjmwWBA2G3C0KsYjPy0+YZFXyYOG0c+KSvQ1KaWiD4ydRd96yNzWxjG0P7IVKBmz9zx8pfzXdXASwAgcVtNaAbKfbJn/9+MKv3vvojY8ufnz+y0sXPrtw/vwzz3/uaN6eO3fp/IUfL1y0//5m8iPCUPYkZ0aNSFEKiCvWuiJTgoKMdGL0jCpiE2ep1NPmopQC24XocGhfebh/aple5oJLo6BuVSN8+mwylmqhiFdtM55qkJ2CCyodww5qSzeAdnzyK7dhrxImw2arseFpZIP0ySPdnHliD1MDIACY2qNkduZYxTl8YXPt/NWL585/+um5Tz759P33L/zlg+8++PzeV/oWxlg3bDWhbLly+mB+XypSPg/WlUIZrWmk2SM5Uw+T5JWa3z7eLZNRAX5qqR3VYRPKkdWDpQZGXXg/0STd6UuPhx/c++6jry4efdTz5y5cvHjh/NXP/6L7w2smhn839nWxyOwN7FWX/7RuzgR1n3wxtTva0+9Li7uvuxp/l5KcNjrPFr90TsuY6FaZvPPReNz1IMv73952uahHNPcvSM9vaGlpbmlpaWlpqk6JyHK6i797zur+/VuuaXey14PHVL3ss1pivopurgagg6iBPx1XlRhkZxJ6537OWRxzv/k4xzQrZZ3kmMpX4pi55PhjHPPl1Eojg+1uaaf/QvqDdLy5BS7lQdqcT7u443TdXAxAAX4lvS2Q7HLH/O8fX/z39z5646MLp6ygT5+soIvnL1y/cNH22+vx9qFdGSM7Y2rgHpFQ0RY6lcGrsBhKMUpNIwZVLYWPQ90uPKvNCFoQLgMtV9kb1FMY4peYr5s241QvqKb8N+rmXIA5kaCxtyYnyinV50Fhglf/RPfuy5tavtw0Mu1Gt7DNj5KtW53kHJ5XG9glTFuFScExFKfmAasDZmK26/0yMmLNE9sNipiEEZjfBwA2QB/sZI21EoOI6ff8W8xjlwq6eVzBSymfWsjj9Rcvxls2+z/IiMbENQ3n7wnH4JANM+tLZVVxaRjDzBDjuorUeeb2z054AAAQgnoSOEXrw7EpGYkGgZU6+AlCxd7y5sv9u1YrXOyj53j3Bd8pwNrEF5UnzfJq+EB5ftsVAF5VN9cCKLRavmR/ljNeRC32b8E9iLO5aH/n7ze++uTz859+eu7cuXPnz1+4dPniP25cfsfgx9+aWHxujA2zKVqIHIf203RztVS+3j7R6pmapYdJck/KaxzuFElWAQQ/IUEcAiwAp3ilzifZ6kf9dz48/3/+8tFbH1/6x/nLly5cunDuhfBx/ty5z85fuHnh4qOrd5Ndif25M6yXUhgU9mc6x4gm+YZv+9/9h6UbzrGIFjsHA7zjXZd/sV/sX9F+0c3/O+2fppurABig7OYuJ9XHu3n/aPzwL/oGX9n72PnHhYdGheJCsZhjhsVg8RhcGD48LpKQGxPbmlu13L50sCKRimAD5I0HM9FVCQG2JuG3dAq9gkYGB9mnVG5GuSDoAErCVkdESm62WdqQeSkzdVxOfwaV5NqNTmGb70qWblWicxi5NrAdSV2G8YPjmEYESD9QEjidIXm5CVapnS/HNEqAdcF6y2JLUnN6WGYENhyDwQYGYzy8MHY24WamUabmGDOXR7YEU98K1/SpnL7tFeYpu5KsKWp/RGGewRPdnMGeAWD/RKkWFEACwBTvj1Kbs7qD3PMMdSN07vtam7h5OnsEBPmHYDAYLAYXigsLjw5yTPS8RvK8iAsxc00p8WraT1mEMd7ZdVoOAWZgr2i5JJioY6n7lu29D8OCvZt6ZphnMs+XmJwNO00wHrFa5Zd0tm6ukWs3u0XtfpRs3epEpzBybWCbIGUJxnjHdXMxIAOwmsjpDMnPI1mndhgW7BAGlPMcANAAiAG2Dmgdc/nEFlfbtIcPcPo6Xg4Wbr5eXkEhQRgMBovD4sPwOEysn1mSx9dE768Dwrycc3oCe5TFdFgVHQvJ3EXZcOxOkXF3skVSdnZIy17cAnTtHz+SKQfBJKxmiLuCmgrC3JLLdTOXvVqFHf/turlCoKaV8+sMBoLe8r3x5id///jf/vTtW+fufHdDz8jgyIz0bv5w98I737/zb5/87YO3rnm87tv1oJJbSFWfVqLkib2abs4AWYt8Oa4tJ8DVFnfjXrade19D87byFNguAvEwrKcf9IYXFabYpnUaFmwR+qWzx3eeWJPSvtCNPP3mROuYzLyAht34ued0cyWIpmA9Q9qPrS+Kdkpt0M/9Sd1cC6wJxUA4jaxbFP6TurkcYAPkbaxZUnmEi9v3hg/eMzT+ztHfMTAuIowQisO/6J3wYaHh8ZFR+cT49oLapW4Kb1WhfVysWbavXSwV1NhPpxnkp+HxlVPhY1DOgBMIVroB2+Uwip+pDI5IzTRIGbWq5OT+hG7OodfGtnheiHvwh0fGdy0ItT7tqqJNoP0TdfPHpxGFuyNrHSU9CTGFGEwcBoPHnGE4DIaIweQRYjsKmlYGNgVbKLwkX/LVdXNFB2uWVBnp4v6Dkc5fDIyeDFDUTwxQR34dpWtVsCYXS2ANZDWccUJxTIC5QeRt3ZKA0Inx8dMSTzUsOGiG5fi11oj4nFzj9DHLCnbOjOIZl9GINbTmw2aPxQzd0kQPfH5rUKckcxVmjjMuEMBBFyzHMVox6TnJFil9T3TzF8OHHDRrPGrjXGNCQ2poWjg2DIPBBARhPDwxtjYRZqZRphbB5m4OtjGm/tWeWTMFg4w1zvOiBarR7o4sdWPIZD1s4pFuzubNw5NMsZeaFkAMsCNkDlJqUzv9nMn6uuEP7/vYmLp5uXoGBgdgnoaPsJgAu0TPK/Gen2GwNi5p1d6tgoxlmOafXaeFDzAO23kzOf4RtywfvGn34B8EfHD7EIX70smuFGo2agQNJsMhfwq6/cb5Dz7697e/eePTO99cf+bi9G9dvXfx3e/f/bd//PVvb11x+oN3+93y/ZwVNeuM5fBquvkOyNuVq6SegkB3e8zNuxlWzt1VdVvSwxcJlATEY7CZedgfXlGcZJfWbpC3GdYrmWAe+wl7RjZA2CowbE20ImbmBNRvE2ee0801IJmDzWzFALapOMot9efp5uxp5RBhI0+/LELf+efo5opOzkJCTbSr51UjnfcMjL5x9HMIOFpBpwCwoxVEyIuJbc2rXuha5lJkGv4RgVTytcsVSK3jbLp+YWpIaPlo2AiUbp/0RbItYFTBeNhidVBUarphyrBlOTtr+p+kmwOA9GChYy7Np9ZTPy3QO76kPX/lcIIl4LNmBbOVA6kR4db+NgZRvviG8oFtqgy4Z2fjoirYHZL1YihZD8mhP1s3563Jx5KYpWYDKaapWUmYho2YWWhlA/fZKKvgcA5o2cq+4I4ivE9yiV7msluLouGxbj4HwqK9ieiMHJIBpvpO2By+nL2wftZjStbGGCWBY/hbpViTuLzcuAlmKRfmVKfp5kwGtTysyeXjmPuvO5gbWsS2+XdD+Tacoav8s+w/oZuLa6i9kVnedjYXDe6/b2p1yxXjGRIbHhqJx+JemLdYfERYRBIhqjQhbaCsc3NoW7StQZToPPALVttwpMDAhzrxOia1cSmLG7TTPJCSBqxymI4aqY0OyqjQz1xwbuDXUtTI00GUMlXzhdwqm/EU/ewUXHDpGG4QLXtuX1zNAFY1TEcs1OIiM16mmx/ZoVoytzdTNlYRXUnCJ4Zi8cEYjF8AxsUVa2VFMDUhmFr5WfhaOSab41qCihfrZtisw+enoOJQstY43OSenKGLSfRKzW8b65ZKf4aopAZAUFjnrrbN5sU0u9ikPXyA1dfxcrR08/XyDgoJfIKQQ3HBsX6mSR5fEX2+9Q/3dcntD+pVlazDmujs6++Bqlc2n9JFcPe5bH77dRej75KT00YX2eKXzmkxQ7mUzim+0ezxB7vv3n7vL+f+/c9X3vvs3vU7+oYGBgYGBoYGhrrXvrr9j9e/fvtXH3x06Y17+Hfx45YtSNPWmeUQX0E3VwGsgbDmYDKqnORvZRJ+80HBWRwT6TzOMc1K9k5yTMUrccz8PNKZHPOJqaWw1SXp8JtPe5D207q5BIACklpaX2SOj73dZwb3/25iccMlxDP4zBWUSIgqIaX0lrZSBzeRde0TFHe4oZlM3y+3GEoxSc8gYeuoUTPQxAbO8bOhwiWg56r7Q/pKsAHJhXrpM84Ngpr/Tt18H2BaJKjtqc6OcMxwv1cR6z062s/+zzRj1Mi0G12Hrb6UHL3aVDdCSRN2UJ61AbOiY5BJxQV2B8wRdxoDsrLiLJM7DItYUY91cyZANzBSRlqi/GMzbwV1mSXQi/oQ5PCldFotFvCHSlaTzNuD7mTGBBEbB3N2DocBYcIkbamkgpgepJ8XYNxamk7Z3XslZH8I6jFgk+lDhISMRJ3guvsRC1E1XOoZ54lQEC33b+V7DWFvFOEt4gpLSNPcigNYOrXWzavp5kqAA5V8eXeycjQ+pNLKNP7BvUATPQ8XW3d/f9/go4mGx4aGR4Z4x3vrJHlcivS/6RUT41K2GDEGzbvAemGqqCQyett4i2dqpi4m0T0pr3GoUyimAPB/IinkEGARhBVL7aFJTjaW5/Tvf2Bmc88d74shhuMj8Fjcc+QFG4oNjQyLSCFElSdlDFR000d2hC+lMChwZ3sm4kwKTd8MuP+RpRvGvmAtZgb6uL/o5r/Yv7r9L+rmzD0mi8neZ+7z2CwWb3uZv9yzN14z1V1T29KZ2zZbOrjRv7i3wWDx9lkHXBaHxWQy9/7FxfNX0835S+h43G6RYU2Uvjsu7AFpwL4OKV2B/VMCpBqADdpJ3nZFWw4xzCTI7Soeb59TXdS7sERZoa5R12jHjE6j0Wn09fX1rc3Nva0t3h5HzBOrxBqlGjZB2iGYS61NwjibYHXupXv7dnX27MpfjJmKPWDUwAh+odwvJjnJKKnfvIyVNqlYf0bb5NqNDmGr93KmTgXpETa7xrftMHkZJgTHRGolG2U0qofDKOVeiUmxpomdxsV7caPKpWNKCwooChoUZCqFQIIwD1gbzC369jp9nU6jr1BpkzO0rpb18tTl1MCaICc3c/cvdQiXHas8Mmf6l3kvIjHWJKUvLC9XL5hkEZGW01TH4M0A7B+PDagGVanUCqVKrlIpNRoNij5OC13k0cr74v2Trun7fPDQ9YoHNoScWT/UOr06S6XRaGu0tVXq6uJqT/58nl13zI/ZBOug9FK/Fl7y8k/WNxcCzAGnjFKBI+naGr1lr/NheLB3c+csk/fKxc1fVTfvErX5rGTpVJIcsdk1vq1I0hKM848PEAdlNKlHwinlXknJRLPETqMiFnEEXT4AACUAB9CxreHMWq9HkZ89cP/IyEMXQyBVFXVP9y3QVmg02traGpVCnR9ZaYqbSjNoJNwkEX1983uD+9SFdFg9TnIOVpRjJGaJSW+qRWJWZlATgzgHHWw4OK7tItOwmiHpCmouCHNPqdTPWfVpl3Rtoi9PxkQB1Wg1arVaqVQqlUqVQqVRqrUa7VlrDhRcyWIhnXy/2v4/nC//5tM/vfar3739f//4zltvv/veu0f253fffuudP/7ft37376/96ZPffObwa+vSGxmr5Fkx6wySrODBatlhg+NwwoNInKsBodKwcCdmTDt/eldBJsh7FdSs7jy8n23Ig9sJDk5NlXV0/ot48ajr0VT0Zq1vRlqMRWKrYcHW8/nmrAlpL249V7eRZBmZlutTv0ucg979Y/UltAjK7FVPxuzUehekhdkkNOjnbeB6ZSN7oD3jQ3GnNcORm/l6pZGGTviY+0ljzk2iWhogp2QOKAF2QTvGppXWJ0dh9YPcr4VHOOc3lA8sUVZXqGsnnBONTqPR6ce8E5MjOhArxVpQHdFUGU+7UoHUO85mGOSn4XDlE6EjULoFG8+JStsVR7p5ZFqWYdqETTUvf15z2o7jk//Y36ZWRDU8uhR9821H/YdWUQ0B3aqyHaD/E4UP9HELJhlfvL/DXaftUCh0CmWVcoatUig0CoWxRt9nsEU8qUoKL5Z/eWLcGc1w5Fa+flmkoTMu6n7iqFOjqJp2aqkNJcAeaMfZtNKG1CicfpDbtbBw57ynA0Q9e4D2JQcSlUQr1wAdxC37k0llcSF2BviHD7ICQvr6h1iaF1eobAu2ymEIO1XqH56UZpA8fJRvzng6QBqxZq3psMltIV2nmOQWnNvi1yHNWIW546e5ZbvazRr1IG6uxDsmkWSc2GdWxkqeVB2n64/DBypTyvliwd4Bc4O5Rd+i09dpNPryKm1iitbRtF6WvJjsX+7v5Gji8fnDmK+da/1y58eoz1MWVKPdHV7oCs7KeRhEsiFkFnU0spF5AN7xu2lfDB8qAB7AHHu5uDPSO/47Xa8P9NxueOPDCnOaRztmqQs0Go22RqOuUilzq51ZszmWHdE/ZkQ5BGTV+rUfplN+si+oAGAK9grn8oOj79jov+mg+48ofHBH/yr3pbKOSiBbKd/I1611/J3717+5+O5rv/7dW//xx3fefM7Fvf7bt3//qz+89cFvLln/yrL4WiolfUq0c0YKpIoPtGpRk/No4v0onLNhZJl+/lbksGb69IIdLFAMqOg5A8WhAfbBOrfjbR3qSyqo+wcvzE4NApxumCHu1PuS06MsE5oN8jafzzdnT8v6Izbz9ZtJFoS0LJ/a7agZ6OQca/mFioE9qJmOY9Z5F6eH2pNq9Mi04G7p4M7LanQAwFFf0GhGoUElwcAVF/kgceRRg7CCCrxTiK8KgAnaif2NsuaMmFDDILerYeGP8upK+xZXVk8FYKe5OPSxi1MiWkr1YYPTfKZ+UWowvnQYPwTFm7B2/OPLGbBTDeNhS9VB0WkZRmlj1pXcnJe2cAAAFFAtqlVr1CqlSqlUqhRKtUKlUWnQs5z8M1MoN3r3GwKnk41K4n0j8lrCWxmVAyvUgbLt+tDmWD9fN6KpZ01w1nz3gkCoAdVPHsJgj6oGcDSybn64qT2e9CBl2qNV2rx5Zgd1wbpqMpVTbj6UapqamRhcT4+ahmYmcJ7hFQ0IF4CWo+oL7izC+6SU6mdTPNpUTeugUMkBVkBcx55Oyc0mWQYUPAzsxeXRxihnZB1qRMuDa+Sgbn+dvECb+NzilGl2HR+W1adsCYj31laKcLW2n0beeMfe2Mw6riO4H6r3YOtVynz91wbo6WXkwOiSd/ktZuikhlpbhGXpZC0HdCt6d0/NDjmqkNtHm8wtCgvzux3keSsmIai8s3V8iUKlnAjNdBqNTqOt0+kbGxvbm5ssxo6AfSATyDUyVKjVLgKvktYZkxIcbPIg0sCgMCZ+cpHyYgVEFISLQM2WdQW054V4JRTqps8d5Zs/q3EnZarmCriVVqPJeumJWL/iseABKN06XjANBeGKlpIr6/Tvy/MPImXrpU071AlKlzX70uN3QlFQabUShZQnPNjh7tJ3N+mbdPr6Go2+uEwbGaU3V20UEqfivDLcnQz1fS8YJP/o10qsodJeaF+gOJRQGwYbXUnpOoEkj6Tc1vFOmXL1RIFHFLRqrVKlliuVCpVKpdFoURQUAExUM7Lel17j4Rh56YH7x8aeBriopJrinpn+4wh5bojSRJxK028k3I4nBvgWDgT3a4o2nivp/qKxQD0gX07vIXoHfGX14HU30+9SktPH5jjil8Ic0YZwPHEp8ft801+Zn////vbmH3/1+z/97vV33/7Tu39+6vnfeuOdP/zHm7/7ze///Pmvv/V5zaXRqGizlioXnbEwRZswm8GtsGgn6gRi/XWI7RYV3IxZ2Dzl+dUAGyBuE8ym1CZhnEywD+6mncUxd2qPc0yzUuZJjql4JY6ZlEw8lWO+YEd9QQOWMnQywiytQtN0Mhb9uuTdO6dW95YBbIK6f30qrzg8POBukMet6Dj/0s6WsRdWEO3JClo/WkHbDD6LJxHIjqE44bZmJotXaTmSapKeERdSS4mcggYmsJ5FRRSEK0DP0xzp5ilF+pkLrk3COqr28KXCNgqoFtWo1WrVEx6kVqq16tN5kBbgAGBRgrQO12WRXOJ8HqSFebTUta6vS7U/hYVRAC0AiqKAHnW/1Kpgu1fa6b+Wq1+X6koobAjplWaswfTxtlXqA2B3whxxtzEgKyveMqXbqIQTMwZLPADYBxgGZsFEGwkXnfLQu9qSMEluY+0evHQPR3PI5nQXzkTb1HnrpRFCSc2jJSzRFAj3YX5zuaIhPjHMiORvVJSaODa2Jjh4aYWu42+EooCiqAhVzqLcyo3RpIz0BFO/Ir3g/siSjdkzjqNqlMhsNyXdp8PvATnYMb6wKm3+oBEBquY0PyxmwHwOr8qqM1YnCOf3MKbFvJyTOgP006O5GGBDjnTMV0Xnm5iHfHzf9aKNn31cQn5b9cjS2AqNRqPR1qhrqxTqWPNSRcBowp3ySJ2IBKJ35XLEODTtAuuFeaySyGito83uCRk6gSRXErlhuF0kp5w4UnPMxcmfujgRAB3U3ZThbHIQ3vdmkNfd2BR8dV/X1DKFurpGe0n4YDwJH1KBXP1yCoNypttGCMZk3Xd8b523dA1zKqbHL8Ag/xXrtKAoqtFo1Gq16sjUKrVWo0W1pzZo/cV+sf8O+5/XzXf39vb2mEwmi81ic9k8AYd/yOPyDveoImo/Z7purq+uvq0nv2OxbIQxROEwmNxDPk8o2D/gsjlsFovFfHKJf0V7Nd1csQELKfxKs5Z4Y5/IaL20Sac2Vc0WnIaKjs4kriOc/uGy7Ayn0DD9yFjf0rr2Nar4J48TPjUtAAtk1GVxAgAAIABJREFUk4eU6vb0qCAjH/PrOC+XsorWzW35Cyk2gjXVRBqn2KYlytg3BPsgpsOinJ05o9p45ujl6HqbsNl9MfVOYbSdT0qVc5OItAqzzy4k1rBmWD0JC2lWZcHGbr64e9HdFlX8jAXYOvaGSiEi2NzYXViiL65Rt/lbkhdeB5XA3gCMkBbTnQJtrD654vun+znG4SPNk5wXdXPmxGIvLi37vkeMcUhCZlPVjmTmeGxQ8WCPuj85tdQ2PtG6MDu+s70nkmjkAExAB3anSWU+li4f3H74RwubmykpOSvje88Vtz3UrFTtlloPRF7JxFsEppUHdAoz6DAtPDufXQSwDIIaagMh1dDZ+i0Xo/ejMN6tbfMsJoDyVUu1vIJuLkM3OkQtHktpd4pibH1SqpwahfErMP0MCYi17FlWb9JCunVZsLG7L/ZedJdZ1WHaAmxLAUAGQAN5/VIDNsFAz+KtO7rvunpYV5S0cqjSk3BEuiEdTaJlPmzGX4uL9PItGMCNQPkOrB+fUsINmEkVVFuOZlmn5ZExbey4Rejmnux1Ll6EdbJmANdZGuWd2WhUyAjsUw/tnfoV1KAVgXRPxlzcWhwYHezq6Oxt65lqmtgcpiObByrpS5scaQHd408Vj8VZ5ph96nX9kt61b6/cvHLt2jfff/3Fl59d+vzSpUuXvvj88rdf/nD1+5s/fH1d9+I1j0+M042jhvJHuQz1GThMBtu16g7XmXS92Egvk7hGs4qDxHmgnc6rD0A5r2Q0j5SQCLZ+lleDnCxzyaWLFP4La1/K1C6WHFQ5DcYahob46EXWGBZsEUeU88dZAXNc2h1Cz75XHWMSnJD1qGovYh76D58+qhwEq7wR8grZoRFvGOTjoxNWb1DEjJmAhbOb0kgpMBPLKTOqiTVzJyTqZs57dGlb906tGXJUyJt2sNPTm5eeaocPM4gmBVc19W7Q5T+/PPQTU4mAXi9vc13NNSnNCgurmQ2fgPId2D7+JVVMYNbCdORKPT4mu8A0Z8GhSVxGAf7p2SEaAJmUvbBUgK8w+SL08vv2d83soltxQ6qafdh8lQK1WrVEsr/DXJhZ6ekb7ert7RrvH6BOUTjrfBkfBcV/Yhvsv2LSVZiJ3S8zro0184iM182Yc+/UNu+dyv2OtgbpBzs9ffnpaXb4MIOo+KDHA/TyHP3nTAWwC5Ix/kJFQ2KEr563+Y9hfl7Vtd07zBePpvKWFCMJ7ALLukhTj5Dw+7G91tXc/AX1M1lWI9JSGw4bnGaT7+REO3mkN7m0KlJosPTMkwrVu2N77cS5ZPOCINNHfhH3iIPWtYe5K8A8prAoEAF/nb6zsERbolF3kG3ZC6+jEcJODwwQJ5MeeZpbv/+D/58f5lnFTPTMPV/tBdVodwZnOgISMu+6x5jjkvI7a/aV8/D0glpQ7KMMCmt8cqF1fKJtcX5yd4ctkaEygF3QdG+NxBS4mD366+2Hb9g4PMjKLKZP75+MqihPPV+0XWjWE34lNdTGP7MuqFdO3oAF8dns7hBgHngVi+VhCQ+cLN50Nfk4Niykq3uNx4EnW00nTAvAQeYqJxNsyObnfa5fNDjFxX3++eVvvvzh6ve3fvjmus7Fa64fGaYZRgxkD3I2FGck1ytgr1nb5TGXoRsf6WEWW2tcth87A5TTqSUfVIvqvdaJysRoez+ra4GOZlkZBXNLnBccgoyDLpXza1xH4w0jMZ764ZX6eRuEIcX0ia3BKVlv6Ab5QW2McUhC+qNKRugMdCNPw64ChPSD8QJKvlML3jDEx+thaLVewU7kGMw+P8jP3XoN5hJ4FSaNcSZekbF6GbNuHZp6xqlFPzVHK4jP7Bsszkx3CA3Tj4oPrGzsotFkP7+BytOLyWC9Sd7uTs03qsjChleOh41BKQNO5Ear2cBqgNkoWiMuPjvXLGfOvkFUtAynnSZBAZWBkose0Li0sYXx7o7urvbOkZYhSucSZ5Ep45/ZfeWxadWwP6Gajdttc20sCMUlN7jHTsYRG3tiMVNR5uV4Fy882Tp5LqaTO73z8zymcA4mI/eKDctiLJ0IaXrZFN9e6OaciXbEuzCffVhnM5VtkZWbgm1mxMxDGwcOji8P6SpsFcAIfqA8MiCzxqhwy7cHuhjwuJKhYoS3WFGZSfJ0jja3zw6M62+aOmCjp6bGo4AKkMmOSSKmzNYy0cWbRK4tXOL2iWDreeFDAyAV7UzNZQWW6l3EfvGh7UMHe1Jv+Bg08mDnZ2VpPhkgPo1LG39xgA5+zgAdN94wDAev5+nnRNnbRBfoF2xiR2Ds9GiuAOAArDCWm5oTEuJMcWGmpPTYtp45zrb6bNR63GSg3QBB/+ZAbj4G63zHx/IuMSyis3f+kP+8MqUCxqCkC0/PNM4NtbHBJt9PnnJrPmygaYVPfyfdU8/m7peZDZLukYhBzrmjXv1QsgtPgB4KqgMptW2zJniMaJTsZ2MRmHIvZcG9Q9G4eaxrsUYl5XK4VOr2/NIaZXONLd17cbdDugf0ek0bvinc1kjX7p0fQj82r/TPWVrafh5kKRDRal13/aPw5Dtu0S5xGc3TrUpYg6dBTQ7iPQV9cXtwfLZ5cqKTsrzAYQtkKhAD0FBp3XxNSIK+nuWbd3X/7OZlX13WwaPKTiIB8Zp0OIGaqdOEv06M9PUpGsGPQsUebP7EpgsHNKOKjdyBpCD8N45Gf/S2+jYjKX1ikisWHOmXz/9eDbI1Vm9ab6hesv7Hzlc/f/Dj91duXbl25evvvvr88qVLn126dOnS5c+/+u6rq1e/v3H1q+tG53/0v2hV4JAyVbskPCuJR8sBap603qY/SR8XEaKf1G9TL82jAueUf9ACsEE2dYxjYs/imJMZxzmmeRnrJMdUvBLHdPfFPuWYmy9PoQAA4I/BCHYjTz8v2tYuiqyftx48DCOn57goAPYBKLsrLS2JiSQzfJhJfGp0S/cse+u0DbafMBkblgpEDXYz2eY55ERcIz1qDpo5wD3h4uiwXQyjoaOV4ZjMSqN8mlensnXz1CYoGtCKQcZSclZ2V4Ymh7s6unrauiaaxtb7qfw1rlJ0yv+gAEKALfnh8HxzWoGXJ07Hxd+BRCwcrd1SrshPRY8qtXiHtzFGn26bHesen1ua3hauCYGLghoA2KMwhNkrMWrN9IgpacEOqLLoMCc8nqkmgoN+WE7gtWPy81Nss4bMqw8TZoAmBIBDgGXgdy105pBCo62t42y9KhLLlqaYmpdoGkrg0bZryZ2+TtnWtvFYUnrrTDNfSgUpAhus1fr+FHySmVOAfkAIvixncGcQgdNPHWgPxZzl3aWe5fG2ycnR8dWdxX3JnnRdjAwwpssq0uI9HkVbOOZik0faF5D900+ro6DiHQw3jUYGlNhYJLj7JxY2F68KBsWwoz0NQaE8oBXJmuyGkvXxkcEGiT3WdaKcVWCejvx4oJ4W7+b3prpjvr1r8Jqu0TkMLqS3dVbJPPEzFbBG+K1Bc6Qb5bi7obExPjXUmHlo5x4vf/rkp2IprXmg0Tky5Y5b9KOY9LqxZglQnx0aU4KEqVxfYgxNzDZPTHQsLc3tsQ5kcpABsAGWt+Ya6qJiY41xYeZJWUndgyv801/z59pRhSsBc6yqN8go9crfPb/+2sopxr1iI3UNxkQgfgVNRK0U8w7WKRsjw9Od3f2d/d2dc8OT24s7h0y5WvyfaSD3i/1iP23/i7o5h8XhsQ+QfYHogHcgZK5J1ga403XzfXX17T35nUvlozvDq9wdFk+IHIgRLp/H2ef8v6Wbq7dhOfWw2rwtwcSXQNTPmHbp0NbtnErbUAA5AF96sExpKGjw90s0c8G4R0cUD5auS+d+bmEyFEAIyl0JY3I0Pz3JzNnrioOPbUJa1eIgAowTOAyF9QleRdBkyPep1l9a2DrdwDdYVnByFrRbz1ivHF1vEze7z6fcyg63cCQWmVXyIhdg6vHTa0C+zh8vG4y1zTT+zPnKF1fuu34V1GpZc5hHPV7NDYRbG7TmxoG0zOq0wuLGyfp1xfyLgUo1D2tptHKXcE/by/eCPjQssoqeap86Jd+cOTHbi4vNumsToe9BSKzJp0lHAJ7AISFwpsQ9ZaPR8Tm2RKJdXmbsYO8Yk6MUAzBA07Y1FJbtaWLyqc71993szSrK6g/2TsAiFMSrgl7ieMzVAuePQ1x0HsUW+XaIcjZhXnK28CEFoIGsbb0rKc/C2+0dD+u/R2O9WuvmWTR4WRGGl9sr6ubiFo/FlFs5RwNUwY2Yh4nHMocGFBvIZPlQvF2WyefOV764et/lq4BWixpx7tpR+oMIYB4ERdMV3niDh3f+pn/7PDbAt697Ek6m64iBObBb49kd8lmKwzlvb8dHWb24UahmwfbxURRvwVz6Ya3VeI5NRn4utmM/fhl6eCdFLskSbOaiQ/ju8hif7Gbj4t2gfu3ISaTw2FAJyNdht4vdl9KU4hniZWdp427ummAU24lr3mqnSnjS0+ESgAA0y+t9xXUhgbFGdjgrP0J4XGJ+ZlZOUlpSLCk6ihgVHR0VS4xPIWVmphckEgkEP2ucrWG0n39VQefaghL4L43EStitR7vc5jP14wneZqRm8yokaQk2Tm9MIwUNS81bXqgrJD/y8rti62kcEZcz3LELdDiJXFkUUUvsQsSNAvvPHK3MbgQWGeRvxk+cbJrHHJf1BNMy75ZFGHhEJZsWbARNQDfyBLmie7Ll5qlMzwKbr3yvX7x10+Kye7leEStx/uSBgBdNToX5eF6FcV28uUd0kl72kmcPtLNOJVdaACkAX8yeX6jMrvHyijd3DfGOJ1SMVTJUK2fe5BRTS2CjUdnhvpZvUp4THl47HzEFlbtwQq5Rs4BVDzOE1YbQWHKhWe6yY4usnArIKQj3yHOyRczeqfSA3Jvf+r//hc01Z+e4ntgZdasIdl4BWGnVsj3mVMdwWkyuvXOQtaODNc7FvSSyYKqOwl3RooL/YZQmX4P5+IMKk/p4c09Cgl7Wokc3tLJOfQYtgOxogBarcmq9vePNXDFecYSKsQqGcvnn3k8LcAgKhnB9dCArKd7wkefVR35OqVmN1FExnNzeUgN1kFPsPRb4DcnqaxM7jxvhbbY1vKJl7d7T2KYRoWv1wgan6cSbqWG2dvFVljVC4gosPB5BJYip3KGCPoJ5msFF+ytff/fQ+xtsj22DuHQdeM88pgahr1Eb6vpSM6sySopbZhu3NEsv8n/FFKwkLhU5B7vYXbqL+cS41JE017fwwiFzjWZncLzTPyL9jlW4sU90RnMRQz3xbNuVD8wxpL1oICI205pItC/MThwdmuEcaEQAm6BspPVgU50MDT5++OOH3s62dTXtopOyghoO53kd4SOR35EffRzoZvgooSqgV5HPgBXZ2VunIoBVkDRRGuKyDDyd3/aw+SguLLirZY27ASB+/mW1AIcAq9tD5Q24oDgjO5yFb2RobEJeRlZOcnpSLCkmihgVFR1FjIlPJmVkphUmxUZH+dvibA2jfXzLc1tW5qTal9TTBwA1sFqhx3MxSy+B4GkeX29ScRA/D9TTxQMpaNgahLLcXJrn7O1/1cZDH09M72vdQmnPdaNi08RtpGXCnRL7z5wtjW765+vlrseMqU5I3qwpeV/oRva9igg9L0KCSf6a3yi08Z9OdZaS2j5L9i22/ybg+oXbN0wvuxQ9zNuNnYXlszeFlHRYTBRUmTWTzLwJ8fpZC+5d0LR3Kk9+vIIk+4vLtbn1vj4kc1eMZxyhdLh8S774qnlNWgVstig7POkFxlU5uIjqyaOtwRN7eBoOcJpgLnqjGU8i55vnLjo0SYspwDvla2tAzQH+pGK+ZKoMk4xzsHJwtLDHm2DKnYrm8ycOqC/S6BcN1YKUBpzqQyqptyE5klDhaFPlpxNDfmhSa3U7298tKKXWv4Wdv6ZYE/28t5UswjSBVWpUEWvlEp2hT6b6DUDv2dsYEhYsksUNtjNky5y8VFzrLnEB2rnAPz7FZVRgFMJY6FAlISi7zrho268XuneO/oaAZvuQPtyVlRxj5eGu6+sfVJDTszUmhdNAhASkNHZXbWtAWIKuT5htbEpuT/O6YFkBB9rjkAwFkAEwka32MZJn1tWvfN//yuaOj2vKMGkRuiTA+lno7WiAphTzpdPl2GScg5Wjo4U9ziSk/FHhfP7EwSr3JQvuZSYYhVHMVoFBboyDLbHQoJCBG4OJ03dv1ABiAC6PNjyRk1D8yDXKwguDzY5vX2nkwM7PvZ8K0AOQbjCnOxojI8Lv2rnf8MAEl5aM7s89Q9cAACBH0Kma7QzrTo8vsJY/6jiH3yaNe7aJmzfQZymE0j3NHJlbZtobezsy3Mc8pde+TZu7DbuP/ywC7uxmE6nJ/17MvXOmV378yiTyatycT6+mk3lsYcolnLmZhbLSzqTMMnJt6QC9kwsbzz+2HIRdMBnZk2Jva/XooztRn9k2YPKoK9sv5JsjwtW61nrHgMSbVmEOYfHV4zUiWH6KxNS7QOveq8xuDYxJsiDFulcV58/P0vkSOARYRgVFE6VeeP2H9/5qcOciPjhwsG/mOYQsgp2enSqPrpCLyQ4XvHxcnHIG8eNQw/nJTZcD0M4pORVj2RHEK+52r/s6fpORkDY+wBPvAcif181VADy1aGqpPqvU0zvKwA5nHxwdm5BcmJGVmZiaQIyPjoqJio6OiiMmpCZmZ6SSSQRchKc5zt6EhAlrqhrfWQM4fKl0zgNagbzJdijZAB+JNUgesm2SF9DgtNWMAohAtSthTI3mpye/wDG1x3+5PnFQGXycY1qUs09yTMUrccyr912ecsy9syXtwwkYw20XGBQQ7exj8gwKtjCjMHa6WHtUbY97QB+ZJCeWOrlHW3iGhGTGtS03cGD7zJucYvJ9WCmUNNnPky1yc5PwzZvR89CyD7zj312+ATulMB42Xh2Bza42Llj37la3b58alBWgYAB7QDCS1Z3tG+FvZ2nnYu4UY0xo9q+h1S2J9oQvuicUQAEgUIkom92pHVi9BONvPSysHWIqMH0HtTvAevEm2v19esdkfVg1yS6Z4BmdWZzcs1O/A8tH9ay44zCK5ZQbt2d7xpa14QY12eswf4JZSIA/AJREQSe2oCDVLmfEouYwcQbWRfB4V09Gp/fXFWNwgbqubhYREWldtVTZMpyaPsiFrfFFcmaRTQBBNygqsKCwmzIuVXFAJQM+st6xmOtZ7ngFZ3DDwQPvXjKbsgQTwhentEqGrNBGcrvI7nlRdrFxhNjKwcIF2ajwgC3dZC0P9qWTYi3dPfQDgvBleUN7kwrYP+VJRCBc3WmpaPDGxz/0CXcgpRUPtjGEFCUI0FMXkQA2SpQt9iMpBqEEjGFSn02DNHcNnm/09niA9kDeL6QmNSc4uPxw//p7lvpXkuITV+YZz/2SrV4sW802qfP6JNrhaxdMmGsFNXYJevggePGdxRJac1ejc1DSLaswG2xc2VAlHxafIjEtEzb6WDXk9uCYFIv4WOeSwuyxKeqBAFRH4YNL6R9LjSmyd4m09MWE5yf20NoOTn34n2lqgEOANUY/udnFMPrcRadP79o6pgbWM/L3YFYBklcAVGLh7vxKQ35DsH+stb2btYeDdZI/oTOre33oQLYHIPtP9JD7xX6xn7L/pTotu7u7O4wdxjaDsb3N2Nna3NihzuzNtK0Plo+0llfUN2c3jhd0r3ROra+sbe4wtnZ3GNvbjG3Gzs7Ov6xmvrf3Ut0cBdCgWqVaIVWIhRIEESLIIYIgtEFuG24+5W5u0G0bL9/roQ3Geevpw3zKLoIghwgiQg6lIolSptKoUFQLWhTUKmSP0189RfIpdjcJcHG0jkh1rxjMnNiaZyHyp6aQy5UKuUolV2sUGlSlBQ0KT9R7NWgV8gPWakNNvbdXgr4pztE/MruJPMfu4CFUBEGQQ+RQhGzvsLtqZ6Ntaiw/xtz5+IGBzZWQOqvK/dwl9FiuhgIYfdLu4OUsvZxQUztsnE7SqGcjr24J2eMeILw13mLrSD4+0/qK67k3rrz5zl/+8fB9y6z76StxI5LZfZVUhaq0oEWBNz83kZhYZGkXauTgGZQcVD2Wtcwb4ckP5HK5TC6XSuVClmyznT0c3V3oggvxuOeQcMenA5O3NrIifPF86/7czCgxqsDIiKBvjsElE9uXy5nIFIKwEQRZnzjoy52I98/QtXL9xN7qs8hAl6bqjs1dhQhgFzRdjBFiYZid/V0Tnasezo7kwuLFRZoEkcikcrlcxBPtLm6PlA+l2xU4/R2r85qF3tc63rHWBbTYSfkAWy1QoerT4yUAKAB2QTu6PZJX6egX/DdH5w9Cgt1riiZ3p9CfrL3+gh3p5hOR1Gr/pFTS2XVagNEv7QmhZOmRw0ztsHE6iSMeDbyaRWRvn4/w1nhLbaOFoVm2V93OvXnlzXf++onO380z72VQY8ekc/sqqQpRaue1nLK5+pAYV3Pja+Z6t0KCA2ub2hhbLKlQKpfJFXIBU0Afo7andETdS7N80/v+W0amurqhpa51/JwV5QKiVWq0Go1aq5KpdsaR7jBKxoOayIeh0QTnvKmgHnEFTbkp0io1qFajRlWImtknmyBuV7oWJvhYR2TfihtzrGbVLsm4Uq1Cc7I6opoP/CHtdPxCqi7B4K+X33/9t388/9tP7V6zKXmYSymYEzLFx4dCC6ga1UjUCoZcPL5Hq2rJiYu0CHa9hfF3yEzP72yfX55ZXVuhra9tbK5vbW5urW9sUNfX5teWOntLMslOAbhbrkEmYcT0hgoKY0wi21YqxWqlQimXS8XSw0MxgggRBNmj8kcyNgpMm8OuB3hZ3QnMvps8F9K637d2tJaFCCIRihRSuVqpRTWgQVGlVops9Xe2Y0PSjUxDrdzCE0rTRzeb2MgCgvARBDkUIkw2d7hrOdW7xeFC1L2/Gz3U+8E73yB/M2EKXTou+u3PKoajNvONKiL13TB4ndhOhypW4QxCZyMIfxNZ65upjit0v+97+U+3337jg79d+4su8VrsFLZH2L+jFCm1Si2qRTWoRqlRSBWix94JQfjIahenOWAq8VZ6wF1z75BrEa0WRVu544J11tEbiQ8PZWKpUq7SPvVOyoNtZmfJGNE9z9XYx9XZKirLq2Y0b2ZnhSN8mXdSa0HzGNmggKpBI9fwNySTOYwis+7o2wmR7u5pzZ6NB2nz8hmeRqFGNRoNqlZoBEvypRxhi3dnppsfgXiH0GaYt548IlrlqmVqVK09DpW0AEKANSGjdjDeh/TNbec/3bO6hvVLHSXTNCMq2P+5qAoFkCtFC6sNiaUWN11+/9alX//htV9/86c/+//oXh85sN2vRllwarbOf91QAA2qUajlErnoafgQIKvdnOaA6cTbGQF3LbyCroW3mBdukccFtMcDJHoyQJoTA9RVOh7rkedq7OvibBWV5VkzknvmAD0OH4+fRA1auZSzs1RdVu3mGq9vhnMOjipoz1/idh0gNORJ2NrcZLaWT4WbVZh9EHDnH/eMH13FtdjVHpRQUOZTxVQrho12cYfffPrDNLyFFS5ZN3XKt5XfTEE4PC7CpXBmGweyg1LNvnn0yevfvvXee+eNPrTL181ZS5qULvNVMjWqQkGLajhTE2NEYr65Lc7EyRObHlI/RabwJw8Uh3K5XCaTS6RyZFe63rQ7GNGW6xwU6HXHIfmBf3d4yfoU7QVeptWwJsYGwvG5BgYRhtbY8Ky43rUqDjKDIPsCHkIf5nZmjUT5JN+3cvrIwfpyDMa7rWlgh60RAmyDom2jn5ATYmNzy0TnmreHS2FZJYWyKTmUyKVyuVzIFTLmNgeL+pPNcx3eC3rwmpnBlYd+yfYl2wkz8pF9tVCNvrQaD8gAGKAZondllVj6BLzn6PwJHhvQVL7EmX1Wex0FUINGqlbsyMWTrI2ajnxSlFWw602Mr216ak57y+zS9CkubmFtpXugPCfPLQh/2yXQCB+TVFu2uDkikW0pFKLHLk7yzMWxaIJx8laRRUv4tSAvi7sBGbcTpwOaOV2riOCZi5NL5GqFBtWAFkWVqELIGO7txGMzjMzCzJ3DYgvShugNLGQeQXhHLo7F5Y32rqT5tT36PPbe30x07l/xJOvlrsdOaOaOC3LceeVo3HahcRVB3wOD0SG221XskaeQNRaC8LcQ+uBCXVKJt27AV+/effuND/72w3sPCD9Ejwd1Ij3bSuFTF6dVap4DYNTe/Zbg2eQ72YF3rLwCroc3mxVsZo0KqHvHVtBJAKbk77B7KybjvPLdjP1cnK0j0z2qhrOnthfZhz9jBaGAakAj1yAMyVTeTolFb8yt5EgXj5Q6j3puyqx8Yl8jferikBXFSp6ozbcv2zWQEH2X0GJAppOGhEsctUyFqk64OBVIKOh6Ca/Oudzzc6PLr//2jfd+++d7v79NvBA5jOvmTLN+jiyLgnYfVDPyw+bpvuLMsGzv21GPPrTz//BmxI0HBB9sVFl/xpK0Uwi7z0sxKIBae9I7IQIustzCavAaj7+Z6PfA2Dv0OqHLtnSneArZ5jwJH0KZWKaWq7VqVKtF1Vq1TM2cPeyLWsvWbSTcj4zCuZBH/DvFxasK2uETkKAWqdnDsmkSq9atPMnLISL9VuyQbQWzdE7KkavlarVGI5cxN+dKiypc3WKNbfA+UbGVQ8Vrh/0HhxuHyDHbO+QuIcu90yUleR6JeOPkUI/Kgqr5SZaYowXFiZWoAUAAVvj0it5It9gvbj56R8f6DiGQPJO/CRMaOPhZ4UMFklV0o/Sg3rXS63Ojy6//7s33fvvund/fjjkXMYTr5kwyX4YBtQBqrVqukollwifLkLuLzFbtVjkNxPxI8DHQ9SX+SBxyqd6rnUeYPARBhAgiPhTKJTKVQq1VA4qCBkAlYSxt1ab3hDokO5m4evpaJ5YEtczWrLB2BJJj81YhVyrlKrVH5bXxAAAgAElEQVRCrVVqULUWtE/nLahAIxfQliey0optbaMNLHH+xLj68bINZFiA7Bx5fv4hsrK0VZkyFHA71+Bvzne/umGNvRk35t0had1Cn6UQyjja5TJ+neNAgk4k1skwvNAwh0LoQ4Y3EITPRlhzW0NlrUSn6Lufmv/1D5+9/fG7Xztd8G60rdwtWZIxJBq5BtQoaMXCrY727mBMupFVoJW3Z1xpeA+1fFO4jChkjz2/RM6lilfL6J0hZcnOTp6BNxxzjfAjaY27Gy9U/1UKhettze2+XmkP9fBWrviU6pRpdrMAWUEQAZeBLHXs1JHaA10JVyxtP3Czu5YWEzU8sLgvhEMACnpQMV0THONsbnzVQv82BhNS39K5u8V+ipB3+bQRSmtSO+FuquUbXvfeNjQz0AurdKvnk1cUS4hG+Qz/vGhCAJpK2DFbQsq47eb5tovL13ExSYNNTPFRgQXt0QxB1ahaqJKvy0SD9NniyvgojEGQ6+3QEK/8vOr+npXVOSqNQt+gbW5tbG1ubtE31lfp1JmV6eb2zOQ0K2/MTfcQ25jEku46xv60VLanVMrUSoVCJpeIpQgiOvKTW1MHPTGrWbrlmB9dPZ1/xJTrZq3G9BxMbT2J+IhUJFZIlZon4FYh5z/mmIkGJzjm6kmOORdje5xjWlZwTnJM5StxzL9+ovOUY85wVNIjaIqqH2OnpyuIx0Tma/eqXQZjfozx1dP3ifoxZsCpard6Dtl7toJkEplKrtaqAdWCBkAl21nersvoC3VMczZ28/SxTigObJ6pXGJt8U9dQRql5jElROGoFogaVcvUnEXhYBydrN9MuEcghLhm9/u2iwooCuqhRqlGtRoNqpaoOeOymSROnXtNiodzRMqtmD6rst3CGcnOoUauRtUnmI0IDqfQpXR6nmmy5UfXPvnjb1//6LcfmL5mkvNj6nzKOLIuOHVbTwug1ko5/Mn8xXTdCs9PAu1/NAyIMc2aDOs66KUhB8/85ME+f2uNPtDbGpcb+QBvc8HZ8rYdJs6vmk6maiZFCoFIrFxrFDW5zCTeyo2w8CPlulRsRo1Ju3dVfCWq1mhRjVIrYSjXayR9mLl855gYnF5k5b20ZUyHYJihkqrUSo1Sq5GxpkZ7idFZFjYRVm5hxILUflr9nnD2EOEce5JDwaZwd2p3sLkjNjveihRinh1H6GgeZ2xoUTmgWlAr9sb36v0GQi8nOZ63c7bVi6pxrtrOmzykMJ9dhY9wdtnLM9NVtbluCZ5f+Zh9budk75TURBxVtiEqhlrO31qnlJBrXJxjTexCA+Pi6sbL6KJhweH2ifCxe7i/yJ/vGc8vzHJNxBmnhPvUlNQvzfCkXC2qBC2KqjRKmUIseraCtmcP+uKoOfqV2B/dvJxuhJQ8zFwhdPMmNk+uIIVGqdVoYReV9osomR1ZHn6mJg+/tzXXJ8bF9w9NCNiITCyTy2ViKXeds9g5W46pDfySaPj7Rw/e17VzMUroC+qW1mwotyRaFXriSIpaItnq6uj098nQ1cObO+MSypLG95r4yDKC8HlMhNLFbEjqCnGLuWZp/4GL7ffxBHxHzxybCyiABkAl3ZzbKk/oxtiSnEydvANtUyqx7QtNqxwm8vLwgcLLK6UoAFiAjq53JpVbmwb+7br1hzaOLsXRXcwGBKjan3+MAwXg8Faa+qKdoj//x/1f//7Pv/7r739t9OnNNLusyeIdIQVA+Itu/ov9E+x/VjdnspgsNpPJ3GVsbq8t0uZHFyf6JoZ7B/u6+zsa+xsKuyrSqwvTM8j58bm1SSWtxfVdbZ19ff1DfUOTg2OL0/M0Kn17Z3ePzWKxWMx/wVrnx3RztkBwKJcrUVQLoAIQKEQ0ztLAUlNVD5lcTSYXksnk+JAs3ztRJn+3vvHXz69c+/Ndj3M2CWbYnNhUMplcQiY3FhQON/bSJjcFDKVWdFQlSiKSrgztNpH6Ux4lhFg4eLkY++EehZMIyRm5T60gP7e8NLe+Pr+1t7Rrrmlka4TCp+0rDlToETxXy5ScqbH5XGJzqF1qoA0mMsQvLR2bRyaRyeTcQnJRHZlcXRhDLHTTTzc8F6hzWdfC7Tqu2bpyP29RewzTqIA7q5hO36xwLicYu3rY33LG6vhm+UST07JyyLnpWaQIvIe1x60vTD9849s/vvbOm5/+/rL1B7bphkmDyf3bIztKhgwkatgfnxoKiUj65vajT77TvWuuG0ywzcjHFhSn5+fm5ubm5uXl5meQU7HJsY4hoQ72QThzfIVX5mJBL2d1V/5iKj9Cm18ujm/wMiCZ3vC2tnYKIHqlkCPI5HQymUwKyw52xJka2H5p8PAjF9MrKfiQnubBHZZSAsAFzfT+QmFXjl+0q4mTgZGjqUuQDzGBlJ+fl5uXm5ufn1+Qm5WdEJoS8JBg8a7nnf/z8Mpfvrxj8Y1ziWX6dPoIc5qrYmtAerqPVgMIAGjMmZpmLy/Cpw89Prb2cc5O6tvsEANdA6/WmFDOgd0WmCSs1QSmpCeYJXW9VDfXKoE7p5jJ2K5wrogycfWwv+2EeeCb5RVNTs0kk3PTsxIiQj1tPG5fNv3wzW//+Nq7b376+y+s3rfLNEgeTOnbHtrmb4ppUk4PfTClPN4FY2vooGfmYu2LD0nNyMjLz8vNzS0oyM/Lz07NjPFN8Pgh1OgPjjd+c/Pqxc/1fK8HdXpU0iqWD+kCKf+Qebg9vtuTOEJ6mGX3geuDD+/q6nxtE3Y3qj2wgdZAEW3w5CIBS747xhxIGM0wy3L71t7w6mf3Lf9qGPFN8P/P3nt/tZltacKs/nrNmlvlqtt97622i2Ab5ATOOYCNDYZXAoSERM45Jxsw0eQMxiSDMbwSAiQQOZscTQaTc845BwmQdL4fMAYH3FXTq2dmzbr7DxC8Z5/9nLP3efazM2wTu7I7VjrmmF9MxaFP7g4nrmTp5JkjtHnZ/sHGxsbGxXZa9ReNBCx5gNS5PnnQ0MvaYz7uLrZOd6Q2vfemBupZqsiJ3ZAV4NWSRL187hT3LqepsG22cwns16KZgDlBG6weLiLmuFr6SGD1+B7KXkXJKVrovCL7FNam9fQ0Tg109be0lOV9IMfmwnACDBPDXkU5qQXq3rbAnkOJ3OcT07io7CVhFWEfAMNwDAwnw3BxYmZbWet0zwp9YU+fhwEWu9o6yeHFXkaRthqurtbWISEOMOxHgKMIRDgmGSamkV6HxFhpRarcc8HfVVbWhGwoCqThoHpGx+G6+XLfTnvMdLpFzitlG0strJEdxiLMxAN+HQ7DhAg41NfDxshSWljjJgI6xc7HdYn9lvw55VcYn2LP3P6SwdXBTdoaY5G+3LPQXtaRmVgEw0kwTIKjYH+bCAuUuyKvKuriHVGJs1JWd/WCtV3gwHACDFNgOCuGXJ1TPtg0tjK+y9oAgAEAc21pvbV4JN2nMEjPz15d18JM2cbVxDPQN/TdATrFRBOo8YSMzOjcsvii1pyasdr+jcFl1vLODoM+uzvXPN8Y30w0oFrctZPhVcAJC6taiNgmGMQ0ERvm26fpC8tL9JmupWZya7xpmiPSRv0JEi/Lh39xwzRGM6KeWD1TP7EzsQ4ODQPc03NsXhmKy/e1dnqkonpOVwMT4hHTkjnD7AZ/XKVkF4BF+nLRx2jzYIFTEmxsx9jY2Nh+Y2NTPC1FNMrqydxhjfx4Vt7/ou3xg+Zpyz1TLaUt6dR9B8Gwv22EBcpDkVcNdfGuiNhZKcs7esGaLnDAZwfFVWeXDTSOrozvstb3HbTRVjKS4VsUrO9vp65rYaZk42LsGeT75ggHFbZkV4/UdC8NzG8v7X5iPO2sb03VlDe988x00g6x03np5Wwd/s6JCAfCMEyMhWPS4SgqycuLZIx/I3/zBV4Qp/kC6Zavl7pA6WIe1M1ZNDBdR6sL7qMYxHgo65sZShi7yNhE2fjBEZFRMBwW/srV2VTNDHVP8eLJR5xcPDx3OQT1rxlEqoRXvasar53YGaeBzR3GVEVV6QvHgIfiejeEZfCask6+eu9ILqS4iM/HByEsKtQhyE/f3sVA195N3S3FOqqTUjHXP/3NGweLudjV0ELwTDWX9lMWt9DWM3J4bRkOe8HwW/gd/No5wlb3paKcJr+C9DUzddRbD7fygrrJOcYGADNgu26qiZD71tLDSMlQTtFQ1fyldUBwMJG0f3xEwxGRr52CrbGeajzm6L/hRC8+xOoKmSdqR32MrJtuWWTMHpktbAOwAEDPSCUl3djM/Rre/JaetWVMeM1k0RYYYu491dAAmGEut890pn/M900KNbDRkJe4KSNwQVNC1MHMPiYssyG/ZaZzEey3qbAAa5I+XDNaGpPnae2HwelffCh7BSkra6blE+OZX53a3dMwNdA12NpaUVBFicuFYSoME8MDYBfNYL27llJnxUTuXkSp8Sp6oCwibPxhGCbBcBIMF1HTW0qbp3qWafMA0AFgscBST1d3QkSJtwlsq+HmYmUTHGQPw74E+B2BCJOS4Oj06MCwmBc6sOoDd9xtVUVV6EWsHHHwVe3uF5MhVgZ2OyizWVbvX6vYW2lKGdlIPg81dIcD9iDujb+XnYmVrKjW7TOoU+wXuS6y35A5q+CL9ixwy+4rGljp36CtMpboq32LneWdhy9gr+wiLMU9lfk0xPjui6DOSVne0Q1Sd4ZfhX2KIFJcdVZpf8PI8tjOfgStr252lI9l+heH6L+yV9e3MFW2cTHyCPQOjfgygiiE9Mzo3DJKYUtWzWhN7/rAEmt5Z3d3e44x37rYnNQabZxkef+lDK8y7rGwstlTa4oeqTGydq55ij63vEyf7V5ujW9PfJbpImav8UQML3MRb3ndOFotrDaycrpufHt87XDbPp05/2Gr1rUrQMAH+unmMTY2tp/Yfhb616e+V30anCrnm2b/IJ15C4AZBrN9qCH1va+nD1pT6yxKkhuJE9I1tIkIet9eNMfqAuDLNg0mADQA5jYXOieaij6mJuTDcCIMk+B3sK9l+DMRF/kLisjLt0Qx5/A2/Aah+u5wcAQRhuNhOCcuoSGvdrJlenN6Z2tze3Jzun6yPLwmWIFgcPU5/hJOWvKxppOEe86LlK6U9pW+Odrq0gxtomGmKqwO1iRZChkpiTyUUuWVcxGwSXlObk/vXG6dAfM0sLOyOl5W2vDGN9PJ/K2rvU9YhAcl1Y8a9yaGAO8bkQBTCFGp4TDBO9rbJt7p5fug8Ia8D+PDq/Rvej13AZgDoH6hOzrbzcL+vrLKeQMtuXc+iZ05C6Dv+6TIb4xFZ85Xb9W59QQ+8kP+fPMYGxvbX9h+evyvwj6XveudKucbZr7roL0Wh+n16daRmvwGKvn93k3j3RvY0+SNieBLmfN40etXIdnzso6PTcLMvOHwyGgYpsJwHiWxsaBurG12YwaArb062fzESl1GD9UpzVfLxVpTw9JSxd7T0jck6G3kwb6NiyEkUQmZOaT3H6glnfn1E02Da6MrO2usTwT8zdm54YKMmmC7RAcNPwcjO39v23ewOxEOhWGYSIFjMwjhMTEuttG60GuZG8Yy4mgDb4nX9Vb56++HWQdMhu0l1kjhWplHY5RW0EsVFRMzMVNvlZewayAMw1FwZHCgp529tozR46v4cxx3OE6fPC90UuyFwIsEk9imhJa55jkwuwNoS6uDqZmZWibut0XU7yLxaqYKPiEmhFhvUiyBQCAQCYRoIiEyMDL4hZ+PrpWTqaZ9gLZ3vgu5P7thaWb56/aL3c21qdr82iBrsr6kuzLWzPC5setbGxj2h2E4IgT2sQ1+rvECJ6t8W0X6hq2ebGxwWGNNz/w6WAdghLVc2lcSnOBr5KAlry+raqpt7eoYduiGTCBGvonwsQx8JuyiyK6P+k1M9P4DOVukXd6z+I6kjqX+dbB4JHWGBsDMLu1jR+rbOHltBz5p08eWTr450T3rVXQw9akmtQ4YE/TZ+rGPlNoMZ4K7piFOVuSy3KNLetJ4DzufFFJxR3nPUv/G541KB7Th9e7SnoywJBsTF2ExjQsPZW5jFbRfGr1LC65oyB3sa5nq7+pq+JifVU6KzoJhCgzDwe6RdjL+6leNJM4/eSp4XsLoqrq/jF2kezAMw7EwnEYklqfldVX1zA9u7q4AsHMox8z9MscM+DrHlD+cY2pSZ77MMXf/VI559lOO+VYhuCq4ZKRqfGOMTtvcnaXNt880FjYnU97DMBWGoyPDYW+zMJPHL2XOy0DXrolKn5d5KWjyxsQLDoskwnACDL8nUxvya0dbZzam9yOIMT+5Wp/RS3XJ9NNytdHUsLBQsfe08AkJDD8UQbGk/QiqpBZ35DVMNQ3TRtdYa7t0Jm1ie7J+ujKy9o1KtPF1C/xFPF7iiYaDmGuWRVJHYttKzyxtZXmONvlxruZdPVEn7oWwqbKwoJQyr8zLBy+STGNbkz4utkwzZg9LAO0uMiZy1ovMP9hffHaT7dS/sLGx/cZ2HP+THOFpZNeb5tXBowdsAvombaBwJt+65p1EqDNax9JUyipIySX2ZSAx8jNQEqLekt74vnO389AxNhDWURTQ1lU39Y3yyhmm9iy3THRPtRf3pTkUuwn7q/BqS91FKmg9Nn2rFFb5qmS8cnRrcnFja35ovSenP9uxwA/npSMoIyN5DWd8USsU61vyqmC0cog+uAw2mGB1YLA3iVLmY0d++SzQx8uDEOeVmBgYT3pH/PyvwDFEODEqihpECHWKcbFOcfcqIyV0NPQtfj6PmIsD6w3h/Ykqaf6QvY2inIUrzg429I7xDz/4kShSREh0gEuw9XNrvL4av5aSqO5zG+uo4ogmRvkamARgY35lriz/Y6hHuqN5mNtL77eRHvGp/tTYcNLB8RFNgOMJcEoYHOUZ7WlDdXbMD33XVFQ7Ob6xTQc7AKwwtoYW+qq789MqoonpMBwHw3CwZ6S93CvNa8bo809EBM9LGFxR98PbRroG7UVQKoFYlprb+aF7bnBzewXM7tKaN4cyG9I8Ixy0LJTl9OS1LYxcvDwIMEyMJhAI0SRSNEwICwh31fU3uG0v/Zs6xCGMRPKr+Ul5VbpmDxQMbYzQwOqhXnYGbWumsaQ+xDbeEOOhLGmub2bkHGYdBfvCcNS7MNjPLtRCy1paVvWusvR1ax0c/Pp1xYfOuc9dzYy50dWqxC6KfZK3psMLLTULKzUHb2u/0JC3UQebnxxDSE4kZOXG5FUnlnQVNE59HF4fX9td/05L/SYAQ2CnoDv31Tt1XUM+ZaVbduY2WZF1c9U0MHVkv+NXtpcZ9U41RmSYPjX79V/42Pbszv/gcXrqXhI4sNT0n892/qf90/5X7H9r3XxyanpqZm5ycmp8sGewpbytJLEyPSqT/DaWEBH59s270ICIIO+QAG8fv1du/iGer8Nfv3kbHgFHwJSImKyYlPLc0taP7QOjY+NzM9Mze3NC/y+zQ3XzmaWlNTp9d1/EYHh9Kq8j2S/JXMMNgrQgCAtBkOBdkZunBM79wst17B/sHD+duvbvfI/P3xV9JAxBkCwEmaClAk3dCyIrhqs3dj+RGXd2GfMjG32FIxWhRbBFiK2KmQpGXhIpjhSFPpukOKQkCxkYilm6yzrGmgZVBKUP5nWtDmyyNvZGezDA5tTw3Mf07vcu6WEaHrYYTXURDBaCIAhCYSCcPqRoraRh7qCtEKgn5mGkoGXpKelTrJU4Q2jZPdRDxwQbY4yR/PnSV0VvtN2MUdLoBw8fiTx8BAmLoiC0nAhW9SlOSRknaYR+qPHw4kNeHnbEtV9vyZ5V9pcJ/hBcu169BOZpYL6+rdY5+M1jedNLgopColh1OXEDJUhVGkIjISQEoZAQShRCiT7BogXV9TE2wSZvK8ILZyv7N2ZWd78FRNpsz9QHQk24FtHksaXkfemHj4WEIEEIegpBkJCQ6BORB0IyT8WfKaqGv3Qti0/vaxlcXmVsA7ABmBPrYxX9Ba9z/VVf6QjqS9xDP34s/AQlhoKQECSOU5TWNNcwefHCQsPz2UNXTR4N6NS9m/yIByZ3tQhG0c3xfVtt22Dx+xi9l1suzbYVlrqYhgg/tHogaqLv6ZjaFTMGGjbAyp8St6T/4bo5iwE2xhgjBYulr0rCdNyMUdKSnx0k9tlBSjhJY/RDjYcXH/EhOBDX/npb7qyyn0xQVcCHxbKZ+YXFgYXe7NYMpzQXnIsSv6rofejRU0gEKYaEkBAaLacpp2ulZ/7cwVLW2+SmnSKXtOCZyzdQ5yB3yCHfOW+8cHhhcKxpoiq8IUwxQpNX+c6vV7l/PcXDfZzvwXmcLdorzy1/qqR3eXq4Zbk+qhnWDNG7JXX7xMWzHP84feHYOSEOtN1T52z7rPHUbsbA4QLn+tBmy5uhKIgk+xfsb2zH2NjY/uXGX+7ZXnctt6qcz5umL2wfDIwDYBFst9EGkttSX0Zbo02e8vGfRXD8eu4fP187fUr4rqCerEmEI7EhoZPW+Ym8uQpWKidzgvKsVd2f3JPl5r597B/nfuFEIAT4nhrgnMJccnPjmosziijxXnavZaSsIEgJglDCgqL3zj+5+Lfrp3/iZP/HMc4Lv5wTOHlT5I4gBEEYCNKCIFd1k0Qfalvu+NrAfr5Nm59aaCsYKfXLg3UDHKUMdESlcBASCUFIcQijBSlYyahbWGmrBeiJ+xriDZ/bY9wyFWNGAmu32w8XlWizzMmK9eqwWoLRa0u0Mv7h48fCAg+hx08hSEIGwqg8wSnL4nGGmMe6T65AlxGneS79ehVzGu+B8ir0KpsoWVid2h5YHc3pT/ZONVVzhiANCJKERKFHt0Sucz44e+w85y9/Zz/50+mbf7/0hO8+9PgpCoLkIcgcKxNq4VsSXTveQGd+EgHc3t6dHVjryR0sef0+wvz1C2VjJbQsGhKHDqETRhxSkYcMTcStvOWd4p+/qQ0vmCsdYY5ubdHXO2nd5D6qKdXinqnwb3d5jp3l/v3389c5H2s8siSZU/uSWlf7R4ZXOzKG014k2AkZiJ66deEEBzfiGPfNf3+kc9MkWpfUEdW42TQL1g9S410AJgCjcrEzKt3X4TnSTOaek5ZWwpusvpp15uyfYIjTAZigL2d8JOoEPTguxsb2FzY2Nra/s7EpcGEIBpk9Gf9ddXMmAGsA9K2M5rRQvOINVfcdBEGPbotc5+T/5CCun07f+PvFJ7z3IcGnKAiSgyBzjHToc59iYs1YPe3AQYzZwbXe94MlgfkRz16/UDZRkpRDI792kLI8ZGgsbuUt70QxD6kKzRou6l0fpn9q6mTusDYm+mYbkzqyHZNDVF1foNVVRdCSEARBkBgOwhlCStYqGmaO2nKBemKuRsrqVn6SfuV6KfPkjt2Jz4+ErF2wPrQ7mDNT6P0+SPOlPiQl/kDgoehDQUhEVAySVHiKVRXFK6ri0EYS/Kr8fA8uIE6cufnXu0rnNYKUI+rDmrbqV8DiFnO2qumDnX+QgLTxpUcKTyGshhzKQAlSwkMSEISEIBQKQkGiKJHHUtgnmkY4+/BnkdWRJfM1Q1tz3w4oZLG2pjrGy8I+BKu9MxB8JnFf6uGTJ0+hxxAkAolAwkIiT0T4n8qJSFipaES6eFYmZQ90jqyuM7cBWAeM8bXh4t4c3yxvRR/Nhzpi98QFnzwVRonvHR/SKjJazzVNrawtVb2ePXBWP60qevr2jUdnHj5/oB9rTmlLHqJ37h4lk83YUwiZrM8stNMLfMxvKSBmYhrgmjNCmQLN9L1n12XA6tgdSe1Id4y1kzJHXnp0/gzXX8/+4+erp04+uf1QW9rwjUNUHaVtq+1TjWYDrFVN54UUOWh6CT9QQCDu/PKPc8c4Edz3LzzWxTiEOmbnxDYXZ5QkJPi/DJLDW0GQCgSJPRWE7vM+ufT3G6d/4mL/+y+c54+d5ee8LnLrEQRBkhCkAUHOqobxnuTmnNHVPQkyFgD0xdnF9qLRsleFRP0gZ5yRLoTDQygkJIoUgzAakLwVXt3SQls9QFfC31DK5Jk1xjVNIXrYv5refPhEo80zp6o36iLqo02CX0iqSj988lhoH+KkIYzqEykVGRzOAPNET+gq6gqCB8H318vipzAuou757sXjhbOrk9vDaxN5A2m+6ebqexcwDARBgrdFbnDxnzt2gfPYP9g5fzp9428Xn1y4BwkKIyFIFoLMJfEh5p6F8IfR2i3GzB5WbO8w5obXe/OHyoLyI58FWauYKn8TQZLikJIcZGgsbuUl60g2D60OfT9TPMwc2aTRN3rovQmDKc+TrB48E/mPBzzHznGf+P3cNY5HagLPCcaU7vjm1Z6R0dXOrNEM2xRHEVMU950LJzi5eX7hvvHv/JrXDKO04NaI+o36aXBQiGRtbo/kzGbrllqdtLjKdo6NjY3tdzYupVNaZNnEUXhgo+9Hszi/2mk0AKZXOrO6CbYUXUn9R0K3bytekfKW9cx/92G8bwssfg2YDABWAehe7E9vjHaN1VFygCA1CEJDItDDG0+vsd8/8/NZjl//nf3UT9y3frssdOkBJCSCgiAFCLLEK8G2YU2UtsXWzaXFjebFtqjmSLVInUvq9/96nfsXbp5TJ3jvnZG0QLlmOeZM5HWvTg53rDbFtMfoRZjcU+D//fJZ9v84ff7YmUcnUJaCdqkv0keoHaB3BTDou+vDwzO1+d3ZYe8JLmH+Vi9sDFQ18ZJY1Gf/iCPxclhDQ1VPS0uy4+vy1+m9qXXTbaPry9vfTjjeBmAU7JTONkckutmaCptJ33fVM0p9VzDUsAXm/2CzIGNzeyR3Lkev3PqU1bV9B3EqnNKMlaGOwAMbvd+fybgLwBJgtc22JVSF2cOqstYQpARB4iLCEP8V4SvH7/D8zM3xb3/lQPyMuHviqvBVAeipqDgEqUCQrZw64WVETVLnXAcASwAwAGBtru9Mdix1JnfkeKUGGnqayevKSeDEIZSoyMG+xXbWjfsAACAASURBVElC6sqQiQXa+rWKW6pdZBOxZKp6bGuK+ekzdze3Vgebp2oJ9cmW0b7yNmbiigqQ+N7WF5eDZMyRKi90NQ08dKQC9SXsTPXk7d5hQ5st36/mDjIOPpGxxVrqoHdSB9JfJngomKsLoUT5+QWgR08gCIWBJJUeS6lK4OW1pZBGyDtyd85dO3vmb+f5/+Ox/g2zaKOE7rhuVtcmWFvYGM0oytW197wpoXNNUAYtIamniNRThOSwEARBSCSEQkFIUREx6JGMzFP9FwpucQ7kNkrNUusEbe2bKczMnc31warBHK8CL5nX6vx6EL/4AxFBCHoMQZDIU0hI6MkTlICICgrzUseA4h/ckFs+NjS7QQfbACyDraH5jvQWqkPCSylnpQcqovdFH4lAokgxJIREoiXlteT1XuiZP3OwlPE2uWGrwIV7dPbSDfGzIs6i1qku74cLZ8AgCxwxjHkXgA0Gfaw/NzpdX97z/n0zEYVnLmTf6pX0BdC/s5drzAJ643pnbG2MRZiJiOaD8zdPIU4cO//bLzfOnEMJiJir2sR5JnZmjLCGPv3mDGsifzDBK9VQxpb/liQn19Wf/3H233jO8D69hrVU9if4lBRQmwszsgixDua+aHEzCJKDIOjJA9HbPI8u/PXyyZ9PsB//+eTlv154xHNb9METCIJwEKSPEvfVt80Kzu0tXaCN7RWa93PMnjzXH+SY9l/mmJrU6f9KjvmID8GOuPbrLfmzykEywVXB9bO1q8sLtK7l3uR2olOclrwNBClDkLjoU0jgqvDVE3d5fubh+Ou/cfD8zHPn+BXhqwKQsKg4BClBkLWsKuwQXkPtmG0D4JP+3tbG7mTncmdqV653WrCxl5m8npwE/qsIkpKE1JUgk+do6wBl11TbqGZixXLNFGuatrq73LTeHNlG0IT1r2ry/9t17l+4uU+euHCHR8xM1CnVPmsst2t1fKR7tZnSTTaKMnugLMB+9dzvx0+fO8bz4Dj0XMAm+XnSAKVtu2vpkBAfbWarK2acgkvR/FX5JNtvbGxsbBf+9ZLJRes8w4KZ1Ana1NbRuSWDwVwa2BpMH6v1yosz9XbW1tBUEcPKiiDFD04yFPQUhxJQknykgRfXVdKysHAKIkbm1rxvX2weG53szRrJds1zh9zwXEjeY3yn/85xhvfETckb2gGqEQ1va5aahmaX+spmi7yL/KReyvI+5DvOw3Pqr9xXfrkhfVbllUxQdUD5askomN8B20srSx3NY+XxdYl+1DB7LzdzIzNVWQVJ1AFmi2HEldVkrMx0Q22cMtzgxsjSsZK2hdHFQ+NmaUu7UzXLne+a39uSgvUtzDXwcooi4liRQyezqCTyiZz4AzWssJasrJG2maOrL5xCKe+rGmcN0MEKADtbu7ThvrnazPaMkOwopxBfS0srPWV1HFoSeXB8oGTkpUyM1HysXsQ7BlcGZ/VnNMx0jq+v7zJZYAuAie2l8v780Gx7A38JMUMIwkMQJMQvegchyPtvVz5F0KVfLzzivi16/1ME6SFR3jov0oOyuksXaeNgnb4zubPYMV4XUxtlCj9HWuLvyQgLCAmgUEgkCglBaLyUsoGygbXpcyNXC3EvA15zHKfovcvnb8lflAqQ8SkOrpmtWgWTh44n1i59Y6R2KNe3yEc2WFPAEHogwS8sKAo9hiBRERFISEjoCVJARBmJcdDSi/V5XZNdPNg/vX5A6dtc3R1vWWxPaM1wT/TXdzOS1ZIRx4lBSNFDi4vHQJqqkJmVpHWwqnvGS0JzbMV0/RRthvVtHXwFgA6wktaa6fda+7nqPQs5ZLCdX0Va91If41vtwaNsr5O4earhVboxv+nPbBc+1c1v/3+nHYVcS173/7Nu/k/777L/vXXz6enpmfmpqemxga7+xoKP7wlFZP/4cK+wQF8/P38fXz8/P19/P19fXz8fPz8fX18/P18//9feARHeIQlvSAUpeU11zX2jo+Pzs9OzM9P/FzLOD9XNZ5eW1un0XQAYAKwD0LMymtgQZRkpLWSIQDxFIC4jEAjuUzynOE5znuDiOP47O/txjpMnuLi5TvNw8yAQiFsIBJb3ip2UUbJXTm/h2s7edQSwAGDQWduT27OVU5URVSHGb3UgPaGrApfOID4b33nEg9sIcYlz8sa3tIOk7HPsSV2JH5c715lr+yDC2l1lbHWuTVObCm0JnuLmMrwSt3lv8fLyXrzJexvLizR6qvbc2kL/nbP6Gw9TU49Q7KsKtfjpd43bg4eTe+Y6a62f3pXVkeIU54h+JnUWeZ3nGgLBc+Yc4pIQz0PlW3Lm+hY2ga7PQq3kzKTu8F/n/f2yIKeYlaBznkPxauEcmN4EK50jnRHpiRov/STU7OTxRrqSMqpC/E9vnOf9/D1nePjucPNLXVZ2kPFM8c7qK+zfHdlgbn2r0gIAizaxNf5+qMQ1z1/GW/6O0pWzD7gRFxAIHgQCce4azy3UWbSZmBXBntiQUrvUNUVbpjMYrL0p4TvM9TF6d+pYmkWO81M7aT6hGzw8PIi9ZT1/4/FtSX1JI/cXnu6RocYxPmh37ftSAvyXbyjexPmphVRFtG/U0cHskYjPAoCx3FfTFGaWoHrDWeK2lt4LrchGtwbW+xkw/6fELZkLYDIb1Lr2UJ8HBvsqBryXI436fqC1fVs3ByzAXGetDWx3Z3emucQ5op9LnUN9ctB5xCUhHgGlW3Lmus9tg1yfhVrJmePvCtzg/f3yI04xS0GnfOu81ezx3ZlN+u5y51Y7PBirFfvsgR507iYvz75fePn40fyyloqW3m7+TjEhmrDzU0vZO0K3hS49MH1skmSRMpjaO9M1UDlU4Frug/SSPyd69cRJjhMcnBzsXKfPC6s+tUu0SBnLaFsY66lZKPWrCpR5qXD91jl2Lk723zm4jp+6dOqp9j2LeG3yINzM6DzEc2MtdSyWuzZ4Xw+A2KDf2H77C+LX85rX9Sgm6cOJk7vdO6xD8uZMAGYBvW6zE66DjV8pP5K7cPIqJyfnca4Tx09zcvJxI0RuClkp2Gd4FU8V08EcAEwwtD4Y3xJm+g4toHuG+zEn59njv3MdP8nJceMkn/RTXdfnCQmh1ekxaaFhZmq2N68qIBD8CMRZHm6e01zcXL+f5DjOzv77CQ6uE5ynOU7xnOJGIBCXEAhhBMLgMTbi2du6hMHlzn2aM4uxyaANbC9nd1a5UYPwtqpXcQ947/Hx8vJd4b0pxvtUl1/JwsjM6I2jRoS7gbWHH94vXy56xP8DrfXwXFAWDWyOMgeLB9/7pnnJ2itext7huXUGwYNAIHgFEHdlL+FMlE1tfF0sw+1U7BQfitzh5br4gEPI5LZVqlnWcMbM0hi9c3kgviPKnCAlqIdACCEQfAgeBPcpnpPspzmPc7Gf+J2d4zjHqd8/odMZBOIOAiF9+aaTnEXGq+LB8i3m5F49hcUCu1tM+ihtsnS8JLQiQD9UXVhD8PI9vkPodOkCQuAOAo05r2B+RzdM1rnYNXkqs48xsLFBW2nabA5pj1J4p3dNnp+Dh/M4Jwc7O+dJrutP7+u81oTbI2uXO/p6lxtiemP1wo0EJO6ePsXFzs7BeYLj1O+3JS9rvMaFNHpXrFdMgNWD3GIb7HaChcSpSk+Kt7WBogtOlmDsUhZfPTmwy/pGJPQHtgXA2PZaTleadazSA/2/Hb/x8/F//MzPecpS2DjVtXS4ZJc1+d+i07InFNC+2E+peWMWJvFwz0EX/3MH4S/dcJR9lu5fNFC6yZw4cBCNSR+jT5VN7DlI46nW4yv3j3KQzhvpl/lOcb1pbSu9WwfpPXNnmbHVujxBrsu1fOeMNMbxom7y3uDl5b10m/cOnlfcGKnx3N5SL9JFPdjjmaHnW8zrKq3EWVLLztgBlYwFmGuslZ6t9tRWqj3BBmmCRohe4bnCg+A5w4u4LMIjqHpP8ZmxlW2Iq1nwc2lDyVt3r/GeuCLMhbEX8SpzrdgsWwSzm2C5daAtNImiYucjoWyrgDPQlcCpPL735Nq5C5+/5xzPxbvcj2SuqTkr+ma8yhsqG2SMb7K+KZ4AAABzc3RjOKM//2WWF84df0v+4pm7PIgLCAQPDw/i/A2e2+IXcJaStrHOcc2ZjSs9s7RVOoMBWAAwAWubsTpIb6cOJ5qmOzyxxPI+vMqD2D8+Ltx+egdrLGXqYevtBocakrzEnTXuoh8IXLqpelsuUDuijtBNa9oBR4/pZQHAWGgvaQjUIytdfYm+r2nkqEPq8mphFS2CNRYAYAGwGnf7ohuiTYPUnyhePH2dk5PrONeJ46c5OHm5EcLXBZ/J2qZ65E/kb4BpAJhgdGM4sS3iGREnaHCGR4iL89yJPYi7xnle6ommoxmZElKdHpMRFm6l6XDnuiICIYBAnNuHuFMcxznYfz/BznWc8zT7SZ5T3AgexEUEQgiB0HsoEWYaUk3pX2oHYBkAFgAsBo1BG9xZye2p9UwOlXXQuI7n533Ax8vLd4n3BpJXSOe+ooWBqXGoo3qkh76dh7e0b64sYdirYqvp8EgvFh1sTTBHSofzXmX4KjgqXcHf4759du8U4kfcleXDGCkY23g7W721V3NQfoS6x3fq4l0OQYMbz5OM0wZTJ5dG6D3Lw4mdRAuS9BNDBEIYgbj0xQXsxO/s7IciCIFA3EYg8Bevv5Q2TfXJ6y/eYIzvvYqxANils+gT9OnyibI3HwINw7VEtB9ffXDxUARdvIDgv4OQwJxXMLutHYJ3LHSijqf3MPrWN7fWWmht4V1ElSiD60oCnGc+Q9zVJ3e1/FTfNYdVL7f0DSw3xfWTDaPMBaUe8JziYufYg7ib4hdV/TCvaz1K18rGwAGVkLG80UEeIGGSNH/RPs92/i/HfvoP6BTKDx9cH9xGq95kfmcOzA+Muc4cKVkrcK0JUnY1VxLWcb5lnaFG6klpX13d/VZTYm9effNsR3TFK4Mg6IEmAiGIQPDyHKATJ/uJE3vodJKH6zSCm+csAnEPgZC/xu+j6lr5pm62dn1udq1qts67KkDCV/EC6vrBJeGsoJyQZaxZ4lBi89JIb+NSRVD9G0V31VsClzhO7l0SuC5wPVa7ZRKtFt37tpHZugCYLMDc3mZsTG5MVXaXv0sPM3czlJATuX7r8oGDziPu3rmmjJbwMbTP9c3oSx5Zb97cndthfoeIAbbAbitrljxa4h7tZq0j54aTJz3zrkpunBlmfaXocrTtLG92xg/GSCVr/6p7ge38X4799JvoSaQPLqg2qHWrepM5930H7QAwB1h1E3XhBS4aPg9vKSMQ/AjEeR4exOmTPCfZT3Ee52A/cYKdcy8MT55G8PBcQCAEEAjVO4/9NN2L3jVNNQAwv0f3YzLB7jqT3rc+mD2Y6Z3npuot/1D2Pt+1czwH+/bqRcQTAQRWjlfZVsCQoOZV4Z8xWjiwObo/9pnFYjK3Z3c3q6f7Iorj9V49f6QJ8Qpd4b3My8t7RYCXX4lPylxWz9zTRht20/TxsFP3JGPetJpnLWf2MVY/33JZTLCzwJr7uFhH+hBlHGTyUPPp6Ue8CF4eBOLcNcQ1cW4RbVFNKzt7m7fOBn6G4ioiVy9euvz7LQxC+RU+rDm4mfVxHSwv0ecqWqrcomCZZ+6SClaqUtq6YuJyD2/yXz74nDO8PFcecouo3Td8pRteGlU5Uz/JmKOzvjMznrXNXO1c6YlrT3kWb4u0hq6iETw3eBBnEQgenrMIvrvcAjLXlZwU3VID0nqLOzZGlrY3d/ZECBiASd+da92of9tJ1Ih5dl9b9NyNg6OH96IARkD+hZKVl/srR1KIRpTj0+cydx7fEuK7ZyCoS7BM6kkZB12so2answBgMrdXJyqo5c4y7/AXLaQgdZswo9SZkF7QuLa39yYArWKlKaT4taYr5i6am5OPg5P9+MnfT3BzcV3hOYN+IOGi4VMcXL9UA8AKYDJB+1JzVLWnduDjmyo8p+9zcJw+foLrBA8n590zt1QkrXztMpIjqlNjYn2DNKUteC/gEIg7CASC+zTPKU5urhMnOY6z7yeqnKd4TnMjEIirCATq7HkLlGqsQ0Jb5uzWAPjUQbuXY67PJB7OMW9/mWO+eP5FjqkaP/VfyTHN8Xf5r/P+flmIU8xe0KXAoXSyeHlhZvPjQmtUvb9O8NM7KgiEAAJx4VAEcX6KoFP7EXQegeBHIJRvPfTRdC162zBZB8DcXt38UwQNbAzlDuX45bur+cg/kr9/8fr5wxHEh3jMj8DK8ipbCxjAqt7V/rkLRaPMsc3lnYWK1SqvukCMvwqf+M3fT3Kc4ODgYOc6heDHCT4jGMcPJHxcGuxrXqp60xyh4q1x59EVzpOc7OwcnMc5z3A+UrphBCvDnaF19I9zh+rmG8MrdYHtwQIRUv8ixcHG8T/Zj52W51WK0qb0xAzvtG4z135QgPxUSZiiLVUPNBBzYCtvE6wS8s69q+cPRRCC5/rl0yJCV9W0sI5+DtG5idVjLZPr8+u7m0v9211xo1SDRKsHhtDpa9zHuTh+Z+fkYj9746qMNd6/3KtovrJ7cr49eyLDJu0lpAnxIrjYOTk5TnCcPHHx4Rmc3VO3QuucxYwBME0DLAaTSVvfWe+e7s6oSfOCXdXMFB6J3ufjPXuA2ZcuiAreN1VQhW2Ca97WTBet7PTTGGuHkZPFALurTHrP/HB2fa4f0V3zmYIQ8sHlS4c+iIfvPPeD2wgp7CPTFzoB0cFpNYUtUwMztLVtQNtTTGIB1vYWY2NkebS0vTgsOdjYUReFE7p6/eLBj1w48+DudXUs9pWJU/6r3MG0ic3WTcbCDpMJwB6Tmjaf05HkRNYQt+I9J4FAXPtOBHGd4OLmOBRBiLPmkBLJPq45c5Y2CJhbrB3W7sbOeMVqiVddED5Q67r0wzPnuT/dJxF8N68KKwqrv9R76f06yDouUD7E8pGW2J2718UvCVlL2Ka5l0wWLIGRw/kIa5e53rPaS+lIs0h0ELMTu4Y9ewjieO9wP8BfVXgp55Lsl9xd0LY+vEjf2Dn0isxkgp1VBq17tTejL9U921HRVfoB7g7f5TOHNv/1SwjhRwic4kVlh0fGMZq+1YE5Y6Wjm+Osb16XWTNgs4TR/6Y23sHdxFZOKkBBL807rr1yYn3hT8x728uMmuc63hZ7yHrePCv+899O/nz27z/LXRYJ0QivI42udv5Tp+Wf9t9j/6f55mnvMuPCYgkREZFR4ZHEd3A0gRgdTSSSiHA04R0RjoiMgsOiyGHRmTHJ/8/xzVFiSHEMShKPxuKlsFg8RgKHRkmKQSjk0XzzT8YEYJI1WjbzPrTilVmQgawWTuyP8833f2EZgObpQUplqgPsouSgraijqKiopKmobadoHWruE/o21CE1XA8OMjHxDhTzK5GPmXxTt93/RZsuEzBXwVznbAO1Ns6WaI+xUYaUxCEkShzC6CA1XVRcIgNjEgtyEypTgih+ptb68tJKmpKm/lrhB3zzrYnFyaLmmtDkTPfgeB/nCH9LF2dtbV1pNPrzA68YhFFFajjIOcc6URvTWxf7V8HGUWjIWgZb7cuDye3ZHinuOh4KaB0kJAVBSAiC0AqQ6gusQ5RNfE1C62Ln2je3VeYWWGzebYW7E5+TnOUMlVGfn7vFZTTlzXzMX8WHJ6YXFsVW5/ikvXnubmqgpWqraUlwjm9O+hHf/JNtjrcOp9lVO/IH69xVMjR/6lOmlrUR3cuY+t4c2KNtA8xkgSqbDpK2j48jzitDKmrEs4Le+n2dZiZgroH5rtnGpNo422gHrK0KUlnik4MgDRcV58jXpH0H+ZvZGChIK2lKmvhphVUFfNgsmwELOwAwFsF8Gb32dW2UfoAlTgmHRH7yDFpSxVTVJtQ+LCU2M7WiKLIixSXW28Ra11hd28vIJ/910SG+OdE4yl5BXwUvgcFjMBgptJiiga1JSN6ros988+hmsk2InYa8tBRaEovDoPFS0jLGzpqvc52yv+KbM3bn6qayzUtseFweswmdPnH6PPYC7o188Edi23rHzlejOz/zzVPbUr2irXWsMJJKaEkpHEYKL4nF4tASWjIqXub++WGVk5UbrBnAoIOhlcGM9hhXiq6yk7iENhaDx0thcNKSkqqSUhaGTmGvcnPjv+WbI1GQmCQKjZPA4LFYHB6LxkuKYcWR4ijoB3xzAFh7j2qLU2kNee5xPuqu+oqGioqKSqqKmlaKz18beIa/DnZNCTeMCza08fGS9MnBRg55lm01z3yx6QFrCywPLrVlNSe7JrjLO2sgNdAQCgVBaHVIxV7GLswjKiE7O7EqIzwt1MrZVElBWR2j76ES8AO+OQShxJESWDFJvCQWj8NipTHiODQSLQahkEfzzT/ZLmCMMQaKJrOCir2N/HSl1Q5x/f5zvnmqTZKHygsdaTQGL4mRkpKUwCtr67qTXNIO8c2zPBK89QzVZcQlpbAYDB4jjtcwVXaJeR7/Dd+cSWMsltHa3HsT1SNd9bSNA2VtSm1Ive97lhf/3IWKDsDM7lbdeC2x7LX1W1UNCwUNNQU7bT2SU2RtYvtsO4O1+EcbDP+UHc03/5GDjuCbf7JdwBxnDhZPZgWV+Bi/0pNR/8pBP+SbAwAAYACwAEDjRG9MKdU2wlHRVlNRW1FRUVlbUeelou0bC7+QyDd2aeF6EYFm+t6hKP8KZfJ0VNPO6OqXn7a7wpxum6olVxItI23QLxQgBXEIiUJDUvpIHXcNd/gNOak4N74iMYDkbWShK49T1pF8FqQf9ZlvDjZH58fyGj4EUTPcX1N8nML9nzs6ampo4cXFD+hBEFYdpeWs6Bbvntyc3bkytH70sCDWImvj42IftSXdleqk6SorromEsHvHB0YJqW6DdyE5JDWmdK70bH5DEmSsg7n67aaIdopZlIOMrsKh40NeV+G5v0Ug9V1KenExqTrLKznY3MXYUEPNXssm1j25Le1HfPNPtj5UO5RoUWF/11/7gZyxjUhAvXb+ZvwwY2kX7PHNGSPpHek+sXZ6NlIYZbQkbg/ipKTQEhp4JXdT39w3ZeNlq8wpwKSD0dWRrE6yB9VA1UVcQmcf4jCSKmjMM32HUL/sHMq3fHMkChJDI9E4cYw0FovDYyXxkmJYiT2IO5Jvvg9xvcuzmR8LveL9tdwMFI0UFRWVlBU1LBXNX+l5hr8Kdk8ON6KE6Nv7umO8szARg64lm/WTX7mIBlaHlztyWlM9Ej0U3LSQmpKQGAqC0KqQsh3OJtTlXXxGVlJV5tuMMGt3c2UlZVWsrpuSf77HD/jmKHGkOFZMEo/G4nFYLP4ggo7mm3/e/8xx5nDxdE5Ima9JgL6MhtRXF7Af8s3T7VK8VG31ZDAYvCRGCispgVfU1HYlOCZ3J3zmm+d4pfgbmGrKiaP3IU7dWMmJaB73Nd+ctTu93BDWGvQIlv0fynw/8526efqh7eMX+a75U5VLYOLPNsEwd8FCO+iKHSv2Tox/ZQWn6sV3+lQs1U7sfG/C/VF8c+SX6ITBY8Sl0Ei0GIREHs03jzUjOCgaqR5cEhR0LYxeZ/nmf+abx7VTHSIctVTlpSQksVIYSTwGJ2Ngr+abbp8+TO1g9C5/jmsWABOLw0UfswLJXoYOOniFL/jminJ4ByMzig/8Mal1qZEBZo5ijjPWGQsFm00vOyhqb5wMNYxD5ewqX8YPlAysfn+I4PeMtT210vi2PViQIPc/VPl+5jt185SAjaBVnnPeRMUimPhqTO6BHcE3RyIhMQmkhJQ4Bo/B4vBYDB4jJiWBlEBBSOhIvvm+bYGtXnp7xmCCV6aTjpM6VlbiYNv+p3xzAAAAOwBMbtMq+hvDc6LMAi0VLVQV1RQVFVUNFQ3clZwjHANexYZbpIbpBryyVvEkIYM+GqQtpXYzVra//DT6LH2kZqg4PP+NQbAZygQP4VAQJCYNSZshjfzMAmJikpMrc2OKYz3CHLX11eWlVE2l7KOffeabrzPWusf7kitK/GJS3f1i/RyCfU2tbVSVVLAHvFAkFsLroQx9tAMyA/N6y4e2puhH9QcwAGNqd6VqppVYHWtLsFCyQSOVIQgNQRBSAsJpIvXclP2SvXI684dpozvfvI7TZ8FE8dqHV9VRev7PpRQ/35CRaElVc1XbsJdvU+KyUiqKIiuSnUleJi90jFU13QzcUgMLhgt+xDcHAADW7s5Sa3Y3rJ7z/LqDlijaIgD5duB5Ja1omsligX2+OaU2xjnMRN1UDC2PwexdbjFYaQlxAwWdIJvwSuLHhQYGWAR0OuhcaItveGMHK8vaSKDVpLAYvBQGJyuJ1sDL2z33J4SUFCR+yzdHikHiGBQaL4HFS2Gl8FgJPBqFEYfEkNBRfHMAwH6O2XI4x9T9MscMD315OMeUi5n4L+WY/mbW+vLSSjqSpkHa4UfzzSEkhJJASkiJYfAYLO4TOkkgJcT2IugIvvkno4Gt/u3OrCGqd5azjquGlPzhCPpP+ebkZ9GOisbqexCHlUKLy2mZGfiner//zDeP7052jHLWVlfA7UMcRlrfVtUn1Tb1K745i7naOVvsVON6yR/JJo74O88ZkTMoP0mv6rD65eYtMPdHr6NL69P1fWVwdqiFt7m8poz4QQShkEhpPErfQNE9wJ5SQKmbaJnbFzakjYLhrJk817xALVdTWTkcHo3BYSXRUjhZNeuAFzENUbX7fPPSoKIws5fGShJoKQwGg8NI4BU15K2DDN5VB5Qvl4yC+YNw2tjZ6BhtpBYTHUOsVQ0VJSUPMFsCI6Gvphxg7Zz3Nnswf4p+9BjbXQZteKYrpzbRi+CibamBxR92kKQEUllJ0srW4E3c67zmgu7VkRXwnYc0sAOYI/P9efVp/iR3PWtNnOwXfHMVeRln0+eJ/qTW1K6VZnB4qbcAmKB/yzdHikHin9JDKawUHovGSx6OoMN88+3xzzeNjSEwkDab/wVOkAAAIABJREFU75L7Ws1BXxIjBn36JyRlcTr2Oi4E7+j0tDxqdWFIYaxdqIOhsbq5qn7A8+DiyLqv+eYAMAFzhrFSM9MWXUexI1mp2GGQKnt5BFIcklJH6jor+VA9sjtyB7aGt48iAG2A9S5ac0pfnFuyvYa9ChZ/6Nbzx/nmrK2hnRHCcolx4Rs1BwtbOdMEDd/m8OLJzmX6nyEe7fHN+1bHctqSfZItDTwUVHUVjFQVXpk754Tm9ZXOb46Bo7Rz/2n/tP+S/Z/VN69qqy2uqygoLy0qKi4tLCkvLq0oK6+oKC+vLC+tKCsuKy0qKSktLKksLKsvr/5/Tt+cSCLEUKLjqLEUagKFkkiOSYglxpEIRMKR+uaHjAY2xrcH6yeqcmozKKlxh5TASEQ4gQKnpRNzSsiFHzM/DH3o/ELffN92AVigrXdP9pW1VqSWZaZkpaSkpGakZJakFDfmlhZUZPkWx2i/e62u6+YO+eQrxE6G1e0MfClvCQAD0Ja2prun2wvbimKLkgiJJJhAjIZjUgkppUmlH2vbe0aGe6f6G7tr35dkJ1KTUshZFSm1B/rmu2u09eHZicae/g/1nVVlH6velxWnpKXGkT4LihGIhJhkYkpxQkl7aedM3/z2KuMHjTx0wFrYWe9ZGPzQXZFeQSWlE+A4GCbAMExKICTlxxU3F3ZNdy3tLn3n0GWB7Tmw0LLcnddWRs1KiiYS4b1/gkhOpmRXZH9or+/qHxrtnByq7Wss+PA+KyM5P+19Y3HrZPvCD/TN95d7sW+1LmgyRiHBRVLpmeU1uwzhyBH/mrWhH4jQfceWwAiVkW9cFybv6mKFdU/FwSPeH7bbvjfz+5OD6Mu0me7p9sK24riiJELSgYNKEks/1nx2UF1eSXZiYlIyOas8pXakcmRnaB1sMgEAO2B7HEzXTrdk1eSTE8lEwifPkEjUrMT82oL67ta+vvHRtom+yo6q90WZWWlpZVnlfVUDh/TNm7IaChPTk6kxZCqZTI6PjU7KyMuu6asc+Kxv3jTZkl9dkBpPiY+NoySQ46gUSmJWUWpVT1H3V/rmG1vjRQPx2pmGp2wf/SJ86+4VSSdhxwqH3LkPU4zlPenwwz79pG/eMd1R1vQ+LTc2LjGOHJ9AjqfGUeLJsTEpFGppdkVfzfDq8DZrHTB3wSJtsXP6Y3FLKrWIFJtGocRT48kJCeS45Li4nMzC2sqenpZv9c0JRAIpjhibEENOpFASqJQ4alw0JYZAIh6pb75vTABWduj9s8MfOqszKrNTclNSUlLSUjKKUgrqs8oqynLDyikGccGqz9ztxDzTsJFDXuX0L+vme1t3bXt+YK67vKs8oTyVkBoDEwkwTEqCEwsphQ0Vzd0DQ31Tg80DTUWV75OSk5PJ6aWJH/rLjtQ3J3xGp7hD6BQbTSASjtQ3P2SbYG2U1l87WplZlU5Oij2sUxgNUylwegYxt4xS2JJdM1bb96W+eUdee1ny+3RqDJkaR46Pj4tJSEzJKG0q7jykb95d2lqekZ5MJcXFU8hkKjmGmpqVVPIxp/VrfXMWfWWzN2EqQ+WDv8BrO3k9Z1jn3aBf2XLNNP1PaqrsArDO3J1Ym2wZrSv+mJFVlJaVmVaak9tW3jzRNbcxxwK0P9pg+KfsKH3zP+Cgb/TND9nWnoPGKrOq08nJRzsoq3qkunupf57+Wd9833YAmNtc7RjvLmkuSynJ2Ds+MlOySlNKmt6X5lZmehZFa4YFaGq6eUO+JSqUGfjj7ujXcvK7YGthc6pjoiWvpTCmkEqgRsMEIgmOTSeklqWUN9d39o4O90z21XdW5xZlUalJqXE5H9IbPuubg93VrbXBmfH67r7Kus6q0qaq3JKi5JSUuOjozxqd0YTYFGJqKbWss6J7bnBxZ535A5SmA+bs9mr3XF9FZ2laWXx0KgGOhWECgQDHJBJSCillbcW9c70rjJXvQD0D0GfA3MfFzvfNJfHpVCJxf1GjKanxOR9yqzsbu/tHRjsmB2t6GvIrcrLSUwrS8z+Wtk93/kjffH+559pXqv1GiTIkR6ysud3Vl/nI6LGQpo2pjT0dsBnWcudMZ/nH/PS82Lik2LhDEJdMTijJKu+pGVwZpLHWAGsXLNOWumeaS1rTEotJMWkU8j7EJcXGZmfkV1d097R8q29OIBKiY78LcYQj9M33jQnAyu7O4NxoVVdtZmXOHsSlpmQUpuTXZZZVlr5/WxFvFB+qYulhLe6RjHk34FZKa5j8JhB21ncWBud7KrorqBVphLQYOJoIw6REmFpALqgv/djVN9g3PdQy+LG4Kj85NTmJkl6cWNFX8gN98+9FUNyhCDqkb878TgStj9IH6sY/ZNdkUFIORxApGk7Yi6BSSmFzVvVo9Vf65l35HeXJeRnU2AOIS04vaSzqmGv9rG/eU9ZemZmZmngAcSmZScWN2c1f6ZuzmLS+mXLvatc7wehjCre4bwiq3jGgahKH4ju2JnbA5p8gcH1aZkCbA4utG2MfurtrCtr6MruWPozvTK0f8TD/XX1zAgEmxhBiKNHkvbUlJ5JJ8bGE2GiYSDha37w5u7EwKePTJYESH0tKSs/Jquqq6Pusb94801ZYV5SWmBAfG0eJJ8dRyWRqZkFKRWd+51LrDHP+ixDa2lkbme2tbitPL0yNi/9C3zyBEleYkd1W8XGma3575uinBebW/EZX9HiybKmvgJ+tio5rrC48Gli10jS3/cefSJlbfbMVfjVud0MkjyneOn1DUPWOXoI6YZDcvjm+/QMHHaFvTiDA0TGEmHgSmUqmJFApZCqZFB9DiImGCYQj9c0P2SpY6FvvrOgvSStJjqVEHywLHEuCk6jwnr55cUde/UTjl/rmnxcWgMnV+Y9DLXn1hSmFaSnpKSkpaTkpOZUp5Y2FRYmVqXY5UarePgZyruFQYINh2nJaN3Plq4o1i85cm14daRppyKzPic6hwGQiDBPJMDmbmPkhp6a9rbdvcqRzvKuquTwjJ40an5xFLmjKbv2kb07fZm0vrC/2jI/UtPdWVrdXF9dVZhXkJSZSD7mZEEsgZxAzP6RV99cNLk+sMY8GWBYAG2B3cmuhdbK9qDkvsTCGkESASTBMIJDguFRiRnlSdc+H4eWRze+NI2LRweYoc7JmqiWzOo9M/XxDJpBIidmJ+XWFDd2t/X3jo63jvZVtH94XZmSlphZnlnRU9f9Y33xvFzDoY+WLRXYdbzD+tnIiz/yuutfIJU0n99Lou6w9ffPt2Zaxj0W1GclZ0bFUMplCJcdT48gUSgwpPSHlw/va4cbJzXEm2AS7u2B2c7plvCa/gUrJi4lNjqeQqfHkBGpcbAolPj+3oqF6sK/tW31zYjSBRCbGUWMp1Pj4eCollhpHJJMI0cQj9c337escM/urHDPb/3COKR8z8V/KMevySrITqUmp5KwPqXVH65t/EUHULyPoSH3zQ7YGlgbWOysHStLKkuPiSV9GUGICnJn9Sd+8fqrxK33zluymoqTMlH2IiyMlpmZlVnaU937WN2+day+qL05PosbHxMXHk+Oo5FhqRl5yRUd+x1f65tvb87UjGRYFFuddhX8Sv3n1KtLikVX+s+TpwpGdhT/eDQOYTPrs6ljzYH3uh5z4FArxUAQRCHFxxPSMxLKaoo7Rjhn6/Pb+X2csg6Xujb6ivqrU4uzE+HhqLDmBEhcbT6Gk5lXmfRxvGNvXNx+s6q/NKchKJsXGk8kUKjmGmpScmF+VUT9aOUQbXAYbh+sarMX1mY7hj4W1eYmZCSTSwaEaHROdnkj9kFcyUN+/MkQDy1/XQw7bJn1pcKarorU0JS8lhkw68A+BFE2gUmPeF2bWd9QOLQ6vgI0jr+wb9JXB6e7KlpLU/ORYyhf65onx5OLM3I4PLXPdSztzX1x1jtA334+gGAo1nvJtBB3WN2esfP40xhpY7d0eLh+sSynOjImNJnwCFtL/3955P0d1ZYn/b9hft3a36rtbnjU7nrJnZmfG4/F4bJMExqzHYBswDuRowOScMWBMxiS1wCATRTJISAIhCSEBEqCcUGql7larJb1wX77hfH9oSbSERLCFaYnzqQ/lKqwSr+9999x7Tr937/Hoc1fOJWen5ZaVVpV6au5VF6bcTY69fC7u3E834m9W3KnrvL95WyLsNZrzvUXX8hJjkqIPxRyKOhoVdejQD1E/nj10IeV0RklaVUuV9oiv8QQICRpLlfzU0qSzSTHRP4bcLFE/Ho06czrq0uUj8Rmnk4uv3PFmV6ld7m/uNOa0pK+47xp4ek3/xUsWf7kldd7ZxlNFWq3xVG/GBTOjJksp85fcLEmKTz//U9z5hIvnb19Jq7hT2VytO8ozeZIJQX7lunmHAnNNbY27xl1ZXVVZVVVZWVVVWeWuqnJXuYNUuauqqqoqg38qq6qr3DXVNbW1tXXP54KfjJC6ubelpcU0TSFE8J0owW1q6RZRNElSgocsS7IkK7KiKoqqqipRZFWRlNaDm2VJUiVZVzXbcFinw5HbYEBNZhCTKGqH454lSZElVZWIJmumqju6xWwqWBenGztUb1Z9Fb6y3Mr87MKc7OycnOycvOy8wrs3E9LOrTu7b+zmb8ZOWL9u5O5rX13wH8tnNV08FCeAOczWbV3WVan1SmRVUnVVt0zboYxyalNLNzRVVVWF6Krh6I5wOHABggtBObMcx7Qc07AMzdBVVZU7fCBZlVRd0W3D5vRRVQ8IvtsI4HBqOgYxFJm0NrUkyYqkarJu6w53uj3omQO3haPbhkpC21RWZaITwzZtSpnDqEUtw9Q0TdUIMXWLWm2Hpz8Ko57X/MQyNqZEzZ2+cPEfpu57fWXS0vOVWXWGzturvQKAAtdtrYX4PYHqao/bXeMOoSC9MmFrruvLmI2fLF27fOyOuClnPAfv0fvdv+T/VB1EQjrI5u2fiAE3uU1MXVGVkFZRiKKZmulYTrBZTNvUDUKIqhPdNmxuM84Y5Y7hmCTY+7KiKoqiKrJKCDFs3eY2E5xR4ZjU1AyNKMHhEPwP0VTD1mxuMWACADiADay2pehk1o4xkSNemv6XlwYNHjtw8enJZ71HiribdLO/vKCCWdTSTaKS1vHW9m/IqqLoRLcNp/0IciaYRU3NVBVNltXQn5YJ0Qzdtk1qW7Zp6kSXZSJJSvsNpqiyQhS19acVuW2YS4okaYpq6Sa1uXjobXfOLFlrrG6szHcXZBfnZOe0DsOCe1nXM2K3X4ocv2vT6GnrlozcfnHiqdr9WU5xoKte5pQ7hmMoRnsvS4qkaIpuGcFeZja1DVMP9rKm6rZuc5sLLphgNrN0S22NTlLn6KQ8FJ2ILBtEt02n89HtbZfDwDGZQQxV7hCd5PbopMuaSQzHsLnNgAkhBBXMZBaxdJUQta2jZFVViW7qFrOoYIwJajFbN3USvJ2CTa2qRNVNYlKDCspBgABwgBtOc3ld8o6bWwYd+erVlV+PnrPrzKok9XgFL1XFU9a4g9txUE4tahmWrhuarmuGrtumTW32cJ/2IAJC78mup4+HO0ht66Bupo+2DjIf20EWs1mX04ftaAHFW+69n1ORl13QPn3kF97JuHT9zMrT34/ZsOHzL9dv+mjv9a8vNcUUce/D5+gJIZjNLM3WZb31+uXW6GRYpkMZo5xajqWFTh8GFY5onT44ZfTB9EF0TVE7fR5ZlVRD0W3D4fQxvR7sZYdTwzaIochqh+lDVwxbd7jTbV9z4JZwNMtQiNph/lKIQQzbbI2TlmPphkaIqhGtbfp43P0jNDd3n7XT1sfv/3rCvGWvTnP9fW3Kmlh3ns/UuXDg0SFOU4MBucsQpzwU4iyrLcRpTxniTM2kVhfDgTNb0QM1jZUF7sKOIe5OWkbczljXxD2bR81cu/CjbefHn6zek2kXdPlNcHuIIxJp/acVSdFkzdQtx6EdQ5yqKbqttYc4brNHLcC6GUGPWIC1j6BOCzC54wKsQ4hjgpnM0ixd1TqEOIXopmYxMyTEWW0hTukU4hzhtK6CKAjZaU4vO7f0/LQ/rfz7v4948x9vj9v80f78jRnWrYYn2327i1uNAbeAGQ41dYcSRxit82/XPw1AecfoJEmSJMuS3HardDl9KAYxqEk5FZwLyqlBTWJ2WiSohBjWg0UCNanVukiQQxcJuqVZzKQPXaSgzDFsXdVUWemwoFRkWVOJpVvM5l2WrYPTh243Ftckbrr+zdtRM19bPu/LOfsurUk1Y9yiUnvCYE9BKE5zevn5ZRem/3nVW/8+8m9vvT1u88h9eRvSrQzfY/f14gA0dCnbbdvKktw+40tEVkzNcCzKu4oqArgDtkF1VVdlJbRVZFlSFEklEtEVzSIGNW3uMNHFnc8NS/a11JbUlWTfz83Oy87OzsnNzs3PycvNSjl+7fjc6B2fLF03efTG/aOjclZeVa9WgvpwAUNwQS1qEkuTNSX40WRJJhIxiGnblDLmMMe0TU0niqoSRTOJyUwGVIAIRn6HUct2TNM2ddMgmqYoSqfITyRiEtMxqXhcSUYAMBA2s3VLU3VZUh+ECFUihmo6BhPdl+oYMJPZxNQU5RErZMe0TV0nhKga0S3Dbr39HnlpVMj5/P6RpoTlR7bO+eCrta/MPDZ06+396b46hRmCU0EFNR1TM9SOkV9RZFlVVJ0Yjkm5A8BBiNbbSTMURZMVNfijrSNJI7ph2LZFbcsyTI3oUmgjtEb+0ES1LfKrkqSrxNJt1tXilj4ix7xxfn1ojjnzfEOP5pjcEYIHF/+mZj7dCDI0wzEpp10+XyXogxHUOfJ3HEGtea4AQUVbiCMdQpxKdEu3mU0FZ6yrECerhLSFOEE5tEWnBuK+lOuaHP3p/3z9+v8b+u4/3519+Ivj7n05vFR+2rUoF8yiJjGJrHaICJIky5JKFN3UbRaSDwZveIvbmm2oGlFDszai6ZrpGI6gjAtmc9uwDdI22bV+ZFUzSDDHZNBxv1UhmE1NzSQKUaSOTasqikF0x3Qev1gCQbndGvk7lhIkSVFkTSOmbVLR1cZcHX4Jsw1LVzWly+nDNixmd876BQAXwmG2YRG1+xGkdD2CLGbz0HgrQDhADWqqOgn5ILIsq5qqW7rl2JQyZlPHsAxNJ4QQXTO6S8raQpxj2HpoiJMehDj6iBDX9ku4I2zD0VVd6VSlaZ0+ZKIrmqUZ1HS4w0PzLA7CAkrk0oTCo5MuLfrDthl/n79qzfyThTuyeWqDaH7qInewsOYwx3QM3dR0XdN1zTJMx3I4FV3NXAjSE/z6dfO6+vr6eo/H423wNjT6Gpv8gaZAoKl7Ak1NgaaAP9DY4G/wer2etl8RjnRTNw9TuE31+ipv1pX8i4eTol0no1wuV6Qrcr/rwN7vt637dvXkFUtGz14xfcqOvfPO3tmTJV+v5oEuHrdAngwmAcmD2oT8i9+vX7x46McL3x23Y9aelHP5TfcNaBTBL5kpgCzs8kBpSv75IwnbvzuyadOuTSGsXfbd4glb5n2yZsnkhVt3Ljp1c9ut5sQq7nm4INUHsQEaQc+sT9v507wPl//v70e+/HbEiBWfR2ZuKaTXm0B5uifrwgYOpt/TmJtWEv9j6nHXmUOuKFekK/KA68DefTs3bV03Y/WS0XOXTZy65bvZJ65vyQjEl7O6zs/tIp3gAC1gV+rupDs/LndNG7zow7dnTJ+z7GjyofsiQwY/Pofwi+GWrdWW199OyP3p0JVo14kolyuydfrYs3X15pUTli0ePWvVV1N2RS64kLvvjnqzTrQ8g4NTXxRoE6g54I67c3bnyvmLBn+0aODEPfMP3ogtbikzoelRj1+FARysgC+Ql16acCztuOvsIdehthC3f+fmreu/Wr1kzNyl46du3jzrWMrm9Ma4si6rJ0goAkABVmZUxdzeM2PnkDfG/+aPQ/72+QfLTi9Ka4qpA/fT7f+GhEJBNINVoZQl3IpauG9i/wUj3p0xa+HKkxlHKiFTgaYnGmzBDqow3DGZe2fuGvrGhN/8cegbn32w7PTC64FTdVDVazuIEiKX57mvn88644r9wRXtcrkiD7oO7nPt3blr8+Jvln++eMmn09ctnnbg9PKE8qN5Zl4DGGEdnsIZBrYHWm7bhTHxUZtmTF3wzsjlw2Yf3nAm90a95XYes7vXc4c7LDTHPNUpx1wzJTTH3J2JOeaTQAGawMoN3Dt4ZfXY9X/746jf/G3w0K9H7Uhel2sm+KEJF7dIOGIA94JaVHvj0MW1Y7/55M2vRn84Z/3eLam1Fxug1AAjfEtlCNKB51g393l9fp+/saEx0NgYaAz+6Uzw7/2BxoZGv6/Bh3XznoRpJHAvOSdq1am5w9d8HPH5kIiIiMERgwdGDOw/YED/AcOGvf/FxC9Wfbv0ZMKh7JobPrtWEbj8/fkIC1gz6LXV6XEn1qxaNGL8hI/nzvvm5MGb9SkyVLRuImkBeLh+ozJ5T+yS8Rv7vzX+9dcHvx7CX994u//A4Z98PmHJhhVHL0VlVSZ7zSpZaC/EUkkHKAfpcmXshiPjx0z5zXvv/feEkRNcK+LLz8lw/+F9J3sJgjKpJKvoxJaLSz7ePCZi0rCIoREREYMHRgzqP3BA/4FDhgwd8/mni9fMP3xu7637Vz1GpSTIz3yS8MWBAtSBflMujE7cu3TlZ+M/e3/mpDn7tl3MT2mCWgpm+EblXoOjyP7MhDsHlhyb/d7KkRGfhk4fA/sPfH/48HGTx63btiLm6pG8+psNtoeAidPHz0aYwJqAVFckXzi6bNm8f46bOGrBwu/ORt3xXVcheEph2CKokMtySk7viF0+esvYiMnDIoZFREQMHhQxqP+g/u8OGDJkyOixoxesnOuK+T6jNNFjlEtCxRD3GDhAAzi3SUHk1fXTl7/+/oj/+Oi9/qun7U6LrDYzDWh5BptGvTDYIGqApDfl/BC7Y9GS0ePG/t/sqQtduxNLbsjgYU841oIdlEkKIq99M2PFG++P+I+Rw95ZNW132kG3cduA5l7bQaa/vjbpeNp3Mw5Oipj/QcRHEREREYMiBg+IGPDOwEEDB/3zww+nzZ667eDGy7diyppyAjSgw+Ne9EG6Q4DQwPGzhqK7MUd2z5wzc/j4SRPWrDqUcuq+lmmCN7yfqWS6HppjfjG0Q445sGOOmeazMMd8AiyAaiBJ3tStMbO/nP3Ke+//52cffLJjwen8Ey1QYHV3XgKCPF9kYEXgTyiJ33ZgwfSpwyeMHb1q0Y64EwVNhRa0dP3iF4KEI89pn5b6+vp6T73H4/F4PR6vx/toPF6vx+vxeDz1YbineSi9q25O1RZvxoWMrVP2j3lt+l/7vfvbfv369evX7+V+L7/88qt/+sOAT4ZMWTtrz4XI9NJbjcTPRffbmyBPiAAQTUX5mfv3npw5a+eMhVt3nYy6VZcoQSkPJmMmQB3TrpUlfHv2qxHLf//KiJde+vNLIfzPa6/+44MBXy6fti1mb3LBDa/s4cJ+UfpFAyiF5jh3wq5jcxbPe3vhuEHbF669Ep3bkA0QCPMnLrtHOFYgN/nugYVHJ/x13lv9hv6u32/bh+Erv3/treH9v1gy+dsTO6/kJte11HFhvSjd/UugANWgpUqF0YmHt6+es3XKlB+Wfpsac7Ou3BL40HOPYEv++tRT1zeN3/PxK1P+0u8fIdNHv9de/99BY96b/s3c/bGHb5VlNesBDhTv21+KAMH8ufdu7t55bPpXO2Yu3rbv7OG7vqsyVIinPP7x10VQp7ngRo5r2bHJby58u9+w3/X7XXuI++2rr7417J2xC8ZvjN4Wn32ttrmGC1NAGK+bwgQG4AE7gxQcSd62ev3w+RPfXDt1wvFt54uTNVrT7WmTyJNggagCNTmQcyT24Lbls7ZPmRa9YvuNC3e8bvbku98wAA84GaTgSOr2NRuGz5/45pqp445tO198jTjV0NVO2b0E3VNR/tP3l5f8c9N7/T79Q7+/9HsQ+V/50z/+OnziyAW7VhxPjSmoLdJthXfaigH5GQimqdUp165tWHdo8oyt89ftOJ58vFRLN6D+mZyq0mNQIoXmmP0755gfh+aYDZhjPhEmQCWoV31p+84vW7ZkwIJx73w7Z+HFyPSa2wA+3NMZCVMkYHng+6n46r6D67+bNfn7GfMv7DiRn1GrNod3EEOQTjzHunkfpHfVzZmuBPKv5x3ffG7lZ1smjZo5elQ7o7+YMmH+piW7zx9MLEyravFSjnGtpzAaGj3XruZHHUw96Iq7lJJQEsgkUNt66rQN4OfGvbrMY6nbl0WO+2zZqFGTRoXw+cQvv143b9vp3bG5SWWBWov10mLxz8IAqAEls+FubIrrZNSKM3vWJ5+4cD/LRxrgyY/BCTsEtaSyuyXn91zeMGnX1FFzPx01pr27x44fN3v1vO9O7L5w70pJo9ug+BTmk8EAfGDkEPfVu0lx0YeS9hy8d+xSzd1K9an3fkS6wSHN/uyk7KPrY5Z9umnCqGmh08e4aZMWblm299KhpOKMGrmBhfEs2NvQ6r31ifG5kftTIg/Fxd9ILGu+o0G9+LmbWf8qCOYolbn3L+5P2DRlz/RR8z4d9emDEDfuy1krv/72xx3nsuILG6p0J5wfnA8nOEAAnALDnZR7IebkhpN7lse5Dt67muuvBHj4MC7kaXBAeEC/J1dcuZ0Y94MreU9kzsn42twa8jT74XGAANBCw52U/9OZU9+c3LM81rX/3tVcf6UQam/uIDNQV5d2JmPvoiPzRq36YtSEkMA/dvLX01Z8v+5w0slb7txGLcx3EelFcAZy6X33+Zg7+/de/eFYbGrOtVoz34LG8C45MUPtkGOOCblXvpgyYf5GzDGfHhvAA/rd5oL4m9Gnjqw6vXv11aMnC9Pdcj2A0WvzIKSvQ4BVQPONmpzLcafj9+1PPxBdEn+7sVqxe+9UiLyYYN28J+lddXNBbSNQFyjJKs9kKvPBAAAFHElEQVSIv3Ml9lpcbDtxCUlX0u6m57kLayUfwVS2J2GmbXrq5OJCX1FhjbuuusXwOaC2Ln8ZgC5oA/GV1N1Lz0+IT4+NvRIbQvyVhOuZ17Mrcqtb6hX7BdsRjAIoYPt0v7u+qLzodlX+XV9Ftdpkst5bNAcA4MySGprLc9yZV7KTYlMvx7YPxLj4xMSU29fvledVNdXJtt6LP+SvjADQgDY6So2/rrqk2JNX1FxWrTep9EX6nunZwh1T99f4i26XpcdlJcYmhU4fideu3sjOyK8urpf9Gn7Z05Mw3TTqaqTiAl9RYU11fY1kNjhhXycV3JYbWyrz3FlXc5JiUy/HXm6/VS4nJqTcun63LKcyUCtZGtZOnhQBYAAPUKU2UFlRdrci/3ZdcXGzp9nSwvxm6AVwAA2o35ZrfDXVxUXevKKW8lqjWaNP07DBDmqiSm2gKthBtcVFfaGDmKGS+jJPblpRauzNhNjEB3E/7vLV69du5WcWe8r9WovFe/XHDDccWdHdFc2F+Z6S0ur6xlqVBli410kxx3wGMAAC1G82VXtLK0oyK/OzPPcrZL/mGOH9JQryYmODkMCsVxur3eW1+YX+wvtqrd/ScA8vpLeBdfOepEPdvLnFNM3wXtVA8NVvwSnnlDPK2uWM8zAu+fcFBDx85HXr3wsADpwJRjnr3C+Mc/7ivswo2uxjCBBccCa6GIYcX3P+WTy4VbD9nhm82+kjnL8x7gt0N32ELd2EOIYh7pfQJ2fDcKCnpo8+2UHiQeTvvEDlGPmfJaJ3Rn7MMXuWvpoHIX0bTMqQvgDWzXuSB3Vzj7e5ucUwwr9ujiAIgiAIgiAIgiAIgiAIgnQA6+Y9SRf7tGDdHEEQBEEQBEEQBEEQBEEQpFeBdfOepL1u7vN5ZaXFskxqCq0BmssgUAIt1aBLQCkwAYwDpeEhA8aBceAPy4AxYM/9CvuewYZta94uWjj4v7rsFA6cv9j9EtI4facdHjEMeeut8vwvshfKOo615349fc1HhCls82fX5o+ePsLTR4Y4jiHuFzcsThM9bs9MH+0dxPtKBz16gYqR/5k2e69rXswxn419MA9C+7ysw6z6/K8HRZ9SrJv3JO1184ZGLzFbKDX1JlGTCvcOwM1tkHsC6vOAELA4GDZoGhCCoiiKoiiKoiiKoiiKoiiKhpdYN+9JgnXzurpaf7PXYC1cmFK1yD4A50ZDdARcmgMFcdAUAMJANqC5BZqaUBRFURRFURRFURRFURRF0fAS6+Y9SXvdvLHFa0GLADNwX6SthoOvwXf/Bkfeh9vR4POCTKFJgwY/+HwoiqIoiqIoiqIoiqIoiqJoeIl1857kQd1c8trQAmAGSkTKUvj+v2Hjv0DUQLh5GLwekCk0EfA1gNeLoiiKoiiKoiiKoiiKoiiKhpdYN+9Jun7efBUceBW2/Cv8MAxuH8XnzVEURVEURVEURVEURVEURcNarJv3JA/XzZvKRPo6iPozbP9P+PFDyDoODT5QKDRr4G+EhgYURVEURVEURVEURVEURVE0vMS6eU/Sdd18PUT9BXb8F/w4AuvmKIqiKIqiKIqiKIqiKIqi4S7WzXsSrJujKIqiKIqiKIqiKIqiKIr2drFu3pNg3RxFURRFURRFURRFURRFUbS3i3XzngTr5iiKoiiKoiiKoiiKoiiKor1drJv3JFg3R1EURVEURVEURVEURVEU7e1i3bwnwbo5iqIoiqIoiqIoiqIoiqJob/f/A6ZQBoWrNRrRAAAAAElFTkSuQmCCAA==[/img][br][br][br][br]La cabeza de la regla describe que hecho tratamos de definir. El cuerpo en este[br]caso describe la conjunción de las metas que debe satisfacerse para que la[br]regla sea verdadera.[br][br][br][br]Por ejemplo en el siguiente código, tenemos que podemos combinar las parejas de[br]baile en una fiesta, hombre y mujer. [br][br][br][br]En la línea 8, observamos la definición de dicha regla.[br][br][br][img]data:image/png;base64,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[/img][br][br]

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