Kit IntroductionThis Basic Starter V2.0 upgraded kit is developed specially for those who are interested in Arduino. You will have a set of Arduino's most common and useful electronic components. What's more, we will offer you a detailed tutorials including project introduction, connection diagram, source code and more. You may learn about Arduino from basic projects to more complex projects. This kit will help you control the physical world with sensors. Kit List Install Arduino IDE and Driver Installing Arduino IDEWhen we get control board, we need to download Arduino IDE and driver firstly.You could download Arduino IDE from the official websitehttps//www.arduino.cc/, click the SOFTWARE on the browse bar, click “DOWNLOADS” to enter download page, as shown below There are various versions Of IDE for Arduino, just download a version that compatible with your system, here we will show you how to download and install the windows version Arduino IDE. There are two versions of IDE for WINDOWS system, you can choose between the Installer (.exe) and the Zip packages. We suggest you use the first one that installs directly everything you need to use the Arduino Software (IDE), including the drivers. With the Zip package you need to install the drivers manually. The Zip file is also useful if you want to create a portable installation. You just need to click JUST DOWNLOAD. V4.0 Development BoardWe need to know V4.0 development board, as a core of this kit. V4.0 development board is an Arduino board, which is based on ATmega328P MCU, and with a cp2102 Chip as a UART-to-USB converter. It has 14 digital input/output pins (of which 6 can be used as PWM outputs), 6 analog inputs, a 16 MHz quartz crystal, a USB connection, a power jack, 2 ICSP headers and a reset button. It contains everything needed to support the microcontroller; simply connect it to a computer with a USB cable or power it via an external DC power jack (DC 7-12V) or via female headers Vin/ GND(DC 7-12V) to get started. MEGA 2560 Board Mega 2560 R3 is a microV4.0 Board or MEGA 2650 Board based on the ATMEGA2560-16AU , fully compatible with ARDUINO MEGA 2560 R3. It has 54 digital input/output pins (of which 15 can be used as PWM outputs), 16 analog inputs, 4 UARTs (hardware serial ports), a 16 MHz crystal oscillator, a USB connection, a power jack, 1 ICSP header, and a reset button. The built-in ICSP port can burn the firmware for ATMEGA2560-16AU directly. This chip is burnt the firmware well before leaving the factory, therefore, we hardly use it. We can power on by USB wire, DC head and Vin GND pins. To facilitate wiring, a 0.5 m USB wire is provided for you. Specialized Functions of Some Pins:1. Serial Communication: D0 (RX0) and D1 (TX1); Serial 1: D19 (RX1) and D18 (TX1); Serial 2: D17 (RX2) and D16 (TX2); Serial 3: D15 (RX3) and D14 (TX3). Used to receive (RX) and transmit (TX) TTL serial data. Pins 0 and 1 are also connected to the corresponding pins of the CP2102 USB-to-TTL Serial chip.2. PWM Pins (Pulse-Width Modulation): D2 to D13, and D44 to D46. Provide 8-bit PWM output with the analogWrite() function.3. External Interrupts: D2 (interrupt 0), D3 (interrupt 1), D18 (interrupt 5), D19 (interrupt 4), D20 (interrupt 3), and D21 (interrupt 2). These pins can be configured to trigger an interrupt on a low level, a rising or falling edge, or a change in level. See the attachInterrupt() function for details.4. SPI communication: D53 (SS), D52 (SCK), D51 (MOSI), D50 (MISO). These pins support SPI communication using theSPI library. The SPI pins are also broken out on the ICSP header, which is physically compatible with the Arduino Uno. 5. IIC communication: D20 (SDA); D21 (SCL). Support TWI communication using the Wire library. Installing V4.0 board DriverLet’s install the driver of V4.0 board. The USB-TTL chip on V4.0 board adopts CP2102 serial chip. The driver program of this chip is included in Arduino 1.8 version and above, which is convenient. Plug on USB port of board, the computer can recognize the hardware and automatically install the driver of CP2102.If install unsuccessfully, or you intend to install manually, open the device manager of computer. Right click Computer----- Properties----- Device Manager There is a yellow exclamation mark on the page, which implies installing unsuccessfully. Then we double click the hardware and update the driver. Click “OK” to enter the following page, click “browse my computer for updated driver software”, find out the installed or downloaded ARDUINO software. As shown below There is a DRIVERS folder in Arduino software installed package open driver folder and you can see the driver of CP210X series chips.We click “Browse”, then find out the driver folder, or you could enter “driver” to search in rectangular box, then click “next”, the driver will be installed successfully. (I place Arduino software folder on the desktop, you could follow my way) Open device manager, we will find the yellow exclamation mark disappear. The driver of CP2102 is installed successfully. The installation method of MEGA 2560 board and V4.0 board is same (5)Arduino IDE SettingClick the Arduino icon, open Arduino IDE. To avoid the errors when uploading the program to the board, you need to select the correct V4.0 Board or MEGA 2650 Board that matches the board connected to your computer.Then come back to the Arduino software, you should click Tools→Board, select the board. (as shown below) Then select the correct COM port (you can see the corresponding COM port after the driver is successfully installed) Before uploading the program to the board, let’s demonstrate the function of each symbol in the Arduino IDE toolbar. A- Used to verify whether there is any compiling mistakes or not.B- Used to upload the sketch to yourV4.0 Board or MEGA 2650 Board*1 .C- Used to create shortcut window of a new sketch.D- Used to directly open an example sketch.E- Used to save the sketch.F- Used to send the serial data received from board to the serial monitor.Start First ProgramOpen the file to select Example, choose BLINK from BASIC, as shown below Set board and COM port, the corresponding board and COM port are shown on the lower right of IDE. Click the Check icon to start compiling the program, check errors. Click the Arron icon to upload the program, upload successfully. Upload the program successfully, the onboard LED lights on for 1s, lights off for 1s. Congratulation, you finish the first program.If it is MEGA 2560 board, please select Arduino MEGA or MEGA 2560 boardHow to Add a Library? What are Libraries ?Libraries are a collection of code that makes it easy for you to connect to a sensor,display, module, etc. For example, the built-in LiquidCrystal library helps talk to LCD displays. There are hundreds of additional libraries available on the Internet for download. The built-in libraries and some of these additional libraries are listed in the reference. How to Install a Library ?Here we will introduce the most simple way for you to add libraries .Step 1After downloading well the Arduino IDE, you can right-click the icon of Arduino IDE.Find the option "Open file location" shown as below Step 2 Enter it to find out libraries folder, this folder is the library file of Arduino. Step 3 Next to find out the “libraries” folder of this kit You just need to replicate and paste above libraries into the libraries folder of Arduino IDE.Then the libraries of this kit are installed successfully, as shown belowNote the Arduino software download and the driver installation of Mega 2560 R3 board is similar to arduino V4.0 board.Project DetailsProject 1: Hello World1)IntroductionAs for starters, we will begin with something simple. In this project, you only need an Arduino and a USB cable to start the "Hello World!" experiment. This is a communication test of your Arduino and PC, also a primer project for you to have your first try of the Arduino world!2)Hardware required1.V4.0 Board or MEGA 2650 Board x12. USB cable x13)Sample programAfter installing driver for Arduino, let's open Arduino software and compile code that enables Arduino to print "Hello World!" under your instruction. Of course, you can compile code for Arduino to continuously echo "Hello World!" without instruction. A simple If () statement will do the instruction trick. With the onboard LED connected to pin 13, we can instruct the LED to blink first when Arduino gets an instruction and then prints "Hello World!”. //////////////////////////////////////////////////////////int val;//define variable valint ledpin=13;// define digital interface 13void setup(){ Serial.begin(9600);// set the baud rate at 9600 to match the software set up. When connected to a specific device, (e.g. bluetooth), the baud rate needs to be the same with it. pinMode(ledpin,OUTPUT);// initialize digital pin 13 as output. When using I/O ports on an Arduino, this kind of set up is always needed.}void loop(){ val=Serial.read();// read the instruction or character from PC to Arduino, and assign them to Val. if(val=='R')// determine if the instruction or character received is “R”. { // if it’s “R”, digitalWrite(ledpin,HIGH);// set the LED on digital pin 13 on. delay(500);digitalWrite(ledpin,LOW);// set the LED on digital pin 13 off. delay(500); Serial.println("Hello World!");// display“Hello World!”string. }}//////////////////////////////////////////////////////////////// 4)Result Show Done compiling and uploading the code, click to open serial port monitor and set the baud rate to 9600.Enter an “R” and click Send.LED 13 will blink once, and your PC will receive information from Arduino: Hello World. Now, the experiment is complete, so easy! Note: if upload failed ?Check whether you select the correct Board and Port in Tools. Project 2: LED blinking1)IntroductionBlinking LED experiment is quite simple. In the "Hello World!" program, we have come across LED. This time, we are going to connect an LED to one of the digital pins rather than using the built-in LED13 of V4.0 Board or MEGA 2650 Board. Except an Arduino and an USB cable, we will need extra parts below.2)Hardware required1. V4.0 Board or MEGA 2650 Board *12. Red M5 LED*1 3. 220Ω resistor*14. Breadboard*15. USB cable *16. Jumper wire* 2 We follow the connection diagram below to connect the components. Here we use digital pin 10. We connect LED to a 220ohm resistor to avoid high current damaging the LED.3)Connection for V4.0: Connection for 2560 R3: 4)Sample program//////////////////////////////////////////////////////////int ledPin = 10; // define digital pin 10.void setup(){pinMode(ledPin, OUTPUT);// define pin with LED connected as output.}void loop(){digitalWrite(ledPin, HIGH); // set the LED on.delay(1000); // wait for a second.digitalWrite(ledPin, LOW); // set the LED off.delay(1000); // wait for a second}////////////////////////////////////////////////////////// 5)Test ResultAfter downloading this program, in the experiment, you will see the LED connected to pin 10 turning on and off, with an interval approximately one second.The blinking LED experiment is now completed. Thank you!Project 3: PWM 1)IntroductionPWM, short for Pulse Width Modulation, is a technique used to encode analog signal level into digital ones. A computer cannot output analog voltage but only digital voltage values such as 0V or 5V. So we use a high resolution counter to encode a specific analog signal level by modulating the duty cycle of PMW.The PWM signal is also digitalized because in any given moment, fully on DC power supply is either 5V (ON), or 0V (OFF). The voltage or current is fed to the analog load (the device that uses the power) by repeated pulse sequence being ON or OFF. Being on, the current is fed to the load; being off, it's not. With adequate bandwidth, any analog value can be encoded using PWM. The output voltage value is calculated via the on and off time. Output voltage = (turn on time/pulse time) * maximum voltage value PWM has many applications: lamp brightness regulating, motor speed regulating, sound making, etc.The following are the three basic parameters of PMW: 1. The amplitude of pulse width (minimum / maximum)2. The pulse period (The reciprocal of pulse frequency in 1 second)3. The voltage level (such as 0V-5V )There are 6 PMW pins onV4.0 Board or MEGA 2650 Board*1 , namely digital pin 3, 5, 6, 9, 10, and 11. In previous experiments, we have done "button-controlled LED", using digital signal to control digital pin. This time, we will use a potentiometer to control the brightness of LED. 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 There was an error displaying this embed. 2)Hardware required1. V4.0 Board or MEGA 2650 Board *12. Potentiometer *1 3. Red M5 LED *14. 220Ω resistor *15. Breadboard *1 6. USB cable *17. Breadboard jumper wire * 6The input of potentiometer is analog, so we connect it to analog port, and LED to PWM port. Different PWM signal can regulate the brightness of the LED.3)Connection for V4.0: Connection for 2560 R3: 4)Sample programIn the program compiling process, we will use the analogWrite (PWM interface, analog value) function. In this experiment, we will read the analog value of the potentiometer and assign the value to PWM port, so there will be corresponding change to the brightness of the LED. One final part will be displaying the analog value on the monitor window. You can consider this as the "analog value reading" project adding the PWM analog value assigning part. Below is a sample program for your reference.//////////////////////////////////////////////////////////int potpin=0;// initialize analog pin 0int ledpin=11;//initialize digital pin 11(PWM output)int val=0;// Temporarily store variables' value from the sensorvoid setup(){pinMode(ledpin,OUTPUT);// define digital pin 11 as “output”Serial.begin(9600);// set baud rate at 9600// attention: for analog ports, they are automatically set up as “input”}void loop(){ val=analogRead(potpin);// read the analog value from the sensor and assign it to valSerial.println(val);// display value of valanalogWrite(ledpin,val/4);// turn on LED and set up brightness(maximum output of PWM is 255)delay(10);// wait for 0.01 second}////////////////////////////////////////////////////////// 5)Test ResultAfter uploading the program to the board, rotate the potentiometer knob, you can see the changes of displaying value, and also obvious change of LED brightness.Project 4: Traffic light1)IntroductionIn the previous program, we have done the LED blinking experiment with one LED. Now, it’s time to up the stakes and do a bit more complicated experiment-traffic lights. Actually, these two experiments are similar. While in this traffic lights experiment, we use 3 LEDs with different colors rather than 1 LED. 2)Hardware required1.V4.0 Board or MEGA 2650 Board*1 2. USB cable *13. Red M5 LED*1 4. Yellow M5 LED*15. Green M5 LED*16. 220Ω resistor *3 7. Breadboard*1 8. Breadboard jumper wires* several3)Connection for V4.0: Connection for 2560 R3: 4)Sample programSince it is a simulation of traffic lights, the blinking time of each LED should be the same with those in traffic lights system. In this program, we use Arduino delay () function to control delay time, which is much simpler than C language.//////////////////////////////////////////////////////////int redled =10; // initialize digital pin 8.int yellowled =7; // initialize digital pin 7.int greenled =4; // initialize digital pin 4.void setup(){pinMode(redled, OUTPUT);// set the pin with red LED as “output”pinMode(yellowled, OUTPUT); // set the pin with yellow LED as “output”pinMode(greenled, OUTPUT); // set the pin with green LED as “output”}void loop(){digitalWrite(greenled, HIGH);//// turn on green LEDdelay(5000);// wait 5 seconds digitalWrite(greenled, LOW); // turn off green LEDfor(int i=0;i<3;i++)// blinks for 3 times{delay(500);// wait 0.5 seconddigitalWrite(yellowled, HIGH);// turn on yellow LEDdelay(500);// wait 0.5 seconddigitalWrite(yellowled, LOW);// turn off yellow LED} delay(500);// wait 0.5 seconddigitalWrite(redled, HIGH);// turn on red LEDdelay(5000);// wait 5 secondsdigitalWrite(redled, LOW);// turn off red LED}////////////////////////////////////////////////////////// 5)Test ResultWhen the uploading process is completed, you can see your own traffic light design. The green light will be on for 5 seconds, and then off., followed by the yellow light blinking for 3 times, and then the red light on for 5 seconds, forming a cycle. Cycle then repeats.Experiment is now completed, thank you.Note: this circuit design is very similar with the following LED chasing effect.Project 5: LED chasing effect 1)IntroductionWe often see billboards composed of colorful LEDs. They are constantly changing to form various light effects. In this experiment, we compile a program to simulate LED chasing effect.2)Hardware required1. Led *62. V4.0 Board or MEGA 2650 Board *13. 220Ω resistor *6 4. Breadboard *15. USB cable*16. Breadboard wire *133)Connection for V4.0: Connection for 2560 R3: 4)Sample program//////////////////////////////////////////////////////////int BASE = 2 ; // the I/O pin for the first LEDint NUM = 6; // number of LEDsvoid setup(){ for (int i = BASE; i < BASE + NUM; i ++) { pinMode(i, OUTPUT); // set I/O pins as output }}void loop(){ for (int i = BASE; i < BASE + NUM; i ++) { digitalWrite(i, LOW); // set I/O pins as “low”, turn off LEDs one by one. delay(200); // delay } for (int i = BASE; i < BASE + NUM; i ++) { digitalWrite(i, HIGH); // set I/O pins as “high”, turn on LEDs one by one delay(200); // delay } }////////////////////////////////////////////////////////// 5)ResultYou can see the LEDs blink by sequence.Project 6: Button-controlled LED1)IntroductionI/O port means interface for INPUT and OUTPUT. Up until now, we have only used the OUTPUT function. In this experiment, we will try to use the input function, which is to read the output value of device. We use 1 button and 1 LED using both input and output to give you a better understanding of the I/O function. Button switches, familiar to most of us, are a switch value (digital value) component. When it's pressed, the circuit is in closed (conducting) state. 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cVphB7bOrGo45j75lWhGwIwtQKXJowmcSq4GaYeiTEKnQtICAHXQ0zT02DMOKY7GMJbJD2MGFXiZHsEZqiKaBxJ6AbSTQTmB1oKE1NTeBvZGHEeQ7VaCbS7B9lP8+Mna9jcjTD2z/T9WvqUEKBGoYaygxSI2HfK286+1X+PhNyDUjU/DgHqf1eTqmiH0kIvoC1JTrK++JngusJ71No8QfNbKZg4bwTk9CEKLlcPufp//Tafb+44JHLf+O9O1dfv+NYZawXFFNJQ33nTz/SPHn3ry2bs6WlWD6I+qJuayNmOlBDCSKmL8CyChAdYy8iDGoVS/icNZF9I2aDl4n0hbln/wa+BJhLkjjUWD3BZ+I0czgtqPr9IPrsb+VsBUHtgNEdrA3tFRkRWQvla9TAixoT1RNhZipGvXRdmqhijGytEc+0Scf/k4ataiN8Io0WqUtiBJ5JjlHkLFIY8H6dEGwGIzhjjWvgwwyq/EVpLzIbTe04T6CGNB1LCGlMj0yklXPXX9428Mf/9NjlH3zHxtU3bTkWGesFw1Ssrv3mt//s/05jaz64aNbWlkrpYJqC2dWMKFSTUmpgrklTOCWnxIAmEyFkprBEA0SSg7ymMwvsIAz+qEfisrbIQEI2Beu/U/vd6BizLzKx5wvUI3tB7jKdqB2ZamQIvT52lLVQzfT0Ofm+k3br75l/y6SjtiD0L66o+YfV75KVw2TlfTOOltfAmijwcooICh9puZz4WwsY28QVJ9VpQGsllC9bA2odeIw1qJeYTFxIw8NTaVn/hpdWBv788+3X/K+r113/f/Yfa4z1gmGqb93x9z8zNXXvf13atxGNHVqwd90yPwQiNKGeSWUXNmEUb8p+SZhG3GOadNz0KTrf4dMwRpMtsexPWPqa5OSXB8KX3zsEKJBpZolNpqRpZPFtwj40nYlmEk1NE6uZySZcPQpXz8D1TMxnIziQgZN8oXw/+RyuIo74lU4QwoNrJcAja0n7YVmA1L5/iL2II/xMRiXt2ylfURq+lsHhXBF/rjPIdWSg234acY0SwIzhkWkw1paXTQ38/sd3XPhX7z5w37HVb+MFwVSvveYVF+zaev1/W9S9qa8FDMR8bW4SsDcYOOOwOpzgSqTPVGKqto/NJFnHlabAdJS+LNvIL+a6ZZg9x2bMCPR/iBxG8DW8IjKANVomPGjLDNELzOD5CHYAPSPTKD7sY/P5ed8u+XCyLo/Nx1RvrO4Xu0sZMIlHlPg34/A6P8iUNS3DzJAIMPMZlDkBP4tZ+DrxoQxdz8ROq7K/6ee25ud1DfzVQgrVLHmuN44j82SAJicLO7GXiGlKoyOTaUnX0+84O/3pmu+m9Bc/7Lln6nvHPFPB7Jt10y0f/Y3Z7U+d2t08AnGJRkRhPrnQz0ZVbfOdYsR/AhtA8UrxobkC+tBmV7UQSJmEI9swTEX6FmEmZY1hqW/mEKZFSN32jfPm4NOZ6J3aZGIlQdLkkY7El+lLkYlcRp8Jjkm7+lf1ZywV+F8R/SusCCItyaLfz0oAPdtvwbAm7Byg5tcIWBCEgHlKWxhfJ/LpYHhdKlRoE5X1ByU74M21sPavadb8u7VU9gG1VhJG9r/y+mgNeF6CPLHGvMQ0wh1dTUNpbuHe37zwql/5yn033b5ppjLRD97XMc9Ud93x929qLzx11ey2raBTBiJJDXUmRwR2SQCqMyItYWcZZ3G5Q53nEMRhLeHPHNiltrCPUA9AiPnqoTORcoDq4Qvl05uRfK3sV+WkWqPoLnu3CAgtyowMpvzkyGq91sDpSsi64DmawVyZmQynB2igE9d8rwytSwP6EwgVkECAIWIAAjYskgSzlaf8XZl0QhcBF0e6VTUIzHsKze+19HOaySIOEVRHgIjgDl+C87W29aau903PgH0cn2xKC/r2Lxoa+OYHUGDyoQZTHYUV+MUPfHjRuvt/9z09nZtncYPGS7OQ/zqSWmJTVIqeN/QHMhvsvLOpCp13M00m+Pqf8aYZqiqnTRCy68gEwYBKKpXJJhxP9MXydwIhmRnNINaKrvzluRw3clZ5BFHFZ77/etPNf/v/ysirq/lX1paZATMiqbPWxcd4jJrAhBbR+Xg/uAFiEUYqCbOXkdVh05ZaPTMRNTlfWQPpG8ZHfKawDgS0B3Pln46dSTLp/p1U7HUX4zJjPq4lgJBrVxpHk5pn33vcK37nb7befv0xUfx4TGuqDY/ecEWlvPGSYmUcGgX9S2haqdTBya3ePBNANaRaRfPMIllP0bSppiKRfQRDgymYbSEfJypqcSKbjjAZo1SdRFkQcTCjwpLbDEMnPFftinZErEoxAuHaLKV5abMsa1IzsI6uEnBmHpuRNvGacB5rED9zzazyez9I1D8MqSSTMbPdJmdoOa6FskBqKVK8EflQZJr4JzYSl5pZDgkjxDE15ot9qcuflBktUzO0O0xl9u5wDND3MjZeSfN69s2bP3rTNVtTus6rOLNfxyxTwZfqvuOO37+6u21fd0vqwoZCohUQ4EXJRkkIH/QDfSQqFG5knZbJW1JXAKu3JOnDP4pUcfszJC6czOUV9sH4N3PU7bdJ/FO00mOJ3+10Oxvd0V0pGKEWPNREyH+U2CI5aq/M5XGTNXg8dFmYgoqVUbIHM4kp67SxTTlr4GziZhQva678t64PH8bM4mwHaz1rqHwPmYlyaEGMK96PROQ6gcUPDg1I53Qs3w8Thq3VbCrWtCkDwlnYcQ+bUndhOPU0r3/Dtkv+z18sWXPd4MxmqWM4o2LD5gdeWqrsfEUXGInUSC01hVhUi5xddEsGN+WUH8HY4VvVfCj2y6vzk8JUEY2EY24mqRFzTv8Rs+T/aDZFULkFzVzMHXb+da6sAUP7iKDgV0wjsErNpDJ8lXuwPL7GUQQt9P06nygTtco9cO+lKfSMsEK11lWcyq9M8Dl5SUYnta1M1hpgQaRN4AqZSYBBhBzinOSuKnMKnKhpwZqpypNkP8p+K83IbOrWkEbo/IDdq1pUZrhDARJahBDJyDLK7S8SZe1u2XfWSya+eRbqC+5oMNURWoHxiR0XFCq75hYBoTuuY4SMhac2rDLYwM0F2qeAYyB9isWQ8EVpSPR0Pl8znHASgqQzTKLMRFmiZ2IVyUR+nRqySNJCb6maL1O1mU05b7KO6iS+zFEjfP4sI3L+cv67nkGqBMxr8UsCCXFtnKMFzMRgdn5lv8rmpZm79llUKwvyd06gTdCc/MovObtEZB2MbjYMcw8/c7Ks05yscYy1Kn4QccAwgf0D5yLmHrE6wvZibq8LARAdg7eUCumV0F4wMDK3Z7Rt8cT9lzaY6pDtPLx/TIzsXdzRPFloi+puphxNs4Q8BKVhXl4zCvlg3lgix3bhQ5agU3KTmQRYRNZBNqPqU4G48cppk5VXM6myf0GImbVL1FBZCps5goHD1LP5CCg8EmKNvPFewPR4v16T2qSsEbKeJjSHn6JmevpZawwkk0pajm/X/B1B9VijfL88H/1DakRpVZ1WFzWLxPVyMvAPBraD9n031IS6IM3BfK7sA1oDinF0hO/eyU8UZGRhAyP+Zi7A5L41wbQfS23F0jVvfv9Hr//nj1+3/vBS0+E92zHpU7Gs43v3/GF/S9Oomo4UkMdnYnRGQrWHQ+y4Ejfp1JOQA/kSEeRaKWkYmy9ZsGfNwA5EfB2iKQ5B00iMjCUdStSZyPzTJlc1eyIIy2rKxZGkI7OEjTlpx3pz8AedrUwHvOfIV+Rz5zJ+5yfaPxFSmY3ELFSq0sXXVdpRQOfVuwhmrPfJ8mXFQKHx64VIVcsK/DBQ42zGMDojwJs1KD9TwFkQYtacfH4LBNdwcY1KMAEPnDg9Onw2Dmww1eGVAylt2JA6C4XhvubyOPwThU4F6zLkUkuLqV1VGyrCZuJmEuRuGjPDmOhsKtXSa3ICLKUuTSa0Smb+Hk5gKV/rgsTvO7OC561pCxOdj6s1u6T55mMOzbzIQkF3UtVYmWDridlH+qVnkw8i8qyCH0IJdW05mXFOm1z5FqWR43Z9fOgI/sxMGaZpXh/rEK43zTj7Pc6GN7fWAIdYCmnh6NkR91wP8Wdz2eGDHDiupUfV9BqCwYX9GCK0dV5ei5n685jUVOPjG7rKJQSlctaAzDEyhzWNTJqAbrnwoqsq/J2h9NoGVtEwEWX+VyNsomz8gF1bqw42js15dnqPhBO9zUV4dZpFWRIyp6wNTSgmnAz1y4xkOCBSk2QcCcSo+Ur1GkHfDU3BR1OGuK5Zk/p0vHKGBtnQkj9zkWHwWua5GYzHHGq+mlkc97IJXH22eCYdYLvRhluYjlmbMbalT6j5fggn5JgaZZuvzeuh46KKGv0F3ndby0jzVPlZjBma2a9jkqnG0kAPLKZutpRkRoATZ6OEQwxlghWziDhJsDkzgGZOLkT05lTNMvlUNWmfTRmDEk4fqr5MoaEd8AljZPSnxDPWRtk3q8HiYYaJWcy8Irw4qUNj4QeJAZ37J3INQVEFUniN0LCH9LEIP1LnUYzMKUd11Bmai2859CCkLvtkcU/BgaG9A8kjwWdVhZ9GEg/VjmIbKUeH3pWcq1FAbjiaW6RlgQCIQtc3M2eAhG3haMbjGYLRuYYt6Mw0Nr6zwVRHQqa0lIZ6y82Yhca+5WGmmOhNL05mrRG1JKv+Zye4ntB+MAbD/JkM7+bPyAPUVplhnEZDUEKUYPCCBM7jIg5Vn519qOTnVyKFR6ZVpOmQSIUG8t6zVDcT52My4paZLBN0fdzJfhXvw9kK9EeqCbVeFeUmHiog+H60AZDW9/Xr4178hu7sh5h5tTUMFDMEg9tSEwTiiB/US4UpXE8T3JPMYLwnmaxMcMZPAj/8PHdx0pigyjArTmf065jUVKk4PgsznjqonbRRkR5kqVtzcrPPIAIvsHmY5zhRLAu84NEsR7e8DeKtJYFWN1saye2QBf9GvCYTnQKsuIQyBHJAOIjT4IevIN8j/CUTp1OAWAXblOv1g1yyoZS1aC4ZqQcNpIFlLtX5YL5SVcPl62ZGVXxYFqU1oc4f0L76BrI1ND7VM0UwWfcf904hUi+Iqto2QgyZ0V2ykoVCBLe1N0Yea89hi+IQrU4tLpCDi+o6qybtWQlpXyM9M5qjcHPHJFPB8e3hXDN1A0IAlN1YW2h+ybmwEBakXEXpyEc0g4gkgWAowclGynYI70YaIhzqemLS6YIAZf6EdtL3gx3xk7A8z6WWYNJctluy1CUhKBBrVWpfhuejhhBw4sCr27PQG7IGtLmU+0yYSOuvq2vwPHZIxLi1lxNyxXTBbLXP/ORC2SJwK60rBNBEToChhqSGqRsnyECISmeC0bIZaoaprQ2XiXE8ZUrgs8xE1ua1gXVmdQovFpSSrdRFEQzFUAMtBZXUdLGH43XXXReG8cxjsWOSqcpTBfhTmHqLRVbDR4lLhnxZd8RNRrYCpW5OLZItjwApHV8cyiGDdqa9+Vky8zSKXYUkNRpoBI/fzSUi3MYc08pZ2yKBCKjyc0HUGlQgo6bK5GQZ/ReOv8vPeTyzwtHDHeYSRi5Km2b5bu1LzRpTQEID6Dr1cLo0qJmL/p075/JPBqCDBvVsJsR6baGUpwggs0cG2T4zfnBk+F3ZPKQcsMbPdVA2u2uhCZud7llR1dg/sLYZsKmay8H8ZEINzUPBaXkKSCN7i0x1IcCO+a0YBIl/7CI4I1/HJlOVU3e50oLWEV0wJTA6qYLCxPKkRtq4wM4br5JwERhNDmoSpvaAsaKwkAzpfgomBsVpQvvUTJKaeVWNreA4IVZ15pcRLppSOIWCxAFxy9SilHW5hV9VzE9/KYuAAdlowpLTe3grMoOC+XlvDpTWEMF8xuo0EmmOrM10An2bTEvibm0lY9rUrffFQo/ybmTqmaUD5NBz+iMytwEgrAGEmLK/qFVo1hE0IgLKhMvA7XN/+CZWezKrXjY3TTuHGbg3GVGsIqN8PnzAmV9sI0eDlBPBKoXZyOUstm0YwKjjBlMdZoHSUuwslGDwFTrh33TBr+LQaWonGx3eJBOp0oQoc4PJSMAaAxqSO5tGPM71UU6+zYmksszwPjVSPTGbWbNUzl4ZvslAWBDgtCp8rW8EdAQ7ySRUZndeFzM1z0ktJZoSc4ctK3VnHyzD1NmM4hkysOAL56zzWvDYAVgdKa2bb7DejHQv9Yi1idPrUNHq9jmOR/CDgoPBc96W52EZcKFPlrVVFVWN71tAMIPFWtFBcwNDbB6afUMzLctycide1mAhr7O1mIolNB0ZHydTzdjXMaepaE8/8Pht7Zhy04yaWkwk7EnlyQn0EkHuHcNJcGZJWhwcwA3X+Bj8Z0ef1bKQrjS1griU0GoRHD4EtVfO2K4VCIYCMwHJX6O0t+/kQKmlsFOhcl6fU4Xqg6ykhBwIdp8/gwplVtyqv4TjXXopq8CaSbOqogVaduqz+WZ+Ca9JAiD3GYwpIpFR4WrdmparZ6oqqhftqrOKy/6SbidAF5nOQujAZLx3oaPB3PSZNJY1+0sxzCFialVO4NrFH5mhssXAltVN2EelEUK75ZBGqcSOwuMw/wYaTHWYRUqhpdDUOgXverpEeLhNJuA0sismpzDJkJkV+L+WYguIqwWDoWF6MxVIGsgBT5dzmFBlKso0M0pX86/MHCYkw90ahA0mUsuyrEXkMwVf8j2aOSQsMZf9Dh1gG0wSXQxdjycEWFEoYP4Ij7HdJxNKX9d9+H7l4/FJkDms/uWC9x2QNfTu1TbQkMMMGba2WZW1XPYZM9GKsYL4s7mX/Sn3lKgr0dez+d5q3Z4oZJzF0dLSpnvO4Ylqk9D4jn1a3o41ef3LWe2A4LVdtCDY856uFHVAUwvuxT2xZ+jrmNNUWMfmiYlSB5z6QgVRdxW1NXeCLIex3mMiqqkpbtNU6uxsAZzRkcbG+L4zDgwjuyzc5gqneljKO8ZkzUMbzGUKTuz0KxiEv0rSQlIHuqZPzQH2q+Qnybkxc+FzSnT3v6P5VCMla1RegyUdHCRnFNIK1DEt3rsSdsVw1qRVbUkELVA/m3cRqOZ5xQgUJ6wuzmGDemoMo6w5hjVI87KXH5gj6tA8gEBmgHlMDOy11FNIAJhxpzglpW5NslaVOS3tXgsY1/esyHdkJsW+wi+jfCliRhh62OJZO4Hw9sHU72hGG4EZTbcz+uZ+mCAaAOVBU7VNVApqhyJpBr+1qYDwhRo4jnuzQQhkJmorImq5849NrmwtOZ2JHKApGygfF41E9kQOLGf4ODOC/kZNlDMKwoHibwF60PzJpR0kcbc49kvxsaxO+HdGw8QwDnzmWFb9cUIMzaNWfHqGzFz/upAw+14SHKGxfKvWgvW+mQLiGR2UioqWYWwPnRmBX2McDszBIeC8bxZpivniPz4fa8pyOKOeUXha+ZHUsmL8GGogOcZnZ5m+AQyJBQ4Mx75WmroALhHsg9UxgWs2dzW3lli4NnNfM/rmftiy9WPHtzMoRDtLZg+P4iYj0I6NYWZFc5FayW3CmK/nCYNBlHKO+R2bS4xNkeDph5DgCC6UISVJHDl/sGb6WKPZoeZv0f01mEOIWRbd1CwqjmRg18CIG2OaoOuRN5l0Nd7U52JAmnaB9KkQsqq5arGhfJzMVzFbXaOYWMD8Hs9Hs5hMXyvhIKc6HiXrVa2amXMXAdq4F5nA1E7soCtNVW9i+n5zAaJMzxhOkPcwA0L+LsVG+KXVFKUokYkYXgF4RAWmfQUxqopQXXZ+oh8Hy6+PU8Vm7uuYYypoqiZMSYdzQ0KFhiLRok9fRZA6WY22N0eMIuZDU4LpOuzgE+qJRC3DTdqDZGjRrzIQmV1mOE0klO8VcRm/XQ3q6vdoJ+bt9bnyZHgRD96Si6Te4rVAbD00X2Mwe/s1HyrMRt2PzaZs4mW/SLek+wizMCICtfhQreGMzoLnK1EjsK2YULzQcPi9vjc8W0+HTSetwVvIWRD53i0gJCHIHlUKz1rqkAwJfGoBYX2dAQkLD4kCo7R4jqkprhXH8ECowfQDhA62Y/AXABN7zGNV0YTuB92wGcVhxxxTcfWgQZC50iJxSaFKK8xBVZoMkGSQvJzY4SwFx0+olKYw6tNl7tQg9KFYvk2qDGIWrA7iZUW3GkXmGFbsocQzwF5pKn6vvgWXjaDs2It4ZKKRqY3g1RNaNQVKjGG7zse4ySa1nHrqRZxA0aqq1nBenAK2YTbKp6n6KzxdlJwE8FAtPck+o0g5yuujWU42ZR2uszIgM4khoL2toaPKOvwsIak/QOM/KDRqjGTgxVpbbqt7xwtWz1qeoQuCSiBNgTDxN8adNhGKx1tD6EYwo7joB27mWGQqqhYIf1ACJW8witJY2P+OwUnZ+WQclxyo2Qr+dhqNyzfyRguQC4WlILGswFp5g+MyQfh58cQAjtlkh50gQ9X049WCier9sqxRMnPxdNkcElyua7HZCs1RxqvoY4CoxODWSlm7GLggI1EQSHHXvUi8tI6tTTSRXipTT60TKedQ6hZ/Mr0rm67UPMq3M4pn0IGoi8ewCoFU4NgCR2ZjPUpJhgnzuAZKcJ9ce1WTOhYCPGf2sdRhioJC6UjsMxKl/3w4zV+m6CyWelp6ai2EZyB3HZNMBWk+DULCnrp2yBY6TD4007T0BuNwNhOZCSbcJPwqJOAqwOiAsNOMvJlM5zGwkGH1TOjer0xw9mnEJCzQg5kiLcnGk5H17ZbHZrTqpPnwiX6QoTKcXTOBrDmkfQPls3VkLek5VEbYctwr5+XlPhP1Fc+ydone8VwyZTP1WSNU0U/Op9LUxtCkVbPYwoVmsNaTsSNpcHZBEnFr3ZjQTM0eAKpbE1CkCUHys3jKh33YaiFkmOa8l2m12aZWRviJpp+GmlNIUUgadVRwmcHplpbSVJFpMTP3dcwxFVJUEgaKlpUOg33jP0pTagomzdIYISSrAW+iR/eMrWSnn065Wh1LTcTOGEa3hc96K9v3tQyKHJCtmfIcIqesAGk5BzwNrx9qdvE8OT8wFzVmbZO1WX2sJ0tyOfo1TqiihNWkVUL9YuCsWc1/mXkdBwoztV6HhRbJPox5lgIG4YPsa/qh9M+fZ+3lsISBBmsRZuxXfSscS0FFsNECyPdzCChTZyKXAL8b1aS5F0WfYkgLJw848Dl4HEMNOPVk6u9HFvXMfR1zTNXfj5G9u5oqpRKda8Qv6NyWRu1Q0+XBssvd4vhRTu0jYUQeWrUNV6QI5SwIMoiVAjcvawWDFBkB/EGfiITV0grmDa1i4jEkzBcZieYLWzNn2DwHSe2b1ExQax8m/BrN9L/QkEE7mfFCUoQGy/C8v2ShYDPPZimuQw0hv6oGJvCUylWk/yjTkKgp41I2P2tmG1sHeDiCG186JEDAgFzDrAcnGyvUrXPJAqDQkjZ0yT2/y99zhW/W4ro/hRDqgBEhpobsq7xdXQOudyqND3DY2Mx9HXNMtRw0/xhqAygUSYjAiNQwU7KN/ydXy6YM6UgMFXvGzXMgNySxHCpKxlyKziCnNyujVZa27E1BArKmMj/Y33EqDWH68Bfo01GuSmvgMJqK/I6wERO+MjNkDkWeoqQ378VOu2D+oCg9Upi4IuoMQfM5aJrxaxIEEecKRsm+nhOlfL96LjJfDEkQOslhDUAEjYoqqhZM6XVwSQm/68YwPB/Xl6b01GQJ6zKpBFqhc9X7d2W1W0e3pPZ2d4manGTvd5vceY1193pIgiZOoOWj675YLgITUNoP12L2RaG1UGoHKOi7m5mvY46psIyYQdA8iuAg6NIOdd4k+yDWOHL86fQHCpH7TIjTIt/PkHjtZQCBjFVENgbaSOPv8fFx/auPHWUTq9pjHN+yFK5lC+R+Fs5m5zVMPP5VqRVOYGXNUKhZaTmBA1kDUUDQl2LcKDvxJmp9U0CEz69HITgh+swJww4mC/IWmBBpT+pG68F35GwLDvtP8kNpRhNup5GHUEXIEn1fwob+aynMXxzDtC2ziTUk/Spq6tbWVvdShECaZG4mnVCKFAFGUQ7Dc2ZhJ7TFAfXs39p6CHOQMHuxfaKfMZMZ/DrmmOo6TC9/81tfP9LS0l7CQKk2Fxq6oM/l6DZ7KFNlEgmUqIZGwyfgpjJ2VUPpsmSfQk1TEYOeR0drY0cz/C1mrXZY9XczIfFnNuuyRuN7Ooa8EkxVn9lO3yMHSq3DaveTf88MrDPkmVH4kJpAiGeYeRQQ2bzKIYMMDvC71cCsgru8bwIuJnCnYnndqHmY3FsCIJHnAueAhe/BvhpRV5mtUtVGGq3NwFBKb2JMDEMjxkZsFkuW1J7Ra4TvgsGn+N1JHIOYbgW1cMx0Z06nABgxHExpghYo9ZluaprYs6fBVIddpgBtnkRot8IhbdwnFdRRQ6nTLKW6G91zLpRe3m8dxwxovpF7OWRCtDQOSQyiGxtHvqB8gWgsE0Sf/SM74k4wzWgd38sarcpwMeZTn5Ec4zrZga/6VwEAZCaxz+Pz2RQNmFvnsDatj6NVfajQ3o59MQuB52B2vstg5HcyHmd7z4McTOsYaD2uejOlaZEReG16qZpBRSa0eZr9Ngsto69IxIwkWjIYfElqIk0zORRZ9eOboSQw+KeMDTAqrq2mV2AgGR3hp7rwlCggENzmUtPJKxtxqsPKVBde+M62bVv+eWl3a2tbEzIqKNmQYwHiockDRkLTxaIIi8FebBQISoYZaIiVuPR/cpMYxVqQwOpiRptAJHz5ZNxVZWOwWjgYi4wRWQ9moJyyYxPU0t7EYNqJDItMIPwOGYIpUXhVkbRgtFx5WzXTQiuEnovgrjwofjuYLUwuCv3qdVWML8K10LAnR43CHEf6LrnXofBS9emg+Uc0jowHopb/ZGJ3v4rMfIEAxppx7XglAhQl1ONo/JQYL56vTkvaAfXalLA3Wqtoxy1rgpkdujevo5A/obJs6FhKrZXBVBnbccJdd339eJxi82ElrMN4smPO/Ns3+PuX93QULp/TvbKFA968AW5LRvbh7x4NU/W0qJ8gSa3NuLEOXOI3Pj1+ZqjbWiObatZoOg+hXJp9NGvi3ERKCjDHWFSYQQcf7++IYQL2lo8gurb050Btwe/yWSKAyzsjNI/3WIoS9Bwt0/2MZCabX36JeXn/9K2k0ZxdXp+3J99S32DaCbPgYzo831HmhgEBMocnM1K1IV7Ee8zpR5Iw9s0Uh5U9S1MYFrhMNfuLXF9rRmfc5+C4tA7928hc0WfBeKVooSatpMJHo66aiqLNYHkOxxnxJBhGMbllVWnqwfdccsmCP12zZgJvzLzXMcVUZ565b1Vp/Nn/K030nWE0LTu2sMuBLDFvndupNsHyHXAMntBSltPhkabEeIwcMNJJLmTEpjEjO3hCsUaREQk+pHzVdzHTMFdObbSmUXXMzyhP6cCJ6E321aTRMONy+zGbdMyeJ6pIciHh6IdK1I1cIlSg+/X1go1MrDLDapn3Thi2KeW7Dtde2tcxOM3EsgeEpFrG+CahtSbwmXMmeRkyZw4gqxJYwImvnAcxkLrJhLoSn5uMoOs5bsYpjExpEsyh0nv7YWL4SP2yODHyqQx+vk9zMyqPyXwMKqv3n4pLORerLU3A/+poGexubXr65wot+zEAbvmNdYszY349ZpjqtEsu6R3f95Ff6Gw6+Ipi6mopT6PEg1H9WHgJd2kCBwq9mbb3SRn0sbLTz3dYAUxj3jVKdPLtg6jlGYV6HZIX7ke2XERnPEcVwGCMhwzCc2U4X35PBJFxTo1DVdIuCcgsoOYxUdmqYXVExViQx3w3MnwzNAikcxmggHibxpnOmf0q/m7fyNkKDiXw2Q1SuNJZ2plrQobCe1NTLI8pgajBVEIfI+DNu1KmCTWg15Ev3WsEui3Isj8Z8LfMZa+3O0KJZayZhDQaVVWaU86yINNQq1H48TNpUDw/Ck+5DxQUnPbhZ8FattBMB+44iUEFzRPLC6W9/+Wnzmt79Ltrlzw1Y7gpbuSYYaq052+v6mwde1NbodTdhEY6U5MD2JFZEKFURcxqHrP2iQxs0wNlpzsh0TcqMvs6AqGCj0mMlMaUjCIGMiE31Q6zPtd5AoqWtvKbNhVr2QIRFIveDXbCc5BTrdTqxno2A+WipnCDlAJEA1ocU+KDwdhBiD4N03RUbBiZ8DWAw/esrIXq/fF+SKRgWOUR45xMPsURhM01HlXPwOMmAAiAmQSx59IZRcbMROL4/FwZXbT+k4kWAiKDNNnsc6NMgxlOi6Ip6tMxD6K+uQuZx0Mj7PtSi6mulKCIfGNcTWaGQw8GLLgUeB5YfCzPSZWpn0qte97R1/eh/3XgwBdmFMR+TDDVaaftO7GrsvudLa2tS5kVwWFnLPVoayunifFWMA1K5qOjj1tmEb0icRIe9khNbgyd9BYQNJGwKSBJ00CbbOGgpbAGtgUqKNVU57+Izur9LWfG296q1UYJK1PtVARcRQy4vgJBsgFtZyklCNKdvST4uZJbeUkcD0ibJ2Z8R8nC0k7ht/E09O/gx0iCS/fE6FTC2XTyI17FjJNQMzKhNE4V/9hywFNCzIi8L8H6Wosw1fDTTWDiHAJ+wr/EsVkDyzTlY0kwhfCx4yoGIUcJ8FD+oJlYFQP0K2U2UiBySWS0yzzVrGTFwpCnqXIPon5aET3zxOQB/D6VOrrQqqw5vePss/74W9+9fdn3ZpK2mvFMxUYvN37xjVcWWg9e3NY6VRgfJzMQ+h0BEXRCYyEwy2RP7S67qztoKeqiCRQStkphcqbl7YjIjIKBUOGTid55Gmo0jek0kVlT0UQJTpK977nCMoZ4HM8bjGjI20SpLAR+VyLdqoVlDqoHC+luwAEmnu6KjE2mg/a1TetrkOB1nay9/IxOP2LeIVEzQNkSIsx8BW2Gv0dmVY5kW4fCDGpRySCzwAIzurruyuSzG2X/kkwTJqB8G3tDkwxoOJ3f2pLn5trgUOf5uddfDls4nOfWaNI4UmE5YMw94FfZaxD+JDWcelFAe1OzKnhNAcB7hf9aHIVGZ/oTsNzixKru8uBb3/nOdz74hS/MHG0145nq1lt/94TOln1vaG8rzS1hMwlIMON8fHw/tEu/AQkRADefMZXs64SN7x3TiwzmRFUTr4OPZA6bdUL41IrMxEO/g+fPgeFaENjdmpgQanq3FrIjHsV7okkzo/guGI1E58pbI3b1s3/Ztlo5cky9IqpGDUJCh8bi7RIIUYxJPfTsk2V/RcHsYNxpaDsJk6yNxKi4HrS7NUYQOcESMrmcm0h5osnFJcMl8vCC3Awza2WeQNlf0YrAmSWZHcksXAcPwVMuIIGjmCHmEhA8IQO6jCtCgNEUF8/y0kIaHQuTz4n/WtuYSQFtXT6AWxhhVgXWkBkb44XydNeb9uz5/BfxwYPe5ef/NeOZanLw0Ve0poPnJZZVQ8K3ohpUQVz4UExoZT840pOYSTLNPpKUVfxDlYiIhNvFjeKHRJokVQXBR5mdykZcim/JaMnr/glmDDMnCDACqDlVyUmxhvNz0JKSOcP1+TiZPtHtlmezJuPJwwTK9ywBYR/G9OZe7sz4IKM5eOsUI/qKude6/SbC+f7cZix8LPovYiiDDvyO/DArICOZ1Dg0n8Ws/CZjdA68UvOW6IfWaTSBGlofM63klxSfzTxF4wjjcz8oSHBL1KTOfIksfIEZ7jdoPUnz2V2HaWIriI74BRHLSWheaeM0is8w/GMa2iyNn1oobHtLSsc1mOq5yJOr3nNV394H73xlc1PTXG6oSj2wF5TmTXDoy5C8TQApmoGSlSnZBZHnYWSGeyVSVc5uMydwKGAR2a+wA69aKElnl4DYgaafRajdk9SrfR2CWXJWQs5m4Ala21qlTUn8lOSS3+GjmClrpiHfz1PaqS0Fe5NAxfg2e/QTz0yL0aUePIbInc+VyyN4vzkeJUsszDaXVdiuzc/A8xs4CLSDn8OE9rmMTlY798pqjRxJgQ/m+szYNUHjZFvdL7knAuOunoznCO1mi9UxOwIcMgl5v7QoVaRJocC98H3AicQ2kqHGHY9jazb5yfDKWieBy4y87vLL2z61evXEludCV0f6mBmtqfasv+3UYtPYeejegzwJEpuoHm2wptPY5BA2ZW/qbF8kH2QaqBal/ZSEHZM9gfYJfuYGMl0HpIHjaEIpxkQDUHYjd5SbB6JQKQM3NqMQEX2p0L9xxXAOvtaI3wScsyBUdi7TjhKajOnPhAQK0QpYnKQeTr0/560YjOZhrlGy1Odd8LxmerKO41Lqvx5l6AYNfH80WXU+Em4IE52X+A1O7vou+5syW3M/eq5JACoKImdNJsHgJFyuYzaDjW7aIpCGot8UvqKZ3J8ZtDDYQTlXBPBCQIKMSZOZz8sOTWQsm72wQPTsoZHZAxCpGpXpEbxJoN3+GcEq+nOFNHFyobzvnJS6G0z1b0mMUmnTWU1NY8dxsFszN1i04GROxl8Iq0+jQy0lmIACEkKYepRmSlgloSl2Y7NDVag098Q3Jjra9SJSBSAtPQuiBvo81liOBzEvzu858m/TxwWO/M8B5wK1Cf5jpnpRBZQ6vRjNVbu+Vr4+z0H/rKKyFBOTtJWKHu1bCQahj0JCU3WtTypzVUKBkwftG+VYnaS/zCufzwigA96+hquJPX7VmsrIHIESnz9PpwQ6IPmTh7bpBvRoYbLxOmTw0JKhKK11KBTEeBG7wx8lbo7eN/pYZSKa5VwaMq9+p//GtRzDv0F8ByAVvtOidnJAStkYpjLcW0hbz/3IR/7x69fNgGkgM1ZTAfVr+/pX33s6lr9nusxmikB9qPqVEEvTZQL7egDv92rza0RNwqdjD4JW+2Ca82YAT6ngxjtPUH5DXfCXTKGSh5CylKrUeMqfo3kkppBlIyKVpiBRiMJZXo9rRsk+JS6vye5Apr3oMcgjwxeRiRY4Sm7akhNxpQ3iezR91ZDGhpw5FK/qxEhC5szXC0nfzERiPnesi3L6cJ0WlaHQ76OPSOa2X0mmUgwvskqIMBreNrFrfaUFue5kNNZf5XPlYDGPMzn5PvwdMaXibbnuzairBBxiUj43lSKNRzJSoJ5Sc2ZiyiV2GqbwLKIAtaWF98qAPe1INvkZb5qePnjmrbdeC2JoOqCbeB5fM5apUN3Zj2E5S5vKWEa2HWtCmlf4JGYqmgMH8es4FpeFbBRvkcktBMmagFIXHohMvjztXX0laKbpMPtThr35d60vuqHgMO2YACrx7XPLXZNmCq6Q1HUs7BDTkN8XcdeYyWBImJL4SXNMoV7ZbLWXfA8QIE0f/hoAvrSLhIWsSfsWeXyqfEeeC/fF51ZxhoKy9gndKCf8FR3Jp+CkDocZBMJonfl7gBnUFrpf+zLWdDQP8+e5Vwif0UCPTG5lU/i6+cVTOwPfU1j4P1Rb4YaZHM3EWdwHR83qGqhpo7kOn3myPIj3oaXUPYtJwdwz71Uz+89Xpk5oadm9KKUFB55HftKlZyxTbRheP6cy3b2whZ1nw9ehdNXwMJpSMtPZP30ASUtztAmqFKX5JzKOcpAqG4R8lynEuI6DioxxceOY8SDvRWqIUtTjcHLLZyGA1Fzyaexb2L+yaUO7T4wDxphk2Qk0lkygMOVsfnHihYOfctJVHWsSsOlmJhGpkxjJ6Iq1WYPq/sJHy63CtCY8CWlccS8LAeX7iQkoQJwyxGCzn4eEzvXKpfP8jplIcbLquQJ4EFPxnuTs6ZysAOA6qKUaww5ibF9bZqMlVPzMDBmCTylk/DgLP2tEa0gm/fI8BohagfA2Y9ZvczM0lTo6MZRB39j5k1x8Q/5NC1oLhSU467oGU/2IFShNDcxGpK+XuwJYQsSgOBI2tL0dQd/SCMw65rAN41+3gQEUF05F8xcbHXZ0m2nSqbzBQ9CopaYERUPDuRhVEl15aHVSVdYZTBRKeUtnACIkJsZWFYgN7SdBTMgYBKxyEXIfc+P5dpbSzr3jmE0Rm1lHv7tU339Ra5HZhDSGiWUBgvujQCAB4T6bhcTZvOIr5/1lUIQmK4O8ZUh9O/NObcqTHgX1C92UiDDziYmtUR17M9xvhrLwYM0TLQMpKgk3rgP3xs9psy4jpfbMZGrKJ6TizZkaTLC1+a3MktCOTKOyScBn5H6Np6mJIbR8PoD9xagXXJuM7H4gFDT4LnuBTFd6kYVBpnreXzNWU7W3lPuLhXJXExZZpo7yyRhEdLNMFiZwGsTExARiGMP4hyEFCjKC4qPxo1tA0x+i32NpqURPESdZDMTM89IHkTQ2YfHlUneTv+qrqtkUzGPDezRLpKd4H9aCk5yTReInY1BDkUl0Tb6CYHkpahxeL4hdIEucY2KC0xRtkjoFid8nCBCaUn6cqNFznuQTOaM8az1luDMMoNL4rOW4hjAIcZD6BOKcSjfmZfA3gQM+r00y1045XmeNT5BDID8FjYRUTdvkFCY/J7MiqHkc+zPaaBRWQonaWZC7oXfJMGggrqbMz7iuEE4w6tTEIDJoduMehnCyMDOlzN3zgt+l7zw5XepEuGvB885RWoGZ+iq39mDzMSzb/oiWURthx9o+DUwpOKvj44OpqZ2Sqx0bijJsvJelYiZgoU9E9eJk+VzSMNhxEr+bRQZCSIIOoqPZ5nJ0SloSBK+Ff5L8JAgbnELWaNJIJYUTnnkqnkHlHrxO+HCe3G4IwrC4+AWEGPA6tRbfFqDi64vQKeZDeIhggwF4/zQ9mUpE4SMm0HmdLU6t4tosfiln0fOW6bHhGjR7+bsQzQw2OOXLp3EmutUwkVJeJifsknEsEMikfA6au/Yz8TuD9WJgazXem7JDcJ486YR9Lehaal0F4bNT1hjOQwZqRcDffpTmO1OksYEqGQsrViq2zgPA1QwE8FDn9CjT+IxlqmKxo9jW2tU8MW4fJncZsoRzlgA1Dk2ESnkMJhRyvbFp1Ql9XHIRbmghme1kHDi5JikRsfozhB+itB9tQKCJAsRIzDk2E8RFHQeCbpa/4294Zm7YcNpub7oyzfl5MKbjVXTOYzCdyUs8qLSdIFal+TCGw3vkITST5O9Zkyq9RwFva4xsstV6aIQmkdmaH9iE7FcdgJBVLVcoJ7AKMJAak7llIRS2sk7CJ4wsdh4naNymJJE/XUhmcoQBJLS43iEcvWheNx5IcALfnmSPDPajIHjUBHCicpA6CeendmZVt8efknE7uzBmh4yJqgWmPU02d/RtYNJgXvT8qEf554xlqnKpfaqpeT5GKHP4FxYWCGCGoNENQahYCWkrTL/hdkwhU53SzO23opw8RreQqmjmsbSI5iMGHIihMtlnAuOol4ye0RluY76ZhhRYYpsh6DuZWZ0wSmnpDPcC0SiJAJOcwJKqVA525blIWXSwQXwaIEfCk+MfqVM4J2NcPI9iNQRFyBcCSqgl6Lf4Kma67POZ4bIJO8XpJTKXDT7k/hoZDFHVL1OW2twTwucjkmahkwWDTTdrOreDBjOxlZgSZAOMCOaVaSd7MdZAgovSKTN++JM6PoSeYmtkNlsLBVga3FX0JcP5PVyigJCB6t2UqMvwANcA5iy+x2Ql7gtEUmv/DLC+Zi5TTTePVQqdU4ViB2poDDsoko7NJsBQpNRURN/lG2wdPDl5ECBGrwvc1D/ORObYiltwkUnEZKLYEPw4D30SSjsJUOW3caQOzR2n3/B7NPlkTuIYYmhWAI6vWOtRYEecy/CWsgQUnA1z0PdhM1ORJzE3Kcp6TYpVCCWOEXBiCncTyzD9aGqSaXnuLIWVeeHnysACzVYDGKzPMtPkNeE5cyZ9DgvoXoSMOg+PjJjve2qKsSxWJXMtqVlza2sjsTLFZUDysxA6sihsYnqInYPcXj3+GWa6ER2JIT0ny3IARCXGItV6wMF0tCXBHkHQIUNdHisfiigmvl2G2c9pIQMDVuzP52vGMhVY52Ch0D5Wae6Fj7DXQIUIngRHiHU6tXcWMNhNSwrTj5A0y9MRIMRkRfo2Si7VGkdaCxkF++CqX35u51ztoiWNM5gRUjMkNj+TLya/RFSv74sQ8LOEAC+zsJkjJ/+HTG5Rj5J4aIJIWaJ2YYkFwQLRA802aUF/J6NvTjUy4YnJ6OeFVCcDi9HElCZUkWPkDZrNjWJaQ9hHrELplOpiajwTHf/w52hKejKIEUXdPoWMH9PpTmLKrHG5F0534itnTuhvrZsz9t0FN4cvwi+L5+axwlJY6qIFoJaipGMd3JAsCw9tILN58Bv9QPVw5FMzC0RmKp4XmqzQ0jWdBp5PdvK1ZyxTlVo696O0/CAVehO6pxdQcMhiPk/t4JKaaNrRrpQpLBhDgD1xFrMACYAW7ndlzSHjihkRYcbRwLBkJXEQImb+oDvUkoAFHoAwaQZmP0RSW4O5jYqZ5sNDc36OpK3MLRIug8zkdc0oC5QwmI7ftRlGRo4pHKJpE67L4u2PSdMG8YpIhZKFBiRB45wMczmuFs/FVs5+8AA3gvj5PZpmoRH5SKpCCwbI8TE+Xc6w0nPhwCm3SrI2ifc8c8oaU2hrDNizgLL/w6nyPq+z110m4m+JfaXKWQ5CaJ6ILCZgItuTglQxMIAR00hHUgEmARQ9p0EnZctQQBQRPC608AZzDON5464Zy1Ttxf59WLw9TeiXbvsC6f/YHEozairXLkX5OypBS2CsIiLtRUxRJJWpmhZTJFRJyg0j9Sig6Hw3m3iW+twcpyDRtLFVwfeoWXKgNmdJtEg6OzXH0xptz3s4gX/Xd0JLyMnHPahjLZmVjKw8O1sp2V8zE9XowGaaiY8MmTWZTUYSEohUwt1mnwcmGO53g0ybsFZmsv2qxJ+NRjIrkblMqNXAMwO8ODqXrWRE1GaqTUitkTLb7efYdDP4odggiw51jJOZ+fKd2uTjeSjknO/ijrsKISQ03yyMWICSMdliAHvXhtQkj/hB2CIa39AHLgGkKBQWAlmcNz1ZKQ8j5Pe8l9bPWKbqX5T2bduUNhcr3fCrFrZMTD2LRZ+AKdWm2U2pgB5zUbzXRikVvytew7bEQAQNVEMLkSglOUlhZEwyljVQCHPTnJQM7TLY/spXO9QsU0BV9VLWVkqkDQ40DkiG8YnyeUXsPCWlLglHBEGQw7rSBKqIlk3L6iuYNMxDt0omdG2zTUnCvE5kSNhvs7AwE/CcRjeNDDqIrbsLTUqGJJM70OvjdCxpXv5YrXmNARwPIPC6eD0Vs9I92s8i4ZPJ2AQnd79VcBv/ud8hdW52e/g7U7QCPseeTZeHsUSoG9N9RvZ6ZIpgjI6vR+aSVUDfivV1yLqptE1PTE4NPvRQg6nqiOjQXz923XUjl1++8nE4n0PFptmzi8X9QntYASGFZdoPgAGk0dGFQHANZmYGM02JQjMWnV16QO1kRm2ouGksiMnX5SbZTueG+aekskafWvq6VktiFvSVg8JkBt+LETISWUDPlMskXBA04zVOEMpMV9Metb6B2STMaxGCgPcnDUgmDn+OIALNy4Cz+Q2bf4dmhVhLBRGLH6xVNeIBLwkK/WpNo5lWVc3m+zDj8yAuOi9sk9eMaxOOcSXLl0iFojldl8vork5xPn6X68g1FEOyBQBAicoIfveUHK51C9dMzUCYZcIgMvuLtMHUJXPjfWixpqYe/YPwhMqa3r9u3XUN86+60j/sl2LxIZjxOyql5tkFLR4JljArFp+4b3ayQXBkGEowtmv29D9CsZTlrJ+CfyXVwTJzV5kqBUibVyMa+wTZdBKX2H+Q5rGpZHuepqRLMmjzm3gyWhayOBCwsL/siBPK4LH4jLVe9kdMxPy43iTM0r+qBfQ5m3lCEzB9R8xjX0uMSv9CAVdPjJRG4XeyySa9Jg5ReEHmITUK0bhcfBhaLgsUDnioMZTXKgMWWVNxD1gmkxOaxW/USlG2QYHkAXP2bXN9WV57zrhnOUcFQk4lPBQeqveKZ5IZzwHgtE5YEydvGh8iRkURiT4lCRPsMXR7BCu788fS01H6cMaaf3r+Usc67OvDsHFOLTZ3IZmI8agRIHwjQARZ/UtUycCEendjwTvbu/D7pEoFmikJ0dtONj59G/k0gZZlU49kLbOuRkBZ2pu4zI8GEEz8OXFVtwjTxswgL0Qk7vqnQL/EgCY6VDDb5BN520SsmoqhDbJfU2Ommg/DbHW+pDXpyyBrwiihQH99ln2/uOm4Esw6AS72T/LYUvaw8B3wMSO+lp9TYYLMBLqqryPwxEwp4IY9+uIZ2bswQ+iMMzFLhfmQ0maqQ8slITWfzyU8zPeLoDzvD+dkvVRLS5ssDHdEdSmLs1YYIiC8zyEGCK/guPFy80BpvHn7UeKbH3uZGc1Uq1ev3fPqVxXuwHpejlWdj0iFtFWBkgnSTWXV3GymLUGLEBpvbcM7MPdSwoaA0aZAeEUmYvJ78h/cvUfmQxBodsjzyE4zUQYHsm+SNUr2S6x1rBnivDixNl7EyIRQpvHUmU4kL5qXIs4w5+QHsdGLk2jJJPWjZrLfUu8rZe2R40wWArXK5AwWkB4zcx5yzriP3EGpvh9Hphayac7OsNDxJxn1s2Y2yCNJI9bMpmfEwxQTlApVuzGa1cYsbCaryJD7KKSPWpCwuU1vmnkyp+n1seiTvRCJAMqXQ88N+NaV1AGzug/H8jSVnam4aFtCjd3z/ZrRTGWib709TTc/jnlU88BUriQHw9BfUn6cSkFgYtCJJREFo7QhR4xweAs2hwznwWz0l2g6IaYRk+Wz+Zelr6thnQ0vP0LaqRb38Vs58dMbbAaxZLf5SNcDpiIpjv4W8+kC7RMGRjBA6BwJywPlSEgckJbBAgeT6+JN8VyZyTLBczVc+lArcxfx67vWTvlc+j1iXJmBdX/hG+V7FBhAoIZCoarB62JMOgfzFxkfM5TOe3DlMJ8rMx+1X9Z4fG625rYAYGsDFhnmZObcF5BmPAENmudGQ9nwhhaqgQk9g7Sq/+atsJ87Dn66v+OKPTOg8mPmxqmytBkYOvvJrvbtt6DW5pymcqlPlgY0ESfsibFk2vFo9oGjQ+ve4PJ3qCUEMrhxvypLsamcHMiNZa2OtFYm7io0rK2UwWMAg69a1kSe9ieO4baH464QSTj5uVFlted7+PjSHLw3xWR8zqxZMnqXMxxMUjWmyABCZpRDsufjLqvnYLVvMHJmXtWQCdK2L28NzVvOzxEaRtfFi/estTFgYiETQIU+w72z6FECIGJR8hPjyzyFAs/U1sy+Z0V2RiGJrkLTy6dzazbVZmFdOChBo7LlvzJp2lrLAAk1JJ9DkWHsMQoYp1oPTFYKa2++6WOjmW6ez58zXlPdd999pUsu6bgJhsFrmptKr6CQpylQbGEpRJRhMBgqX4a5fYzeOhWI9jirfAtFjtG0KUIJqXJ7FD6WKu0yM2he5MpZk1NIdDn52f8JKJ3BVULHmnNriWyiC+SQ51esiNRaI1KlHonhJNpNsRmVCzrMnZXEGKqe9fld4m9AQgzC26oyu3+3lqldj4shf0S375BCbrVstDECzjyAGkaaMzOEHkzxIME0VthmtCBs/SWBkGN51nj2w0j09sE005fFhfI3s4kqcYX3HKznOYWOijH53ciSV49DZK2rlzWD58zy43XpGds0ZCpZqalp3Uil696ZYPpxiWY8U/EmPznwkkf/r96Bfyo0T54GVG8+zXsmorJrUhMdXDnfNKOQvoQgIWNVBCVaRGi210X4fB806ekfHDkqVBYvHsCNM4Nwn4vYwEgW0Nu1SelkYKfTVHuly1QhsTsuZKTLRJeJP5ttwSlVXydPAtEdBqG7rbI1RIaVacpSa1hb1JBCMzS/W8vy8LnCDNPxZEwqBggbxfGi12EwgNg1NCa/q+8LIDDoYjOSep5P7vQoQeHMl6TQ0nMqFTNAFCs03SvMbU99dLZKzXwmCkl+hoUBs1cjcyQa8ZNpXVwD+miBjuoWo9uUNTA78io7Y3i60Hrbs1Ono+J3Tb795/XnMcFUq9atmy5e0v/PlfLQy5sKpTcj0xxTP2DmiVEo4QIQ0GaLzCTZRJYEJNBiTGXz8nEcDp6cjPINTVuEuINp4hnALA9nZyIng9rEslR3IW6ggNxuofLZNwpCDEfbrY1tPlURvci8yPl+ykYI2Nr5eRwsUOv9R+aa4sSPCOBWCT60lM9rIMRFnDSX9FZVIHApclqRvh9mW/aznHnhc1RNPD6V0olsJuoYBobpIYmZonGLMo5JQmYepRThL832hSXggDF9VPqQutMIP/B4oqFkHvi3movFY81IjJupWSn/FnPyM5p/fBbHxNTEh++XS+ummzq/tnPNmhkzq+qYYCpu7Oo1nc9e/oriZ5vKQ6sqU72nRYDfULJiRuxOhk2VZcVKWIlbp//hD44NI6zMeFEzsp0VM8oZCtwo9R3nd2nSEPxwyTozn62pTMBu1WznPBO1mThK6zWX11aXSIGErnIUZ7PXqmRNyDxWmil8tqytbM4FABJ+iq9n1LI+kyEjgyJbKsxgLll+ljK+Fk1Q3irvTZC41LSezzGzeg0YzFSnwTzXiohnxOikPVxEqXINPid9JNWOYD1zNkf0AbHl6IACTW4hiRxYQK2jc7Q6iC7Tl4FtZ72T0VR3hc+m0SCG6C46KOEspYGJ5s4bH374Xd9P6Qu6/5nwOmaYiou1fc/i1Qv7xm4sVMYWwz7rLasEwP4Bib2IdKU8y0naC3GdKWZV4HfWXcm4oJkCysMEEfUSFAOJ8bCx1E4iOLpriJ1wGrrCQBkGBzGphRaJIghWRO5gM5Uik0Kz1rFsZhUsS8izz2XNR94v4/48wI2iObQgg6VRyj/FejH1dq8lCbC5jbO0/TKz+LtVhsx1TrSQeYwP1LPxVQNW8llssubzWWPZ/DwUOXSOnjP1bazJl4S2d7zOwkeCh36tmtnwDgwyKJuDpfXU7uJuqi/C5LQkzFQqK+Hngt1pesYxyvuj5cH1oJ9VKhWaRm8bKfR9qTFK5z8gStat6xzpv3D+Z9sL289Ec5HXQUKjVs3lAJLchLXlZ3EyupE/jqHJWsZFdiQGImMyHeSkk3AkhYEkTYE4WslJkVYzVRq1+STbj4AHJbNLHloxmpQbrbw+BWRz6o6JXA32A+p2x1cTXdUk5C0wyZeSWDGZIHuc1D3fdZlD/DI+YxmZBUIFSa70kQjKREa73Jgoec/NMzPiqLOzH3nVnArwI7IexJhk9gAgCLYQ8DFcHpklVa/KAiOHHQSxC9QxM1IgUeOoIY+QOvbtgM+r9zhTmGtooUh/mHVS5QAklKAraUaNFfckxJecBx8Z9zI51f7I1HTP/7n9viXP/AdI6oh89ZjSVFyBNfctWPfyC0f+sqUwNB+wzwVwg1FZHkgQHXIRIik9wAIGDamd6JtQBvJY7LugeTIeCxRVfIevsRCbdAcJq9GctojoCYRJaYbQqBuWi4QaEFAgdRcmX5hWGaCztK/LqQuizlpA35J/ZULl38zrIzlK2ot5HLNStn0220jCYKZWzrIiWo3raPYxG4myd0PcE7+fMz8cdA30jRo4ABWaxho+QK3PO6imX9E8lUOke8vdeKvwPgUJR9xIQGjxzfCYyqHvyfRkUBzpZThzEVkQ7COi3BYlBht55D1NTjo7RbEsCgqZgVwbDqdg/z/cH8w+6KgNk02z/noyffyWlK47IozxHznpMcdUfNh9Q39/67yOa+aWmyv/DxzX04Eusaadu69N4DbTQW6O/tzSDCrBcPaDNj8CvPI/9I/+hrVPwihMugUq10DU3o4xT22krQUxaBKVzDppH3cakgkXqT/O9ubx1o61BppOwzE6V6uMNZ+ZMs0z0hna2+z7VNOnyAwCUJDOE1qpPuOC55aZqM/Mg7mzb/bJrH2scYWKhmbNDJyhe56Az8g1Y7BW/fh0b9n8w7Oo+4vDGWZqrj5NZbAhtTw1MVE+DpNQ1gRbBBjiJ4LLjHZrZAoe3iE1t9dAdoVTK7XeTaW2LaXy7E/uK1z2uXX3XedxLDPsdUwyFTORz37nK768a9MtndBW/xV6Y0UZlmBRQ6lJsMyuIKBApgi/WUzBjBk7ROy/Q9OpHYPQXE6AlBmZLyAwHgjTp5XNGhlUJlZMxhCBIfWJHWOVFUEiYqm3a4TEC6HdaoFZv599nlwMGEeLHAxi+BgxFzUOzcQwK3mM25CxkM8ZHK4PM99JgwQqyXNlBJEfqh1bIItqESCAxalQ+R6yxswooO/H9ForlLQQ4FhVmWQULoTCdeeemaUMdTKGTFQACTTzVCLTinvCOpPZlCtIZnG+IoO/BmvYD8m9OcoYm8Qq31z1633E9UuFrRPlrr8uFU/963Vr1g3PMF6q3s4xyVS8+y984cDUO9+5/NM7nt6E8sT+P+oq7Fs4jQb2Jkz7Juyi2kwIXRnTpsEgX2sPHodNbkNzzrGxYRGK6JR+kKg7XjTF+AH7/eFHK2t4wGgkACONHsBNTWkizmAETygRjPOGhOdnPG2UbHBKhnQrKSs4Ur4h/hJ8rGEMgJ3l3Psh3Hc9+zPUjhQWWTNmP4iayln29n0EixrUwf0qn6/aHKk234qMplQpahrfumBwDF4R7N2EFDGeqwUaPWvUgga6WZPr6XRN+LIqgedxbfCBDPa4nyKeObAW+4PWpIb16QsrgxIbQT+W2ov3NL0JouCTQ6V5n1h7HzprzuDXMctUZqw5U+95/+8++KWv/d3Aot7HFh7fhf4U6BGnOInoFtoIXWttrbiUnsCAsx+sIdgfT+YNCKZYQBkBGUf1UCQOfpe+GAkm5tWqf7hsPs0JzjEcpUgR8cr5dry+VZSI0DA8+1VEqTwZlz6T0onwHvlFWo6MgONJbCrctX9hTcd2XwZElJ+oujKSqoO7HDFEBWQ4npXGUeaihpoWElK+OH4C87OMhjK25UF0YcsG+ujnNGM5S5xrokEIzMPTNWhXMoDOdDF3hbLG5Ztd8AvD1Iv7yNkZngDp+2HDHt47118yg5YgziezE8ILZfQV3OoTTYXOj48W53167do5B2cwP+nWjkmmQsPE4q233Xbq5794w8vf9653X7nlwET/mRecWHnDK09qOqFvaypO7tLAbGobR/lzZgNNQ5fkC95VDAl5ZugUxFdJZSSkCkpSS9QIebpITni8mYQ04TlPltDKRsfvNIn4L+fViYDZSTX0JH2McZSl0MdQjZVMITOc/Ar+zvPzNwatpdEoucncuE847C0aK0rwkqYTqZBuv81HRuSE7dsoJdniX4AkZB4xF79jEIFCgD+JKTCVi8yhLCOaadHFiCYd6674Ga+kqYtkSLbN5v2yiDAznvxF2oY4L8MPuCMO6RbnqDkNLWv7TjLVVagYCKPUojM3VCvMTOimtvuaCt1/NVE898Y1azCa/hh4HVNMBWaa88lPf/qcn37v+y594snHLxo8OLgS5tH8qfFS5z1f29Q0tOOE9Narl6WTF4LwMFFFzTQJKIBYcvqQtpKETNg6zKGMkrE3N+lNGQrMrsgbL2ltE5JxJYVqheg5g4CSl7+1oSRZWRACOPgyHKz/B8FwBAwZcYrEr1Qk35/bcpHQTTGefmhI3pqO9+SsBpqauTpXLCMoPbIXNGWRsR785Jg81CqxPTUbzxg/ISOB0MXLBluUlS8tyNJ1Aja+Cfk8YiwHr+GxynzzJAicgkJHEKpLaqQdJZAymucnt+axD+V75ftu8OIEWs7zxVexR8piIdu2tleQB7kbv96S2mZ98ju3n3oHWykcK68Zz1Rs47t+w4aVX/n61y+8/HVXvnzb1mfPGR0ZWYpN6sdMpVbm92maPAhr3b1PpE9u3p4uvWxZetlL+tLi7gmgecMwizgcjAxBR99ggLo9hJ/hnoIkbIMO9j2I2hGMIHnTFCKM7lZnQeUyAQUSiKwoiJ0Eq14Q8gNs2nm+rtOk9DcCz+rqRN9FsTRkCDDIq1gWiApFd6TtSZpoJNKmDncS4pXU9tgIG5E/DSogCsn/ZHvhXICtacJ6gIN1rcPNZEj3oud33Es9dzdyHl9wAXzIrN3pUxH8CFCCWk0tqZ0HaO1of9DlG3hPwAi0jTSQy2ik/bksMrVdwGmT01nrDG3w98lp9Mcf65pcsvScO88491V/cN11a544Vpgp3+eMZSow0+xPf/GGs3/2F9//sieffOyigf17ThkdHVsA06obxX+gb9v1lG5klikMKhgF2PDkM/vTOEyPOXNflXpObU5tlc1A8Q4iluN+d9JarCHOwIBSnKSS5DAbcqamsm9gfUZiFbxgIEIulXPU+Jm71BrK57+cnlNkMw1+RwxsLefJiGx1bLORExD5d4nZFfybjBnztprBQJL2bOQPYmUW9zQ0EBlDqT28V5hYKoZkGQnbIhNQ0I2BcRkUVwmLE3GlfQTZm7kcmyJax/NZm2YkUbACtRDvWc/sGJ0UDcMWEihOtuUTumASfh1yKrmOnjzpNWU4Q+24OaWjCvF7Kj1P6TO0psGhtvTk+ul0xz1bpgZGhhe97adPvgZ0cDM+fvC666573rskPVfmnlFMhQUsQHit+OwXP3fRNe9698ufeOLxs4cHB5dB6PVj/9pqHYXYq8DkT1N+HH0p2Fv8gpe+JL36ilel009ZpWDo2Pj+VGifj6Oegkm2k9umfnJ0oJ1vRt/I0tkNK2362etwHRCvIQUgAgrAQASlN/2hnHZ+l4Rt6NkfWtu5112Yesx1YxxJjUzcvkzfZc6gMrSpPcJsIsNJI4iLxXAsVZEfQugO555AOpWawTBDXnE6zsWKSB21FRBQZ3FYcOgHZ3gpyEpGgI6O7/NDm8w6UuCM43sxKaWmyCQkHF6yKZvNXn7TGSxeA2fnwyPUtDbqNpu9rlSmqdiSRuApbXy2lO5/8GD6/kNjaefO0a6pyT3n/fH63znhn7/0D69661vf8R3Qxk044UNgLom+mfyaEUxFX+lvP/3ps37+v7z/Zc88vf7C/fuslUB4PSC8ggaysSTbaeGS7OwB2NHZrnlJbKh53HHHpWXLj087d+1KYyOT6cQTlqV5cxan0fH2NDIxK3V37IF0Xg9C2J6a2dif55EvYV9FQ7bVMCZyGoK4FcTksfIXnNfmVCeieJTY1Gr0B9yXcMq9oqXJmGEuMy+ON1HbVLI5SICAWQwkQQ+/bm1BkxqYq0TFCCq0tHThPbTon0D9HTRKR8c8XH8SIYC99j8IQYuZrfnYJrsFHXqZ9THKmU5sqqIwW5iZQCw5ZkdmJ4ED3SuzRCLvUeIkhIpMVPb7YMMbrpV9PX7axDWTYKAQARgzgT1SZj+fh7Y2D6PWjBAFq3n1pmugpiAVRzB8YvveifTI45PpoYdKaeNGzBrDFrd1AGNs7WhvbS8ufuqZ9XP/6I/+4OQvX//lS6984xtvBa18E4z1SIOpfsgK0FeCTb38E3//9xdd/da3vnzL5o3nTIyNLcPmw1dqbmvD5k+AsIgcqaZHpgrteSJfrDNqSRPjk2GXQ9I9symt3/BkGp+YSuODE2nJ0tnp4pedma54xdWpveOktO9Ab+rtXoRg70Zs7tPY6X0gBpSPgKBI2Cp1kOMVWicIy8WBJHkDE4StqQdUiEcTkNWz9MjobNMBV4A1RvOQaOXL10AIOeyU2pT/+K5jRXgXhXzNqnClQx/VrQJHwDqsx3TdOkzcAzIhNU6I6B+Ik74Vrysmm8a4VppbUVWrWFz0P1cuIr5Dc8swPBkSSbuaYUC0jehf9tmySVzr/adjKAAEKMiLVDC9jLbXWSvxzEp0VrKza8CapXGhaUs4noADsyoKx6XHEb/94lfuSRueRr+/0Z7U1taGvcJaQohQm9L07J3d01qaKB+3YeNT8/7iz/7k1G+vvuWVr7n8tbd86Dd+9WYw1/M+NfGHMfdR11Rgpq6v33rruf/3hz/8inWPP3rR9h3bTxkbHVuEZewugroJeY9D6qlvA/6jlBwHktrZxVZUzA+z1BzHcDR5KyRCESc2FpqGg6tbi+1p986D6eZvrU6PPbYu/dx7PpiOW3xiGh4eSVOjs1NXx1IQz0Z8dxO+N4AEWop5muysCWJ5Q/geNP/wmWYlyXEnUdEPIAcR7SCF2RSkf0CCyhPelf5EdmTcitJddEeyN3xv5CygdIITVMIQ4aUYHKf0WsarptCxleQrMxUaDKFuaYvs41FLkgl5bTDSxNRwmhxHKEeHOG3IrZGDEbRM1rZKbwzwQJqIwstIgu4xr63y8fCPwIOz7XGIO7gIDRTf8rv6np+Z+YAFjBWlqToNMGR6ClkVTX1ISj8OmnIllu70dNppPemNk+ekG7/65fTYQxthVRRT91RP6ii1p5b2FlkhWiScEwzXBhNy6SMPPzT/4QcfPOMb3/rGZde85U3f+uVf+iUy11MzSXMdVab6wAc+cMJ//qVf+tkNTz95+b69e07ERs7GmrEpn5Ip4R2IKEuIG02MT8DEGVK8qa9/vvL42HaM0tk+Cge/+XcmnVI78HtyfjG8gJQ4dqAjbRjflP7283+SPvrf/gqmExoxYo5VqdKP7x4HAjkJ7YS3QyNug7TdDvMPmS8cyaNAL8wVSW8SEP0GEg332L4SzcESwigiftK7/CQyuGNYRsUYK7M5xf/jNxkEUoMa+U32W5x4SiluxM19IXCMYmz+sttVU5vJ8IxmMUT6fJ6coSFW1ntmPAOczr9z5IqxOHOSukDhOSdh4rkqWk6lglZcz+q8Lp3/ULLVU5HBquioiV+lG8q/5FpQW3FKx3w887I01XoqrncCvtcHJquk7u6W9IbXviO9+lVvTGsf/l76/Jc+l9Y98lQaHBxMrRNtMANh7sLEL0LTTYE+KKg6OjraYc0se/yxh+df+9ijZ3zu81+6/PRTT7n1rz/+V9+aKcx11JiK5t6f/NmfveXO73z7XUuWLDgJA7sKI/RQqenVPYd+AyQ1GGdo+ACYaDpd/PJz0xuvelO677616Zs3fyd1dqKvephPGhyADR0fH5fUpKbymBZKTxIptBYQtZbpjvTMup3pqaceT8tPPJUfCoAolzF1sXklDj0Rv++F9NyIT3ZAa+3Cz/34CbNIxYskNEjcDDTQ6UfEf1pmIenI0lnYWgAMpEEicRzNTQ1D85KOuvwooml8ZmZRBDSuvhlBsznFSo8hX0yRWNE6tThm2xolFGhAojZTuVoZvhLQN9Zj8ZxMc1KCa7Q/47kJjfNaNOHUR53NOcUPBCk8pogJrkycVV8PXkvCzr6UiwwdIhBYzwA1HKFmMiZNWmGNyPODVmoqLMB9LYOQW4o9XgwJ0aX1bGllxe9k2r13e3p604G0d/9OoZBvedOb06KF30/fv++BNDw0DKE6lkZHR1NXZxf2vlNakoKM3W57e3o7JktTy595Zv3CJ5947Kwnnlr/qp9973u++dqrr771/3zsY5sOFQFH96+jxlR4rPm333HHhWCg4wcHDxY4vpLbQ4agf8QtGh47CId3OF368gvTq155RTp5xRmpp6cvff2mm2QKOMHUEX2i4BSs1eb3gbjJNOGGqzEFx9xUwKRjaev2zen0084GoRAEYCk94Wc8/jSnny9BsHg+CASmUwXZGM070sDIxjR0YH2aO7s5tQOAYMPHZmZd09zUYASenjEv+2AEKqroIJWECMzQvQxDoncCP2r+SG6UYgZyxXBOvKVUzsCMsA1pMSOLOp/eE4RS1SJCKBmDYtYHk1rFHDaRrT2DGZRAzMWzOPCgcCOO7t8hg1Z74p4Rvta02iwjgK1orUvasZoUc+rrNz3djW5yS+AynQAmOhFfOR7n7gvt7srrro6OtGX7pnTjN76Qnnx6PWJSk9BC4+hsxdAAxo8Wu9LiJUsAPsGqwJ4PDQ2lzZs3a21JJ2xFxxWlQCCjd3R2gNs6lj+9/skFH7n2urM+9vGPX/Ha173+G//zdz96KzQX+gAe/ddRY6r7H3542fbt25ZBOrfKxFGjfxK/I0GTWMDJ6ZH00+94e3rTVW9LY5M70v6Dz2CxT3WPOGozbTxAAET+J9iaaozdZxGjgmmQzS4Tm4nTpAgDpK2YZvfPUWNNUg4nKSrORKcdG93WBgtUUnw2Nq8/tXackb50w1+ldY9uTavOmJtOPaU3zZvblvp6ygA6aK4ZbqcPpNCvQMlcpGfiFJqmmv58Q74vHa/AMn0zvpODojb5zJg+MjOMiy09HMFwvM3daotqaGQNyKYJx0wm+pjsGcHYFjM3qpkZRvh4g7yGtavUqvtF4D2ukQQTmU0BW3eGUoY+mYfVufgKCw2RZwGGQ3JxM+ZXN5+EdTgeJ6epPg+3zsmXXheiMbynrs7udN/aO9LfffbjaeuWPamjpRcaaUwtndsws7kI66RQPCgznvfTDgbsAHOtXLky7d27Nw0dHJJJSs1FwdjGpF78nMA9w+XqAtOt3Ll926K/+5tPnX3Lzd+64h3veNe//Lff+NXvgLmOajvoo8ZU37vvvhUHhwbndyAHggvMQWkFMAcXnqbbbkDhl73mFenK11ydBg9iGnkaVSb0NPprn376aenhxx63xKU/wZQwylDmpjF6T/9FIIDNJKXWBDJXQlbCvAW9MP1OBnIGJ19olFNp5B0pXcjxJyP2FZgdU+ne7z2VnnpiBBquNT25oQ0bie7drVPppKXtadGilBYu7ACaWE6dbZCY2NgiGI3VwzRB3TSF5zXOpmI8aRH+TjPJELgpm4ijcxH5TCZyCnceGwzGNfIUAZwDfqRiR06/4pxgfr8In7PM38nQSvsODUnNyjQqCjI+bwgbahkbdNTmtALNaNRGHv5mP4+L4qwLCqPmdGC4OR0cKqaDo51Yh7PS7Nln4RzwmdgptqXDmk8uG5/RgXBqGO7lzt1b09989q/Srq0HU2W8DedBC2+s1zgAmOEhDgB33qH8KJizXIvh4SEIsvbUP7s/9fb2pGee2Sgt5c+RPY/nZscp99iopJ7unm4Is1O3bd265M///E/Ovfnmr1/x3ve975/e9653UXMdlVyno8JUTID9wG986GRsbh+JfQwghEw0QbFM5ETcBQFc0uA0gpkqd2jpkW/Aub6LFs3FomKqx0EyFAkY/gMbYhKZk4awRM71Tlniy35v4zT0MYyt3JsWLVgmAnObZqblkDjNjHwRWaR03rt/d9qzZ3fqn9uTWjoK6SDMxz17m8H4B9Oaew7AwS6kvr5iWra0My07rghksT3Nm9UKUxVM1gkiikwIwfCiz9AMLBeBz1hsR+2QMXgpI6UrkbGkApxZThNOwZ4CppPwMzQ8aapw3hbMM/6TIGFpBLU+GGOS5hX9Iqcg8SWTLNdQaYyOixbV+1xMFLVVka/HFm8s1xD4w5QhQOATI3z+6bR3Xzlt3VFMz27HM6Dt9p4Dk+n444bTe9+5EgIHcTH5s2DyyH53pyi0Jxh309L+vtnpjru/nXbu2JemxhAOGWX/dLXCEWPTl5N1gSWYRFikhBADIXbeC81ApKZprc4886x08OCB9MiDj6SOro60cMFChzdCUyvvEusxe05/z+jI8OmPPvbIcWCmE/cPDNBs+JoW5gi/jgpT4RnmPL3hmeVMfD0IApfGkUQ22kXzYnb/3HTPXWvTyy56ZTr/vPPSgcHdMAeHU0fTrLTuiSfT4IGR1NHcjwUGUULqMT4jExL/PO3Q/oK1FQmMRIoro6x78MDB9OzWjenEZafAVKBv5GwKXZ8mE3VH3AslH5mLMPSs7m4x2Z5dQ6mrGwHknrZ04MBQGt/fnLbvHEuPPn4AxJDATC1pdm8Rwea2tHhhW1owtyUthLk4qxeFjtBu1HLdPfRF6At2wNSldGXaEcmJ0pwExa0wYzE2laeEoIzSJf8iHNwzmp4oXUmaC+8JImdzUPtGRrojU4IdixTeYuEfzTj4JEq6tU/i4d1YInb7BWNPTCG7YbQA37Yl7dhXSXt2l9LmLUNp955SGgBKv38Qc5WhlRegq30JeYU9s/bLFJ4GYppNc2s/PhP2I2tXaZEEQbUzDR9Ez48SaksVzLefJ+Ei38+oI/eNycfjo+yXb7O/tatN/teChYvSH/7B/0x33LU6/eMXvgBLYlvq7pwlQcnK4DZ0yuLeTozB0kHV4+zevt6hoeEzv3fPPZf842c+cwsY7Ihnuh8VpoLrsmDw4MEF9KdYvyNgl4mW4bxzwXt7ZwlG/7O/+LP0ute+Or3qp16Z5s87TpsxMDgAlA8ucWVImkrpLpTUEevhMd7M7Kf4HR+DuNc4TTpK/OjKGgzIr3uImX2L3KWV9noPTI0J+Gxd2DBmN4xCslLidna2hrakj8MGJKW0b/8ECG8srXvqoLRAK4CNrs4iJpBUIKHbYZI04/nMdLNmAUrunAZ6VYTPgMGrOB/cBtwt0EYyHbQHC2pVZoLnoeM+rX4PdMzRABQai8cxcdbZ8GBLxYPIiBQILDWJGVFgrslJImas9fJQOfpMI6NlWAYJ5nATYkOVdAB+zdAIMM/BaTzLdNp/oJQOHCyl4VEils2JWAAthkplIvX34n5gVYxOjiDTw23GuF6qNs5BbpmgUZDI/SYwgvdm988LU5uIqDNKuHHMuiCTMXvD3ajK8LHQCIaZLyH0SkCGaULuG9yD9Silq1//tvSScy5Kf/CnvwszfXMqAuXVNWcx6921XerxAToDCNI+uP/ALFztqND7UbnIwPhwBxa/Ew/H6K4GjikTgRIqBkBzQ7hoFMZf+ed/SbffdXu6+g1Xp8t+6op05RVvS089uTVt2bQdyFxrGhkelS1OjUOioqbSFPMqwsb4jtNqSpCiZLbjl5wIgoJ0FipIVyFSbsK3yJKWRYs0zebOmZeeXPcUCL4bQEcLTBIGm51VwR4VIhQAJG3QMmrxTD0jvwPmEXydAWR17B8oA+myZna1LUs/mIqEWcVtQK46wHiQwG2tAECQZAAADGsAgkJGAVtlcCRnKwaEE363VGe2OLUCzUrPoKJMIEGyyI/MLyZCyw4KHyZu0F+CPAKjuYEobhloKFKPQKRTOG4cZiMnoJRoQgZaqDAAnqmnp1sjbSYQfGfsrru7RxbAMAQMY228B+ZdEmiooZYWdllo5qAwGWH+vAViGtVXyWej6c9gfpQBYw0RhpLi0mBvCSjGFh2j4t4cv3iFhNvOPZshsOam//rB306/9T8+nA7sHvcMK9CXxBG1Ma5JywOxrbR153Zv0lF4HRWm6kBuHhalCSZHEx+QZQWtKG9QzwNlV9tcUNk2pHz/nP40PjyRPvWpzyA+tTq94crXp//6Gx9ON/zTDem279wup5+wriBx+6fR2Qi/cLOpkSD+pmAqTsIMeNNbX5NOOXmVYloZptbahsnnda55V7Tve2f1SarzO8wtHAdgYqjZGrCq3YgaUrXgI26+YPcAGFQDVYX6bZ6Snqhhhkdxjv1uP+2HMGKolCn5VQ78qpFMFUAkVM7z+znVx4KKlhkgODeb/OdJj2Q0rQvOq8Yqxs9lZnokKAmbbzA25ThhkaEKMH4bnpeFlrz30ZEhmVS57fUYhEvuRMv41CTMSGqynHWhkEN0gNKqhr/LpXt26yavdBXaBx1AknCJcuItr0vUb2QY7Q1o0uH8EoA4D62N3p5+IIId+P0Arj2RZoOxerr60v7yDoEc3PsxCAEig/TJuTZDqF6YOx8261F6HRWm6gbxt0G6iKCDkHOCJjWO6mrwEjFxkjsXZxwmE2JUe3bvSx//679OF55/fnrT1W9OF114cfr6125KTz39lGI7asXFCehBUMy0GIdpwsBvZ2dLejsg+nf/9M9E2bxjN26gr1sRQedNNuhFpxkQ/Oy5yuIYgYOcfTUmyAo5FFHQRGOOnX1D+hHugU4fJZ83nonIpC7mAkcxUPgOhv4NlmhQQnXrIyblGpQQFPSpImiMb1Er+uvOFHewOMeliABamzDzTtA9GZTfF6RvhnJaEhgFR7R39KTO7k49B5mFH7W2dkUyM4PplPyelMJTtUIzSLMH+iZ/EFxebYcmc9tDCQhGbd+5Rcw3KVBD0Wvde46jkVkFFjFgzRWlBYLPKdTGUNrDcz2zmRUHJdDGPPyd0g1f/WLav29A0HvPrO5AR6O0hgyuJIGmSm9vrytMjsLrqDAVn4OtvyzJ2XCEXVZdi0P4uUVol4vZSkCLVB6u+vBC6kLWdSdQoO8jq+J7965Nl77i0vTO//QumXXfuuXm9MzTTyN+MYh8t3Fpp56enrRiyfJ0wQXnp7POPDstWXI80Kv9OCWZ2vN5HRB1NyVnbzutR/VDDG5CU/X0Il7V2g5JPQwTDf0W8MUJSGnCw2r0IhVh+JobpzIOMSX+sZF+nRY0sdskkednbj7EZBJziNvy57XGK2575tiYzE5pVYcEZFryF4I20kQRW8q9NKStnD2u71C7IUOEwfec78fnZcZCb29fGkMGAxG8EmM/EIRs+IKp7xFuiAmIMAXb2tykVH6P7oRr6jSzZvQFscnLaYiew8x15fpxeqOzZ8A8LHaEWUomJdLnNgQwS6cgfPA7TW4Oitu1e48KNrt629JF2Fd2wHrgke+lb62+Nd3/vQdTdxfcJbYXyUFtihacZxSMOHcehGOxVbyuRTwKr6PGVHY4g27whIxJWHpSnDJZ047tNIz+bGaR0aQNcGhvf7/MsW+v/jYW8vvp9VddmX7p5/+LTLy9e3dBwtGMmkrz5s8HGDBLm8TPxseHQrIyN4CPS6Li6EwTpOJD9FmiDwMzJFoQF5k1qzd14jzDowfh2I+mNg0OgG+Cze0gwkTiD/tKZkb2zXgFBn2d+2NmkDS2tVVlJvFPZjILbZuK/t3NW5ysapVqM1BFhmLIELph4gk9o5rL6Uthotrk84WzZqZQaANh0mw1s1HQTaX9+/cKWaTP0oJ/NEeZoKzsEDyPQAQKezB3awfMK/orTB+Sto9ryPR1BjyFJ9vFUdgxfHH2qgvT6tV3oWi0W9el1nT9GPJVwABkOgW/idyBael7jQO84jUuvfTSdO65Z0ng/v6f/l5a//QTgPunAPr0SHNpL/H4KmfBfxRycxbPTQsXL0pPP/lUpbubvdVeYJqKzKEHZyBS/pMDm3kcDf+g/ezdD0lfZUNmpdNZbkrzwTST2IAvfv4L6d777k1vfcvVSGt6hcCFg8N7sJyMeQ0I4epo65X/gKnlCroaReuQSUQtScnInDn7C6wpYjKo899mz56T5iALY2DXDl2PJMPrj4OxR3HvNEkE61NjUTwoe4KbyhJ3PJ8yNuiEZ/GYmcGmY87oztQeukvSX8wTXOjTW3vZRLSDLxFFRo3cv7xUJq4QyMFQvBYd/twPMKeFmfgdKcrDrsnLilcxlkdYPPxDsp4TeuHzcZYUwJT58xcg7DArskC8ZzQHBcoQgSNwI5+oAKRxJL3xyjenr37tq+mxh58E6DFLOYMy80JrtmI/6GMRBBmBhdCB1nFXvBr+8CkIhWAP7rjjrvT0hqckfFmJUGQsjeai9o+VCgBncI9d3V1p2YnLUxcsjD1IKkBaXPn4pSe4DOEovI6apqK5kAnQcjfb05akGdKGUabfwxYWYkcCY2tjvpSeAoRoLjKYd+7ckf78L/4y3Xb7renN8LdOP/UsROAPQvUzR0zekv5Tmg4zDDS0GSZJsVMDCnL3WPomIkQRrv2F+TAbFi86Lm3dsBFxm2F1QOoAuMKOQjyeTrO7Kdmc4StnaWQkjJ2NeF76jWQuBWcjAddJsdnXquXe5dw+Kxp2WHHlbGYsdWEisUtD1WmIMDed+FrTfES/+FBqWMPscyKFoSGViKw0LYBH9MmU9e8MeKUK4VnFIPhHf5KmGXLtsJ7M4mhC8utiIY+8RyfaO5ufa8JMD96JBzDQdJ6AmdaTrvvo76c/+KPfSw898CjM5FYxe0Ztx3EMfbmVJ69M55x7DoLLS9P2HTvSP91wQ9q7Z58ETkcXEqElsGhy+5moqfh3H0z2OfPmwcfaK2baBs1HXw7Ck71WyVQvLJ+qBf5JLi1nJ9IJQLEsETABBsSNzSYTyVQMNDBPvdB0dRITjmXLL/aZQEZKmp6opMcf3ZCefPx/pctf88p02atejcWdBToyqmZI1+3AmOPX0d4j7US6Ysa3m5DUTDOtOy4yB+bmaWesSo8/9ihiOIh84jVe5sR7ExoFRE6XUauzKpxvTWHiZ3vjMId4N9Eqze+FD0DWoEmHN3xesUr4KVVfvqqhspZTvRYJmMwUhE/GoD8kwSDmiuyM8DVsJgkHEjHmhjO23Kx11bqZPQxZThMmLaqwZZoyyZXv7x/cl5accLymwnMNxOAs9SdzKUcxskOy6an30ZERZh3Bp//1B/87fee276R/uelm+Utj4yN6vgvPuQAMdQr84llgpm3pH//xHxEw3lO9T6G6zNfEY7McRKhnmODc33kLANnj+kRsxwZQJwfB2Q43AGYlmWkCgd8XFlPJN8JiM5lVUkZ5e07wzCYNJZwmzmNhuPEeLI2ESUgwjWDB7hnQAOmrRQMJeFoQKzfy5m/elh565LF08cUvTWetOhNJsPMA97KaFAyFsvSWVnizkqI5Ade+jqP5tgukRXF++hUrVp6UTj/7rHRgPzYeflUT/MCayWpBYAibbbXYeN8SnYLAcD/uT01m3GWJ587ImGFwB55lyfHZxFzRFlk3FBpQVJ/v0b4DzTT5YNJkjunQx+GHNMEyiqjEX52f8Sh263U6UG4hbV+Q/hIpFVFomt5kLiFxkxBgo3rODsDmjI8NgFi7kGly/PHLtEaegkIBgQRnCDj5pwKEso/F7lDYO6Ra0ezeB7+NjPiOa346vf51VyFoTvPsQHr6mWdgQbSlu9bcnR5Y+4BKZXgO0gBpRS5mvGh2k52mGOyF4Gpj9Bz3sGnjhpCOzjeUGY39wb6U+2f10qc6Kq+jZv7R2VRiJ+FsQuZRV6SMaxGmYeOc1aBMAdraCgCibRUYiy9usKQR/s79yl0WQLOuLw3sGU83fOlrQAsfgtZ6JZzbCxEk7IP0dcSd/oJMvfAnxCW2tUT0Yqwwpeb1z0oXvOS8tGfn9rT+8cd1j9mMHUO2BSW/416Am3FeEpmFgs2s7MOUAL5osgiOdNG7Cd3Xsn8kJBJ/O/E1gyBmMr5c1+X79u1au1kYGO0agx8pzRUETapSkFyxLw9iYPKpgsY8TsHjSCliuAAQuQdfs4Ias72g9QgoMbbI8w8hdkQCX7RgceqfxXgRsvvxkj8qM5D3Sv/MMTTGv+Rnce+EOk6nfvipqFZIW7dtE6Pvhqa6997vpbvvvjtt3bqtyiRMoq2a1TbivW548X5yXMs1VkSMvY5KWsZ5lViAFxMDsC/ljrb2FxxTlRFH0KoAcWoi0kdtlfc+lydkYhDkHqJJQAY2jZIyEzy1Fb9v5M4xJ8eLPAqzva0zbXt2Z/rsZ76EgOOudPnlV6Slxx2vz0RgcWERp3WTiVxaKwgeP9ohJVeccGK66KWvQJrSFBh2e/W7RPzsW4G5GDDB992wn9LREDuzA8ZgihD4oIDgBmeG47UNGPhVYxLcURRbUgPkDHod4wOrDOL5V1G0KMZyDVnVrxKd5zouPyaFCjNXiPxlYEjrgZOT+LPfKzAAphOahYhhCAjQImiDgJsze3ZaufwklWD4lkjEvDtbV6p9i7gZ10mmJrQUBeMY8qN27RlI997z/fQEcjqfXP8kTMBdMs07O7os8HiOuE/94duTQOb11ZKO9VSKt1kEqdVafJfXlJYKEAm0UkavxahgjQU/gj+OlqYqIyoPhipWxkZGwDuOsmicS6Bmomfa4mIUN5p0bl8mOxMUaZ+EQmnFY91S2Bnm7TD1OB1xGjAwMzN4lTvv/A427vF0+WWvS+ed9xJlVLdyk+HkemKhNYTlHMGMUCHeS0Dr3Sg9OT09u2Nvegi+xDSktwKtuJ5iVt3MokbcBwQ9MjKqc5Kh3LJrSoSk4joyVph7KgqMgsLMWEqDqjJ2jcny3meCqca/8rG8a3ObAQzed34EAgchnDJ4Up0Igi/JfCVqpvosx7/44trmRp9GRSnUXNaBICqKPc9A5cASa+nIGKld1PeiBp9If+Iei6nEmKW0afPWdNO/3JwefegBVStw/1GuoWcXBC+h56YxBC2UXwiG6UZWMpmIlcDlQInL7OHB56jzXXUeat9sDOD+gNiC9jRi4qi8jhZTaXwrCYsSUp2RuCEs/2E8I+IzIYtN4vIVaNYx7qB9igpUBpIJgxtahtXv4Cun+spHc42WtBkkPp3rfTv3p8995h/S/fc/kC677PK0YsWJqkAFICkTJZt/IRTj+ob7yfxz+8BY8K82PfFQ2r93Z9VEYkCSN8H7owSVpY/v8H06y4z1SKPhAJebULI6EKppHBHoVU88vHJeopMdjILme8raR9eTVg7mCeZwPZmZUf9JADldi6xia8DrTUIWYlaXB0mt1A4IW8gf7wfH0jeSlmCWO45tR5HhKWCo01etQnwIloNMrZA+deSquxbewwyQAioOBpDdfyA9+uhj0FD3opJ3oyzFFpTA0OJQ6b96aHD97EvxHyFxhS7CNGdYxWCXAaDqK0w/36vN3wz8+PdipQf3frReR4upyuiUhH1hVnWYSNk/iFLujKgpbkINJqYxAeXxmFy0nAaTicb9LVwAmGNe2WdqBdewKlSaA6d77OEH0vYtm9K5F16ULrzgwrQYaFEP0nIYKM7SPfsrVQWJa3ZA6608YXE6ZdVL0n1335lKY4NikJzXRzONcl4Z6mD4HggP+lgjoyNgMPosECJogmLY2sAA07HaYU7xeRng5HOwLIM+EK+tWJcAFDOWWpCRGckqGQSgdqIPp+e3f5TN1xyicBcmSm+biSUcw7CANQjMKWYyhBlq0CGvd6w9jme8jQx2wsoz0sWXXIoapvlxD3WQfqhZB8WtLYj2PfP0M+mRRx5Om599Fj7TlkB3LVAEmPA5ybTKool4E9agE0KP2TE0m1lLRdNP96yYlBHP7D9a61tYyUXmvYSQ0Sxo7N+c+QvTyIG9R4WvjhpTIZCneRN8aAX4uFnUBAFP5xQmFd/VmSyy1GWz2zShtqP2IjJFQiRRshCR/gwd61GYYNwslyIQLHA9jgO9zeh5MJy+c8u30sMPrE0vveRl6fzzL0jz58yBWchq01rPOxOuCYv309/Xk84556y0ccu29Oz6RwQ/kt5tplJE5t7gfD5UCkPKLlq8WJDwOPwImqd8xsyI8J2dCRCMIXORMbmMiIZZbFOKjBi+EVHDYJCqsy6Gs5biy5rQi52Tb3N+o1A+vOgfcW14Lq4ljxUIQ5MLGpZ7Q41LDdveAbRv2fJ0yUXnIUt8ntaJ92WNaZDJAsDXPDh4MD326KNp3bp1acPGjcjU2C/zmK2tydBSZPJ3bOrz3kgTRBWZNePOvShNATNl3zkztp4zwJRswbjnvZ9LminM2GzisNWA0JOj9DpaV8JjYc44YzyQeCT+rI08X9fxpzzVQuYg9yvUPomU5oe0lIg5UCvOlFKCpwmbx3HBqSU0dwq/U1sJJJAQz1nRKLrbtyet/tbNaT2c5XPOPTedAb+JAd9OmIs2OWVMaRv4PZpxxy/oSxdfdD6YZDTt2vxkIH+8F2TEhw/IFgF0stsBUnQj3rJn9275I/zH9wlc5EFs1gzWRob5HezlS5AyTbwI5jpP0XckdyrMPGoWTeQQkda0mO22mhvhEnmb1Nm/k9Vp2SFiJKKaB8opZoVn7gShn3zK6enll7w0nbryRDGcqZeawn4PNQg7zg6BCZ568sn04NrvowfFFhSHHpCGZJ6hj8f/VJjp+1RnJ90j0qa0x869JNDBPRaUDgZ2upPxPyVd0/+L9ZYXroXBP4IyZncLYWZCUXPiOx2dbQm1w0fldbSYahqbimcHCdCHyvYw1yFMPJtzzpjQ4tG8ko1NbrBE54smZGsrzKYw9zKYkTMniCLRDmeFLyW//APTaZhsbjLD4kUy6tNPPZG2PLspbdzwTLoQZuFStI+eM2c2EETOVqKJohxX/ZyF8u1zT1+uStfbJgbRa2Gz6nXUWTY0L3sTVpC8S4CCkt4aOGeDhNOOTSZBKRscx0uD4WqU0Oo5IXpwPM2ayxqTa6cKYGrzMJvI7M6wsDmV8xCz1jJvhe9DE1UhAL9Hk0lxMbVkNmxf0sA7m1B9/X3pjLPPST91ycVpyaL5YihD1vw+67HYvLOcNm5Gd+An16MN3FPpWcSKxmD26r4J2pAxcF1NDeGeqbwfzVvArIbNmWgL1DEQXd+ceYTXUpoTg9v0CSWazXhVzRzH5jUTQ0lKWEhTQyKQlbog4I6O8XeUKiG5TKjRgWWB2AeIiFFuLg4Xsx0Siq9qIDQklzMLas42F1VEw17gOI9UfkhezWyi2g/iollF2FjVn4zL0JTRxEQ3QGHraBKRR7kA7ID2WPv9exPaXKXzYA5eeOFLkaK0UFqLJlKOn1FqzgYaeP6qk1NlYgjI4nTajngLTaZZ2DRuNBmD/TbILBuRQc/75b0p8yCCu7kbkmrLomxCx7CiMJ656myHCafEVw4WoCEof8LaxYLGGec2qW0eeT1sClW74ooYSZwRQ6LEZ1dbZIyz1F4pS6iWpK+3CM9/JgCJVWeuQouA+bomP2fzHK7v2PgUCjB3pQ2bnkmP0leFz6TUJF5XWpFWiZlQ5qFAETO1/kE4cP25L1KWYQbaH46EgLAQ1EGKTCrTzsfmGjIKBPYQ8GiifH2uSRxPAUQTFjR3tF5HTVNh+6axmBV1vokYE6WYWioHEpYJQ7EVLJzKD7AYRrCs/nN8IqcGiSGpSigNIUkzSMFNENoYvhVt9mEEL3NbY2ZoWMo7i5oMN4SCvLvuujNtQL6fSkfOOgvFirPQNalLU0VsEoGx+nrT+TAZucFr7roLzUx2iol4rXlIMi3v3SOTh9Pc8zPlrrNkBgVecT3mD1Zrh2TSWENrOFo1h89ExmRelafgv9w0VBW6kUwqRgoETffKHD9JdayczEhnviulKaQ+0TkyMid7FJBGNqdvFvL55qJcZomefcnCBWYQ+l00XSEEd+7arSDtww89jBjgs2kPzGiaa61gImnB8HnUdFNpLyZlXpcmXu5kpbXEe/TP8rDuaY0TMugkCyYY1Pfg+8/Ipk4bFgh/ag9JBwxcM6Ne2pfnQFUIBOxC+M1PHiWuOlpMVUYsB73yXUxHZ5S2tjKZGdzFiqnBB/8T8djPICSdESIlpcpmtink48KeJtGBuJTOFAwpiRZoEr9FZqa5kRtMipiynU4JTnQJG02TcTPMwb0gFgYmzz/vgrRqFZp6AiXkORTMxH3PQXXyeeecjUTfZkyseDht27ZdjNWDOM5uBDMngehJW+L5spYihYmhBGxakyg+FI53OSSwRESdP5QFR9Y8WUPlGIPrmOyo63zSYoFOCjEMk4imF3P62K+PDgcWidqSMafFSzA15YSl6ZQVJynvkaYeY0JMJN6P9gdD6EO/BUz0/e/dm7Zv3Y72Yiipoebn2rIRDYWIpjF4Dx20r6gMp7MLAAQ1tTSqhYp8J40DctaIGqSGpeFWCBZiEo5OWrF1Qs1M/5H8Ey3hpLW1ZvycE2E8LZLmH2OfiElWWtvRs+AovY4aU3V195RBZPKpXDELEy4gUjGMHJdMTGH2sd8D+i5wg+krqUkkW2/GsVmDkdHyiFD+TsLJsSBtIDaLjr+DsgFb0ygK8MNBTK+4QBP8Rzj40YcfRlxqn4jp5JNPTictX64OS7mKee7cOQgon4fUm/701Hr0CXzmaZiDgI0Z7cd1aNoYIo+sB1CUTV8iYSaMzFQUMjkkINOFfS9EKSSOSOsKosgChX8qeTWYUOspkMVCKbcbkJAK80kZJ8hcmNW/AMmt7emEZccjbrcyLV68EInIqCEDwEKaHQTTULPvGziAKutngJY+kHYhXYt+otq8ETCQEKQKtCDM4Abvj34tizuVD0n/ln4jGS+jfzECKFsg9ULE/iPTQaydbHUYzc1dr3LSgBmY9+OcQzWh4dLhfWbuUBCj+1alt6v3qA2NO2pM1d7ayqkuEBwORlJkWdNAbipxNia787PwkUQYbBJJv4fZ1yQMfKaMhvAjsnazHe/NVWVuJLryeG5o9ru0OZTVMA1ZjSyggFLVIJR9Ff3qTdmG2MpuFEGuh9a6AP7WaaedBgJcjFot9qSDMw9CZL3P/PnzkIC7AhkDm9MumEj79g+oqyohfgY0rUEoLJlw67YCvG59XVkWpDQxCYDQBKL/kltCB9+LYKqaSU6U15P/bE7bv6wSrD4GceGeZ/fPRq3RiemMM86ARupDu7G50CYYYwPBxY5Vg2hwOYABAevQvPRZxpa2PJv27dsHX4qV1TR/mdzKfcgNSY125vxCXofpWUJsw6w2EGOwosrc1JXaLye9ZlNO+ykNnisMbEJnBLCqbLhPGmzur2ZTl38xfKH7oSbz/GX2tnnBMRWGlyNRhcABN5+v0CBchDw2x+rfaty8ZQ2kWBPU+hQWn5kLaqyP0wgtE9EZIZPTGkMCMqposyAXE9rcIvHxWJpn7EPBOBI1ConAPSh8HH0UlpjQJNwCAjsARtmwcXN6yfkvSStPWq5EXdZ5MbG0Hf3o5qCwccmSxWj2OJwGDgwga3pzembDBiWQMhBM30a2P8wpx79qjVpqfTNsBimbPUxEhXxtMzp5NExDTUEME9KNXwyty8/C3x6igAAv4GTeFzXt8uUnAuFcjAz+OVoDnm+CpRIwVw8MDqdtu3amB+//nkINzMxXwqraWzP+hgERQk3HzMCqQ/NIVNZKybSjNlFYIwYWhPBTqANWh0w7/JczO2z+eT8EPsgPZLzQdJIFsOVwdqIyExmgUp2Y9oua0+QlTUawi/V3AMn6++e+4JiqjHjSNP4hZMCBYA76SlPJ+alaX2akYIyscYz5ePGrlaWCo5GHFxrP1aMZlmbrZTCY/BXa5PaX5BQLRsYZqe2kllj4hg6rNDUJwbMvuTYD12MmPX+KiOFXwCR66MG1aQuyMlah1uoCoITHH7ckYlvo/Q3mYhnC3LlzkZy6GNMcT4DZuEJlDdRgLJtgLGgcSbgEKdzVteY/iaBiXUS0YTbqWfASgqnjDT6QbgjkEJHj9zThQ7YipT8fDXEmdB9iV9cLz1uF+zkOWQpdkuLMNGFjy2FMXhmEENgCjbz+ycfTBtzrAISHihvj3pRhj3vhNEdbDlxXZ+jTHOZ7mutFs1VrFTl5yHDPOZw5+TWzRUbwsobKTJNnDDsvseYG6bRhDnMvqmEEXi0ENOmE9yn/jl13ocm4ZshQn+7vn/XCY6rWZlRfkpixCHmxDBSYEdQYkp/zn5xdHydCsfCRCSE/BJunjPCIQ3L7aeKpsywYlkifsjXIwHUbU00Bkg8V3Xq4IfjbrbLcBIb3QtOP12UgWnwfQAA1BjUWUb8NGzans889O50N2Pk4IGZEt1iCws1khSz/sUkoP9sDU5Dm4CCa7G/bvhPm5HoAGjtt5oRg4EM7iz0KJ0kkksSMXxlYCa6KHEqbRjRjGZeTiSl5DcGB/ohlaJWuXoQAXnJGOu3k5QpI89kODqHvBhh7FB1f16J26aknHkdR4FZ1juL5yFDVJpZsxEJzSmiBsy9YHMprcs24NgKIBDgZHLCmZAKttVUWFtS4FGoCGQKcILNUNQ3XIYAWWePyb4MNgzaqKGr4xFnzmbK8TyyWlKAWoFFhpsg0lOkLjqkApxdKam/FxQpNRci8NqaFks9JqVXzKxZSC50ZSgV5AAFY66NgqWxm5dzZLLLJmJFBBf+yJMOCUzswYqIJg+Hgil1BBNQyTm1CJx8Q6QgqXjOjS2PJJ/c5JqfG06ZNT6Pp/na0Rt6UOPpnKcq/e3tQzMd2ZXKQgThGDz10H07Lli1Vc5MNm2BKwm8ZRZl+7jREwmO2BQWG2ljTRGJWAWYAZ5PG/QVrpmNuByAUFZ1mRUtiagSW27uA3GFNwegk7n3QksUhxo2aVG37GOrDtiDrYeMz6z0NBd91HqGrpBVcDwKngOI6MxjMnnwO1Dv2xrXPEH025bhbWid2ccpmSEjGzEwUcG5HwEtbmOZ0I2ph6TtpbgteIzY1E5D34J7wfk9+lXwHI8EaAUshZTOyBDzwBVdPNQHUaz9SWsYgfdqMhtWaRsq/iZQVF+V5uBcXh1KRKJS+wxICdcuxWi+jFbEWjSajNFOUo3MzQhtlp12Z7PhceYc0kWLBc4oLtYtgXlyHbZsdJDZIQgku8zPKNdjQUvEeXHoC9/nYw48h+LktnQ2InQHT45GVwZL+puiySonL6/IfW4H1DQyKQOcMz01DyJNj2YfAGtwXibeNE+hxbveKAEpKpzviUYbi7XPk+iOakiyRIE0VwIRFxJxKGkVDhipj4vsTmNYBiB9xqS3Ifti0aWPauGmDmTaqdHMKkAAUCi78x2vz/W4ktnIv2DST1DuKbHHl8FHbS+sE3B1CUIwfrKDshxwqCNNQzED/MoQHz5m1mZmrZt5lq0bPJv6wL8o9EFgl4WM3wkFvm9Oe5sK4JgRLE0drvvCYaujcl5x321VXXbnqq1/5yrkjwyOIqToDQVAsq2Rpqys73RAp4VhKQnTC0XHOYDYRqCCt6KpgAQ/Sbk5dEf4c2k6CKzZINj9TgBifpEkZkHaGuzmUm3mCgtQVaIRZhYHPlJIkLoEjOrMRSKUfgcFpu/P4fZgScscdt6Hw7nFkwF+k2q15SHdSuy8miIb0588u+nAIUA4fPIjpFHPj3pvQ1nqjEl15buZHukusUULWh02hR17Oxs+ZCcwvHBtHd1auBQmV0DyatnAVjjthGdC9hdQpCaOM0gEMCBg8wAHiUT6hVtEGgvgMKrkXoeJ3/N98gC/8jJ2l2EyFwoXrwmcmdzleSG1hreEYYDbWbThkcy2jlRRNMlIpkSTbcooVhalNuKwlXUxKAUxzMtK3FL9yelV+OfPGzOsQhZsm5eoFBMP5xgvL/LsODTcwTudr//tP/mTk3HPPfdcN199w8dr77z8eRNPOQJ1iEUK7XO7dj8pSZil88AMflHP/uc99Ds7zfnQg7TF6Zjug6ntoIbm32e8RY9ikk2nCBZa/YlSsgOMljUMDcAPYcot+mbI7qK2YiBtmKseilsscY8OG/mMq1SBYQOYvEl42q2GgwVTaCo11YD+afMLhP++8czEw7jQQZT/8LZs6LHUQWojqZEr7NggTDG/QxMi56DVOU2x0fDTNArJI4ukDQe/egXnEAgPYwJ+5eh4yzdw7zm9Si+sMzyOhdw4YdeVKDMsDoQ3u25m2PfOI+qHTflVwPALDvBe1kWZCLIQGBRbjaNTQs9FLftmJJ6WNKPDcjfiUIHHWhMmEDkClKtTEVzkJROstDcV1ifgV38vdnFStTYYMJpAEUMBX3qtjURaNYnaOGTIIY4aT6Ri1XlxTZ6HYl5PAxX/0hdmeg1kZWC9e4ai0J+P9HK04VQJj0ab9Jpjr0Ste/eo3/d61177xW7fcchaafsxD5SfmQduHILMQZXvbW9+CgsJXSXKeABTtxn++Ma25E40YQew0ocQsVnXWYjRFKNHDb1PlqXkvJGotA4M+GWWtg6WWsLbLIxMaG0iTjOak4hzY8Oy/0UEnUZJIqW2yT6fYU7yYifDwww8hxrM1bT1vO9C3VQiwnqT4DROCmZ0wiMI9ZnFTqPT29css60AhHYmpB1qcRM1zs+tUH/o6zF+8IG1CEHac00vYfZUVsHhGp30ZRZyL9lxLTlwhBOzg3m1p88ZnoqwjzCESeTVh2SlFRD1pflMbCeDBufhzCtdd//gjkvpkxGyiSjuJGZxRX81uoW8TrMB7qTfbVN5OfRlhAgXv9QoLg51qQ8sxfzBnxVTLVrhXEfCvVjfEfVmc2Q8UgwncsMbkWzSL8Tw19VndpSP3y1FjqvwIYK6t+P2vPvGXf3nP57/85Wv+6cYbr7j3nrsx0boyC1MmmhgzWYDiwfe///2ynXfu3CmJf84556Svf/3rYq7NmzaprFtOsmpvjBrxRQbLxXZyWHMwlNsqW96NQtz7wUxjzqttCI+pr+mSj5DNSEp7HM4RN7TX3SAFxM/6Llw7w/dknn1IdbrzzjvSk8jgvuDC89Mpp54qCPxRBFa3bd8iRt6NuBDRPWaMzIOmIrMycDq7D3EkMPUeIIQH0W1oAMjhCIQNryUiZ6oXg66dzWnlqach65sFfWWgjLuk2ThHtwX3w7bNE/wOuzpFDEj+TBQkUgsvXXaC/rEb0X7mLebmOHW+CZmXL5vbXEw5QhJKmSHUBoGwuj53OY+YXnmIhLkdV+LakMm4VtRkiv2GgKwWXTKNLYAIS8fatXNCcU6qltXCewl3ogrj0w+lYdic28AcOUaqP/NRZ6o65rofWmvdyy+55O4v3fClt970tZsuRozkeMDiHVdeeaU2YgApMoK6RdTl9OY3vwndkc5Nt99xO8bt/LMn0wsGdwqLSimYeSEpJdGpn0aFbFLkSL1Hn8KU5HBoibjQlPwrNJP8KDFbZFkTWSKowiRcAh8gGLeXZpUviiPxn6eYOBWLTEwQQVkJe3ejgeTatOR4IIAs8wcxjw6jMSQb92/bKqZiCQozuxlU3o/jO9BYhbEmMtAAfCESO+FrCg0OyVuOWbgLFmHqO57ticcfBQPughY8KKbkw3PaB3MT2WdRwVGZSSbWecikoHTn+ejbPYQaKJqeGeCh3SW/RUtn6D4DTDa/bVoZkvD6ehnDjIt1d4MfgivUJtZm/D3XQRkdtDmZzT6eh2fLiK/9NTMzLRWhjmFZ5PuzWRtGI019mvb4OT46Og3NT6TpqIwm5T0+b0zFi0NrjeLHV8Fc95926hlv/sQnPv52pPWcecIJJ85mwJT2vQkrnFcQ7HnoXHohpP43v/EN+DDM8uZEETIIoWjn2Zm43XVWUg3f5+YSdqcprgmM+C8PGBOaFLai0UDusxE+aynvsqtm5aGZCCj58Revr5QjxsqY9ycYmL31LK252dRkm1AF+wzyA9kX/jj0zZuFjkT79u/D2BgMs2OMDUxOBto+Oqx7PYj3lZSL96mVaD7NgVl4zrnn4Rot+O5umXhbn90sk5mmL/9ZSNh3mgCsnvtX0OHnUABaArNxD8zlo2Bgi2URoRAzOThVAMFDJMJEDsGj1eP6xHV8/vqutDbLuVSZGXK2B9EJZdfTSgjYW9wSglBCMMASxTDwvrQfwxn4Lzdb9Vc404wCrhYkZsBcRaY4D8IIEyetWPHsy1560b04/Fld5yi8nlemys8H5tqG3//qN3/zt9ZvffbZ6/YPHDgfkr/IVljkqLwhF6Icg8T2m//P76hzUZaqnvZgJqpKVMZcFCsxNuS6pUhixTuc3J5LKCzFLYkdQPV/WcOp65KYw0Fm8ZUkrpmLf1IAFBDDIXEr8Tc0J4/kwGt+2dK6CVXHA9BE+9PyFSvSyavOVkb7IICYHdue1ef0K+hvcQxrm7oYcdJkXwKBwNeag8LK9WkbYkxkCmU74B5YCu+ao1qwnAzhtCxme2DUDKBx+TaIwe3YvjV6AvL7UbLBlQqQhwm/lvz0u0JYuSGCCVyABRiuzltxqpWZwDmC1kxCLEPT5E5ZOTdPQszbEhZJTj52hohjdpF4jGOrZSshMNlzQ74Z/vO2wCcfGR5buHDRrre+7W2P/dzP//y3Tl+x/Cugsf1HgZ90iRnBVPlhH3vooXsWLl68dXFHx3lM4jyIETkkLvpPvTCJiLp94UtfVrIqEbXdKFWnVFJ5vqBhl4rkMgJli0eRYdY8Igsxj7PCs2OraX5kHAVdDGLkWEvtuOyzRU8IOs+c3Utzg74CiJjJqdSKrD1SH40we8yGJlp1lMKxz2DG1naUjNAnuuTll0JIXJyeQq4goevlS49HIBn5dHDC2ediA/2dgf1ocY3MeWg33lNmKBJTvkdeR/EZMT/Go0IwdQEAoR+jdmTK4A+AIXdsktUUosSWnY6RBmcIN7R2bluQYXMVjpJpsPZi6Iy+hhlWKxTMigtmMctEBN1HpjuXO/aM98BzZisgFyaas8PnDUtEVjoZm/caQAqE0cjCRYu3v+ktVz/ylre99bZzTz/922Cmx44WM+XrzCimwk3NBcG1g2Ga6EAPHhhUUqeap4BIv/1tTDffuUupRAQwcoCWm8GNVzJnwOhC5ULSyhLh59RQ2ABuKAlMWRghBaWJosaI/eSULBobx2Py+Vw+Eu3GSEwgbp6X72d/ooJrsAUak23JWIS+3ezRxJv9D5ou7Hdx/313w5/amE497XSYfCMwD3sRRD5DJuF9996XHgGSuBGmo66Lc4uYSfyyREHWYggzkzQtfs6BRmPvCppuo0jmVS5dTm4lc0uARCJq1khkDBJpaHUjfDWSzJpI7/C6ZM5YdztZ2VKI3ns4LOfwZXTXs4AJEHkPMuMKIreu8T4KVHEWO0/NkAKZWggi1pJ7x2PQOx7LXRhatuyE7Vde9cYHr3n7NatPXXHCbWCmp792tLkprjejmAp1SYtRzzMXxFakzc94DrMpOF2eTEWnn9Du7d/9rpzVPA+WjMJM6txqOafIcPNog7is3sFf2fF4KSAraNjagyaX4lNsbELxh43UxilQYma0G+xd5nlUsMguTsy7YzoUfTllujvWRZOMwmEUU9bVh4HasRofi95/mB/cjeOokW//zrdDUjenO25dXdUYrGimgy5LiYSk1CxJAZua+JvQPHMPCZyQkVh8SOCB/9S+y80Eg3BtKil8GoyhHuhhymZklE0/nX1SEwSK9wUzZr+xmtuXwQbeKDV3rLdBCKduCe3zUnlPGKjOIQ0yKkVbZKjLt61LdapaI3gXIQWKj4Nnnn3Wljdc9Yb73/zWt926bNGCO8BMR813+lE8O6OYqthRXAKfYA4IHntnKegkVZfCM0i6c9dOhGdKZUgs9r0ocvuyFvGG5x7sEZeS9mIaS2yWIvL2F+j0KteN6B4lozYzYlU8LhJbubWKhTEvD4Si5vdKgsd5xaQ2lXIJSpbi8iNwPJmL8RLOtiJiqaCxgpnkEpuQZPI2ZpnQnAqQpapJqkTm9C1ePwfM+2AW9/T0avDdYrS2JlPRX2JoQg48HonHV/3G7NuEyeWkU4Iw9Dmp9TKpOHArj1TZC9ZCLklx6EDWQZhs7nQbNVAy0bySLhbNMULnAooJCYrE6FUOPjBA5LQnM7Vz+KhtzaPUjKyNm4T1WB489bTTNl31xjfc9453vvOW4xcsWANm2vk8KaZ/ddkZxVRIJDkR/tGsjMBR4rZGH3KaIvCxKitXLN9/xum//tAnPvnJ0t69+05CouRxxUJBI83d3zxaeyl9xrpFaBA3jD5U9pskpB0oJIyNjtTVbA05vcwtC3Mm55dZewHpi359ORub55gENJ77eQtWD0Yw2GHHvRupV7wXZWTwP4EIdWZTBDhZ48VXzvKWAAD6RyJeuHCh2icTBifw0IfAMfvMj2Oo2gH4WjxOIYjIfRNBZh0r05AmmdeFL3etssmYg998n+stgMjqAn/Tz3QSLAUUoXlbhiR2m562IomqcpHpZzog7vlcRGSt53PMSyAEMykCVdRoU5nn9u/4uTLOZQGw09N0ae78ec9e+brX3fbL7/+Vf1q2ZMndRxOAeK5MO2OYCsTSDZNlKYhWkwgco7D5wY2keYOM7xLMwo0nr1x57V/87d9u/PwnP/m222677Q0wCc+CRJsL4oAAj4rXQMI025YghnL/6KyTknx+2ekhVXn+5ipa5uTaXF3sOJl7/4k5GVcJhszmipSCQI46JwTEkKt8bfY4E57vqbw8rk1CZz8OdarNSCNuM8+QEulOOsH1JRdcgBnHw+kR9CLnxEAOuRs8sF/rU9PYWaBki88MlDW5mSYyyIMxMvHrXuQfWpO65MSmaq7rymAHucr9CCMrPXIHc/a5TMs6wWTt48Y2VWQxrAYjrI6L5UCwEFgwZDc0Mc3chXMXjv2XX/z52372Z/7zb4GZ9jxXIj/ax80YpgJDzQaRL8bCV3tJMX6SkSZuCEzAMfgHa7ePjT2wbvXq4b/567/+/17/xjd+74l1j/00NNxl2IwTQVwYHZEnt0etEqVe+FJy0MMBVmRf6c2hMEhskddWDSRWDRmjhTT/1HaMZgzz2hRDMfpnxDAImUyJz6cAp+d+DiQmtjPLwWT7CJbmGUQgS2ZHPU8oIaEzFsZWyA+uvV9mMf0Rop4yy2i+BpPaVCIx8k5qzGSo3ACAmcAago/H8+WMcdJ1vj7bUDtsYTQwm5AqJBTo4YBr7q1oEy3WgWZh7mhkvRzmda1M3m5hfEd+q5mT90fTmWUzCzHNshMdctuRhLxi5dLxeXPnPjGTGYp7OWOYCtJtMYCIBWAuZNdYI7DIb2AfpDADmiAAFNcdQNDwoW1r1gzz5rG4lYsvuGDNS88/f91XbvrK90dHJq4BIHA+jpnPZxND0ryg+ZDnNNEMIVGRoNiFKOcNBrHleBVNGA/3BtoH4shVxvafajmBJAwXWbq2SL4OfQZqN+W4Ed62DyfXRITuDriev0VUiyX7KOgTYMJOtU5FUuMS+Tz4qeLFpDADn8cdXR0PkzGn/8sOkf1H9vLzpEPbb/7Yn2XhonutY4aqBiZzECQQkUdH4DBV9VT4PTfmzIxV01BhVoaJmM1ENRylIIkiyFz35FQzmInwcSuFYrm9oxOA5nTTiSedjHzGRUjRolk7gQ7C86awv0ctM+Lfq+FmDFOBiJZgs2YDfGiqT14lUyjuMsnZGWlXZ2/nY+zNXf/Cpg68+Q1v/od9Bw8+eNt3Vv80CO51aFSycu+evbOI4OVq0uxUR966ChFb25wZr5bHgYDlIkfGk+SAT7hxPy1HmZEBAJA/VIEs5qtlUYt0RXQ2RdkBSpJe6TjO0NYkyUhpErHL5zBYYgYMUpRLYW1azQIhgCBtFEBCoHG+riF3oYKC2Qyzu6SF5idqrXKaTx2TKKucflDEmtiema/cTkzJxVnbyxx2SQyFDieGmF8DZre6DJ/LvG5/iw1tvPp6PPzC79PEgwVwECUxu0479fR9Z5599qzH1z2ydO+eHd2IqKDQ0t+BoAOEmtAgY2a/ZgxTYZkwlS3NIhScMyhyjhcDuOMjw+NI3nxmfv/8p7duZE7uv37NmTXrkdtu/dQzN3z1ofsBYvz0V2782kU7tm9bDE0APCM0BzbT+XlOxuVL09hFBBHulS/hDkykiIwMKo5FQqPKsO0SEt++gIgc5wFwYpQQEpnOtsw8+EysQzJiZhPLgWdfVQhlNh7DPLVJ6eJMHRuajxKeTDmFpitWUKba7E+KocVoRi1F0FTagvrNiEpyRTyufj5Yzr+T30PtKiHjwQnTOJbnyaEFamL3anQML5u99dkpsqypZe18qZOszFIWeTIPERfBnQzNnj17y4pTVq499bSVt73mlZfd/d17v/eS4bHBnx8b33fmzu0DvQeHyoWTlp8yCuDjSaCbj85slpoh5h8WCkNB2pcic6IzE6eJt6IGmJTeQNf2AMRY+4Y3vGHn2rVrf+S6fuxjNzGf8MarrrrqYVTgvv3v/vbv3/jYo4+dBg3TxymOLqQLZjBrWBoTiidlhOOsWqPwScgcGaxg+o7jY3bgaY3I7BEjZGIxqqWXpHHWYg6AZd+DhCYtWjWT4jvBKDmjTT6PGDkzozv1xiAUa8XIXzQkbyid95QTacVY+Kfe5OEn5eEIWVDkWb25zELvh89YvWcKBDxUFjhKqpWpS8TT/lAGJ7jQ0kp8/jCvaTnAF5yenJoYnD1vzrMrTlrx/Qteev6tb7nqTbdff/31O26/fU363Y9+dP0VV16xq72j90oM8FuBKrYWhFK27dyz519WnXba/Q2meg4rgKBvH8hxCYhXM0xFi9QQjIkwwFpoKgHhe2bPrj2r4UfVsid/zLlvuummZ5Co+6df+crX7kdM6J3onnQpDj8e0hGFkWAKtjYLFConnNafzgif89aqKU1hLpGhqL1oyljiGqEUYzFhNEyonGYjLURYnceEllKCL8wmTpPXXF6abIzPAD20s25moz+Xg61VAg8T0ZrSRK1eHCEk8vWFzDH2FBqXcHuuoBaTyNf099zOgOtusCXfg0IC8cqgUc504HJkFC/fBw/PiGDu56jzSkNzUGjTwPwF8zeuPHnlPaeecvIt7333e+/57Gc/uxcMVb3Otddeyz2+FcL23nsfunfh8YuKLShW3TurvX33fahgnumvGWH+gSAXgPAXgEBVv25ULYacoeoT0nUUBPDYZz7zmUff/e53P+c1BQNOrTr11Fu279nzWEu5/NY9e/a+GaX8Z2Hu0RwQl3SJRvmovTQ52Zoi1xqp7N4cLgJ0Gy7P7rVGNTRMqU0TSdkY8o2cBJp78tU3MtHp8I/EzVbLQ6iV4pRBNYsUU0S2A9N2gqGVKU7zzqnaVca0v5kral1MmYeiBbAXQIzTt6rahs/I3EEKrLr8vWxCCtSgYRrPlvMKFeeTOWlG9lrVtLLCDspUsWYydA6hgw2EQNmHBOkNZ5x+6pqTTlr5rQ/92q/d97GPfWwQDPUj9xNWwNA5p54z9Jw3fIYcOCOYCn7UEtQTzUbtFNzjStRJucc6NwqLO3xw6MAzYKh/V0ec11x66Xas91/uOnjw/kfWrn0XMskvGxocPBGgQSeJWVkCRByD4qlRWuRX0K9qUnoUCYsVx3xJE4QAr0LURAsj39AaiqXzht7JnNUxnOEbkTBZtqFKYjITCTiCpQ64RjA1AsJG6Qhl03aFZkHpB4/jdVTBTHSQ2j1ndfM+2byF9xSaU6ZhmJoELIg4msF93gybC9hQnqFLQXI5iPL0CMuHoOF9uHw9/7R1weC17qtcnoQfvGf+nHnrT1l56h2XvPwVqz/4K790P4TdCBhqhrDA4b+NGcFU7V1di1Hm0Jubs9AcUqIq4WRKQ/WxHPnh6MRPsCYLZs26+z/95e89+dT9T639/n33v+2ZjRvPe+yRRxdA8yCFzxNC+DKIwEEELUjm3a2BcAPQJhybw7QgEpOCwAEEiOgEzzslhy8GY8lIU9FPwb0yzImS9GQIajiOzwkGdZ+FYFhhJNYWyr+jCRk5RAILaAKSwUJjSGMRnBAMbl8qN12pgSIRt8PByrwgfhBxIcFxAWZkc9gBYmek5DKYfE4zqE1dCY7wIdmqAOYxGmJUdi878YR1i5Ys+u7FL73olg998EMPg5km8e8n2LFj89DnnalApMU2xKiweR2S+mF68HeVjCNnBQ7VwPjkOGuu/sOv1devJh7/929421Vrn3j4iXeOjo2+ds/uPSvRWKaH5loexkazhZW0L3v5y9If/9EfoyT+yfQ3f/M3aD65VpqUHZGUAaCsaWcJiNF4DjCQEUy2uc69KzID1Ewnlf4z5YnEqcxz+zPCAeWIgAF5vgr7cZjZDaRF3mBoTfJxzrzPC5R9JmkTwuXhVwnlpBmb68+CGdRHQr6PEUy3J7CgsKSJzq8BiOQ8R/udxkUgDEeQMbJz0eIFj2M063fPOnvVLb/733/3MTDS9IuBmfLaP+9MhRtBjLJlFsoNWrVBITFJuKE1SjD/9k6NTe3ODvh/mLNwgvtuv+9hOMIb3vcz77v/rrvvesdXbvzKhW2V8mJQRyuJdxwdjfqQKf97116nHLvj0MvvIx/5H+lBjM35wuc/nx5HM0oSEqP+8k9ItOFPkUDH0IhTQEIQbeioqq9ST/wZQcvtunLMSEzK2JVKTexT5fiTZhyjRbV8sKg1qtciVQ1HJlXGRIz4JLOSYYh4Cin0hBT2PmfrApq+jNnljBJB6+FDCdiQf+dYGJkQ5iWSK6aHwUzbV5508sPzF81bfclLX37bB3/lV9YzOP9iYqYZw1Tt7ac3w8HvQBpO0SaNzR31m2DpAvDX4bHRHY/veHzPqiWrDgc/Vc9BX23r5s03nHziSQ+fcOKya0B8bzh4YPA0tPvqwzDopl/79V9LKzFCh7VbaEqjspOXYHTOuWhC8+1vfyd98YtfUKGkaqyorYQCuj+h0MNcn0UziqACTT7+JwAAWopBzygVqfYNl0km+zJMPzNWRtlkboV5lzPn6xG47OOJCallAm00UhfpRob5rGkFwvhFAKaZzKZcP2ZUGLXkF3MUTzEnXx88XzkIwbRt0dx5D6w89aRbX3vZq7+Duq/NB9Ck5sXITDOGqRYvT33IS+rHZhUdj3H7Y812YspOCSMmyuVtXx748sjhZqq8CGCup/7xM5/90y/feOPaBx988F333XPPpQsWzl9y7jnntq2H2ZeDomQU9pqgdH/Tm65O7/uZ96Y3XH01xu1sVfdWF+Qd2l4uB0PdM51XpK0UJqD8oCgepCkX6VnKzo6iPffFcDlLNv+Yk5f9mcwRNu+cga7+HLLlbErmRqWq4g0rlIFsaU/lKIZTRytPZp+zR/RxJLlyDQR8UHWlyiBm9m5Gf8HvrzzllG9f/oqX3w5m2sZCysZrBgR/21taulBOPYs0pXEwICyaNqxW1QzZQmEE+7jl2lXXHtFmiF/4wheILN7867/6q+v+31LpF+bNn//eoaHBZeufHGtauJidWmEpyzStYHrGiRg6sCjdueZuNftUKlQVMDCBkgirXVtBpLlwUegcjxWDMQtC/6/WY35ZQ8lPElAgrN99B5XOg/gawgzFpqiRwqfKPYzeGYG6OR4FIaDxrhwywKwRmZG8N+dWugWAtSt5xf6Uby1nnktL+TikIpYPdHZ2beyaNeveOXNn3/L2N71zzc6dG/c2mOlQUfK8+1TjiPC3tTSX1alWfgM2vcTe40hWr0yyD97+4aGh/zDy91wl6OrVq589a9Wqf1ixcuWrQahLhwb2N7F3OJoSClI/DqNzFmKw9B13rUk33HCjx33ShAoTL5tiNJswkbUKYtj8crqRmA6/T2Jek3ov0BwMJsg1WlnbmKAdC9IUQvzP3V8NGnqIXUDaNPWQuqQOQ2xxjYPYR1Axtvz9+KKQRb1HQREGoO7RKCCFgPv4IadhurwfPe2f6e3tvwct1r71mre96Z6d69YNgqGe67K+qI573pkKiMCBtv7+fSCEKWxni5AwMZcIbQLo2NZ9I/s219Izj/z+7N6/f975fX2oXWxpGhrCADc0mmG5O7vCkthHUIX83dtvT5MAClrYh27EjfwFKghpczwop+eEApJR5VgP2xK7my7ThpTVEKgef6rPu15WG049cuBV9WVsnhLBW2rznCisc/A/+ndN0W8vwIVcyq6cR/llBjCcnpXnYmX0VRw72TRd2AvL4cm2ro47l5284tafe9evrF23bs0wGOrIb8IxfIXnnakQWN0PH2oDTJDh9raOTjruLuATcjaGfL1H9m/fv4GNTI7Wq6unYzl8htkYkoAGNF2q2AVwoSYtHJI9iCmJJEb+zX8kYvpAGRnLfpXMK2oJErv8JTeKyVn4NvzgX9kGlMklQo/sdpuUuQ7JWezScvRv4nzV/ntECmVVOi9Q2Rc4p3wkxdTq0o9Cy9nM8/n4u1IGmwqEXXfj3p8oNrfcftwJx93ylg996MED9903CYY6WltwTF/neWeqdevWTc9fuPAREMxe2P3zKUEpSTFNHPU1pcro6PAYGOqoTWz46Ec/WvyTP/vTk7s6u/pyNS1NP/bNQzwLM6VG1FSFWuYJSGykPan3eTVXUNkURsuoRQ4FJtiLIlKi8Il6URguEBMo9iMOtO+W/R5lOHAyBxup4DsTaOnchnE5KgXJyb7inTztolaNK30nU85IX20MKoPJZmRyIy6JTirlnbi/x9BC+rauns5v9/f0PHrxxReXwFDHNJEf7Zt/3pmKD4xAxzps6GbU1azEn6I6/oe4SStGxZzSd+KJ8w9s3Lj7aCzO6S972WzMr10OkkMFMRvPuO00y92HOobUO5xtmWftnzU5hJoEKZfpcivSepqFolEqiJKjA5Py89wNl6CAwgUcv4P3lB4lrRNZFOHTVBtPCiXUyVyegnOQYZ1f57IQlcdEVoPPE1kT1FJKCnaXXOk83mwwsVOn2Ee+MIw+INsBaDzc0d25urNY/M5rXvOaJ4/GWr9QrzEjmAqB3o1Iwfl+qa39XJhaCy3pZbp0AFk7eV57+2kHYJIcjU04Zfny4wDxHw+Cb2X5utA4/DeKYC4TZhmv6uvtm168aGz7rN6+2/pGRtsnJ8ZPQwuwE0C0s2A2RTu+7A+ZoA1bu0RiMoLF0+qo76fKPpkGyuVOSwFH2Eyr9XtwPZWLJc2wZiaeS2afjrdvaufJF1ETT5mQyF1vahpC9sg2yK0H5y6Y/210e/r2ZZde2kAeDgORzQimQjr/xGlnnvaNcql8aVdX9+xFixa3dvaghfLwcAGbfjy46xI863cPw/P+m6dANeNJGEiHrPliM307aog8JSRProemmBweGXl847YtH3n7G947+u1vf/Wy4ZGDVyGWdCEEwVJon65aLzvTtEK/qthl9bAz0I0UeuK8TLmIU2V43tnpztSgadeEdCV+g0MYcidXBZjlM+XzWUPpFUgemU2MKS5Mg1jTzeDD+3v7Zq8+YemKO1atWnHU0NV/cwNeAAfMCKbiOvZ09HwPhWjfBNp2IgKsy+bPm6+0Gfgus0FAV8xdOPe2vTv33n0k1xz+VNMv/8avrpy/YEE/04/IUDSvCFJwtlQ2pwCujGGcz0M7NmzYNmdOofz2t7/5y1/96lfvGhgcfG1pavoqMMW5MMUWQyu0s6Wx0o0i2JpjUIorSYM5n0/l9aqS9HuCz6Ouigfo78woZNHQPq4eJv84Mz6XeKgeLVKQ8DY6fJUPoLffpvaujnvnzpt7S++8eXddsGrVjO1IdCT3+Uife8YwFbRVqWtu1w3dxe4LAVnP3V8sdmEYHJq/dLYtXrz4TFDMz4LxMDhj444juCh9bYWWFSD8rhzHYWxqAq3DMOLH5pVKLMoHkR/3dBTT6Xauvvpqlpf83ac//ek7p6Yrr8ehr4UTdBbONR+961oZ3K0NhosWaDT1clZ5FUZ3rChXylLDZMZx1rqRRvWigH/nuJJNSzIRm0+KMXneQqGES+yDttvQ1dl5d1tr5+oVK85ds2rVkgNHcA1f9KeeMUzFnRjZO/L0nKVzboApRMDiDKCBhSI0RVdX19z58+dfhnSgp5HV/hco6jsiHXWWn778uEULFywD8beTAUoAAggKsOXyuIaxeRg2GGz/nsG9mxfM+tcw//ve976ncO9P/eWnPnVbe6FwNRqTX4FxP6eiSdRcVPlqCkJuZebBzzEEnGUbGViITP0MnTupNsb9ONagjlDMkBdCSLCjLicQ700C1ECMqfBUe3vHndBOtwDJ+/6ll17KOU2N1xFegRnFVHxWMNBNmHl7EdoWLwRQMM9lFl1Nc+fMWQomu3JwaOgeHHb7kViXRfOPP3Hu3PkLuru60a7BI2rGMKZTVb0oJgSB0gwr7d23Y9f933/o2Ssvu+xH3sav/sIvPIxZxesGhoa+0zer72rMmXoltNUKZPv0QXMgzGXUzyNSbdqxlF6Jt7AIWYIiX0nJtIQWAqpXpW60GmAqVIAa0Sp6HD7dHjT8eAL5fndggPQtU4sXP/COiy8+IkLoSOzBC+GcM46pELcaXHnayi+Njo2tgrR9WXd3dxtTbfCzBcjgsv7e3tP37tx5RJhq8ZKFK3sQ9GVcSIOlQewH0V55gq3MwFTRH28caN/WPVu2/JtoJCqVGV+768///M8f7J837zaYZFeDnS6BdjoBaURqb63MfGqrmAxCopL/ZEfJAEMcJ7iD2g2MxPE9YkQfMQYhsBPVMxgbU7lt0XFLv/1bH/q1R2hSvxCI9Fh7hhnHVFzAYirePTI99gUkq/Zi8sfpkNYdJCz0DO9Ck5jeI7HIABp6zj7/3BWYMtitOJHSgDxbd3xsXF2d1AOwUh5Fp9xNGzZsOPhc7+PXf/3XaXZ94w//8A/vW7jwuMuQv/dG9My7AEyzBExC3B51hMIHyUYVmJzIuXUWhLIumJ5EJDC0EhmJmeeMM4Hx9wE3fAAn+PqiBXO/ddlllymH6FhokPJc1+9YO25GMhW0VfmSSy75x3vvv38CBPWejq6uc0FUc5E21NyNqWrwq1rhV/27+lX8qA2at3TpohNPOOEEgADtbnSCXoMwPRkDUk9zaC2mK4HQD+7bN7ARIEVEmJ77lv/2b//2Phz95U984tNEMa9A8PbiSlN5KZiIrarVvhKMq6QSxKVwaQaUy2iX0VSEgipCuEBBCeMj1I7Ss6ZhmKQPzpnT//HLXvWqu577nTSOPJIrMCOZig+8Zs0aSvfPAF5/esfOXe9GytBFqMBFgu00YyrPqU3ZT7Jwxy1YcOJJJ65YBKZp0UwnaAm2D3OpPOqoUA0L07AyPDq6d3BoYFMrGj/9e1+//Mvv4zP8/Sc+8YmvFos9C4E4dPTM7k7jSNQdGCsVCuVScxHIBiJQaHTRzErkNvRVawfTtcLMU4H7gkUL09D46EhPV9fDYKgn/r330vje4V+BGctU+VHhP605+4yXPz0yueclg9u3sxz4AWipw+4rLFqwYAXwgznOMAdDqZzfzVlqvTOaphBH27F+w7PbVmH+7n/09cu//Mvsl8F/jdcLaAVmPFNxrVevvp6gwDeO1Lq3tS3s7GwZXoF2zd2c/VsqU1NxEmIbSum363fGmYDAjcMX2vLlf/iHPauuvfZI3U7jvMf4ChwTTHWk13h8fKB/KWa2YFh3h2M+TFxFQRFMvoGBA0QePVIGPgzMP/pTM75J/pFes8b5f/QKNJgKazNvUT/GHs2Zg/IONLJl5jgLJItp9679auyCOBkmvHeylOPA1u3bG0mnDY76sSvQYCosD3rUdR0cHOxC3VSB9U5u5Mle561p3ry5gNPb2FizDNBkDxpqPovpIg2yaqzAj1yBBlNxacrlTpTKtyuxNbrUMuA7guYzyK7QIAH0tZtEkeL2ux56aPvVl3LWQePVWIEfvgINpsK6dHR293V0jrQzi4KMxRQlAuZs6kJtpRZlpTLmGgxvGrr11oHUYKoGP/2YFWgwFRYHbdL60S+8nV1lkbGhll579+yJIkBkLbA9c7k0DP9q07uvvfawBp0b1PnCW4EGU3FPUVQ4q6+3lX0oRkZGVUzIwQTo1aDRmcymGEeDmn0DAw2Q4oXHA4f9iRpMhSU9ODQEt6mlqRX5fYNojtnbOystWrQkDQ+jOBE+FWqq2OV4YGpsfKsGcDdejRVomH8/ngZai4WdSE7dhyTW+UiFavJwBE5KbNHoHCT1VjZv3lIYHh6aQql9g6AaK/BjV6ChqehTdXV9d3ho7IwD+wcLc+b2n4AE2vYhlHxosgUUE/L+WPC0YN68JRdhuN/TDZpqrMCPW4EGU2F1bl+9etNpp533JwODezfuH9j33jmz+8/E/OFudjBiKT37/M2bP2/R4NDIq75/77pvoi8Fs80br8YK/NAVaDBVLMu6dWvZBOXjXX2zh9B19kO9s2adAWZqIUMxbanY0jxr9pz+8884+4RLd2599p8b9NRYgR+1Ag2m+oGV6Rkbub7UWjwVff7mIW61pGdWT5qNFCV092rqnz1n2cGh4deN9/V9F5nyAw2yaqzAD1uBBlP9wKrsRO3+3HL58+iHcRaaZ/bt27evqx2zp44/fimDwLPmzp5zIfpBvAxM9fUGSTVWoMFUz5EG9u7d+9jChQtvQMei5ahqP2379h0FlNkzu6LQ3d15wvhU75WoTL4HhZR7n+MpG4e9iFagoal+xGYDVv8qKtwvaGttW4CZT3M3bNiYTlpxUuru6ekdGxs/Z3xk7Ex89TsvIlppPOpzXIEGU/2IhaLPhBDVF8bG287o6Zl1MRJs21hmj4EFbA8xp7Ona/ZzXOPGYS+yFWgw1Y/Z8DvvvPPuy15zxVdQpLiktVhcuXfvHvZnYU++4tTEJLsgNV6NFfhXK9Bgqh9DFKtWrZqe09v/RcR/l6I05PVDQ0ML581f0NzW3r5rYGCwgf41GOqHrkCDqf4NwkC7tB3XXHPNX2zYuvWR8aGh01D921aYKD3V2du1tkFTjRVooH//Thq4/vrrN+Orf/eRj3yk/dZbby2+7BUvn7juuuuO2nTHf+dtN772PK1AQ1P9BAsPRmKmLXsS/gTfahz6YluBBlO92Ha88bxHfAUaTHXEl7hxgRfbCjSY6sW2443nPeIr0GCqI77EjQu82FagwVQvth1vPO8RX4EGUx3xJW5c4MW2Ag2merHteON5j/gKNJjqiC9x4wIvthVoMNWLbccbz3vEV6DBVEd8iRsXeLGtQIOpXmw73njeI74CDaY64kvcuMCLbQUaTPVi2/HG8x7xFWgw1RFf4sYFXmwr0GCqF9uON573iK/A/w+GDKGBJKacYgAAAABJRU5ErkJggg== There was an error displaying this embed. 2)Hardware required1. V4.0 Board or MEGA 2650 Board *12. Button switch *1 3. Red M5 LED *1 4. 220Ω resistor *15. 10KΩ resistor *1 6. Breadboard *17. USB cable *18. Breadboard jumper wire * 6Connection for V4.0: Connection for 2560 R3: 3)Sample programNow, let's begin the compiling. When the button is pressed, the LED will be on. After the previous study, the coding should be easy for you. In this program, we add a statement of judgment. Here, we use an if () statement.Arduino IDE is based on C language, so statements of C language such as while, switch can certainly be used for Arduino program.When we press the button, pin 7 will output high level. We can program pin 11 to output high level and turn on the LED. When pin 7 outputs low level, pin 11 also outputs low level and the LED remains off.//////////////////////////////////////////////////////////int ledpin=11;// initialize pin 11int inpin=7;// initialize pin 7int val;// define valvoid setup(){pinMode(ledpin,OUTPUT);// set LED pin as “output”pinMode(inpin,INPUT);// set button pin as “input” }void loop(){val=digitalRead(inpin);// read the level value of pin 7 and assign if to valif(val==LOW)// check if the button is pressed, if yes, turn on the LED{ digitalWrite(ledpin,LOW);}else{ digitalWrite(ledpin,HIGH);}}//////////////////////////////////////////////////////////(4)ResultWhen the button is pressed, LED is on; otherwise, LED remains off. Congrats! the button controlled LED experiment is completed. The simple principle of this experiment is widely used in a variety of circuit and electric appliances. You can easily come across it in your every day life. One typical example is when you press a certain key of your phone, the backlight will be on. Project 7: Active buzzer 1)IntroductionActive buzzer is a sound making element, widely used on computer, printer, alarm, electronic toy, telephone, timer, etc. It has an inner vibration source. Simply connect it with 5V power supply, it can buzz continuously. 2)Hardware required1. Buzzer *12. V4.0 Board or MEGA 2650 Board *13. Breadboard *1 4. USB cable *15. Breadboard jumper wires * 23)Connection for V4.0: Connection for 2560 R3: When connecting the circuit, pay attention to the positive and negative poles of the buzzer. In the photo, you can see there are red and black lines. When the circuit is finished, you can begin programming. 4)Sample programProgram is simple. You control the buzzer by outputting high/low level. //////////////////////////////////////////////////////////int buzzer=8;// initialize digital IO pin that controls the buzzervoid setup() { pinMode(buzzer,OUTPUT);// set pin mode as “output”} void loop() {digitalWrite(buzzer, HIGH); // produce sound}////////////////////////////////////////////////////////// 5)ResultAfter downloading the program, the buzzer experiment is completed. You can hear the buzzer is ringing.Project 8: Passive buzzer 1)Introduction We can use Arduino to make many interactive works of which the most commonly used is acoustic-optic display. All the previous experiment has something to do with LED. However, the circuit in this experiment can produce sound. Normally, the experiment is done with a buzzer or a speaker while buzzer is more simpler and easier to use. The buzzer we introduced here is a passive buzzer. It cannot be actuated by itself, but by external pulse frequencies. Different frequencies produce different sounds. We can use Arduino to code the melody of a song, which is quite fun and simple. 2)Hardware requiredl Passive buzzer*1l V4.0 Board or MEGA 2650 Board *1l Breadboard*1 l USB cable *1l Breadboard jumper wire * 2 3)Connection for V4.0:Here we connect the passive buzzer to digital pin 8. Connection for 2560 R3: 4)Sample program//////////////////////////////////////////////////////////int buzzer=8;// select digital IO pin for the buzzervoid setup() { pinMode(buzzer,OUTPUT);// set digital IO pin pattern, OUTPUT to be output } void loop() { unsigned char i,j;//define variablewhile(1) { for(i=0;i<80;i++)// output a frequency sound{ digitalWrite(buzzer,HIGH);// sounddelay(1);//delay1ms digitalWrite(buzzer,LOW);//not sound delay(1);//ms delay } for(i=0;i<100;i++)// output a frequency sound{ digitalWrite(buzzer,HIGH);// sounddigitalWrite(buzzer,LOW);//not sounddelay(2);//2ms delay }} } ////////////////////////////////////////////////////////// 5)Result After downloading the program, buzzer experiment is finished. You can hear the buzzer beep. Project 9: RGB LED 1)Introduction Tricolor principle to display various colors;PWM controlling ports to display full color;Can be driven directly by Arduino PWM interfaces. 2)Hardware required1. V4.0 Board or MEGA 2650 Board × 12. Full-color RGB LED × 13. Resistor x 34. Breadboard x 15. USB cable x 16. Jumper wire x 53)Connection for V4.0: Connection for 2560 R3: 4)Sample program//////////////////////////////////////////////////////////int redpin = 11; //select the pin for the red LEDint bluepin =10; // select the pin for the blue LEDint greenpin =9;// select the pin for the green LED int val; void setup() { pinMode(redpin, OUTPUT); pinMode(bluepin, OUTPUT); pinMode(greenpin, OUTPUT); Serial.begin(9600);} void loop() {for(val=255; val>0; val--) { analogWrite(11, val); analogWrite(10, 255-val); analogWrite(9, 128-val); delay(1); }for(val=0; val<255; val++) { analogWrite(11, val); analogWrite(10, 255-val); analogWrite(9, 128-val); delay(1); } Serial.println(val, DEC);}////////////////////////////////////////////////////////// 5)ResultDirectly copy the above code into arduino IDE, and click upload, wait for a few seconds, you can see a full-color RGB LED flash.Project 10: Photo Resistor 1)IntroductionAfter completing all the previous experiments, we acquired some basic understanding and knowledge about Arduino application. We have learned digital input and output, analog input and PWM. Now, we can begin the learning of sensors applications.Photo-Resistor (Photovaristor) is a resistor whose resistance varies according to different incident light strength. It's made based on the photoelectric effect of semiconductor. If the incident light is intense, its resistance reduces; if the incident light is weak, the resistance increases. Photovaristor is commonly applied in the measurement of light, light control and photovoltaic conversion (convert the change of light into the change of electricity).Photo resistor is also being widely applied to various light control circuits, such as light control and adjustment, optical switches, etc.We will start with a relatively simple experiment regarding photovaristor application. Photovaristor is an element that changes its resistance as light strength changes. So we will need to read the analog values. We can refer to the PWM experiment, replacing the potentiometer with photovaristor. When there is change in light strength, there will be corresponding change on the LED.2)Hardware required1. Photo-resistor sensor *1 2. V4.0 Board or MEGA 2650 Board*13. Red M5 LED *1 4. 10KΩ resistor *15. 220Ω resistor *16. Breadboard *17. USB cable *18. Breadboard jumper wire * 53)Connection for V4.0: Connection for 2560 R3: 4)Sample programAfter the connection, let's begin the program compiling. The program is similar to the one of PWM. For change detail, please refer to the sample program below. //////////////////////////////////////////////////////////int potpin=0;// initialize analog pin 0, connected with photovaristorint ledpin=11;// initialize digital pin 11, output regulating the brightness of LEDint val=0;// initialize variable valvoid setup(){pinMode(ledpin,OUTPUT);// set digital pin 11 as “output”Serial.begin(9600);// set baud rate at “9600”}void loop(){val=analogRead(potpin);// read the analog value of the sensor and assign it to valSerial.println(val);// display the value of valanalogWrite(ledpin,val);// turn on the LED and set up brightness(maximum output value 255)delay(10);// wait for 0.01 }////////////////////////////////////////////////////////// 5)Result After downloading the program, you can change the light strength around the photovaristor and see corresponding brightness change of the LED. Photovaristors has various applications in our everyday life. You can make other interesting interactive projects base on this one. Project 11: Flame sensor1)IntroductionFlame sensor (Infrared receiving triode) is specially used on robots to find the fire source. This sensor is of high sensitivity to flame. Below is a photo of it. 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 There was an error displaying this embed. 2)Working principle:Flame sensor is made based on the principle that infrared ray is highly sensitive to flame. It has a specially designed infrared receiving tube to detect fire, and then convert the flame brightness into fluctuating level signal. The signals are then input into the central processor and be dealt with accordingly. 3)Sensor connectionThe shorter lead of the receiving triode is for negative, the other one for positive. Connect negative to 5V pin, positive to resistor; connect the other end of the resistor to GND, connect one end of a jumper wire to a clip which is electrically connected to sensor positive, the other end to analog pin. As shown below: 4)Hardware required 1. Flame sensor *12. V4.0 Board or MEGA 2650 Board*1 3. Buzzer *14. 10K resistor *1 5. USB cable *16. Breadboard jumper wire * 65)Connection for V4.0:Connecting buzzer:Connect the buzzer to digital pin 8.Connecting flame sensor:Connect the flame sensor to analog pin 0. Connection for 2560 R3: Experiment principleWhen it's approaching a fire, the voltage value read from the analog port differs. If you use a multimeter, you can know when there is no fire approaching, the voltage it reads is around 0.3V; when there is fire approaching, the voltage it reads is around 1.0V. The nearer the fire, the higher the voltage is.So in the beginning of the program, you can initialize voltage value i (no fire value); Then, continuously read the analog voltage value j and obtain difference value k=j-i; compare k with 0.6V (123 in binary) to determine whether there is a fire approaching or not; if yes, the buzzer will buzz.6)Sample program ////////////////////////////////////////////////////////////////int flame=0;// select analog pin 0 for the sensorint Beep=9;// select digital pin 9 for the buzzerint val=0;// initialize variable void setup() { pinMode(Beep,OUTPUT);// set LED pin as “output” pinMode(flame,INPUT);// set buzzer pin as “input” Serial.begin(9600);// set baud rate at “9600” } void loop() { val=analogRead(flame);// read the analog value of the sensor Serial.println(val);// output and display the analog value if(val>=600)// when the analog value is larger than 600, the buzzer will buzz { digitalWrite(Beep,HIGH); }else { digitalWrite(Beep,LOW); } delay(500); }//////////////////////////////////////////////////////////////// 7)ResultThis program can simulate an alarm when there is a fire. Everything is normal when there is no fire; but when there is a fire, the alarm will be set off immediately.Project 12: LM35 temperature sensor 1)Introduction LM35 is a common and easy-to-use temperature sensor. It does not require other hardware. You just need an analog port to make it work. The difficulty lies in compiling the code to convert the analog value it reads into Celsius temperature. 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M+9tGVK1f27aMKzB7E+T5iUmUWC+hTVS6aZ7+rqdHL92OUXYjX2CKBOxV8qHWMMq5x2vVCTPk1muepXBuRMjBO/9vesUpAW9nn8nkbsNu+eLp3zkgfDWiUhkua4agLxvdjlPc1SkgZE7ekL3zhC82nP/3p5t577x1yRfIaVw1QLeB6ya7apdX6PCPxjt3m8Bk7K65S//Iv/5IOsH70R3+0OfLII5s5c+ZUk3y0zVNtzrzTcleNzUtzS48oe7g1X2jZaBFbmtty0fc8b2urVF/Uh4jPbLlozN4s43moNEbLD1YIKF/4dpV/S5nZrWDx9fn1Yvs0bn12viOw94LOrgX72fe167MfZLlqJFJJCkSSvgZkntlKi3gUMBxVQlmtbfXq1c13vvOdZOck3BK3JMusNaP3KEKjq5agC8IzGm1hg73kkktS1BOaKBFN+++/f3K16vpTor9n9hIQlhaFF4pROxEot2UH8sIq2h5GbUXlShm5uvQ9EiARj5a2ll3GEQnfaBy1/noA8zuRLvVFdbQJ0K5zUKOZ5+Ha+vK4UxqXr6NUZ1tbnubR30MaaFegq6WJi5hJB+4nNiLeqCDaBdC0fY0Keve7391ceumlDf6d+mM1xdLBTxtDRYDWhXktfWwdtk9oy5/4xCfSARf20Ve84hV9tydopiBXAruojS59swvLf9a+1rTHklbjhcsoGqj2YxQNr6YljVpfBHr0xXpnqN261q7S38+DnUueqWZr15Ydu35v16Wd72hNlYS7lu2yDm2/VemwPGsBJ5qraPxWm2xTEMZR2jxe+Do8SFsej7BtgiO9VhgBk31WI0iJaTxxokXUBRA9kEXMYOvhQIgTdWyKX/nKV5JbkvalJAFLDNY2qZN5HrXphRq+qO9973uTVvqyl70saaXbbLNNMYLDLkY+dzkI6SpIS5rFc0W7ErN34Y9R56m08OyaiACsrZ2I3y2wUL+CEv9GuyOldymYoAsodaFltK7t+Oy8+/q61t9Gry39fFTenbCFjybBg2WkiUTo7MtFC9NL27bJ9nVEBNXJQiNge07cOr+AD2CKexDPfJ+p2wsQv0A8E/k6+NtrsKU+14SQXxS2LGPA9MC2Hvso/qOHHnroUHy91YAiwVejc6QRRfNrF4V9Hgkn2/9IcHpJb+fCPosWcak+OxelPukYlEbabqQ96XdtfqFeC4vGTrv6a/tfWsAlxcLOrddQbRuehqW/2xQYy8u2rB9jxNslpWVLg2Jb/ZMB9wmGNO+qMwoie2aMFmkEol5jqA3YL+4SgAKWF198cfOZz3ymue6669J2XdvWrEl2kZTAviQY2oC0NqYSQEVjs4xoAYFFjEmCTFB4EZxyyilpW7/33nun+PoSuHmg88DVJsC8xuEXUVu7ETB1ZeCpbqsGFrW50LnHrEI+BP2bSDJSFtqgi0j5UBqsX78++R1b0NY53nrrrZsFCxakeVSlBr7FS0RDiZVuPOdwEU8N7Yu2y3qG93ln7dq1qb7FixenujVk2c+p1qGHrm3rU4W19tOucctPNSHaBnJb8vkoGOf70XekV4apMVWkSdWY2i9Ov7iUcaxE9x2MQNn30RIAhsaf8/3vf38CF7Q1tU2pLclr2TVNsMvEtUltz4Cewbq+r8JNF6iOh4WMoLjggguS29NZZ53V7LDDDkNd91qob1O1lZINywubksDx37eVqwGM5UmvpZX4NeJH34eI3qX6orlSnvyzP/uz5j/+4z8SwAFGuMKxE4giyCI++uAHP9i8+c1v7h9i0hZ1EYmGnf70009Pr+nYAcA3vOENyQxFOcvPp556avOud72rWbJkSR9E6SfmKsqTn/ZrX/taErrHHnts89KXvjQFbKxYsSKMquNd0jBqW5Z/7FjglxNPPDFlGPPauxfGlu5dfVv9fNq2u9QxisJW4p0a/yQ/0AiBR0Hl2iLoAkC1tqK6AUSfAYlxEMnzxS9+MWWGv/vuu/tap93O0h9rq7LA4EHGSvMSyNUmqO2ZFzCe4Uq0U5DT+tU2xmJ5z3vek6KaANGTTjqpv6DsAYcdl23Dg0Wp/VE0Rl1UXYVEF36JykSCdty62t5T+gNoJIfRn7atva8XrZCdkk1Owzgef/zx5uqrrx4CUOqmLHOrNnzLu7xjacxntNvf/d3fTd4mPNf+ffSjH01gjyfKG9/4xhT15tcZWitJb/74j/84hRyX1jjr8E//9E+b4447rg/cVoCUaDkKvvg1atdN21yN+7wrvxYvldMKdFHVtCbVXiJwKqG6r69NUlhCIO1VC+N7tkIwBNrAfffdlzROtjR2a6HSqqv2EWmpnibR5ER0KjGL17Ci+mugphqLBSkWIx4GaA/Q5Jd/+ZebvfbaK20tvRY3DnNF4OnnzgJ0NK/U0dVO7IXKlmirC49G7dYEjPZbaRGNwwOu9oPvUQa8cLvrrrtSSkXKqR2/1Ad2Yr/927/doOV6bxPqB/x5hkngbW97W9r+WzroTs6u6WjtQBefSLzEx54Wlk9qQrENhC1PqlauddtnJcFv++vb8u/beeVz6AdqCdX11NZKiUhieOJ7IpfajAat38FMpJkjW5KmmWNC1e7jAWYUwLBgU1pgliH8Z88cpfF7uo3aVqQZUAdbNYCUbFKkzXvJS16S7KPqiB9p4dqXLpqzgmBNIEU08cBSEhC23qiNEr/5OS7RJ+KFmpIQLawu/FQbh82pQNv2cBO+xvzEfFEHIEiIMVFqXXiLucfrRG3/XHKI+xu2TyLuuH4G4KMMB5HYz22+B5QSDik1pJm+Ku/YcfM9NncrxNsUhhKQKm94QIsAriZIawLRtx3hULRrioRCH0A9U1sCRYTxqFxC9lE1Hi1vtd5oMQPqd9xxR4pbZxvCFkO39dp3v831kxNNVskIbulRW8xdFtQoZcZtS7VzaMIWE02DhfIjP/Ijzctf/vJ0rcgoP9H8RsBUAsyuYBeVq9F+MsDa1ic/5q6AXhK8EQBbfuM5mbgATuqAvwn4wEbJ3/A4Nm7VWrfffvuGiwz1b08L3NzY6vMuwPc//sf/aH7xF38xfcb17cd//MeT9glQssV/9atfPXTwiHICWCsdTjjhhPQOB1D2h3VGYvAuoO5xpTR/EQCXvovq8LxZEtIW9+zntrZsfUPp7DyQ+o6UtMS2hROBV7SAqd8zqh0M0pAtOnZOpOg999wzZOesCYIugFEChQhsa5Pvn0WaTSRBLROWJF6JCW3frd+g0vT+++9v3vGOdyQt5uyzz26OOeaYlKikpC1YgInKRFqBvhMJvYj+EWNb4RnR0dczTlu1BWXH0HXh+XF7xaE2l5bnjzrqqGTnZPvOfOFdAXDxgw0TUFRe5CDos5/97ND22c4ZYPzzP//zCUQ3bNiQ7OFq0iKBtw0JjuaS0GYAmh+0THyOf/qnf3rIFFRSnDwwWfp4U1pUh37nFTU7HzWcsHjUtZzlq1KfIpxLp/AlMFB7QsTUpWgdu5AjSWBBovSZ/qA98b5uK2ACjNpvfetb+5LRGqsj8POM4cepf7cR2S8IyxCWqFG5aPGUyvH9ZNuK6MBcQU+0GDR2vBM4NUUj2WefffqLRMeiGqxnYL8wauBbGkcEgJ6e+m4buPv3Sgt31HK2j137UOKDUWjGVviAAw5osHUyB+RoUAAFVNUNiT6h9ZHHIfrhOafsmG6YQ7tW4QNN08izRYsWJfOOBxDa48ZZ6mLbv99++yWzEMDKST9uVmpeoAymAjVJ1GgW2b6j+anRrYQrpXciAdG2Vms8Y/FiwrXGdtF0YR5bhkmPpIbXEuicB2fPCAqcbDOw5+BOgfYEE1GfnjzXFluX/ndhcB2TFSR+TJaotXJWaPhytWclLaZLW2rktwZ2QJSFivsLC2iPPfboayW2zpLQiaRxuJr/E35p5z4aXkkhiYSHLQsgAVSkNGSuCNtli822GW0UAOOHyLM999xzguJjecSCjGq5eKdcc801zTvf+c5UL+0BtGindt0ChjfccEPfOwBg5B6w8847L11Fg4scJ/eYhHBhwu2qjSYlNvDKi5Yr8V3Uzqh1eN7tyuPRvPbT2an2o8RWYPGdU0L7yhTUSlpfBKIemKxGCEDefvvtaduJQzwTrm1YANbPtfotMNnxWWloGc5LuIjgkXZWmsiIKWxZbwsr0dz2o2tbkUDTdzGBvO9970v+gdi32NqzWKODw0jq27lWW9xkDqdKQsIuPvqxpdqqLc7auHz/vPYSLbyIX9HscMbXH+aHX5LHAGg6boTdrrvu2tcsI3DyPIV3xu/93u8lJYQfvDLIN/tHf/RHzXbbbZe+0z5R9tZbb+0DNOYD0ivqDy6CGqTy+7//+82v/MqvJC1V67DjH3euIiFeA2nlC4tjEV1qio+fxy78WIyF943bAZWe2e/twrXfqz+iBUv7HDsnE4QUZsvOlsG+o+9ZhvaErUkUO8ldJU8EHpZJIqHhJ7I2cT76ywKltm0Z3I+h1pbV1LUu7Yu2C41Jm4fGw2ksafPYokULvyRA/Xx4XmijVzS+kjAety07ntJ8+O9r5aIF6sfhF6WdW32m/WLXhWaJbZoDJPw4OQnnBB3Njx+0Rrb1GqVk6/C8om3xPdtxG4HH+8wx7Vilgnewm+JvavkMLVPdB3Fx0gPKf/zHf0xaM8LXtq/9Kq3TNoHcBcx8HeO21VXp8+Xo45ANtAZEXuOxxIqQOiKmbiF9R1RaYufERoe0w/3GR8WUQNwSMvrcNhm+r36hWUasgZsvZ0Gj7XMEilPVlgKsrc/SloXLokCrwIGbbdnrX//6Zt999+0HLKi92frf+sXr5ycSUBbsIx6xdXh+tPQdp62u9XUtFwGoCpgu44jeByw5Ycd0xZYdeyXbZWyS1Mm8nXHGGUPRTpZ3bJ1sxQFc5gzAe9GLXpTqZmcHML/lLW9JEUoIT0BZtUWea2Jx2jz88MObn/u5n0taL9/jb80hLsoOwpf1yvt4d0Q7nhIt/IGSnd9ohxUpZZEiVhL8XniNUl8JI/pb+FFQ2Gs8dgJ9Q5FU1PIKqOr8jT8nkg+paN2QooFHTOPbsszsmVXLlvpXKm+/L9EsAj6ruUWT4aWpb3/ctqJF6oHPCjaEGC5PbBlPO+20FNHEltFuxWLgeEa+zvdrlTS90jza/rR9bqsjmp+2d6LF6t9pq2OcdiM64rbEAREKBKDHvwRFcMkh/cT+iD8v2+q2H43Woxz1/vmf/3kCXswCbN05xWee3/SmN6UruzEfsO44wefGWDRg+AGPDdpUDZQdyq/+6q8m8IUv8Cll1wiA1pQRD2zRTqKmjJWejYJdFjcmWx91FWPha8CnExdpEG2TynOrxeBrRgwvrkkAKVIT+4yewlt7HO3Zv7tsyfyktQGVHZslcGQX1MnwExEtyEirsePxmkskRW0d+rmtLftORAttV8fHItHTVuKxMaOgfXDQVEzi/KxApyy8kuSP+u3pbAWMp2uJzhGv1dqy5cct5/kgmtfaGmgrz/YdzV9/OPRBoeAMABqhQQJUPnSzRAva0xNyQJQ6aIMdBqf4aJH4l1500UXJF5TyRCVxuMSPvqvzA+hhZiBOn3fYuQDI2EwPOuigCfHwpfF6fvcCyCppJZyp1RFhVNQXX0ekHKrwtNihn4cOkayULS1gW6bEKIOOysoyWontAARnGwBw4tup7bFImTSNyvDbeP+3XxQlACyVi8bgJZouYDuRSvjSRFk6RcJIaVRijqlsK6KJHbfVQPms2z7mAs0CzQWbNNnwX/ziFzdLly5NrydmS/M7yBg0aCt/kvXa39ZBs4iv9B0Lopa++p4VGh4AqUO15Ei4+HmO2oo0GV/OHyZ5IR7xk+X72vh5F5rj46l2UEwqmk2M54CrOrOXeAdFhK012iPgi72TbbilI/ZPS0PAEPs3P/h/4kiP3ZR1iMap4+YdvsPlSoUJ61VdnnyfIsGoayMS/pZ++rxWzj/z60bbir6fbFtpvqKKS9K5bfJ1UelEPfvsMzJJLDTuN0dDeSb5IrJFJOmFJvzoL8aeTyrtR/bSiMFtm9FnJeBky3npEy1gv+jtO9q+n1ArAXXcW7otD1gezOmTFVTMGfZRcpACoGikaCH8PL05C7tnn0FYDjIH5bmfGeHJ0Hd+gXmmbtM+LCiUyto67bxFCyhacJ6v9T0vGGtgoXNraZsEEAuk96PP8AXlRB4tE83T/pDXQEMnPXG1LtYVJ+PcqYWGiBM8dk4OgvRHvVp0m691Mtd/8Rd/kbJ7AcS4OLET4Tk/eigJMKvbIm5V2Ecjelh62rmyNLTr2oJmCYeidRVhk+eHGq7V2or6p/2fcCtnxITRAvODEPnP8kkahxKNf5+RhSVaf9oqXHzxBRK3/vlkM0FiaZzuxLoGdWjbXhOIFlqkqUxFOTse/7n2zDNMSZL6yR9F4trF5wHcPos+t/XdL9A1smjY0pMukIV1tmiku4t9dLNorTMNGAgXyP9U88xb+xKDR4uKdsed92h+ovq6liv13b9PfwEfm1nJ857SQMHI143piu9wK9p9992Tn672nX9xeifwARDTqCLfBn8DaACjvo//J9t0fH75Htsm5w2sSVVU0Hr5YffBDoNtOWY0/IV5Xw+u+I68E+wc1cxGX7GTl/hPaWXntMSP+r3FnIh3amskoklpvi1vtPXJrwf+HrKBegliXyg9y98reJIaL2sdKqn4zAni+9//gearX/2SbCueSJPGRLH1s1pKSYOo9atLH/3AR6nPMkVEQP1OGdFOlGoYJc3UMhafbR1T3ZaVor6tWv+0HywWtpebNj0tO4d7U77VL3/5q80vSbanE084XlxilvWKZvjsUqcfo6d1SVus0SZabFF5W64kwGvteF5l7l73uteFCTd0kbIm0CwJDPF+mtQHQPLv/PnzE1BySGMXNbZP1fyjxB5aFgAELPFoAdAB0t/4jd9o8NmkfXJIsAvU/BEcGnFQpMErr33ta9PJOiDK4dUv/dIvNb/+67/eHHHEEf2bYnHsZwyYB37oh34oHW51XSsluo6rOHgt3tJsnLbsO1YjjuoaysbUlflixs6qpycithjCL7/97e+IxpnzCgKaWXplsPXveOa2i7/Ux5IKXlsEbQukjXj2/Ygmo2qcozhrd9VaS+V8f0t91XJWIGbNSe6vF3/Bv//7v29W3X9f8xM/8fq0mPKOlP8wtxPvYCrNpad1V9p3WXSRNttlkdTWQ/SMrXPbD9qhgqdugXUNqNkEcESjs0DAGIhhRzvlc4lX6BfPsGd+9atf7Z+Us2vA9GJ9jqmfOskJygGT9gvH/V/4hV9o/uZv/iZF/rGG/+AP/mBIKeJdAJeQYLI8+STSkTKU+SbnH9Z+tq1tW14FkaV9zR+8tD5rgrmEI348+nc/obJniEgqlzU3e1iUAVHrAyjxbXvyyY2ydb88nfDmTmYbGQsRG+nmzZuGIo2UWCWG9AOtlfMgHU1aW33R82gRdQXyUcpp//0YR6mjjVEtvS14qVac28pzmxa6/ItGtHzFcnG8zndNRSF9yjMRA9o+leZoFFcXX5/SS+mUhfcg94Pn8a6O2F3BPeJJ70XiD0W1bnw/PQBgG9WooTZ+533snj/zMz+Tttxarx608T6n7bgz6eGR0gMNmDwJZPIiV6imtLPv6mHXX/3VXyUXJ79ePW39HHietuBqgbIm6LUOD7JeOEZ16DuejjWB7Ovl7wn5QG1jHiDKgJGGMsGIrA2y0PBt23bblXKieH2SaPYu9uzWRN7DfNFbFwnRtZxdRBHTdQWhNk3HMozW2VWDaStnwcdOvKVBWx069rZyg3GIXROgTJpkNi/MmDG7mT1rZjoFXrFim2bBImKgwVJMOPmnVH8NdPyYIkb19K8trLa2Sn21i7gNJKEH2hfgUuNXOxa0NLbp6hqE28+P/diP9RMeq/sSbfMMjZH6+eFdgE4TeLBNxxVJFRLAVd3MrCaJi+BHPvKRlMkJLZRnKDSUp2227the7Q9lcJfiuhFO4LF34njPdp7Tew6ycJwnFt4fHlnwU36I5ipadyrgSnykvGnNH8o7JcFYEtxRW1Gf+gqD4W1bbiiUswaeEfhEA42YSTuxww47CohulwAUh3kmxP5kjTQnJOnS3qjlPDF9/2v1ecaw/VMtom3RlaRyNNbSXEx1W75POoaZM9l+Y2bBgyLvEubPX9CsWL4iaZ5pS9+3dQ5O2wf9ztt8S/OI/m1j1+f6rq+vNGfjtBW9Y9tVgKVPjB/tjl8rAErAYMFZt7vYKbkMkHes/Zu/0er+9V//tb9t1kMjrX+nnXZKz60Q1XoVHHgGUKJlArR6wMUhFkBssylZoaJjBqS58RWg5V0VFmioJU+A4fU88DDoCqJ2vnVu/bslHoiwp0t9vs+23RIOaR+GsjHVKrKMOpFJ8psZ9wbgN2C4vHXil0lDarEINaSMU0HLnG2EaBuUgp1ffNHfEcP7cm3A6vtT63+XvpfKdAWbtvfj/mV/Tn2mCxovChbM0qVbp98FCxY2z2zOGqeWtfIuzWM6VFQ+GHbTKfXNa5ht5drmpO25BYzos20/4n2rmShvt9HdClh9RwWi3corXfWGT40A0kWrc6MuSPbdSFPnPezTGj8/mLeJ96FZM4aOkTVrgyi6Cqe2OfUKh1+L0dps0wj9OxmXhm2vlnctVkSAXeqDznV/C68FPbq3McXgeV6A+WdgA02SM20DRbtMz+SzTOjSZVs3hxy6tNlPDNZXXXlVc8P1N4obiKTrevbpHhL3wgINIKPx9Pxj+gs4H1jEGmsEFDoBfoF525RdVFaie4IrvawW4iei9EzbiCSsl4K+DtvuMJgNFkWfQROJkmNRb8s9ALdn0vZbvpf/omX2250p2zr5ctlyyRC0crtmwbxFjRhYelv5NMN9DXOmKKlpbnq/ybne+Dd24SHLf13Ar+siLrVt6dnWv6gtvuvqNeHr9+/6E3m/4C1vphXUi/qywK3jqYGQ5V07Jtu+vXwwEhxafy2gpY2elvYlPo7WRm3OI6CL+jEV5Ww/JmSkj5jXg2pJsuQteA8m0xZwYBObKc/yIuuTJjECUpZM3DvvvIskTrhRXCfubJ584smeXS2DaH9x6ZawtzhzW8OAkfqacDaWOl5QDPo76LudVHtqWZrsLmBmGcJObNSfGhiP2lYSGAnQEiV7dB0IOOtGpgtppiDiwkU5ae5WWy3J20hs0725UJGVcVlAtWe3zvbQPDrrYWHnMPrMdzW+66IZ2DpKi8QLuy7lfH8tCNk7jbqM0fKAXVN2663jUHCMnlHGgqjtkxX2FmA939j+0obSwn7uAtC2v6PMgV0DXhO1dUZYEwm/Wh3aVgm3fH21cp5XizbQaIB8pydx42gA+o5n5JniX7jTzjs32263rbjE3JNyFup1ApF01sm3C8ASSUG0NBF+0u1Y/ecSMS0h7eT5PtXe9zS2NPWA4hlEJ71tstvASUKIRNSwQ8jIt2DBomb58uXNsq1XpL8jARLRT8E0YtZxaKq8VqJJbcdQ4t0STX1bvpzXANsWpKf5qPVFwqTW99J47bja6uzCR7VxeRrZ+kpzVeLNGg/p+hplXdXWt28rAufa+30A7QqIpXLDE5S3dxoH7zupRMiLM+k1acc3Z85c0UR3TvZRTv2IlydkTCOWIiaKtIg28ClNQk1Kp9EYFxj/t6VLBOxKg5LW4yeprY6ovqgOf2KZ5yRvP2fPnpXsmcwD2tTWWy8X8FyR5kGyg0ywSyeGT9t9G4KYzSq9QM6eiSD3pI1e0aK270W8pnVaTcuO2wrpSHMt0blUn/bHz5tf/KO069vydBrHt7G0yNva8rQbhWaTmSuvRCk9vcCMylne9+9ZALRj6VrO8lf0jo5Z+zAhoXJpItq+H2b24dO30rtWi9osC3mWuMjMmDlbAHTrtK3fe+99U37K22+/VWJ6n+wtSBbmYAtak0QlEPLaWwScbeP1C6hL+R9kGQ9WZE/CxDJT3MdIXIEj9SAb/USr8hBjukijXr6YBK4ZSQfzb8fs56ok7UvA6mk+SrkubY1SX42n9Rn1jdPuVNCpRveufd+S5az9eBzQ6wKIdh5KgO3pNGq5IUd6/7KdyDaNaCLzGed61U+M7dK3lcPIMJpiJsjHGhw0HSPJK3aRU3s00vvuvU+AdEP1yomSZuBB00pPzyi2byWArmmSJbqNQsNIekZ9rs0Rz9TYP6yJZu1w8eJs51wifp2zZs1OeQtQIaH9oN48j9mmmfXM9E3/kMgIS3egVxNuXpLXaDMVgifSZsettwSKUX21dktjjjR3Dxjj9r0EGG31TXZ+PM20vmhd2r74dj3OWCEVCcCo/skISl9f6MbkJ91uT9oI7Z/7RWS3FBO3F5zQ64FC3mrOnj1XHH93l639rmlLf9VVVzSPSoQEWihbe/WP60qUkmSu9XvUMXct3wYwU7Fo1LVMXV4A0jlz5yeNc8WKlXkbz2WAPYf5jJE2mGEgCLuOKyqnYO7nKVogkwW7UluT6b9f1FNRVxstSoJ9Ktr2AsyvCx8qWltfXfpTmtPJznVtHG3PuvS7rcyEhMol5m+raJjBBqexJcazhCsBthIAEAAAiNTYaacdmltuvkkydd+c0n0BopZQpYmutVdbHCVNMxIMkXT0jFnTXMdpy75TWpB8n4BT/PnQODkgmjMnpydD69SQ2oGWYMMd1bUpdhUbGh+H/YViJQ1G++w17lH4LQKayS74ybSv746iqfKOp8VU9GGcOiarbY7SZo0vovWg3/lnln5+PVvequFDl3JesEwI5RyAVtl+ox2sDSI/yyVz0t3RfuxgqEttJoslFO6www6VrDR7pLR45DzUsFDVaKNT0zYNNRqLn5RRF2UkXbtonSVmiCgYbVHsAuYzwoeoEhJZJEf4np1yeMEOgh0my2SjzXQu7cFmSy7iUYFtnPHoOhr33RIITEV9k63juaJfxBclITPq2qytpVHoM3SI5CfNAoDXEGponUP4RulGuaxdSAlEqVjscVtttVQydx8veRP3THdm333P3UkbTafE8pwt/uAopHdG3O+U/q3tDvxN+9+YAYw6OV0Xf9dyNUqqoNKwydxXEV4zOF0Xf05xSyJuffHihc0cOWkHPPF8SGQMJqmmRdfAP7njY3M1gnMUDpiKrVzX9krjfq76MCoAjcp/lg6jttWFhlNJJzu2ksbp+6QKlfajrQ4VZm3lSvVN9GQZ9Cj0A/UT5gkWSYHhiYrtZl5byvWqc/dgQQ/KERdvvqdsMtLJtlL+O3fegmbX3fZsdthxl5Rz9NJLL0nptzY/IwkeJDEJ6jbxu+ocrMMeFgZ5u6raa1cN0U9q6T0veDxz1/4uMfOgrZzNip9Z4r2AJ0P2mZeQWQlQWCYuSSuX5+S6WZrn8/Fne+dBlmEGzDvYg9vvnuUQqedMXxr7gE+mSHp2Wc1TVGYqQaGtS/9Z22ob91Q+f77QsHqIVJJekaRQ4uRnLCBWaY6ZzrHRJY2nlslneCGm8+EJvpj4j84Wl6e9JNXXtum0/rbbbm0ef+zhlHMUW186XU4Asple5DqSK04G8OTdaAK6h0AvKbIZedqtgBNZJAJmpUUXzaKupaqAkfyqz4j2LX2cN29+0s5xhrcJH2hLT88zfvrRaJhnHsMwg+Zg3OHT94HNjrIpnQjabS7Vea2UxteFNp0beYEUnIodyQtkqGE3t+Sc13ZWXWkW9W8oFl4ratPC0mLsaW3lQQ+A0S8ouzjt51G3G14KkW2b7Nq77rJLc+21+I/e3mx6ikMmgDNrroNwQ922Dw68lIH13/7YDB60C4+BuaBEGz9+C9i1bUYWAhb4MqwpSC9egj/nNikvp2YXrzGHpXdE+6j/9XnXvtVB1Ldr+a6kWYzKG2111up7rtryu5NRAKTUx9r3EwVjN+io8UY0X2300+e8W9se296NskYiHKut2whcS4qP1q3jnhAL70nqpaKf9GiQg4U+rInUwEGfKXFr4V9Rm7zHlh3g2GblNilf4e7i/nT9jTc098utn08/LXkVkwO+ap2S39IBku1DibXsGCLCdxFCXdrxYJnoIfkF8o9Gb2Vtmiw7uCQtEYd4detS+llmbVug/nlnjUgPC8m41dNAh22yE80zE3cSE+3QnteUaSPg8QtE6RctBCsoPZ21DduWb9fyhn3mUw0qYJUERltbXqB3acuCpF9v/pkfY1Re11XEG1Fb0Zh8uVJ+CQuoFqiUfvxrP/u588BtecKv2xp41+ji13fxEMlOfhc5Ndz53kGG2hYLW7oJml6voUiC2bLRe8PEEvuobN1332OvZifRRm+5+Ra5UfK65qFHH0zgM0sW+tMkce4BkV1sfqyDvuSt/qg/NRDy0rtNGqfooc05lBJVGrek5eLPSQgmjvB2cn3dnvE8DUugEtF6IADyYaE1B+RnE++6ikCvbUH7OffzFAnzEpBGiziqz4NdDUjb2tIFb4G17Z0SL7a9Z8HF1jEK3WuAGAGaBbCpmquIDy0ve76O6BKt0ahctDZHqY92qgDaprHYjvqBsYhUI+x3qqdAlaSZnWzPyJEUj0CizwS9vTo20P25CmH77ZpbbhX/0ZtvlYOmNXJaTChjNjPUnPEHbdTBM5KeXkK2ga+VzBFt5QbhHk2zFwLbdZIce+a2C8E+899PnLNBqzWmHSzQVOOwvRTvB9HyvcS34G7HVptz7a+Cg75XS1xRatfPRddyXRNheJ6ujb+kOHgBasE7ollE00jT8vQblxb2vWi80bhKcxXxl67x2jMP2jXeLwnYAf/GV7zYddKGOxOSidQkVrkyPYQZbDH1Tng6w3WvvDtTtteeoDWJEgGQX3AlsMhMg4aUgY8kGUcuPVq29XtINNNVclPhnc3Tm7ifqf3u8jbgsxPSpWypTCSwlD6JOQXviVvngIirIXBTyo7wme6lRRxJ1ZK2W5t/nxkL8NwsqG4NNbqJt+DnGbL0LFoMllZt2kcb747aJ7+gS7w3artRPyLwKJXrQk/LC37+a2toMmMcZa4ms06eT++mWPjIdlNbzBNBK5/g5tPswXJSybfp6Y3NxiefbmbJaTnbTg0rtITQ9pSRovY94SIVfAAk2deRH66n4Idt7vbb75gyq98reUdvFPso14ok/9HWQ7GJ01Zqf9wJjupT0Fq4cJFEEC2Xa2m36t9hk/ucW/MgWqNfJAj9Ym2b/1w+tztXrogYHFoNz7/SogTug/nKJbuWq73XtY4XSrlIs3uh9D2a/67gXgN+O/8/qHL0YbYHT78Qa9u8GlBoeOAAMJ9qnpZ7WbJr0ZwhEKgxQw2k6ou8F72Usqz3sq73Tv04dNljzz0lB+mOyT56ww03NI8++ujQcCyg+vCtiClKk+iBaSJ9EyskweMZC/DELWnF8pUpQ9XM2Vxny3gycKlHgQd/C5AlM4cHXW2bNjXHgPWf9VtZ28YCMSOk/pi8okqPknasNLTl/Dhqcx/Ru2tbEd92FYajjsvPf33NDHySJ0uLNiFeGm8bDW29NZ7vUs5q3apsWWGReXz4FlVbLmrD0s0rCra+UjnPl23lkgZqf9r+9g0M/tZwvHwfeK4n36dDrsm0pU8p1J5JF1wpkNoM2H7Su2ihKonsxCuwsKDVB1X7xLNs+5wp4LRQ7KMHNdvvsFPyH73lllua9evX97RRxsNNlBMnsMvEeZp6hh30V+8P6p0wkiOVgy6h2dLFuCWtTDTUbEg6XUobyxR+cUdtWprqZ/5ljrgdgLBYTC78Mjd8z6+2Y+mdc4rOTHbY2ZIWL/8MmxMsE9fApA0w/FhK47ACo/ZO27y2gaznzVp9XTQupaulbzRGT8Nxx1jqk+2Hp8E4Y/T1WZ6L8p5avrafPV3aynk6jdKWr7vW1pANtCtg1aSbr4PFP3/+vOToLbmV+uYCtBxAlEXKwvUnlZ7wbQw/PEjVOAEjfEBzJE6us7fMe+nZAAcyE2FX5LrWa665prnjjjsSyHPQpNor5TSxc238bc88oAxckjh7yZee4M+67crtU3Z4+ovWaelRWzRd5saCFXXhcM81tszDmjVrkhBZt25dAlMr7LIgHHYloW/YY9MzaTyHcsZCuaRNlEDB0iqy2UZaVInZa32yh4l2fJaWo/Ff2RfYj4P2/A5nS7Tlx2jHNg7NIpBR4dVlrmrZntrGr32fauHhtd8ugm9CMpGJCzxekjFDTjyp1u162hbOyttq1TpTGjVhoKzJZE0ncgAfnVBqh1OH7uz6o73LB0v0ZXAAQxvbbrttc9JJJ0t8/e7NjbKtz/bRp1I53dbm7XYfjs3nifa7gdvTsBbrwTDF+AsQzU/b9ZwVPl/CJzo0bkLm3nW6zkVwVuMeCIf+CBEVE4DMzyR1QG8EB9fkApg44QOe/AuYbtiwIWmjPGN+mM/BhWLZBrt0Kf6nOIXRJsIrjkSKNCrLtH4cXpvk+aj+wZbWESdbfi9pPL6OmqJR0hrtoi8JQ6XFVI3R8kjEL54ebX2fyGfD0WilMUZz0EbDiC9q89BVO+4yZst3tTHzbEIoZ/RyTasZfjbxAIHFRhagG274Po5NQzHnui1EE4WggJRuJf2EewKVFsYQ2GYnxfwz5MaZr6vI9kQ01MEPYaEACmB6h0QyXX/99WIffbi/ldeDk4EWFy7Lnn1y4ByuDDNYsNkZnsWC5re1AOfWy7dO12kk0wPeQJgaCJPs3cKYxszBjQOoiZpYu8uVvoO2y93hACaaJzsGPuedw/yUWwBAVSAlIGHu3HkyT3nLPnuOZHpatjR9rscfdeeiWsnJ8edofXgu27I9+0G1Oxp1nl+lu4L/VPe6D6BeIpSkV02SZdtjRipbbunSZQmw9MpU/gU40GYATbSgdPNjzz6aD0/mpTr0ex14aStmAbVNq7Fb2IG2pOn38r+Lxf54wIEHiv/o9s1NN92UwkIBGL2dEu0QzVS6XYz8LtEwa7BZ+1u8eGmzcuVKGa+YMcRLIG0h82Y4eQ8M6XIcHvU8Cry2lGo07kyRALI0Unput912afvOD/MB3TlkUyBVMGXsgKnaSLOwk3mbIVewiFdD7o9uXbuzaUkTmSgUutf5Qi35X40WNa2xNIeeL3wd3k1S65mKtiIhF+YDHZ8BYxcWNFAW5voNTw5t320yZEBVAZMMSjzT7X/pZkhLnAgcauMYMGu83aQvs+RgZJttVib76J5yan/dddeJ/+hdKcNT0g5To4NInAFo5UdZoGRQGd4q4s+5JJ2uL168KLt19e0Cw/1Jb/cNt7GbT5etmjfNZLPBzGT/RQuF/mjCACcAyi+2TX7tth4Q5Rfb6BNPPCHPFw7cwBizALwVUFab6moeGnUubfku2tso/Yh4KBJeJV6bira61tG1XK2vmW/jNWHfm2xbfo79OikJky4KlO9b6Z22MZT6YPvez0g/cZEPDOGlwfqJyB3K610Rn0VKFvRd5V6j666/cQhMrIbJu97+CVCpzVRtb0lDM4cU2o6aA6JnJYapSTMLzvRrxx13TEB6zz33pG39Qw89lGyDmnHKgqXVgPMFeIOT6UWLFieXJEBrnqTj41bMvvKWXIEyKqftsPUAGHoy/MyPr017swCHoAIMVftUE0qkjQKqViNdv35dspO+//3vb0488US5CPBFzTYCyAMb6XDPopNQO38WmLpoY16rsK3VNA4LEF01E1uu5Nam4NMFYKN2I1psqbaiNRHNT1SuRL8aH3bhScs3nhZd56nEYx787aH1KDT2fFkN5axJ3+FnQwbG/iMl9Ny5c5ojjjhCAPSGfn5O22k9PNItPp204ZUscn7RYq1vogfTCNBL4DnOYkM7QxNly839TGik69ev7WmIMQ0y1j+bbJsAMAdEOPRDm2dIQafJTazQN1v1ATFTNenHM7AF+y7jssz4iNwv9cADD6SrpNE2oa+6L6lGCpjqtl7/XbNmrWirc5MWytUqH//4x5uLL764eeUrX94ccfgR4rMqh0p1U2xfmHaZo6ku06Z9TGV7XduqaTxd+9O1ra71PVflumi9pb7YHViX/pbWT5d3fZnQD9QPxk5seYLyAVFJi9h9993E1raduAjd1dcqNVYecLSuDwCqbjEVTPmbxaonwdZ/1LYbtR89T7CWNOY4bnuwpQCw9I50kjRzPcYyEQgvavaQZCXXXHNlc9eddwiQym2hPdsv9tFsB5bsUOL8jj2VuHW2u5wCzRDnfnUrmSGeCbkv+cCrf+4VuAKlecFkYJ7Z+eAzQgiteKYkWLY/Wdgo+A5s1HfffXcCTAQD9lBCRbPvLjbYebKtxz90ttCerf38/paeK5DXrl0sNtENosE+JQdN65PXwlvf+o6UUvD0009P164slHciOntbVTSmCFB8uRLTt5WLFl0NwNrq035E5SJwqNU3GVqM2pbnkWgcnsaToUUXAW8VAo83Or7SzqULCEba8Kj1aT9CDbRGoJq6W+s8d74fcsgh6Q6jzZs3pUX6lOTqtBoPneJXD5YUPNVflLLqP6pAqmBb0sL8ZPB3bTvhhcBwvYMoIJCOe4aOOeZYMU/slqKZ2N6ntHnpZ6aAzeKkdS5ZsjRvaxPwcVg2AO7BybV1F+jCBoMyymT0fePGJ1N8+syZOeJrkI0+A6iPPNu06amkTROJtcceeyQXrqyNLkg2UTWd5K09EWT5l608vwg1fomY4iCME/urrrpa6HFjc9pppzYnn3SSaOxo3Xo53Whjez6WbtuOTmWf/7O2lZWGwRbFCy+vGHiB10UAlgRiW1slIRL1t5hMxFZipdpoUtrAg3zcb7/90gIlYzwHEQsWLO5pTJmYLG57YKSflYlUK6Vv2B/5WyOarAQpgWlt62vHVdLAtY3+5CYn9LlpTGzrccDnfqbVq1cnEML2CwgN8gNkTXYQFSXb+MxJqcvPpjCprL/iAKp9yppnOYk14AZQ55PxmclbAOGUBU8GPmsSsWcENP3MM5uTTRd75v3335+0UW4/RUAAkgrEgKDaRgHNhQvniwaK9rmuf/AEkCZH/A3rmy996cvNtRKYcOKJJ0h+1uNTXf2fwkGFB4zarsYClZ2bydi0LO9Y+keLR3m2VC7qH9+1CXDviF7Sjkpr0dNssifTo8xB5ETvBYpfqx4slUbROvZr0wJpDWS7lLPt1vpkn3VKqDw1EvXZ5HB9zjnnNO9577ubhx96NGlLMLvaQBVAdWuvDvaqmfKvnSA+A6QAh2pLDE63x179VwKVojI8iEaSaiItsqsV4IA/5c477yxhoTc1GwRgOBLKE5c1z1wfvzmUNOFk75v+557ravISlXfFQza71BsQtX0A1PbYY08xESxPALhmjfpubkiaIfRBIwVESe2X49VtiOozQq9sRuDQ7t57720efvhhOTTbvgekO6VtPb6fgKd6RmCP5vBp06bNQz6kzAPb+wVywLT28dVpW/+Rj3y0ufDCC5pzzz23OfTQw9J8bxbQntXLhOUXBX3RuWvbLvpyowBwbb5LgOmFcBcQ0/HovLUpIRHA+DpK4By1FdG3a59KykQXUPRlvMCpzW3pWW1Ndn02leWqt3LWJrobqA67Q+DiAsCcesrpzWc/+9mkqeAqpFt0jUby6K+x2Hoib7UpPuu2Xh3xddvqJRj16iTaRRp9RuMTq+7QMJONs69UA0IZ/vLFdTiWP5vAZNGirZJdkP5mX3gFz/w5Yt7+CeRAac8Aaw5ilC4WJHbYYQcBpUMFKDf2ttXZTrl2bQ7HXLt2nQApdsqNQidx2hcQJSJMM1Qlt/w0zIHGS1lMLRww3SfZ/NFIcecCGBcuXNDXSAFRAFRdn/g3ty0HTJI9apHEyK9bs0iEybrm7rvvbd7+9vOaF73oRc0pp5zS7LX3ns0MsQ93XUR2Lq0Q9XNnJ8zOt34uLXxrc/d1qADXtiINN2qrpGl6IIlAn7ZKffICJhI2JYC1Sogfpx9XF+FgNf+IttFcJW6r+Czrc48Dk9UwfX1Rf1txwfSdskMaqLeP+QYsEytxa9uRCR3sbVWPPPKI5klZ1F/4wheaJ2WxSkK0tHV9Nl3+xmrOl7/RBrbTBCQClEpAZSybFo9nWdsSzYa0ebJ19eMpqf92Qvufk39n8NPXKAeHP2yT8+RkgMwabj4sGtBs4M4ZTlw+4emBWUx5r/3w91577S1RUytTpFA+IVdfzkXpbzTCdevmirBal7b1T8ihD9v8vC2X6U+HaNJe70BNGYghPP74Gnl3g2ikjzS7yfUou0h2/222WZHulk/3LgkAzpiVHeoB03xqvyB9XrhwfbNGzBuA6vr1Yh+VfwH0Sy67pPn+Td9vjjvu+Obkk0+S61dWNDM0pLbifqicEQFuScPyCy6ialc+tuWiLXHUVhcAUnrHrDYxr4AtVxM+tXIRvaJ1PBnN1Y9r8spYCY1+sN/3AdTaGy0xI9QvTVxNqgy2JY3EfM9Liwdw/NpXv948+tijKfvQrGfnNk/LdpMFiEaVATCfWOthk362DK11Ux4AfVp+N8vCtmnzSowa9TlNSbCYB3FBg4f6/sCkp9t279aU/7ZSUPvUp7fxCkil7Uk84NwTKloHgLXTTjsmzVBtk5yY5yiiDQnkANHs/L4oARi/HBw9/fSTCfBmC5BG21I99IGeDzzwoIDp6uTuhDaqPrHJPkqmJgFQtFvoTz9IHvPkk4sTmC5YQGTTvDSn2EcXbFjYrF6zuvnM5z/fXH31NXLQdFpzzNEvSv1UJ/zQHzBLthTA0AYANaHuebsN5FT7tOUieqngbatvMuVG7ftk2rKwNJl22+bKrsvSvHkNW8uVhKkXiluyXHJjsh3vKtUmg/u0wULD+Xq//Q5oPvWpT6XDlyfFJsr32O4AAQ35HBAsa3YWRAGurJ3mbXIKC+3ZSrONbtME/9E2F5pQQzSAVtJsShJ7VO2iC8MyVgVIyvMZQORQK0cSEUGUo4hyNNHa9C/PMJ1skEMe1dj1kMgKImhkt5qUJYs/h0z7779vs++++6XE1Bw0AZjUoSYY7Qf/4rrFFSqLFi5u1kgfAHCAdIPsQB566OHmne98V3PhBd9uXv7yl0u9+/fzxCrNom1cV6HuF+RAiA8CGxRkvDCz68IuSFsu+qz9jtqq9duCguejmmJiQbKLAmPLR1taXwdlalp/ND8jKytmgXjhZOcnelZaW3YeSlg1FfWlSKQS8msDteclwC1JYgUvtVduv/22zU/+5Oubyy+/orn4kkvEFeheAc5n0yLn4OOZZ3KGpqy9ETM/SO2WfUGzpjZL7HoKuBpbT7/5Tv1HfcYnyxyUbbODjQqEERArXfwCjYSYXYReqlI3oPbYY48lUNSrjFNuTtEIOTDKW+p5/V/ADIDFjrluXT5sevLJJ1J8OzRDS0QY2UM22unbxoTWCCTuY9pvv33lgOiBdEi0TJKJ0D7v64HgHEkyQvAAfeAACkDPGmne4qfEJcn1aV7Kw/r2t79dXMKOaU499dSk4QLIJUHltcEI4Gq0j+axi+bogWHUdyzYdOGlLsqMX5uev8ZRdKJxRXNh26qBVJdxjNrPNlqOWl+tfK2toXvhFVA8qNYI0EVbskCs5VloKl0IazzppBPET/Sg5tLLLmu+ev7XmjWrJcJHTotnzcrb93RyK8DK3zPEhiewmhzXuWdppny/WbIqSXr95P6T7KnyN23pdpCFD5jyq0CRnc7zz2QmxGsMtcmwZS2Iqlat4GUXq2dopSEghObO37gx5a387L7GzWd1hMcJHmd/NHt1O9LP/I22jh1VQzmh4wxS0yXTbLZDo7fNEUA8Ug6Cdt9t12aH7XcQjfS+5vY7bmtWPz5LcphuJ9d7ZE103lzZkjdPZa10nvRD2p/DNl78S+cJgC/goGmdZH2Sz/PknfXSh+9854LmMhGkp556SvPSl7xUrmle0rcJ93TG1ItIc/LgVgM7T8+uSsBky7X1yfOG5c3ocxugd+nvVNDC8nvX+qJ159egn+eaQPU4ZGlT0sx9faOWo40JbkylTkagEBEr0la99jQE0D33HE1s/JIzzpAs8fs3X/7yl5ubbyJD/JMpXvwZsbHNFvve08+Ir6j8bk7AKna3XlLmWc/moaRzcRzGBV6tk71qURr1ZDOtR4ymk1dT80cBzohhVOtVemjIapoYkwXea1gJzNLhz7MpUxRO8Gx/iSRCG0wJSsgUPwuNMGuWelKeNdBsGwVUs40SjTTbR+kDGvssHObl3VkS0aTtc7C0s/iH7rXXHtI+tw3MFheq3eQQaxvJVnVHs+qB+1LduD0R55+29fgyyGET6e/oy3xpkwOl+bS/SLTQtfIvDvi9dHpoxV/4whebK6+8qjlDeOHwww+XQITFyXMgXfjZy43qaU8f7aFhaTEo7bzQjEDZ1xHNQ22Rj7pAozUWCdxx+h69Y/nI0sWW9WNuA7WuINQF3L3Q6ArOz2W5TrHwFhTbNLU214tYkmJv6522i7azq5z2/tRP/Uy6r+grX/lKc9uttyd3oI0bc8agzck9KNvo8mGHfJ5FijzRVMWdiEzyhEhqEmQ9XLLArSaEUtq8iBEiBi995yexJKXVD5ZxqU8r/6Ixq99lBBZaH+PgcIetPKfkGjKL9rZQTsvVNjk4ZAJA1eUJ+yghmWv7oKq5PzfKId7mTTPF7SlHIyGU6OMxLz42AW72Jc3Xt2BbPfDAA5oddthegDTbSQFRdhZzxYSg23oANPujSmw9Lk9EM2GTlTJqhmA+AHDGRJIS4utfeuZLmoMOOrCZJ33xC13poDzq581rJsyLX7xDAt0IpzZNtwYWpXbb+qfgFQncEnCO21aJFr5tLRcJBK8cRQAb9a/rWvLrKFLQuta1JcoNbeFtA5ZYShQv5b0052/rS+YJZ5mjz/A99538TJYjW0fRrubJ9vPggw5odpGL3y699FJxxL64efCBh5unnpTTedFoZoltNHk9iXY6I8XO03gjGmrWRJ4RLVVPkhXUqdf2z2ujw2GPg3jxcQgfTbRnNvoFYAB89Avw0iTGAyf4LDR833QcWidbcEIyiSjaddedU3QUSaFV21SNG01w7tyn+qf2Nu+nprFLp/Yb1gqQDa704P0ddtw9JYXJHge9pM+97PjYpjU13oMPPpzypz4htlVAdKFoxPPFDjpL2p4jrl1zZspJvYDhAvluodhB1/UOvjShM+0zZv6++Zabmnvvuztpoi95yUtS5vxZQRRTJNhLC1/5dhQtqO0dzyOlumvl/Pobp46ugtuW87zapd3aO13HWFtXJaCsjW+cdTrZd/oJlSMJ7gGyBohWOmo5C7wePPodT/6WE32GtA5OeXF1OeqYo5uLL8A++uW0sObMJXFGjqV/5hlCFckilJMQ49SuhyEa1RRpE2qHRdvjN7n1mGtFSpMVjcWOuY2B9H3+3W233eREe98U/qm5N/WQhXFqrLm6ZHkhYOeN+qjnuutWN/fce3ez5x77yBZ7dwkpXSZAKtFBbJ8FsPLhzuy0feeQyW7pOWiiH/PWzEs+oBs35EMmfudJ2U2b8hXQyhsD7S2Pmn7usMN2yTf1nnvubu64885m7brVkuZu2x5oz0+JozWXAf3Jfcn5RzWhM58ZS85FujbZR6+88urm9NNOb046+YRmhVzxbDVzr6Vb3u2ySCIAjt7rWq7WZtc6upZ7IbVVAu6aZlnTYNu0W6VhWzml4SjleKefD7SLNI4A0UvNkhQtSpTkfD7xziBdmNQHSC6V+9DPeMmpEsGyR/Pt73wnHZ6gqej2HFDIp/RoRlnTVA2UfuvJvGrRmphEHfRpL0frxGnzvAYyigS2k6OChn8BiwMl633ODZqBTH8Jy2R8ei8R/UqCo3cl9AC4BmCmc4hm+9hjjzdXr71atsKr0hUl28uBDwdNOMHnwyWEDMImf84O+CQJ4URfHPAX4IK0vlm/Juf8hDak7/v7v//75uXnvEzCVvcTe+vynt1xEHJAv/TQj2xMK1YuT9v6Bx9aJafuC9K99oAlADpTNFHax8lCU+cpgFof1uxDui6N/9Of/rT4j17dnHXWWc1+InhITJ0y9/d4qKuGYrXTElBFcxwBtZ1T/1nn3q4draMNTKJyz3Vbdj17jPB0i/o7rqbbBY+60KKtTzVlp8ZL+qyfzs4zYGnypgJIumgEGgeUlB1crUB7saEBBri5oNl8Xpyx2bZulm08jtzqzzh79uCmQwBSt7v6WQmvY7YgCvikQ5TebaE2bZ73H/WLqevi1fYJa+VXXYh0O61baf1Xb8oEQNSbQLf12ncv3GYJOOXY9vvkkOkx0Qp3aPbee+/0L4dMHCYhdPIvV3mgmcohj7gaJQd50VYXLhTQmi8HTvIdPrpPCIg+LrbW//iP94lmu2tz5plnSeq6w3uaYGTymJEyUR100EEpZ+idMmf3r7q32WrJ1umwawDkOc8rJ/wKpCpI9PBrjmi/86RfGyRElXj98847L+UeOPtlL0suVTnZ1QDIrTN+id9KYNiNP0crNU5bfnfRtcVx2upad01hGqcOD9C27zUN3D4bR1P373Stw5ebcKmclZjR4DxIeAljwckT1DKE18omSnvzdn9h5HBJsgDtL5mddpRDi8vE7em7370gJcB4Wg5fZggYbBI76CwBW1yZyIuJ3S8NHDCV71UIWCHBZ110LGZcnPQmSt3W2/J+An2dEaMprVR7xGaY73zPWpuellsgtc7vbGkBd9yNtG96JfTwvGRfTv2O8sS2Yx8lkmiXXXZOIZlovrSFBjp7Dkld6MPGrCFyWi/a6hOy9V8s5cj7uV629CnT0trVIrhuERC7u3nxMcdLbPtJzY47bZ+AeDCvGczIJzBDzCsrJR8quwj8Ru+6655m1X2rmq3EPEPaPAXOFG3WSy4zpJEK4M8muknGsT4FAswXrXhtSiGID+mL5WDrjNNPSWaDuXPnS6uDiK/Sliza9dj58Rpqml/EeM/vuKZIeOWj1gddL14AehDsUkfXPkVt2bFrn7rWV1rn+n40xghs/flJDZAtfcYRGLYt2882IeDbmpBQOSJaqdIaE5YAJBpsDZSHEV9PUHMyDFLGnXHG6SnP6MUXX9R8+9vfSQcfbAufEbem7ITPjZ8cbmWQelayAAm69mPr1f/SaqN6/ztE1pNxPc2uaZ266NomQZ+r21JOYJyvDM5RPAO3Iwug6m6k97YrmKrvphdQagfme8aJSYB770mizEETGik25sWLlyRNdN48TVeHq5GYFNA8BUC36tlACedcvEhCRKW/T0io5mrx1f3Wt77VXHHl5RLb/uLkBE9av2iO+Y6xcWCGuxUBE2jHq1c/IreRbpNAWz0FEh3QivWOJgHOZAvlcAtn/IU5LDQnSnlC5v1bzfe+d1lzmrR/8sknJr7AQ2CiUA6yG7jkLRY8onksbS192ahcpOV02SaW+mSBUNvX+tramky7vq02fu9Ks7Z6no/Ph+5EUobrOuAak5TqqE2cEshK8ImSoufU3bN58Xy77bZNoYAAwne/+93mhhu/nzQ0Fiyn8dk2mv0ZM6ioTTQnSOZ7TUySbXOagX4Q5qoX3dm0eZH2XZOG9hmAhtaMyw+2SYAyOaALeLK11e0t2iHbbUBW/82f5yVAzLk/c+YnBeGIxjq3aNZkWcIsACCSRHm77bZPoKPJR2bKSXmyY4qgWTD/6f698LS5QQ6VFoiNdK3Es8+ZLX8veKJZIxrpF7/0FUnjd5tkoj9VBNqhorWKI33S1ibauKkHd6vlco0zOVRxwWIc9EGvbUnaKAd6OOLLL/kTANUFApzz10jSlHlcKSJbegHXtdI+B16f+/wXm6tFQLz6Va8SXthL+in5R3vmHz2mnJCUxGiUlv/83Ka/TT4Cr2i0aWER2EV1dNGY/TqJ3vHCo6QY1Xhlsv2L6Bn1KwJk3y+rHHTBkDawHbcOL5iGDpFKlfotSVfVum0QNWnvQTSXHT6t162wapE4k6Ph3HDjDbKgv9zcL9tEFt9TTz2bTnrZKs56lm1mBlMOL/K7g4xP1ndUbZ5qB6U9gFmTOHtwbxuv3SbxLuB5xRVXNPvss0/SytQ2SZ85MVcgzcCZD5mwUapWmg9Xclgkmpgegqk3Qak/9IMx3Hbb7SnTEjRja4/bE9FMADQaKZr8/PnPJgDN2ZY4bMpb/tS29CW5HEnfcMG64867JNfr+8UmebkItHMExPaUSRsk/7DuZNCUhNP4iz740CPJlk1Gf65YzglJ6AM+vTP6mjmJS55Ip/b55tD587Pzf9ba8yHTbbfd2bzjvHc1Bxy0f3PuOS9P9nKCCp6x/RCbuZpr/IKOFvg4ysA4SohfD+PUMdWapa9vKmlR28FGz9oA2ePUVJo9VJh44dXpWmO78O1nO+Elzcsitn+3DXB8nRGBqMMeEgEuxFQfcMCBzQUXXCT+oxcmTY+8lZuellDFWSw2HMEBUAn/lEWJE79qcFb71EVmcxrynQKVPRHXEMwSA/uxA2B8hw1PsxwBZFx/wRgUQPQwK59O52QgaF2aJCTfTZSvGgZM1O1Jt/X2kEnprZ4L/Ms7nK4DXoAoblXZn5M+aDZ6cahPBzwAW74zXt2d1M1I3ZDQbDklJ9MS2uhpp54sIZ7bJOHl6Ul/AGnuysJ+yZYeekDXlJS5F+M/s3cFc6KFMW+QLIVy0ItxYCOmb9Dg4osvaa783hXNy+S0/sXHvrhZKdFSaqO13hkqhCMNUvm7bWGWgM++V/psF6ZfKyV+j0BsS7dlNcBo3Y/Sd7/TtXVHAs3OQwnQI7As0Un7GvUjAumahhzaQEuV+A6VQHMqNFSrrdSAl2d2e5QAULboi+Tg4XTso4ce3HzzG9+Uw6bvpcTCzbPcWZRj6DeLNsp97BxcqKO6PbXXPqiGa4GH7zSbkQ0LLY3dThafFdjUNgmI3YvvZg/EdEuteTbzQVaO4tEt/MB/MyfpyLk3cyJlQJ5f2rHZliJmpD8AH30AzHHCx0aagXSrnm8sNMraZz6tV7NCjiLCPUq1Qe3HN7/5zeaaq69qTpTrPE499SSxny5B2vVtkwlQiYYQ+zR+vHgkoJVyys4voK3XiqhpRWmNFpoP2/K4dfzQhJtS0YqfEFp8Tjw1Lv/e95oTTzpRDpuOTvVnbZR+1EV4V22rTWjWFqAH3wiMLThsybasl8m4mmdXmlnK6zvR2CIFLJq1Wh1RW96jpiQs25S84p1IFhxL0q1tcBbYtCORK1BEOH8ip0DpiWH7Ngy0kjJPTpV3FKfuH3rtDyVXmu+I/yh3unOVSLqrSKKXnhFnfLaGgKoCpi5Wq9nSrj5He9QyKf9ouosIf8q5QxmEou2gp6WWwcZKBA+a5IMPPphsk7gccQMooJDiyHvb2qwNDuyi2XeT7X1OFKL/oqkCovRRt/XRXCpNKYtZgTr23HP35LK0QRKQLBcgnSt22dkCnAAddMl9yFv9wX3xAzBbKA75HPqgFX7ik59srrn2mualL31pso+m8NmenVlRjNh6zIyYMbBlrxSN9HbxHIAWeAuoaSHTHbso9z1pImcb6z9HNNJsI94gZpC1a+cmm+9HPvyR5qorr2zOetlZsjvZXzRicZ1KRloZfQ9Io/kqCZyIZ2uaaqThRjs7v2ZKfdoSbUVrTjVkO95Sn9rGGAmLEkB52ozSZhvo6ZhqQNxWh/aveCdSTf3lmd3q1rQur816u2GbRG0jnCX0EOj3OyVJNWSxHyyx1HuJY/d1113fnH/+VyXxxSrJSfmkHJIsbDYJkhLVhLtTytIuP+rKlA4zzI2SqqHqFly3gJo2z2qaejAV0Uf7mssn1krgyyVtd955t7gcPZLsgUQpYZvMUUrZV5OM8vySxShH8WRtTJMn63Zat/UKpGrLVJuuZWhduAAPV26ccPxxAn6P59j2+8R3U2yVfdMC2nByNxpoxLSvW3vAfI1kwFd7LflAb5frrN/17vckwfDyl5+b7L6kIEzjT7eIiotZL6iCPAbLJXpqySEHJ834ZnGZIlGJ3l3P4RUCZfbs+WKayQdu2IihB7/kOsWLYL1ctUys/TrRRKEFNt/z3vFviaavkoOmnUibh/DM3kn9+7aihd5FsxpFa7O82rYGlH9KffD99eVqbZU0ty7j9XzdpX8lweO/9+s+UsZs+9EWvrTuSvQepT6l6VAykQisrJZpwTCSTDXUjlTmWnnti2p9lknapbJeqWEjnGYmgDlGQkL32Wfv5gKxjV540YUpk1HSaHB9SifZJCoZvpde+2BtZ6oRq11PgRVNUn0wKWPtpzqGiVpoPq1WWuu2nu049luCB4gB3267lb3tcs6pqclG7PZVHdDzrad5a49GmZMoZ400Oa1zQNPbTmu/+Hv//Q+Q1IInpa36NttsI6C1tbg93SU20vvEBLI+OcYDpMn/NN2tlFMNqkasQL5QUtXhckQYZs76lPtBBNldd92dbuo89thjk5Y9V4TCBM1LOkWdmBEA73vuvSf5jzIONNJFCyVRiTwHPAFTDgI5LNJIpmRSkECAdQvktF5sx9i9F8g1I4+tfqy58qqrmu9///vN2Wef3Rx15JHNNtvma5eTn6dRDtoWYJtw98qDrS/SPq3w9etrS7XVNsYua7QNC2zfo4PXLoBWKxOBbanf47Rl58oLqyEAjVDeDrgmYWqEVgJHkr0rY0T1R+A+KJdBNP8MG7uwg5151pnNwaLhfPe73xYfwquaJ8Q95+mnScCcQTQn9MXuN7CPWs1bx2L7oJ81bNSO23+2TDesjQ6nZcPFh0MZfDf33Xfv/nUaqvEBGOroz5Ya/8g+iPVCQ62DvtpHMTvoIZjOMRrv2WefJWaDJT2tGE18ZjpY4lK5+++/N/lvcr8SwDpPtHdvm1RXLAV1TZunJgY1L5Bl60rZUgOip4ojPrZO6BCZeOZydbRorisE0LGN4ozPfAHm1Ev/sy+tHDIRppo0Ubb1mBTEtLEga8Pz162RnKRz5V25r0lcuD73uc81l0gS7+NPODYJDQSDXtsyjkZT4+Vx6vM8P04do/QpUnKssNf+lNbdqP2rlbea8dDO0oR9R0KmpKiN0reS4LP4N0EDjQgVAZ6d1HHAT9/x0tYzi5fQloh2gF6q53L8ppvS5Ff9RvmUfUDJ+DRHtp+7SkTO9q99rdxqeXjz1a9+NZ0AcxcTk6Bb+s2bM4iyXWWh2u38YPyc6Gd/Rd7VbOqqpdoxK03tePxYrXbLZ7TanLLu0RRFxDaY2HbiwNG00BZzjHu2dao2qBqogla+TiO7HGm2Jz0gwxf1LBEqu0vykUTBng8n/WXc5ORcvGjv1C7a26pV98tB3VYpO70FcWiloaG5X9hniRwS8MKPM110hz/phqT9f/zjn5D6rm/OfOmZzT4SkpmyNvVMJpZuuDMtEYd/tt8rt9m2ueXWm8U++oCEhS4Tn9Ps3pUEl2jF6bR+dg5I6MfWC5CmGH8BUGyj+JPSJ2ysH/vYx5Np55xzzm723H2PXrq+AWd13c5qYjETUZoq8VpP9/om5jnwIFar27ddU4C8ImDbiYCqVnfXdrsqZFaxa6NlhBNtffUY4sfuscnW13ovfPRy9F1XSeff7SoZRiF2biOnW9OfRFj5v72qmFsz54vWdvCBBzX7yO2W3/ve5c03v/nt5m7Rsrh4bd48/AXJ9sRv1gw1UYZqo3l7jy2PePynkxalWpGX1F3GoCYBC77KwAApaeLuv3+VnJLv1nOCx380u/zotlxP6hVA6Y/m/ARQ1O3HAinjIjfo5qc3p22xHOkMHMfT3fRCuQSkS9LVxNR380239XJ/SrSSbLPzNSLYkTERkPtTDnkk6TJJSvSgiegh3LFoW3OR3iyC6+abb007gnPPfXmzy047J02xv3AAdPkfNlISPK+UMNStly9rHnrwoeZOccS///7HkzZK3whJnTdPbgydJflU+8IkZ51asChfcJcCEGQ7n12wuPp5bfP9G29K4amHHHxwyoaPkNJsXXYeBwtUBXSfw3pgyc4nzVjvt+sKGr1cl+2oLvYSsHRt9blsq2ufng/lhiKRLPJ6QCxNQElz9d97oLSDb9NGFUA8M1jNzUqFSOOr1aFbwGOPPU4Wzt7NRWIbveSyS5vHHn08aZ5PP83FdPiO5oMG2s3RTJqoBC03+3Wqq1NpciM6RMBqgVT7nrRnMSsQrqq5P7PL0a7JXgmQapIRtZGqfVKzPamLkW6pAQ8Ol7C1vutd72pOOOEECcsU2+SO24pdeHAts1pBSFY9SwQPBzqHH3GomBbuEfvkvUmjXCraKKfvOT4/a+zJRiq+t2id2QEeX9aBfTZriRz8bGiu+N6VyVRxrMS2n3DCiWlMc8SumWLbE4gLaAk+sYOYJf3YXoIPtpZ+cHf9HXLw9qTkiuUUf8kSdgz5Li36oK5PBCSoH6mmzrNa6lqx1152+eVJSJ180snN8ccfn9yeEi/3TusHPDfEwT2NPYOnukd5TVTnsY1vPa9G75XqiNYV/W9bj137VAJSu+ZqPD7OrjVa288H8KQP/Vs5bSenqnNtWwYL2FGblti+Lg/oUVteA7RjHJQf3LFDnVxyRxTNYYcfJvbRC+Wyu8vTwcuzz27ouSnppXZszTKAohrNMq5N1MPiRWPUHysk/Lj8M3XKV8ZXbdR6PqDtkuFIY9tx08KGqX6TesCkLkdqBwXcAFoFUD4TXcXhDP9ylQrBB2dJFvjjTzhOEoBkeyi+k5y8D8wjOUKILf9KOdwi6uuuu+6Sa4tJWbckaaQDl6N8yOQPmgYact5O60HTl7/8FenDRSmBMvH18yW1XrJtoQX3zNk6fwgEtMWV224v3gt3ye8dKTR2idhUFxj7sB6ccVUJYaF6CZ56FnDFyDzujVq3QGykG8T16lPiO3y5BAOcIWB+XC/gQrfUeVbzvFn7upqO0tMJcz9V66pWz7gANWrfSopTWz1dNdnSOLrgwGS17WgMEZYkALWEqEkpBR/VsrzE8o1GA1UgsGVrBG171kVz7bJt9sKDhb+7HJzsIo7dRwiQfklABU1r41NPClaSqSkn/ujfGCqaKLdbaBioLlY0Oy8k/OR6aa0TFc2LBWM+qysVdjz8LQlb1HvbATDd1mt/9OAJbQ9AVfAkvp3TcupIQCoa7gc/9AE5YLkonVSTNm6xRP1k+GBrn8FMNSy0vj332j3lJLjpppuTbZN68pXHHO5g+uilrCNRSC8DPSDGu2vW4BCPA/z6visWW+sPf/jDYlb5nvhuvrQ5YP/9Ulq9dEdTD7yUdggJ6jlQbjAggfSVV1zZPCRuahqplNLzSbtJIxW/VbLhq+apSaxpDxBfJ7Zk/uUwbtUDD8q1y+9MGb/OPPOlQlvso/MTaDKmzFuai7RHm3Tp3YDDo/ntmyZMwa47Ew8slr8n05bn04GAiO2wbe2W6vNeKW3CYJTnik2lNVcCwTbQV1pE5YbygdoFahdyiVgKPFOJ+HYr0Cat/PPJEMgSRzU9gJS7ftgis5AvkvDAu0XLSsCVbJ/iO4o7EFtdLrjr2Uj1X8/slk7+c21rZPvGe5YJ9T3AmsQcbMU1tp3MSJqsWbe0GhoKsAH4aNcZMLKGqEA2RzIz3SM3bp73zn+TIISDm5ecfnry3aQMoKHggVLKEmO7v3TpVs2Ljjg83fdOvtZVD9yfTvQBsvlilxzYaKWt3pXH2X9z4Iyv2ajUPkkaPnJ/HnrwIemgac+99pT7rrI9FqTqgyjaoPyP9Hi4qj348ANJIyahNMEIi7j9UwB4HoKvl5mrH9XV82HNkU2DgITkjN+7+ZR+cK3IGWecltzKstsZWmi+z8vyXk0RiXjAKiNdgKkGttEzCwCltrxwjvhxlHa9gqV/1/zHS8qEFzhtWnaECxGottGiTYjwPMxI77WfCCBLoNmm0XrQtYxnNVT//SiSKJqINibyjG2BihPokyQUEDDlagkimp7auKl5WvKN4vaUrrpISUmyP6NqfB74uoyhizCiTAmM0eK4qZPoG4AfFyTseGrz0609YIGJAQC1h07pymMBkbkLZKu7jnDIJyWC52q54O/W5FyPk/22227Xy/PZ08DQS5M29WwCUswgOMLfJw74t4k9ccP6JyT3J5fcYaOdl8qxFc/O8Jp5KkdW6Um9Xr2sWacul+uO7xRn/OPFRnus2GiJr/dApYuT4IKdd9ypWS72Ubb1RFc9sWFdzoYvYK6mBLWNJjtxL0QWrR17d9bWxRmf++6Jrxet/RK54O72228T2+hxEhb64uSjih083xQ60QVLeb0r70U879dTCZhK6y4C82gN1sBismvaj78ExBFQ+jUUgZ7tn62jNvYaKLcJQAvQE27lLEnI0sL2Wl8b+vvOeclgCdZVo6xpqvaZJ5pvy/bF9lM1Sg41cHU5+uijmq997WuilV6RQOiZJ57JoaECIhrWqe/wXA+EagDadayWGaP6qAcNmW09PqRoYYRG4oifbINin1QQ1X+tbTJtaclwJCfni+XAZ828Nf3Q0C9/5atywd9lKSTzBDlgWbRYfDCDgHJol1PWSao8scveJQdD3B0PgC3dauu0Dc5bagm37d1dbw+5NFkKB1w5ukkSpkj6vPUCYp/61KdS7lf6cNRRR2ffzZ7rmucDwBC3p1122SkdTt177/0Chtm0gKapEVmaBpCTf+yg+LeSLGXdOhK14DWQT+vpF4mcPyn20Ysuuijd1XX88Sek8ei8KDhE68XzYon3PUjU1l5UR21Nltan1+ra1nG0VqzAqH3Wd2vA3GVcETD7dkdpq4Q9NXyZkEykNskl1dk3oOVqgGUlXtTBLsRtI2BJ0pUALdIAbCBBBoa5kvRih+bHfuxHk0b61a9+PdnK8KvUhUi/VAsFUP2kRhLOL7xI0ygJHw+qGjkFeJOFni06YAqYUK9qo+oEn12z9LrhHOU0X5IWrxGbKLk/H5XDKk12jIb7kY98qLnqqisSiGEf7Uc10ZF0aD7IvgkA0u7yFdyNJOnzHnkwaaKLJLEILkXYjtVzQO2UvMN36vqU4vu5Ox7tWEDxkUcebd773v9orr32OkmgfLLUv0/SFvM1y4OfvMWekXxE9913f+nDyuQuhXbOgRk24KH8o7hfpdtDezZSqTM54nOtiYBoujWURM4CopgpuNrkpptukYOuk5OmT79rvFUToCVhaHmntDZL79YWvn+nVLZLm5SpAW6trVr9XpC0CZxSOxEOldqtCRL7jq7FMJTTV+KBKKrIDs4DkZegbdsNS4hII25jxK7asq+npH0PpBiMkk9eWeBHShjg7nvsKTk9r2q+K9v6Bx54KBkEN4ttFIfufHiCD6m6t0zMZ+rHqrQr0cyDZcRU1tmf54A4bkdooppMGS3MaqN6qyl3r8+Rk2oulWOMgMZs+ZerPXJGeElYIrHtBB2g3R566KECpGcmc4F6PfXPUDA15A6L7+Y26WQeQL/zjruFVvenPqEJ5pDMfMjDr3Ut0oOvHF1FtqkNCagQCnggYK7gquWXvezMdIhm6aZgxnf8rpRtP9eTPCgC724JJwWQcYNaQPKRuVlwzMY9TQ4Kky0WACUENIXESvtEMwnAzpPfBesXSCLpx5NtnKtFjjrqRdKHl6WILX6I8x/wzSCkOOK5SOP0i76kvCg/1JSQqB9d6/MKRGntRSGatXajNRpp71ouwqDSOrft2lDw0lpTIdW1T1ZgTLCBRoTVyekijaIFHcWzR+VGkZglqVuaYD8GC/I1QB4maj600F0r8LCNaFannnJic/hhhzRf+tKXUtglGYxmCMjmqJxZou3gzqSntoOY9xITd6XDRLAF4DnUwLMqgwYLH1egM844I0UTbdy4SwrH5MBpk3gVpOTMcvAyO6XKw3dSztdnC/jPy9nxF3OFhgDG+vnkIJXDIPnliuR1EhbJ70UXX9pce90N4u7DdcNcpyEhmQQWyPg51kk/vdNmwHnnHeU+puUrkjZKdBWHNFvJO3OxOXJC3tPiNGAhARkX3AnIJRCTLXVK8ddLJL1hw5PNdy+4UK4VubI5R8JQjzvuuATUXoj0TLRyHcncZrddd0r3aaGNYupYt26ObOu3TolH5oj9dAZjl3nbJPSY1zMxqCkBjXw+vyJMktuT9J/0eed/7VuSDf8GMfGcI4EGhydaa3KUtvDCLgu3bUcS7WosMOiibyvnwWTUdj1Ileor1WtB1Cta/lmk9aqw1Gce2KM6/Du1dj1WFP1Au0qoWjkrCbpI3gjIIskzFeU80dpANGOAbhGzdqFAivbEJW0/+qOvE03kyHStCOnbNj2VI5OyFjrI9oO2lw8e8k8eY2K1YjeeNbbGGT33GSKg1LEfRsmabvKWlMUrjuaSyu/MM8+UBX1E2uJSP+CTss+LE/odAmIPikY4Xy5p20rskzltXr7SBM+CuRKe+hSn5bJtXbToSclqlA+Y1sqvJghZKBE9awRMPvOZzyR3n5dIFM9hhx+anOohkIJoAvvk8tMkkGTrj8bIAc+99z+QTCPLeqn7oKcGACT/0XTBHdpgPiWnD6kfAqa4YPEublgf+8THJUnMd+Xa5ZdL9q2DxEa7ZKCR9o7NAXdoRJTUgQfuL7bhHUWTvlM0YzEtCDAukcMu/ES5lHDuTLLy6z1RTyVTgPUYUE+BJFjmr0lg+r73vU8SeV8gAuUUEaqHJu11IkD2vPJ7TNQdTLJwtLw76uLv2tZky1ng9GtYn9l//efas5qC0abkdVEGS3VE7fYz0ttJtipqtKJriVdH1aqsRIg62EYQ7d9UlxsGtxjY0rlzz5WG8iz8/eS2UBy70USJrydKRsEtcuHAbpfrSKupb0uaIAXl6ea0eHKIJVhrt3kaUsoKw0XooIMPki3lWWKb2zWFmipQk0CaxtA8D5A76XcQ+ybbcbbW2AT1pk7SvPGb7bo5kijFlaOR4u7TyxZPyjuNtUejfPe739UcnMIhXyKZnfZLoZ3atpUPjA8zAtri1qKRohHb3J/5SpGcXWmOgN1TT2UbbT4h1211BlHd3gOi2KP/7d/eKeB1eHPa6acls0VyveqlyutZU/o7CTTmJUsOSjbN28UJnxh/+qTuX5rXQAMSBvH9xNYjSOgLWnG22QKiXN/875K672px6TrttFOaPcXMkw4Z+wQwphzHWn7rPgwk+b0ar3dd/D/Icl13f0Vtwj3w9U1l/W11pS18DTCjCqItRwRkNQJ4SeC3GF2J16VcGxG61KEg4EHe0k/pwqInXpwwS+48+vo3vpFusNRY+bwIeq32wHO4j1lDmcDkOZy/h5+DlaftAsJ4CnA6jKcAgAh4at2qrSYfSqkFgOJiN/wb8R8lPJSTZgCEd/VQjEQp/Gr2pnzAgzaYXX00ikhdjkg2cvPNN0umpRfLlRpnpnym9DEJEHXH7xGAfARctwGYcj8TYM4FcSRKyXdEyeFQk22S9FcjmrLnAIlKclx92tYLyBP/vlECAa686trm5ltuTfZRkqRw55RSLmttWWBpHlaCAJYuW9I8JH24Q3KgJvvo1sslgcriNPZsp83hu9qHHN2VM/KrD6l6E6x+/LHmsksvlxj770sfDm9eJgEJ7FKSMGPO0xwkTuiz31TxqefnqN7nsi3fn5rJooQj2t9IQfP11fCptI5LGNBW14RTeN/BWgVdtu/aMa/hRlvzARAMS9pSO15LU+lsv+c7G1deekcJW6pDv/eEtvZd3U7lvKKS9EIc2dlCH3XUUenWyqvleovHHns8O8JzUq0gknwIZVH1Dx4mgicMlB/nazBw4G7EgTttk2c+m0DvULne+aUvfUm6Y8jT12/79KCc7xeIXXAH8d3k99Zbb08p49CkAFFADGAitl2v8tAMR4CoRjRp/lF1xOf9b8hVKhdddHE64DnllNOSU326wA/tuScMJKuAwKOko5Pt+c4775ji2wHR+8SJf8OGtWJTXS6HOTk9XfbXxNc0n5Jji124MN8PNU+23/R32RNLJRLqMbGZEl21rvn617+eTAvYJrkra7kkIck8kDPg86MHfQvFbWu3XRY1O2y3Q3PTzTelpNskg16+bEUCSMoBmJuflj70c6DSD+zC+ZRe/00+pKIRk9T5K+ef31wpO5Jz5eZYzBuMaVZfgAwEXA0k/DpS4Rqto4iXfTlbX7Tz80Dj11Sp3SiHQ9TXCOTtd1q//be0BkvgV/q+pASNWg/l+xpoCflrhI4IU5JsvtP2b29kL2m9UR01QLRjmky5GmHtSa+W89/hf/maV79SNJFDmwskvh73m3WysAhLRCvNyXyHt+TRfHDX04wZEgUlD5MmKli0VDS1fcSN5wS5dyiFGopWJuicXo9ORvtCyg0KB3je2mefvZKT+j2S+5Nt/YYn1uWQzJThKJ+S436EhwGAilaKC1fWAPMhUNLIiPzppc774he/LG5P1zSnynb2yCOPSj6WPQiTQUu7qb+gKqkAZ6WE19sJmN8jiZwflNP6hQLiOTQVv1NO6XMOArI/4X6VTu0BLDwE1ucTfQA9aYi9w6ZPyrUiOSTzJcn9bHHPPjqRh+nDbAkd3T+BOSaYVavuS76opO5LQCrzNgs7ac8+irlB3bxUuOBTmqKspDyHTfTnAx/8YHPxJRdLH+RaEakfOnYFr9KWe5xF798pgeFU1D1KHTWFbJw+dq2v1se2dkMN1CK9VlCaaC81SoDbpkX692oMYwG2K2NNdblIWtYkHqBygGR7303S0F177fUNCYW5CZMs6s9KRBOAsLnnT6fjS1pnzzcob7/zIRHfrZDT/3322Ve26ken0EKibxJwW/Na307QzsbJNMrpufxvGddpLNsqadCEMK4S2+ZWi5emg6HZKQN8znSkJ+WaqES3scl/c73YB9MVxLKl3vhUGuv73/eB5nsSUYS7zz6SHJpbALIymL0b1FOBbS7uRVuJy9F228u2XkwLaMVEVC2RfiS7qIDkHEldl92eskaq0UOAffIWSCAqZgb5e71EIpHP4LzzxD4qWiCuV9wdP9jKQyN1NyOrFuaQFSn4IGV7EhstiZwJV91qydZ9cwY0twdeAwEirla98FFMDeoSduuttzVvectbxLxxnMT4v6TZUQIN0O7VlKBrr7Tzs7zhZ9XzeKQ02LXdpS0ryGt90nLebai27trAyY6vpMXWQNK2XWura92+Pvo3IRJpHNuIVtwGetEyLmmmtQGXJrKrxJnqcm0SzPaXLd6RRx4hoLeHuPLckaKZWJzr1m5onpK0eUQRZYfwnBqPd9U3ctnSRXJAtVc6wSa6hhjvtKVM79jwTk1wER9+DY0fGzgmhWRRGLbHAaCA1kNiH71LfDfZVqt9VO2hqoVpDLtqYGilesiCXZV+sqXmUj9srfiP4lqFnXi22CYi5qRu/CrRgB+RBCW8B53UfzQfbmXtL4E6N4ZymCNb+0WynV6TDpsEPBdvaNZKUMAi+X6NRDRdfdV1ksT5ZpmHF4mL10niDSD5R9MNBGJK4cbORH0RWNwYKn/hLQCQPvooNtpbxesArXwQHhsKEy76I4KJ3KeL1vVttQsXyf1M4sN6ySWXpmCE48ROTNapHBYqO5GE6HqbgpGGBSbroti0i88ffInSOGo7Vy8MaqPookC1tRUBen8Lb6VVl8bGJXkNvKwWWqrfA6slYk3ijFKfLVsCa8rYZ/azlWhazpopWOwc9rBoOGC4T1LBEWr4sETIPPbY6pSfU+sDwNA2cQLfVe6NJ1mGgmUug/aW5aBml+9Kx752kTvZt8nSf00mzL/bCpAulwOVu+R0GW0McARINXZdNUKNLUcDJdJHHeL1kGeQVHltcvXhfiR8VE+UdHHQQmk1pIHjUiU22B3l7iSA8/bbOK1/KNkb6QP2R42imsHdSNJfHN3n9aKJ1NWIiwXZRhPzvjaFZa4TG+03BNCvTYduL36xpO4T7TIfuuFHy4HXwD5J33faaZd0sHSHxOQ/IDeophyopM2TZ5qkxfqvooFjUkkJStCEycaPeUPyonItyuo1j8tO5Pxk0nnJS85IgRl6tUnmoeGzgJL2WVI2vGbVVk7X0mTKReu7i6apZSIFLnpfy3Wp2/KV/TxqWxGGTNBAo0JdQM+jsy5yP4mRuty1/i5g1qZBl0DPMo8HR//MA6RtsyR81B5p20/+lvK72267JI2SxCSAYB9sZf2kBMZoJinrvd7Yo1iXF5m6iHoQt0LRfvbj831LZfWAhQxT2BsFmPYRlyDsgrjpPPLIQylBMqCmBzz8m22T3BbaswvKAdVCAX3N/algC/jiw/nJT366ufaaq5IjPlop7lUqDAZ0T3JCnODxHxXfTdEISRKCjXbhAkBM+iAaLprsTEnOvFn6P4cghhQMkG2kuF4BYAvEcwCb5AbJW4q2unrNupT78wpJmEKiFLb3aI4KYJ6mjGM/uXqEU/377rtfsuI/kMJdE5AKWM5Od2hx4Z78K/ZcfudhMxbteB5eC1yuh2YskUz8vU7CQh99bE3z4Y/gw3qJeC2clQ6auNupxFejCHjPq23ru22N1eorgVrUZum7Wvtdx921valoq28DbQMe3ykPevq3BU7PAKVFHIFqqT0PzH0tqmdHi/pRA3dbn/avK2HbmCDSADwNtA4FUz0d7kargRY87lbOM/2EeTVaEAEAJAQheTNuT7eJCQK7INtbzT2qCUo0jBUfTrbvhETmS970+mWJK5fEHnPmrE1g+Pa3vz15K5x77rn5ps6UNi//YPvtz438nX03D0xXP3Ni/4BcebwE1yvuRhJ752wBRmzLWSsEQHtp6ohkkhj/+fLvunUkDclmBTRJtuYIhquuPiy5Pe268y59LVztemovxT66TGzEW2+9VEB0q9T/h5Mf7aLk9oQGjE16NodsIniekv7MFHuvBgCQtX/NarEPS/tpm58CAtaLZntnc574sEKHs8WHl10H9eS5zb/9JN592qj9eJgbLS/zfm19e6Ff4v9SOS0f+Tn7drsCuo6mDdBra3AqwT7CO9oOb+VUyW/ByXfUL1j9u/S970AU3mbrGAcoI8AeB1B1/Dp5UeCAHU+tnKVlCTyH+z2gdE2wRJpu1KeJ5QY5NGmp1KeJz7Kmm53yZ4kGtr0A54rkuE5MPMmY1T6a3X2IauKSu6yNzp0DcOYEyji/L+TK4XQvkvwtCZXx/eS6YWykbKdPlrDQnSWh9SwJMR0kCcGXNNtqaYO0eStWbC0g/mBz5913yEHR2gRg2Cdnyuk80UYaY5/7ke+PB+w1kXJqX7b2em/U9y6/srnu2hua4497saQwPEHsnzv1bZMKRNBGD/fIckV6P7RRABjvinTtMterkCsW+yzhoGJS2CSHaXgFkJx6kYD6YlyfSJAiQmW9aKT0C59azBsEYpwmSUpe/OJjRKBsn9zcMJFEgrIU2FJai35919Z2VEfEMzUB3kW4t5Xx+NEFOEtlPKiPWrcF9T6AWqLYz96vq9Qpv+DaFqYFNku8SPPykiRKKKz1eRDVfkVg1NaWfccTuQRgNeZsY+gSTboyZ9SniUJwOGN6W58MnA+c/9OXsqAFlHbeeadkvwQ87hX76Hqxjy4lQUe6nTRHMKENEmufD5ryiTlguohL3Yhtl3oWLZCY8g0Lm8fEAf1b35K4cgDktFNT2rylol2mpNWB7yR14j+6fIXk/rwLjfgBuTlA7kaSS+awQaYTcvKMJgAahIhq4mRrl9X7oshc9SXx3bxGwPz0U0+TO5qOFuDH9Uo8Vjl06xMlhzUAzphhttlmefJaeOSRx5qNmzY2iyQefuG8RckRf9ZcaJBP7J8SmiRQJTy1Z1rQiCpAnj6R8elzn/2CHDRdJfbRgXlDgTvxdQqU1fwME6OUtJs1weqf+bXm141XbLyG2LU+27caGNpnVquOvvd1Rn3r0pZ9r62O8FbOEhFr4LklnvnOWwKVnvl+1IhRmoSobg9Opfa9dBuVLr7eydY3avtdGExpkX0FxDYpW2JSynHQcydZ4AVI2U6jCc4XG2jSSBfkq6HTFj9pg70IHg5WxFF+wwaJOuLq417aOrRT8m5eKpf7EV9/tOT+5HbP3OLAy0AXNH6apKzbaYedm1txvRKPgaUComjFADZ23FlSN0mc1eUJMMvhl/mKE8BM/Vk5aHpMgPAjH5FrRS6/LHkMHCqx7WiVCbx6hmc9e+NvHPkJY3388TUp/+kqoQOuX2SAwoQBHWbOJ89Az7NCBMyCfrYnzBs5XHb+/N7106IZk+GLtHl77nmBXK9yjoTH7p9omOjQO6T3O7ck3nrCpiYgbbna567lugvjzGWRYlBTapTukTIUrfu2cm1teXyI6usnEylVFoFpSVvtogHVNDlL1EiSlbQ+vleg0c86+JLm2aVcaVKsJCxJ6NpY9Fmblm7Bs6tkn8pytO/TmWmfBkCfNSDso0QaHXjAfnJqvyKdsD/whFzpIbZCtE0FJ64dTiA6GwDd1PPdzCfkqUzvWg2ABNvkPffcl2Lbr7ryquYVrzhXttQ7CAgO3Hv621c8BwQk0SyPkNBUbLPcz8Rp97JlWycgVZ9N/tXwTLwFcv8yoKsbVorvFyDjtJ+Q0JtuvkW8BU4Q/9Ez0gES4Os1ImgDSBIeu2zrI0QjvzeFtD7x5BPp2uVFsnVXh/vZs3O0WrYZY1ogLDbbhxlDypLFgZMAOdmebpEIsb//h39Opg3cngiPVTe3pBUbF7SSN4blp1HWtRUYvg6PBf7vNmWstgbs+lNerAl431YJANuUCs/3tfLFU/iu0iSSIrUG26SClzJeUpUAwgNWCcBGqc+PoytNdFFbUPeAXqJb9E4XDaDWViTtvdDx/SvNQ1s7gAK3g3KwdLekzbtfoniw6y3femXP7SknJ5kp0Tz5pF60QjlswWa6SPwlOfDRnJ85PBQb6eoURYQL03HHH5ti7LELKoAMfFi5055bU2ekgyhOxnMk0QMJiNJJee+COdrJ11Ln20XZhnP753xOxtc90QOyxQlA5817LIH5dy+4KAmGY489Pvlvbr/Dtj2yEeSgoN4TKOI9gX0U8wYuarherX58daILh0hEfrFdn5UCE9CKs/arwQi0q0mlcV3L99evT+aN6667Ll0/feKJJ8pB1rI+m+ra8BFoteQ/JaWnK6/7cqPaY2vtWL6NvFh833X8bXVGvF7Di9r6S36g/JZyFvqF5DXISEvju6i+6F0rWXTglgCWKCXt1UrFElhoP2sasG2/pmVGAsLWG022b1/p7gEpajeisRdEA41wULombHReR5lf20apbj2xZvHvsftuEl+/XXPzrbcIkN4rW2q53K13pTKHQ2lLm7RBybo096meBpjBImuCOVEIhyzZCX5NP23eK195rmyXD0p5N1G+Mh1zkhTtJ5ocUVqAKbk/8RwAQNFINTkJngGzZ+dw2uSQL65Z8+dtzPfHS6q+BWvF3Um+B9AAUUD9c5/9nARAXC4RVS9NvpuAXsr21HPBTzNAf6RfJGDed+99xLSwY/YY6HktkDqPzFKYNWZJH+bMAfw149Tg2mXaXbs2a+b4kG5YOy8d2H36059OyZxfLvH1R4jbkx4w2TBi5RG/iyiBhZ/TccpFOxbLazUt0a/jErbYtVQrE2m/XkOO1rL9rq1PEw6RahX6BRSBlR1c1FkvJWqAbNtTxmgDrxpx7bu1rYNvy4/bCwcPXl4AtNE0EhxtE+fbjADU06JLGcvsJVr7em1fNZExbUFHQOxgSZu3u4Sw3i5uOg+K3yT2SrRBtK6cMi9fLqe+ozl5sRykpNP6nDJuoRwykRf0yY2L0vUk73zXu1LMPI742B1Jr6fOq552bIcPPfTglGQkpawT+yjeAMS248ua2p8pt4amw505YpfclHxFnxBNcYO0j7M+EUyAGXWtWb0m5VF993v+XSKKLmlOOe3U5sD9D0wZqgbu7+q1kNMVqn10tbwLkD4ongMcMnHYxcGaegvQl5xTILtC5YxXRFdJP9jO98wMgDlmCq5dPkiucz5dggHSrakC/Gld9myk5IaNtMxobVq6dQEf3cV4gCzVHZWL2qkJdcvDkfLhtU+PUdEYPS6U+hThR3ELb4ngG+2C4hHY2oWnxLedVa1MB11rV+vympidJH9aT9k2rwLK2Pe8NLLtWvCPJq4EnLyXkx8PJxCxwsVKcu13qY2apunnKqKXH2NJi/DjKQk/bTP/m91vcLg/5JAlEsHzQHO72PNI0JFS1i3aKgFjBhAOV7gKRUAkOcFn16cEqPyL/6bYNNFO0UZvuulW2VLfmrIsnXnm6c3Okhw5J4TOt6PahciYiG1ny3u/ACjRRDn/qFwwJ9nu586WwyzRBvHSmitJSkiojHfAAuLq071I+IyiDXIFtGjH4ke6fsMaycZ/fXPd9TemLTXRRNuJxo3HAXFMNi8BfdHE2/ThLrlS5E75XS822KVyyARI56Qk9D+f7OcL9zTzFEA+L12pAj3QQtVG+r3vXSnuXzeK29VJYiM9KZk3cuJooT5zkK7gnkgTv4Zqa6pWNuKDCLQjMCutka681vX9LVWun1DZgpsdaKSplYjTJnlq0iYaYJvGZCVQBC4WkKm/psX68Vtws898mxYsrCbZRch4pvT0ifo01Yzg57dG81LbXuMbLjc48MHux1Z2mWif94vfJNno0ea47E1vyQQwcjRT3lLnQxc5pScbPA75vRR6aI4LRCtFEyPn6i1yN9Kxxx0j0UQnpzBZL8BzH/NdRdk2uU2yTd5//yqJbZ/ZrNh6Rc72RJIUcTkCxAj/3DhnUzp5R0vMrk+YFkiSkn1KOQwjtPXb3/52uhsJu+SJJ54kyVCWJjBWgWx5j7qT25OEyJLgBDsxpgHCdjUsNOWQmZHNHJrlKmeXyhq5ZrpSgMXUwU2x2Y82+7DiCZHsxABpCkYYvnQvms8a8EU8He2+uvJ+SQC39av0XOuLeHiUtkZZY2EyEVuBJ2hpgbWpvRHwtGk6HhRLk+sH3Cb9Sgvef68AbOtT7dFry/ShNoH63AKzb6/WTk341LTw0rOSwPHC0/dplPqieeF9om/I2k+SDg5lOGDBJoiWinY1yPZEVnw53EnuPQIaAlzYUNlGp620aKEAh0YTffrTn0s5SH/2Z3+2OVC2tfMEAJkTjfLK90XlvwEgtrxchpc8Bh5cJZme2FIvSdvgnCAEF6ysBaIl28TJtE8GfM3GT32A4Mc+9rF00PPjcmsrYaeArheUyVoqWMa10NxYuvMuO0pyk5uSQMG0wXY/hZwm96vNffMGf1OfmjVyvtbF4jb1eA5IkPax89IH0ua9WlIoYt7gLipVh9VGXRd6EyGktsuxpf36iPjMroXos+e5kiJhscgKqEgpoE5+fbkubUVKpPap0xbeDkAr89vjNtSPntN5MgnhSkJ9mnzCT0i0aP0Uc4Wv1qMSOpIkpX7Q/saNG1N/WMD0xU+c7QdlaVPjvu3BEc/oC23pmLxGpO1p4hDVJCyARUwRMZOv29Ov7Z02hq7V1wX08/tZE9W4fcbGPB122BGSROXRdEum2kfzdcPZZ9NmOtJTaetqRNTP42KfJKacKB8uujvvvPOavcU+SpKQAw/ANql5NwFPe22KHPKImeDQQw5NiVyIqHpQ70aSejEhaB/or9pos6tR75I7nN6Tt0CObuIzwP6Od7wj5R095ZRTk+8m41EQ6hkX0qETkVW8d/jhhzWPS0w8Gac0bR4Ai/+o2kc1UYnynAK6pspTcMVWu0o067e//Tyh72HNGaednrJepWuk+/6r5UxPXcEy4osImCNQbVNybN1atotCFWmaJfzoUp9dj1GfOqWzizrltTOrYU6UuPmbnNNyOJSQe3T+7M/+LN3Q+FM/9VMiNV89tP2qaZ3WXejzn/+83BX+3tTGL/3SL4nT8dkRfk74jvLYwsjMw4EAeSe5R4f7xrnhkQWq9krGDDDiUnO+RKpwdQWa1LHHHpsOMygLAH/zm99s3iWHHCRLZjyvf/3rUx1W4wY43//+9zf0m+/pM87a+lPziigJGD+4rgthnHIRce3iGZq3BJ95C53yjiqKyvdsVbfddkWzUrbU96+6p7npluy7uWQr7mfaSjRQopnyVnZ2+pztpSok2cIDqIsEaNZxW6YcuOS0eTemO9uJIiJLv4Zk6oJIwqlnpsTJfrvtVqasV/cJ8Nxx523NulVrRBtcLlqp2Gh7bWYg02QpOUmJ+m+q32rSEhOQrk5JpG+44fvNMRKOeab0YQcxX6htUunHNp8EeuRGXbHN1tKm+I8KD+KIv078P5dJHwDYdMhGjH+iQ/Yftb6jALfSQmnDd5ddellzzdXXJNPGGaefkaKl1P2rtAuprTm7tu08evcl+6zEFyq4SwDn+VLnrqTERfVZACzxeaSx2rZKuz/KTABQe8jiQdKjcaT+dtkaqDrNBP/5n/958573vCfZkQAsfT8C7QhcKIdf3P/9v/83ARs/JOwtgYnWr2COK8gf/uEfNpdffnlaeIAeCwYwfuUrX9n8wR/8QXKD4T00zn/4h39IiS/QEtA0KYtv3+te97rmT/7kT3rXYCxuLr744hTeSDuvfe1r02KzTMZWC5C98MILk5P3G97whr47mTJCCSg9bcYBwBp9x6mvJq2sruN3AOlvhOqsZ9OWni0stIV2G+TQJm3rRbubM2dB0tYsgGgkUR/EkrtPtpMukBP09RJff+FFlzTX33Bj4q2TTjxBwDrf295fFFTa+6G+ncRRn2s/yH16z933pvyjOMaj3XLfEm3RZ2y0eumdasQaDEC+UOymaI9og9hHb5S7kY6XsNQTTjpRrghZllpUG2nvuKd5RoTvHNG6d91Frn4WMMdGu0oikZIfrcT8J9/VniasqQNVG9UwVAX1HOmFvXRREkjnn/81yXp1zZBikOkggl3sCcn5XtquzmPvKpYSf+q70S6vWnHHhx7wt1Q7Hudq3atqoB4gI0nhF6J34tXGeddqoLii/O3f/q1EmfxbAiJfT6lt/V61Qpjr7/7u75or5V7wxJTCYJpg2EsOSwiePSpJev/0T/803Z5J+9yoyfYR52t+2QruIjk4f/d3fzfVS5KHv//7v0/vkWyYwwhSqrH1+8d//Mdkz/rFX/xF2bodmOxrJErGvsYd6Gzj7ITzDHcWxoEWy1bLCh/PHKM6KHsmGHe7UtNGol1HV9DXclYzpz7oj+8mtkkORNR3c/HiZcl2yiLXbb1u6RVANYKHu5LStlqyPZHliNyfpM276MKLm1e96pVpu0xsu/KQ7TOHTAD2nnvuJfO7c+rDKrFNpps65Vfj+XkXEEOoWpOCbqPXijasgMrOhFPzj3zkI813L7yg+emf/CnZUu8mHgjZPpoAVPhP49zhNehA4uyddhYb7fevFzC/px9RpRqxHjCpNqopA3OilGwb1kxU0AE3rve//wPCxxeKcnBucn+aN1foICBaA09dm+keKxf1NOp8M8c1jLB4EQGktl8CT8+vW7rcEIDWiKNSp6RudyEk7+pFX2hxaF9qK6yhfKTpUh7gRXv91Kc+1V8MdltvJ8ODJ2NF0yFZA/VzNcZ//Md/pO0ShwC/8Ru/kRYvl5L98i//cmIcjPMY7Dkt/cu//MuUw5KkFz/3cz+X6vr3f//35jWveU2KPuFWToCZ7RiaMYCqPpIwECfHgC/1/sRP/ET/sKGkwU+ltO2yS+ioFEy6mOU5a/MFJA6RS/IQVrj7QCvmxl43PLg1NJ9Uq9uTAgkgsmaNxrhnv9L3/cf7m0svuaw5RTLRcy88B1R6A0BOFzdY4AAzgo0+3HXnPWmOaT/baOWAR9yMuF1TnfDVtND3Xe0d+KCFqp/rarlU8J//+Z9T7tOTTjw+8QV1AaII/gGP5KQvtHfE4UcmXkw2WjE3MT409RwMIO5WYrYgbWDOMYCWLJfsifabvQYITOByOzmIk+fJPirjeNe73p0OmE4+8eRmn/327m/rJz2hLRVYPo52I5HSM2q5qahD8c4qIlHfE4DWtJ0IhNq0En3HbwVZIF/60pea3/zN30wMwZYNMIIx/KKugbmWBfz+9V//NTXHVg9GtwOuzSX1w9QvfelLk7bJv3vuuWd6he0eGgd9ZBsFyKPpsi1H46Df2CuJR8b3jncBcg4AiH3mezVHoIUApK961avSYtCfiy66KIE+43/FK16R5sDOQ2TK0OeWVp5Z/DP7js61l+KTqW+c9nWOfN8s3/AMfkHTXyqRQw9I2rxbbrktAUC6G0mc0PFtzH6fOctR1sQ4sc9XHushyzp5J2mpHDIJiF533bVivxaXI3H1wXcTdyIc+rPzeb4XSiOLyCS1ncwnmehX3f9Ac6vsGjZIfWScAqBS9FLvjiY9fMwHh4N7mgB+3Vqr18Bll13eS1l3SurDMhlTuuo4JdFmK51txvzL3U85dZ9c9nfPncmHlT7Q73QrACGheA3I3UqzhCZ6yV0eP3TgwCtfwczNo/Pnr0n20osuvkRocX1z0iknNi894yVpDUWuftF6L/FixG/RfEflvP91xJcRoJX6F/GmrgF/CB4Bpm/L7+J4PpSNSRdxpO14LbCLJhoBmJ5YAijY/djCc5hCfV3rZPDYKtlOYyv7tV/7tWTDRFvUQVOXSnTbDyvlOSzCpkldmhyC9+gjQAlTopkCfDlN2SOpj6oJ6cks9fCDRox054eDJZJOcDhGv/hefR05QFJ7LfeWc0KqNG/TNJVG0WTWBJulwajlorZqwmmcZ154WIbGnkgSEYATjT75bsp1GOr2BDAApoDdTC6aS3cjSSQPoCHb5AWigeECReb4+XwnDunrZI6/+a1vSw7Sa1JsPQ7oK3r3tqc7ohJ0ZUDlZ64A7C6SNm+FOMHfJ1v63AcOmvKVHkkjTXlQ80V6xPcDovCKHu6oiWHRoiW92PY1yTZ5udyLhX30eLnaJN0dT9vYJtMHBGsG03miZbL1h6/ukiTOxPjT1lZyFUm6LqR3R1SyE8uhVM7Gj/uVHLJJZFd2vVrXi/cXO20vYcv553+9uUKc8U+VjPxHHXVksulbfrRrs4svdRd+8WVKYGlBzH7uyv+lch7Aa/XVng1da1wbhG1Qy3mE94vU1qfPAAxcPIjcgPHY9trFouVKQAJ4AoIf+tCHmk984hMJ4DjB/u3f/u1+817DsvZDgFJtXzAaTGW1XZj9ox/9aNI+2aqxTWdRcKskfnr8qIM341N3HAVQbJvUBxOSXZ1QO+rCDgrQ8s41YsynnAKt3j8U0WtUsCsxnBKnVF/E0BEQ1hZHW18jjdPXF3sfCJ2FpviK7rPvXina51bJkMS2HuEGH/FvOtTp5dwkiocDJdVC0+VyMtfzk3bK1RqSAUpcnwCUz3zm00kbPPvslzWHSMgnWZOAzdwXTdqXqQEIc5snu4xb5IZN5hZg1DuiALRsg0c7xYc0Rw6pD2fuT9aIGQ8hothHP/OZzyST1o/+KP6jByRvApNgqadcSLYnERTkUT1A7PU7EeMvfcCPFj5O10+jkaZL9kjknBOWpEQpPVoM6JFvB1Af2ocffkSuXf5QEuzwLT6sqt0z7i6aqfKv3z228UXEZ/672o60y/ttZdoUl9L7/S18F6lR60Tpff/94ZJqjB/ASw+V/OJukxqXXnppskFyOs4Jumpw3mSgklM1a/1bgU8nXBctW/X3ve99zdve9rakgaIlkzqMH56hOfLjgSDdWdTTVNhiKsPhwvTxj388LZB8J/mZqY4PfOADfR9SBElNELXRfNyJH5VBI3DXOmwfuvbHazi2rngHJKGvaXvdSOjjYrGPHtw8JociCLaH5WqPDevlojtJp0fM+Ay2swJ8aI1z0MRS3k3RwgBOkjfjiL+edHFkehL74Ia5aafwHvG84LbUM8Ukw4EiGp3G19v+cZiylYAVNloAFK2Y9zUjP7ZYtU/OnjVIEqIRRRxy9S+76wEbJ+WYoDi4xC56ltyNRKw/p/Jko5+gwMgR/lYS7XTIIQc1D4ggIbKLfqCVI/g5he/3wbh/qSkBGvBc+5Eim0Qr51oR0gfiw4rysMceuydAtvNfmm8/bzW+KAFiJGShvVfu7JrWNenXUQnQPd/a96LP1jPJtzXhSo/Sgo00lIgIlgD+sw4aCQ2QMDH6nZ7G+vY9EZCYb33rW8XH76bmt37rt1LoHHVYMKZ+PYlngQFqFkxhHE7X+Vf7SH84jMInla06mu2b3vSmlJqNuiLfOb6jXW1bgVnHgLDArop5AVcW6mErj+8nZVkonNjrBEWSuwZIXcGqTfryvM3vtNZWTcOIvAd8+dK4/aK15WYJgOCSxIEd4IW3wyaywPeic+At7iEigTEXtGW3omyb1Gz0ONGjba5bl0/t0Qap56bv39Kcelq2TW4tF9blU/+c6UlBnJNrNMztRRsmdJTdCX7Bg5s62dLnQx11OeLfnPNzY08rJVQ1h6wuElNDPvBZJ7d0YqP9frKts63m/iXa1/HbNcO7u8jVJ2jE2Ghvuun7SdgvFiGT/EeFBqpJzkw5BnLO0bSVl74wbg32gD767FL8R+W2UIQJOUjR8K2ZS0EtWq9eIYrKejzRsXkAUx6w69fW798rtWV5J3rHgrRtSz/bcVq+nHAK32WxRQTyg/IDsQRTo7+W0S11pHnahYtWiL30c5/7XFrwSPwPfvCDCYyQvloWh3jsZUSi/Pqv/3rzxS9+cUiCAWxs/3FD4geARVP8nd/5neSPykk67k0AnDIrDMqBBotVQVP7jw2VHxYL7jcqpfK1xUckAOVwiW08B2YcWsH4LBAWXzRurWPU+RgXVEd9r6aR2j5H9dY0k4iPPC14P7v8kKiEe9u3Sxe8YRZ5QLazGcRyIuc+eKQDJ8AqR5nlxM0AST6x1i02dk1A5Stf+UpK4nyiHBJy7fIyAVK28zmuHJNCupwphWRy99KucqvqSrFf0gdMC+vWzc6JSnoHTcrzKSxUtvVZG802UtqDB/XSPd1af/azn5U77K9KvpvcFqpXP3uBR58IW91tt50l76rQ4c670x326yUqC0d86uO65/n4kMrW/qmeK5g1LTBu1UbR4rVPn5E+cFcVN5YeJhn5lwlddT7G3TnpHJe00FF43vNaaS2NW2fbe/1bOaNBjTvANkCwC6gUFRFJCYAKMGJLzHMc1z0w8zfbcFyR2CpHY9D2qY/yn/zkJ5O2ycLDpYh60Tz1h8UKeLI9AkA1VBMGBNTZelGnJhNWYGWRcMMi2zIWFdFOuEHRDnWpfTU5MffMAHY8Xmpqvdp/C2JWU28rZwHJLgK7C/CLw7dlbWL+ma+/1F/Pc1G5obH0csWlcjh19yoAzNCc9pXrhneUO5rYnax6AN/NpXKlxjITbiunpiZ1Xta4OJXOp9SqjeVrPtbLXK1uPvqRjzZXXnFl8wqxC5J/VDXBBJ49s43uUADk/fffL2VDulE0yAcfWtVsJTlQ2VInEOvlPyWiKh9AZjCfywHXWoBcnPU1wkj6s04SKN9/3wOJny+//FLx3Xy17Gh272uCA9poLtIZSVPkVoDHxF3q5puFDpKohKtV0MxTEEAvhFa9FlQrtr6sCqyAO2uNXRwufpdcsm/zGomvx29ZtVHtg999WW1Zy3i+qO1cSs88tvhyJcFea8uC5Kjlio70Xo1tQ+Ln4rmClN166+SoFsjf1sEYf04igSxhkOQAGICB8R7AZAtGEor/+T//Z9JeNUad+mAWNEW2/WiSbPFxb0IDBjyxydI36sUeayU0foSAMf57mAhYmCw4mBAzgWq4nn7RliMCPs+cEfBp3SXmqDH7OPXZPtU++361LY4J4+ghaDotl//j/sOtnIcLzR96SFzQxH+Uxb9c5pPwyhRfn7b2hGNmt6esfeZ8m/M4pSdBiPw7Z7UAm3yPsNPrhg+Ug5WzzjpTNL1dE09of60wgffgrRe9iBh/4ZO77k07DnW9on0SlJC+7umncx/S9cZpa51/yci/UAB14QK5tVTuvV+9+nFxkbtDXPbekmye2Ta5Rw/A9bpjTSid+Z+w1CVLXiT31sutqUKDtavWSiCAXCsieVCxCWvCFvVPzRoxvqPZCV8jmDSiCb69Ra41+SfxYeXKFNz4dpL0gQP7v80xMPhcm1O7TqLPXXk7UjS8cJ5MW7U1EN7K2RWF20AzAgG7WGvqtteMFDz/1//6X83v//7v912PAE4mEWf3L3/5y0myU4a4erRGDb2LtCtAk1BSXJT4wTZJSjDapk5AlOgiwjoBQfw18d9km0aIJ4CLOQE3JcrD2B5AeR+gpBw+sMoUOFIDuF6TawO7kUGmV2EXWo8CfLX67BhGNQ2UeMq3l/jI3o+Z4yLT4RHhjlxwt71cvcx1w9gTsQvCC2Rb0lNq9SPNqekEvOR3DdvXBXLNsQAuVw6vF79RbKVscS+XsF88KE6V64YxDzF/Gj2kmo+6yQGUO2y/k/iQ7pAA9PuiFVMH7wBOGbhMujo59FHb7KJFAqDci0Rf5MQeTRAAWyMHXhdddLGc1l8svPhy6ccpvbueWMYDN0BoiLEBrXIXMSltK25Pt8l1KHeJ0H+it/tBy1a/VZzwsx1U/UZzxqd169DOF4gGvSRp52lbv+7xtLvDJxpTF/7OaNhd3Jva8GIqnpcUj1Hq7sLbWl94K+cojdXKTgUQax26RcAWqdLELnjNWEM5XIisLdJvL7TPgCFx9PrD9tz/qJsT9aPJAtKAIWD7hS98oW9bBRDf+MY3JtuW/sBUbKmIzQeY0Wa079i1Su5LXZlgS5crHSx1Ne1MFXgqPbu2O6D/jHTt8jI5rb777rvkxPwRSdAhTvC9lHG6pdb4etXGFnK4IuCJVjh/LnH4WTvbIJohUT1f+cr5wjc3CHi8OPlvUp/m2tQwRUAc3RBA33XXnZNNltyf7ETmz882WlypAHHe0fBUdYvLZgUBtHnchbQ2acMpdHUhF/BtaD4rPHj11WKjlUNUQMymzbPC5Vk5wee9feTW1O1ECUheCw8/lOyw0CX7rxKIgCdJDpPNdtqeu1c6aCKJdO9v8S0l0onQ0A9/+CNyrcgVqQ9E3rFWrNdCaTtt11hXwe7X5TjYMm5btf4OaaChlO85o9WYt/QsWuB+4HoCyPcKKLbDNm62ZM/kXXVg1nrs4tXP1sZGG9/5zndSU7xbIq4CIs/RQv/pn/4pgTPaJIuBxYPTPFoxMdz8WGkM8OIKxYEVTv/aB5heBUDUV0uDaIsdgdNUl1PaW7r5dqcaJP24LXhawek/62K1/dE5JWqJXARrBIjIjpTTxfXybgpIWSDVOPN5ohE+sUDycso2OoOZ+JHKHUkcPiEIHxL3pY9+7BPNFVdenQQk3hSEVPb7i41U8izx88zmZ8QWKyGg+++bkpWQ+/O+e+9JfSCiCaCk37Sjtkn1NU4hqlx2J6GYBAHMW0fYpmScWj+ruUdu/XyfxLZfIlc/v1pc7vbdZ9++Rpzs6gLeiQbJvNFIkuclkl1qX7HtbiumKLmnSjRjzA0pPFYEBaaNLExyximEhkZV5fDYnMyZlIGc4qNRc00LN5ZeKJrxj/zIjzS7ykEWd0GlQzb50ZSPfu1Ff/utsp1j+6y0pS4pFG1ttdVX6jv9K+YD1cWtDGE1Qb9oSuBTkxJ68k5Yp6Z7w+WnVnetD9gxqYsfjQyyizEaz0//9E+nbYgHHv2b9mAYNFr92W233Zq/+qu/Sif2mAAwE+CPigbAe7Yu7S/beswALDwFJfVdtTQqAamV5BGtI4DrWs4DkWdazzwlgPO0Lv3dRSvpWlckZOx32pb+u1Rs1kceKXZBsY8izPDhBDySfbSndakmOEeu9Zgnl8vlSB6N4pGtfdraAqrzUpYjPCvwG8Yn9MxkH83ucdkuq1nwCd7ICgKa51FHvShFMmlwBrZ06tVDJI2tt1pgThAiACa/bJnXrMZGKi5YkvIOuzz20cNkF4QZCVs9WjPZnZJmnIKpAPN80IkZgXETHotWzGEVF+1xWyjmjBRXj604acY5+bQmSeGgjAM3dcjPpoU1qQ8k1Dn8iEOT69WOkrovm0oGEGPXb2ltRiBawhHP41uqXK2dCaGcNZCKFpsnRFdNlcnBXoTDMtpBRLjSQoq0HjQA6uhqi6EsBzwWIPy7lLHbWC0LQwH2gKnXkL3A4W8WBKfxvG+zD2ndeoqr9I1AtQY8HmBLWqEt57fnXnOraZ2RUK05G0eLRfvi+aWkRdT4zL5TEkhK25myqNlJYAq6TS6Yu1tCIlfLtnyFxLpzMV0+WMqn4Zs25euOdfuqyTk0WQm3ZaI1Ihg5SCQj2MvOPkuShJwsLk0572bKhGpyoPIdv7sKyBGeeqvYJgFzvbAOMFVzVD7ooQ9owPmq5ZSmT+yyKQeqAOnq1RLCKX188oknm+9+97spOc5ZZ52ddkXJf1RUT+jDAZtdY8k+KmnzCAvlkAwwX7dhXsrBmvxH56AR59yrgLGCOYdc+KwiRKCHhmYrkHIecNkllzbnnHNOrw/LJizj2q4lUqBqmDIK/nQR3l3b0n7270QqaT819TcCuJI2GmmAqrG1OXF31Uj84qu9Z7XM2oSqs7wto6BpwbOtLX1fQdRqq+rK5WkU0SwC6HHKRYzqtbeorWh+IzNLSQPW7z3t/HxQrlaH1S7byvXHIVphyniZdpczmr0kymbblMj5PtnOrmrWiubIllYBlBNotY/yWSOMsvZFco5sFwRMABj+/cLnv9hcd+31Eqp8XHN8zzapc65Z+VN/SRoi9k8E8cptpQ/SPodNHHYBooNDnpy1XrfVKXooXXLHaX2+O57+og0TD4/tVq88Pv74Y5ONVu2jXtDwN/Hy++67Z0rmfL+YNh5+6NHkC03qPkJh8RiYN1NuK00+tMMX3SmoanRTdszPW3z8qhEo2EdRHtRMEa2TmtCcrEC17dk1V1JWrJCJPut7Wm+KhbcLxSOwr6RtYfgOlwDVA1IJgEoEHAUsoz4pMfWZB5SofxHQ1sDXalm2nZKwKgmkWht+7iyYdnnPg2aXd7zGWwJeP57SFsv2uSaAa4Ki1FZpPGhmoBi2ySVb7dPsLBm2cu7Pe1OIJFoYF7jZbE85PHJWbwvLtjanjNM7mgAJtFFMO6TN47T8h37o1ck/dY5okoSApp/kQSD/SB9mS/7R5dLe1mIP3WfvPdOtCPfde3dyewJI56aT8fnJ60S3xNncMCe5HNGmaoJJi10oiUrE1nvfvfdJnon3yiHPlc0P//AP97b16aY6+bWhoXRHbiwVQbJi+crk93nNNVc1D9y/VtrP9tEEnFw/PZOopny1SfJf5VAr2UZz7lP1JU1mjhQWepf45L5bfFivaF4hyclx/0Jo5NEP0ga2CdXSeintvPxu1mOY1heVi9qKMFDLhTbQ2iIqNV5a/CVgbFso+l4UCliqs8v3Xdu15ez21I7fC5u8NrIPnJV2XSbMby9GrSNqV/ujwOP77sHW1hG9o/X5chHdI9poudqztkPDybQVz5eYWEQlxa5I1Bg+vnfKib0mKgGQ9GBp5iyydi3uO+brSbmCiG7n80HLetma39285S1iHz30kOaUk09J2mY67db8JClr3gDQACC0NU3SjVfIYrlSBLunHjAB6E8LcHGQhEaczAvYJQlJTXczcTdUTl6yaOPi5vs33pyylnFKfuqpp6bDTPqg6fKUT7HR8t1SySfArZ4ctN1zz30pcGSx+I7SDy74gxbMkR52KWgqkOvWPmmnPWC9RkJT7xAzBfWiEXNmQAir3WVEcxMJ3Fo5v7bt3/69LsK89o7yYZgP1G6PIsnuAdZ3tLZguyxm22ZkY7SE90DjQcOCWvTZg0hJbdc+RVLPS7K28dvxjSpF/buj0NPPawSolh6+7ogXSkKrxLxdNFw7h11At9ZWaaEAXBz02P4ACjuIJrpcQjLTvURyQLROrgUhjBOtarakyuPOd96xDugKHnZbjbbKKTZa4be++a10LxEAhv/o8hXLdDefTqw5r0+2UvkvwLOzxLZzOIm/MSC2XrRaTVSSDpjI4ZDyfmb77GwBzDnYSZMjPBpr3s4DZnPkZlFNYk4SbxLanChXm+CZgOap1x3rRhQg1T5gJ8Y+e7dcbYJzP1oxaQFJsqKaudqMvTChDkwBeuiGZovrH66D2EdJJq3bep0DD1j2b/85Wrc1RSXi/S58U2uXPkwI5bQLoqRhWaauAWwkEfwg/YKtLdKa9thFokTgEAFSrU92wdXAoFbOgmapnGoGntbRpFua2oMw3z/LqLX+lYDV06pkA46YLgLaccG0xKNRfdqXcEwaCwp8gSCypc5JQuakA0K8L9iO33PP3bI15pK7nPtTD3n0X93OAhps59XlBy00p63LjvgAyNVXX9m8RC6YO0ROzLdOdyOZTvTsvvSFOvEm2Xb7HdJ1HmilmAe26l27nLfz2W9zZvJTnd9sFADN8fR6f72c2veSh9AncqiSuu/KK77XnHzSyc0RRx6RNO90rV3aOeUk1vzwL+PZe+995MBtu3RaTx/miza6RKK9CDrQaCb1Y01RVT3NE61YD7vUVgqYIlDIQ3G5uF6Rg5XDLnUjKwnOEt7U1o7nkaiO0vrw/aiVK17pUQIr1f4icNVO1oBO3ZdKi0fBxWdnsu1F291oUdUkUjRZJU3SAqoHatuGlXJek1VAjPquz/yYvXZt6/BgxjPrtxkBh61P24rmsUu7NWDyWrWldanuSLhF421rt0tbkWDnu9kCRrbvyyT0kd+dxCXnhhtuSHHlW8sFc4SL4uakAGKvt9ZoooWiqa1JLj8LkyY2Zw6n9Vyn8aBkE3ubuBwdnm5s3XPPXdPNoym833mRACzYR/l9TK48vvaa6+SgR+6Olz6p7ybvzpwp9lEBvHm9LXa6cjlt6UkQIr6cxNnLgRD3QK2W7+66597mbee9rXnRFUc255x9TrOX5Ddle26OQ4b6gsM9v4QtX3P9Dc361ZKkRE74l4hL1jwZFzZZNN3NczZn+6iMHY+G9TJ2tRHnZCWLBUDztc9c00JeYHJbnPuKc5vdxNWPzFHp3qXku8pBW/ajFc5O4F4TuJGA9Ot5lN1erT679orp7HwFtjNew6gBZqThUV7vg8fmRH34piFFowXgF5faRXkP5sxbnXvSdgMNAB9LfOGwtWjeUXuazoV2/PLDVsletUHfMNhzIqoLgy0VbTHxMJGGj9rFHAG/zTRvgcOOx9ZRMlcoTTz4jAoWUVsepPy823f8vEegVxKiU7FDqAmyCLRr/fMC1wtoS1v4gwxe+I3CZw+KXZCs8viPwrMDn8lBFE/SSpP2tyFpXZx2c0KtW91bJCH0v/7Lv4hf6mEpufguu+w2lKBjWGPCNrm4OfqYIyXb1APNvQKAKf+oJCoBoOYuICkJcfWDJCWEkvJd/5BHQI0oqjk9v9YFAqg3yNXPd91xt9hHD09X08DnmmIy0U5+SWSttGGNHiM+rA/JTaH3ihP/A5IRf6texim29bzbyO2qOOTPJXVez07LmPMJPXTI3gzQZO3aOZK673oB9Puao448Uuyjx4kj/i5p6M+kAB6gM6cQ9IqHnT+dZ68wWV7sAoilNmr4NuEQqaS1dVkYflBeu9EO4qqBLYRrfTWUknhxnNqxEaWJCH78YoaZuROJJB1EBWFn4V0iPNj+/Mqv/Eqqk0mzAEd2Gy72QoMgpp0MTHYS2Kr8/M//fAJkkjZw3xH+cmRt4iZRtlIaA+1BjHb4hXHJcm5/7EToWKzWaheN12D170h7sgAbzVOtrahPUR21cn6MNU3BM7UfZ6QRh8zAAjcZkWptti2+Uv12PuAh7sIiqQwpCfHfXCJXuGCbHLg95UvesutT3s6m6zQWc6jDVj7fjZS3tBtSVq+vf/1byd3n9NNfKrx/erp6YyI9E4YkEObK4x1kW3/LLTeJjfZO4fVlzbLlXDAn7YlWTHubNuWIIvKgknEKdyu93oN+aNTefIm04vT8/K99U3J/XtucLmvv5BNPahbKNj3fudzLN9C3MjwrmuV80RZ3k/h68aO9jfSMd/duC5VoJmlrtrTJSX12u8qgmjPio43nYIA1a7KpgYQuGxdtbB6TdfvZz35eLlq8sjnn5Wc1xxxzTPKAUOd/60frBV1p3iNhX1sbdh1HgFzy965GIpVAs8RwtU7rOzANd7j/i0hfjNswNxolSWTJf8gVwgCfhldGBOIdEoCQaQnHXTRCJgYfPp6hKXI9AkkkALHf+73f6z+DEKSU40phJhfQtQuFz/QHrZY2bLIItE8iLvQaZksf1XD1uxwXXP7popF11ex1wmtA0zaXU9VWab7896VybWBmn0+2rS5A79sD/PbYY0+xC24v29B8Wg9w6N1ImjxZfSaTxvnkEwJm+WQewYrdUZNzEPWzTvj105/+jNxacHnKEXvYYYf0r5rJnk/5vzpHnGATfAKgA6Joo2zV842laqPNiZRTP3px7TmiakPf7Wq1JCfRC+e4bO9jH/t48z3ZUp8p2fAPPOjABPhqolUTQ8+JNq03Uvdtt90O6YQdOvAdiZzn4IDfs88iSDQHq73oL0c2ZdswB27kH2Bd4v51+WVXpPyjBxy4X0qokoO6sNMO7q33QrFN8HpB7QHTrw9bXy04p+8HahdQyXWISu32OdKGlCl9OR0wfm7kx4SBiAhB2rANJ2M7jEBMOdoo7g4W2FSz4zu2Un/8x3+cEnvwPdurX/3VX00JkGmXTDFcmwwIcmkc2iOJlTWszBIkAjLblpVGMC0+dRo5BPgSE8/fMDNuGqo9s6gsDfxCjDRPDx6lBd6mUbU9j0BqMm2V3LyUSe3OwdLTM6214VrAKG2/ot1SrS27iLr0ydNE3ye8canYAA9ZenBKUMJtrBw2cUqtN3Dm5BzZTpq1sHwr5vr1eRuvWiAgspBM9LKlxZH9vPPeIWGhh6b767lOg5NylEH6outP+wFok+SYJNK33nZzc6/0YblEVG0lLkfkHLWHXWTk19yf2WsgZ2PakAICcqjm2nWrm9vvurP553/51+bFx7xY7kY6R7b1u4oSkW6I6gOYujzlPLnLxWthWbNK8paiXKyROpZuLfbRRVkzH/jR5ogqdbpXAM1aOlt7/kU7XZ3szVkrPy1FdmFmI67fryE7/349eWzyu7CID5Vfdf1H7/i1k07hLaPUFp99FnWwjenZ+gI4SBoIyUVwv/ALv5A0uje/+c39K4ovuOCClGGmhPxkNiJjOP0m9vcv/uIvUiyyghfvHnTQQSk7Esl1ubiOVHR6qVtpIpQONjLIggD31GBi0HGi4ZLaC2GADyEx0TCnvlPq/yjanp1UK1AiEOz6vPZuVxD3ws2Dof5dEsaR8C3VUdLWfR2TbavWpwnCIH+RstBvtdViEf6r0taeQxJ2QvBBimRKjucaV57TxuUoJrbbg0xHJCnJJ+UCIHKtCOajE06QmzrFLohtUtu3//J5pqDrDnLl8TJJFJJ9N8XlSDTL5HolIZdso2cLSKlpoe8Ez7XLKSnJ+l7y6MeTprpATvBJmweA3XrbrXJKflyyj24nW/Zkjkx4oXv6rFCReWqHHbZLcf73yUHbKjnoWr9G4uu3XiFb/nz1M4dus2blxOEDH1KNolrf29qv6QmZ3KfvXnBRspHidsXvSjGfaNo+nSsrvBWf9KDabrtreBUJ4hqI2rqGbuUcZWH5shEoeARnQGiWTCJSRq8MRhodKUZkfhg8GqZnFP2bHJ0kQeYQCInPNh4NVCU0/UC6kyGH2OC/+7u/S5ood7Njz9RDpWixRtsAOy7eVYDkfRaDEp9/1WAf0dHW7dtpe1YCq9J81eqz7/hyPGsD99pWKWrXMng0DqsJei0i0hJrdXRtqzY/fjH5sna+swu8ZPMSPtht191SAg20UX6XcnIt/KlZjeB5m2kpg+ggw9GGDU+kLT7lydmJsvGZz3xWTFEXpSxHRxxxWOIvHePTT29OvJy3tlzpkfuAfRSl4W4Bcy6+22YbufO+d7ik4aHquwm4LZDkyekgSvq3WNpEGdC7mfhMykbW0ete97rkjD9Pko3oWstrMkcF8F26NXWvvZMLGFFd90tU17Yrt0/rhBN4dcLXZCmDa5cHWrnmPqXtdU9sbJ4V89z1cvLPVv84uX567333Tpmekudsz23AK32eDxQM/c6T771tU8E3wodobQzdyuk1UQWttkVVY2rLgBASJ1p+bd3YMJl0nRhA1mtvupjYNpMNnj6xZQd4o4XDJJE1m3vnIT7aot71Hi0KJXJpcdnvS8KiBnT6Tg2kIwCKtK82gIzaGrXdtjltEzbaB/tvBE6+XGQiiugd0aVrW3Zx+D618brvr+ULAJLkOJimbrvj9p5tklBPuYVTDlBUC1QAmSMAOjfF1ecs9PPnA175orf13GUv62WtaHLveMd5zX6SmPsUSaB80EEHpIMrzAjPPku2pZ7HTy91He8ffPDBKeIIjfj+++9L4EUiaZ6xVmxUE/ZJm1lJgwL0X9YOYI7ZjR0cl8ztv/8BYpuUnVY+IO+JkUH0HeaCQ8SOSy7W228jD+vDyRsBG20+PCKRNIdMPW20Z6MFPPVuJtpf8lQOX50rZdcJfS6X3KMrVq7I99YbYW950YKpV+Asb3nwtSBr149VKiKFY4Ibk18YkepbYrKIqT2Se42D50grTsaZXBgQ51oPWEoYbE1EifCjTssR6FEXhFaNE60A8LVaYyRlSuBaA0f/TqRJ6UTYZ3ayPeiVtDGtxzNHNOlRW6OWs4Kua9/1Hct8XtLXmNSOscbApTra2ops0zVtvCSwIoFA3QDcoWLHfEgSF3NYeZ+4/HB6v1jsgmhhqo3OFts5/pcpHFO222Q5ymntOLGXf7lTfh5XL69OJ94333Jzc6jcW//yl788XXmcF71qYlkTzaA6Q3Zny5MpgcOdG2+8qVktQJj6IAdY6YReNOCBfTZrxzaWXeP66SsAuuGJdelQ9W1vebukrDtCYttfkS7zy2GhWRPN2hvXT+eM+Cskvn7rZdskDxluOyUx8zbbbNvXeAHR5ITfuzV1rngZaDAC/Zmx9ok0vmeazSkZH1Fh7DxZ19lfNK88izuYA1GWMEEA3OToRaCgFZe8e7rwuF//2mY/G1MbmNgFG4HMOBmVeIdJIZcnfpccxJBrkxAyvziUWTWRK88hPkTxZZWoasvkkAd/UzRQSwg+W//QaIwW5PxkRcC9Jb+LtL4t2V6XumsaW02g2rotMNfGOJVtRWPzmkzbmvD8wPt5W82tnXLt8sptU7RRimYSoY92tayXoAN3nzmSnGMG1w4DaAAY3yWXH9VIRRsVe+RCcW1Kp/ailV4rmfC5H+mEE4+Tk+qT0gELW1ramyhQmnSAiqvTvXK1CTs36sH0tWBz9l9FWyRRCP1OPpqEagq4YpPFpID9lBP6eetIriwHTY+vkSTSVzS33HpTiiQ6XnxYtxE7sHqraGZ+pR1JW3aQq5+3kqQtKD7QYq1ERGFeSGnz0tUmYh+VMaTP4pgPAm/a9JB412wSn9Ictw/YapRYOHfy5Y03fj+5GV4l4ImrJOudMaH54t3wm2/4zSTcrF+pap4lfvRKg297aAtvH0Yqrkdhi9y6/e6iWWinuF/mF3/xF5O0ADT/6I/+KGVv13ojoLZ2RoAxOjjQvvBMgRZpbF2S1Nahz7Ueu0hrNCgtrrbtdUTDaJxeI21b8DXgGadPo9SnQFLSvG3frY1Jyyud22hj52MybZV41PN/WC5loktZQPp8GpXjcRLgYn/cfbfd5W4k8m5K/lFJVLJx44Z0z9AC2dqLCbNZQKo88o4mX07ZUqeYdrK/iwbay705T/6dt2ZR0gaTbfKL5zff/Oa35bT+1emABftjr0sJgLCNqiZOpvy99t6j2Vm29ZyUA2RLJe8np/jYYsmQNF+04Fli35yJFsgBFwlMZOu/kJyji9Y0C9bI1SIC4IRwosRwyPPJT32m+dq3vtO89jWvFG+ao9Mpuqy4TJe+digDlM9LpP/77bNns6/042qJqCKqa76YNdCKaY+bSWdvekZAdHNKeE39M2ayfvndnMZCLlTAUPlAt/G0BU3+9m/+Jrk1giF43awUx//vyT1Wb33rW5PPOWD6W7/1W6k95dnSzqPL7o06irHwkfYQbRsj7S9a7LbD6veJfybgyYk5F8Fxyg3I9QlkY8t6lWLbQR1HY4WZ2JYjVRQ0tR3+ZeugUUNc7gbDpInoXajlAdKCokomtRuVtJ9oG2fHavsTgW6k4Ub98u3b9/xnS38/j13727Wcn2ttr41eaZEZrcn3OXoW0SCirwXiGiiXNORSO6ktdYw0Iex+Xv064Tk8hxscigJA+vAjjzbzBCQQ7OyL2MbOFgBbNJsDHdna97b68N8iAVR+Adp1crXHAgG7tfwKaOC7yd1InNgfLi5Nyq8sHe3HDMIgBcdwqN9frjxGK71X0t3dL1c/A+RL5BdQmSPa8CzxS50tgEpYJRrhArRSEQKLpR9LBKTXcL2IfM4RRfOSVv3BD3xI/EevSGcOe0tYKM72Gc1xvcrUSZFFPTstyc9Xyqn+KtFG0UjJ9kQiZwCYE/4NgCduW5InK536E8opytD2K7cTrVU0yJxONZ/gye/Tz2xuLvve5enCv2PFlfAP3vQHzS4775LafOnLzpJcAXOaP/r//j/xs72seeSxR5vt5drpnAVrePtfnfcUGZV/bLkJsfBawDOwXVD2gMdqD9FCtu9p/DXGbW7NZMCAIU71mlSA9vVmwyg2nO0HW30ml+0/kUyEbaZJEiIPTimfTs70KSONEBBbiIaKUh4Jj5rPqT7tUZ+VOrr9JxxTnfqjw6o+VQ1xPfiUANFrXonlXNham0Y/aluhthScZkaauGWgqO+eFuP+XROg49b5g36PMcGfhEPCww8/8nBzvXiioA3y3UKJCsL+Nwt/TXH3ydtZzbg0uEIDvkVx0JBQQBT7Ir8A9Ot//MflAGmHvE3t5dzs77Yk0xLb9ZUrJfenXHv80EMPpjuiAEEShpDBCXvsLCKIBEQxK8yXLTVhmsS2cxCGNgvQYUtFecmp+9al9vGs4UqPV4rLIACWzApGW9cdIetxB7kxFfMD2uaN0ofVEl/P3zxD+0wKjIApNQCEOYBBvGgkI5b+YBmljc1yCP39G25M4zj73JfL4dUu+ZRetv0AMFedsOYxYWATJsTbrrWIN/yaLSkEQ470Na1TG7ELvKQl+AWgwAQAYQTGWZ7II8Dzz/7sz5IaT+owHRQaJUzlFyl/w1gY0fEDpa6//Mu/TKeeGIrV/gQwEtXEwRQaKOCJdFR7JwzMhDDxgCyhnEwe9VMeYGcy+BuNgbIlbcnSJZJQXmKNI+V8HdHfUdslDavWp4hRunxXo499FglmC+rRZ8/s47ZlF0qtT1NRztJYwdOunZXiXnTcccvSogZEuZeIJCVc05Hskj3HdxziVdvLmZ1yRiN4cnBPUT65x5Plb8Vt79gXH9Mcf+zxouWtTD6oSj87ZvxH4W00YNonZd2M1TOTrRKtNIeCCpjOxP7IARMmBnJ85oxTPoFycjuS9XSFnJTfJnH+J4rvKEoR48TeiwaZtEppVyAxaaOzBKS3lXVHhimSrNwjtAD4N23aKAAo5XuHZKx5dqm77boLOmlyO9A4/Zx35NlEo5OlzaNeJO6QUiRpvCnHqdQna1oP9xabCMESKLatWcsfQ1v4EiB2WcBec9J3EtF6WhVG3Q996EPNF7/4xTQgQFPj0LVTgBz2i78Re4a1Wdq+YePAuRcftW9+85vpTvg3vOENCSjRJrmf5n//7/+dABZGw4eNZ9oXtEpMAZzSAbQA9o+L5IYx0I4xRPMuTIyDPnXoj7WVWnODX3R2/JGEi4C3Vq7tmTcFtJUf97nXYKNx2+8iJo0EY0SPruVKgkuBozRWW39No/blPMhHGrPymh+X1WzYGpNkmVteb5WbLQFTovIwNWnEDlmIbPLi7FOZL6ADSNEAATdi4DdseDIlDCFl3QUXXNicffbZctBzctq6l3YUmjZvB7mf6SaxjxINSL1cMgdgZx7H3UgOnQjLFDOD9i2HgWYN1II7f3/8458UR/jvNq8491XNUUcfmey56jcLqGmSEpzwZ4vQ2GP3+WIn3ra5UU7Q9WAYWpGYBPDEXREf1JzKP1M187yYJqQPP/dzP5d+s7Yt8IsnQDrBf1bi/K9JgQnUsVwUM10r/Xk1dY66LorZmEatyG5/LeNaZsMm+eEPfzhNUOlHy/OvPyBSEMWG83/+z//ph4CSKBaHegCQ99R3DWD8mZ/5mQSwgKD2kcgOIqCwuwKUaKrc9Q544wbB+/ycJlFH2GXTdsLYQLTvgLVfIDUN05atSb9RaV8DkHHranvP979NQy+BakkT7KqpjtrPaA7G1Wgtr46n0cppPdtTASZs9GiECHAOWLAJLlksQNpznge04E91NyLbkvpvzhWtcMG6fNlcChGVshvkBP0jH/2Y7PSuk9P6k5P/KM8GwiCncU5mRDmooa4DDzgwbW8BmwcexDYp/qOijc4Xd6p0Ui9AOlPCOpN2jOtRuis+X+mRo6jksCkBes64hFZN0Ashqmij28tpPGCvWfjzXAxglXR7hx12sGz/d0r5R58ShYvdJVFOmDMyvfvWy17vcx3pupQeELKGL5N8o/eKD+z9Yuv9ypdz1CJh2Gj5VqnLbw/bQ2s8SXnL+0N3InVhRitBU+PGfta2ZcxbhbuzK4HriGVsnWirVflBsWV/5zvfma4r+OAHP5jSzOm2m/dxsidUFA3X1qfqPqAKs3DyD8NgG+EZDArjvFLucEGLxd6qvqRe0wBA9QDLpsSraTM67rYybXPR9fnzQTO1fOI/156VNNCaFtzWlqVbFw3U028UTbU0R+p8rj6cABh8h38jv4Q6c7sm+UOXLJG7kUQj5TmaJ+CQ/EgB0F745wI5hOE6j/Vyhz0n5SRUfmIxafQ2iF3yRjFJXZ20rx/7sR9L9ZMzWe9YyifZKAIScip1bit+mitXbNs8+PADycy2dvW69E7/bqSZ2byQopnkUEs9BtQnG+0zXbss7leME216tYznc1/4fHOKJHE+WIA8OXf2gFPvidI1xrYeoAU4N8sWfIaokTnuqAdccjKfbhMYUmh6z9ndS6P4m75F4vm/e9GFaRvPnKEMEQjQP7m3B9TJKhAfEvk59IpDNSN9xABtGlZNmrMd1hh263+p7WjdCrB6aKN1WgADvNiGk9npv//3/57yNHK6CXOxLULLZBKow9ejttJzzz03JTMBQHF4xnaKdouxmi2/arR6OKWLSTVjtAZi4emXJoiwNKtt9ezC9J+9YIqElgeRUlsesEdpV/sR9c8+s58jzbqmnU1GAx21LQ+enmYRv4+nWfoFPqh5UF/e1STaCkiw88xXbDybDpmIxkua4AOPiBP7EwmU4EfN17kQH2gSlYj2Opu4drb2ZKLvXTKnWY4ov0Hi8/F2wWRGngjVBjOA8zu4n0h5bTs58V563FY9381V6eAq3U3f64MPTdXwUA6YsIeShenpzU/3gWm2jI3w0n322Su5avW10ARcgyz4A37FTCq0wcZprl4BTAfznp7IK7hKabKVZ5Md+WdlO3+OnJVAB3aoF0g46m+Jme/3/vBN6bbUEmB6/KqVo69Dh0gWqCxz2dNtv3AtuPSlREH0IkEBJ7+oS5LaAqtnZM2spDYcTRRSikLRuiwIwwSAMCd0JLWNpI3XUrQfqslyEFb7mQpN02vipfa2RFsRSFmAr4EO7/qQXA9ifl5K9dXGrEDU1lab5hoJhRJPeH5s619EM+XVAZ2yJkXd8DUCeqedNjS33Z7vRkILTPcSsZ2XCCCuG0YZmCm2QU0SMo9s9JK4OWc5kn+NyxHA9lkxVV0uvpHcjXTSSSfmJM6p0b5pse96xPsoEigVeLzcf/8DKQsVV5vQB43sGZgWxHwg2/2ZUufj0tazcmCEHTLPzwxRUJ4SlyMxWSTtr+cvyueMf/kHgdJTUKFDOsnXA6h0lpIjrXpF84FSuookAyvlUWbOeMkZqQn+RqP/S0k49OGPfKT5+Ec/KmaCw2Qrn819Fg/6As15pUTKin7XSQONtMoImSOmKkl5ZR5fd5ctUqmMJUaXhWmZ2tdpF3+08Chf07Z1MmwbdsLawLq0IH0d2rdokkt0snV06ZMdS2bc4Qxe+p322Qtf2w/PN1a7rpWz9GjjPdsP7Wup3VLf/fd+3FEfImETlctQxYLPPdXoHS+seRcH+Zx3MzvirxLbJOnvlpBtqRdXTr47Us7lK4dzAuPkR8p1Hsl3Uxzy13Lx3Dw5N9iQzF0c5uICSN7NveU6ZRzq1aTgeQ/gxkWKg6ZbJCQa9yfi+9GKAWqANO/0SDQyq1klB1GYCHDQ50jnWfHTJKCIg6Q5uBZlnEzj3rwZIuRtef+nVyD5fyanT6t1oqWn2Ug0pIFN4opIgADXluwpgJ+SjXCGIootp/FLJLHLf5ME6R+S85drr7m2eVSiElOeUeVl5kL9e3vfeV6O+IHvJoRy1hjKE9b/HTNLLuWZK2I2Wy4C47Zw0QiMIwC3izYz8HAYXKlvNdpEqr9vp+ukjFKONqJorGiuavNjy5fKjdKW1qd0qYG5n4M2Pqs99+De1u5z0Va9jQFwDPNqvg+IH5ITr1i+TLTPI8T5/b7m9lskUYnE12+9fJt0iDN/Poc63EuU/UbJvsTBD+nsNqxfl5zw15KcQ2yl+G5qxiMcy7G1sqU/++yXNduLc7vSzyoIfAdQ4m64tdhD77tvVXOLeA2wrcfGmU0LXCeCbXVzs0ZskJnuGeTQDvlz2223SX3MmNi7poNkp6nU4NqOwaF4FtRD/JjK5jf4IdyT8wuCcgDx93/wA6k/fbW6t8nfTuyq/Dwl5X3GpVH4yfNXeK2xMjT/em3FM3sX5/JxmLSkZbQN1j4vAUENzNs0la5g600JSkvf/5IW6zWntnJab00rLvXdjrkE+p4XLB+00cTuDLxAi/o7zhjs+D2Pdq2vxlvRGCNwbqNF1IYVMoO5GAAQ3yUNT17eWQ41Vyxd3twtN4WSSHmDHNoskfuS0rXLcuXyzHT1smzpuVKEU/IemKL9rZYY9JztKZ/WayQRvtCcAeA/evTRRyVtV88JEpAmHOgdGIsGySn5iuUrkkZMjglMAzkj/yI5uFqXs54BjLJdz0q2aIHiVUC6vyG8SBjYswVnBstGWbbl8ueAvoMt/+DQPtdMPxkLB8IIBEwNuD1xGKWmiac3Pd18W66W5odkRZhBhjTeysT7OVbBoq8Ur/TwwGkrsgvORwv5vnjE9gBX0hDGAd0t/U5pcUQLtKb5RiBvgctK/wgMonHqIrPtRnNh69N3Mu9OPIWMxuuBfbI0r2n7k637hfb+RFpoKGS+vz1jkWzrJbkI2Zh2kfuRbrrpFklUcnfKvrRUEpWwFU+hmHKhHElKCM/M9lFcjggFlcQgYr8EUPlXA0qwE37yU59uLpST6x/70R9Nme6zXpjvq0/HNZoCSZBpwcJ5zQEH7J8SjhCFhIcNuUfRStPJt5Rl+4z2ST0c7JJ0ZMiPU8pxGEwE02WXXCoO75uaF4m3wMECgBxGDX4GvNnP5WxO5jExcBsEidj/5q/+Oh0sc4i8OSV7btK2/Z/+6Z+SZnrqyackW7I6ceXeDW/h2/jGzlP1TqS2LV9NW9FOWFsnxPKL0n5n0Z22dYH7dqwKXgPgqH8W8PW5TyRiNYJSshLbB/1s29P+853X0kuAG2n7EbhFQsnX2aZll4DQz3mkCZeA2fe1SzntdxuvaV1bslxt4Ux1uyUhqnwzDB7Dhx08Q/MCELg/aXtJK4f/6IMPrcr3EonvJqnw8r3xORs9uTcziEpsfS+SKDm/yzZ/8Toii3KCkEclVvyf/vlf00ELrj977bVHqhOYwa1oVv+ER5BJ0GerJYuaIyXRMtvo2yUH6pq1j8sWOSf5AS2xy+65596SjPmIXuq7nIIPIP/C5z6f8vUS0EIf0VwBPQILflLcD1/1mlf3kzCr4E+n8j2rR+JNbgCdObd57WtfKxn0b5O7pT6dwsTx+GGc9AszBXX/t5/92eYcCfXMrgc9dygVDm2oWXhezEhf2vb472vbo1qfItVYF6BXk309PNd7iTwgKqNHmo0FOEANouppvrahZfiXuq0PqAUTLwgseGjbdhtvx1Cy5VrgHoV2lm4RaEVCZty2ajuKcXgw0tQtWD5XO5SpHlcbGEfj8rSwJ865PpAjZ4DXH3iMLTehz1zpwbYacCKSKMWuJy2Te5myfTTfCDq4m2id+Jri9K63daYkzuIAj+vPDTdcl7xTzjrr7GT/TLjTUyEHPQDMZ0gfVkoftk7uhPTwAYlxB3j3E3/sAw88ILkuJVCVSlh3X/nSl1PqSk76f12CYLjEDu31O7LV/qTcssudZ1vJ4Q83SwxhDH1Q+2lPc0TTxfXxjW/83XTH/cWSxZ8cw2jV20niEFy38DrgZJ40fWm95EXTO8/DbBDPWLQLsyWr2ZgiDc4CVKnyGsjq+wAgE05WJSbH3kkdbUM9IKqNhmQgnMARB4yfG76cuCXhLnXAAQekGHfragXDsd2gXX4oCwN6cMSWgvSC2cgeo0BLG+p0bzVLxozfKfYVGMcDVElgpGVhnXp7f3saRH97gWBB3NZpy/nPtTnsUl8bYNcEbPQsAvauQrprW6V2dS5qoK7jHadPNaEV1ZcFsCZKVrVLgbTfkwQjbNd33GFnuVRu6xTF86Dc3b5egJBrReBhBU+9k0jDQ1NSEgFQDpngW/VnTtcri5Z2twDiN77xjeRStd9++4rjPLH1g2OeITAR9yXc+raTRCE40mMmIEm0rh3lvQcfeLB597+/O53U/9//9/9SKjwN3zz6qKPlmuatm3/6x39KUUx4Ceh68jydkqVgKmBDLpooF+qhZRJx9PhjjzdPSdABngI5bV8OS83o2bOA9l2nBlmj7HgiPvBrte8H6rWiCZ01NjK76Lsykr5DO4AX8eYQCCM0oAOhuKMdv7P+QGOhkL6lHrYtf/3Xf9184hOfSKeLgCmDRoqivjPpRCpxl4vVMD7wgQ+kUFAYlFDP/yeTyDsWpLmoDlcP/EuJlwccmXDuk2fbES0GopbQBLiWmYQnTFwEMKVhRVpzVHZLbicrJC86H9t3PIPVxjTOOLr2r0b3cfrkNdRSHbVyXdsdrEXj2tMbULZFipuO7GX7Qh9MYHst/LxIriLeXw5KyIaEbfIBUVLQzhI49tI4qt9mvq8p20PRBNnC6wm9riXK4vZ09TVXChhv1ewuCT0G6tqgf/miOfqV70bS/KSq2PXHLv28SwIErrtOLosT7fY48QBI4+idwi+Qd0895dTm3877t6QQoUXSd83Q5vEmpasUU4V6NnF4RIIUfjNYsudXV7EBzfhO3fDzp/xT0zjt/Cmf9zXQURhfmbO0AGoLA6Aj8ccnP/nJ1Fl+iRZ473vfmzS7t7zlLcm53dpO7cCoGwZD6yQckwuv+EGLBbCojzaIu+d0EYCkTiI7FJjRUjXsE5Ak3p2M1VajJKmDZpjhe6UPTMb3/PhoKq4SoH9EfRBCSqYoJKCfdA++fmHV6Mczqy3rXHgB2GVuMn9NPDyy30dtdQV6rcfzlgdcW5+3R9cAc7LPPNjV6quNwY9n3H5N5IvE+X1/UV0HeJqnWWMrm45DBpnwtQ40vyOPfJE4v69K99c/LIoKQASY6nXHKA1ZE+WakZyNHr9Rsi899tjqHm9k/nhyw0bRaOWAqBc1pGMc0EXTzKk7EsxlTs+V1+Qr1uc2omhwWp7WuTxLWmTP0yD1q5fWjtBVXWueX/l7tvi8ZgBOpMpmN3sFsrpB5cP9nv2zx/N66m8mbFShXj1EihhhFKbz7yMtSNpB1mgIT6YYrhsmvJM73vn3U2L/+LVf+7VEFNuWDoz39P54BU+0PZKJcNLHc+xAaJBcf4wUBsjISA3I+kUNaL/nPe9pjjrqqKQ9KpNGvmIK+Go+AJy5EVTtqYTeffzjH092IK5SxvkYkLc3eY67uNoWadcFPmr7XeqtSe3STqYmVGq7mlpbnkaWZyJBoPPpy0U0GrXdtp1ZG80GfdIT+InaqK9DNUP7/Y7i/M7p94Pi8nST+G6iOLAO9DoNvegOICUkFBB7UFLLKf/zbz6M4tqQ3hbYEGjQltVGe5+TzTR/tvR/0VFHNm9521tT8pS84PI/XNlBOZKAPLnxSXGK3zMpRW2YY+cxZY9yp+rKg9F8d1kPtbksAqg26rWNGtNNnNCBhsMzjMdobyQ2QDUnhp3TM7a+gB3PuX74V3/1V9O4otNrJhQAxi6DQRwjMwCJzVP7nO0w2zW/+Zu/2VxyySXJPopNk6QItl7tL/UB3iRbsIupRFzNwnTqqac2r3/96/uaKForqfbYwmNn5SoB8pByImh/tI1RNLkuE/2DKjOq1NYFFf3rF5sf01S0Fc2F7UtEx1HbbZvbqL6IL7KSpJmIhns2sY5hkFX+BhyJIloq21qS+axa9UC+n0n+Tv6jvTuRAJ/HH32seVL4uOeOmcwCqG7c3km2pIR3xrk9wofS2HV9ci6xjSR1tgc39Jy1zW2mH3j/B+TepDXNoeIJ4BMP+YNZBUt7zoFW7q202udIkFqqRoItGo+OJdlAddtUQloLppFG0iZttYNoYtyB9LNi6KVNjaXV9HGo7hiAs9SLsR0tFrBjK81W/41vfGOym6rGqqCL/RObKt9zUIRrhG65ldgwD4dXbL05EUQbTlEM7qdEQPrCM62PdwHMn/7pn0730WPDwYxA5igveDwjbgmtq+203/fBj7ur1jUVwO3H3wZAU9Hm87WOqaBFf53mo/Ok5C0SAORKj13l/niUinydRj5kYS0AoGtke715c/Y5xR0JP9LNzzydtNhlW2ebfm1uhp4N7+D7njPJu7S3i1bb5hOicX5DFJm/lnV47z33ii/owc3P/bf/1r8poq9MmUnrj1HqGsqD0HP+V9uHxazoc6Q0eZyLlEO6klDKJjXwmmekiZaksUV3T2T9m7YAUv4GYN7+9renbT3gSeJjbJG6RdYFrjTjHTRXJh/CA4ps2xXEAF0FDeo4/fTTh7YOCnQ6XhiHvKA43uIrhsaI+YC+eKnkGYc21TZqozbQijEHwJgY32HSiKYK+F44WbpFUrME5rY+X7eOResbktbucNCCapvWVRO4XQGwq/Atgd1k3x8FRLd0W6r1tQm2Yp+d2pXnoBcO2XuJMSxcNF92RQeJKWyFgNV9Yh99sFm8cVE6qV63njBMwJNM9PlGTA6EOEzN/qDZj1NpYYFG139/C21cg/SZjo3tOg1tln+vuPzK5hNi+jr/a+enXegrJJXkL/3SL6WDW4spqS3snT0NuMifmP96QiNatxZPLC1r/F561lfzaszRtpBGYUKVFPxL+Ng73vGOZFRmm4vmhno/gWimAU7esTXSX3W54DOTjVYKEKLRKkhq3kO0VKupUiXvoDFy6MPJPH3BGwAAtAdHFoA8wZWB9F/eyzkXc/JbtNvaj2WsktDxTODr6zo/VtJ21iIqnS/VUfq+xmMlbbmNt8Zpy9K8rf4fxPOx++fMpJknsxqYbJE9jTBpgMntacd09fIDsqW/Se6cf1S275u46TZlPCIhR95l7733Ps3uu+/RW1ODu8eSoFYts6dQJF7ttWcTdNCX/vynbs1onpB8paw7DpDxFthf3A5/7Td+vXnx0cfk2zcxH5gflQ8T5txKHhUU9L3Xp67CfJy5nnCp3NiTl2gS3U2dxRDPrObDdxzaIGkARVyF2Nr/7u/+bjo5R0uN1GgkFC4WWqeVRhwIcR0IdxpZQEOjfPOb35xsovxYOwrbbmyW2ErRiDlQwn+Uvirha4s0IrqWp584B3uaeiDbkhM8DlNsqXeicVpaTGW7NZp6vlIBFX0/tIADbX2cPpfWmK3e9n/ymq/1Ic091rFiRttZQkKXitP6PZKgBH596omN6bplnu29197NEUccnmygKfWRnMKrEpTWtGz3FRyHwW7YM91rqpyFvP2tb2ve/e53JxMbpriXnXNOujGTFHTZ+yDv8vo8UiK2mxelr2JOpCVrVaPinS8fOtJ31Wj8ePx7JUblPQAK/0x+VWMks/yb3vSm5lC5RY/oATvR2hYniGip+I+iXeqBjrbF3/Y7tbHY6zcsMPIeYWscZnFyj3sVd8ko2Fvm6Ap0Cr68G12OZydvnAU4/c7UU6ANPKeyxeeyrbZ+KyCklHX7in1U/EdvkUvhNkkCDg5iSdJBpJEqtxYWcTHCywUe5yyhyw9jJ7nHZz/9mXSTBDdH/K8/+ZPmUA5aydrUO7TSte/XnAdFL1w8wNXAM8KXCNNsHX7uJpzUaAGvJXUhji9jt2VaH0QHzJB0KSuKEBR7IVvn97///emUnqQAAKgSx/YJ1wdO7Zk47KHE0arTLMD6D//wDymUjR/qw63IA5bvF6YA3I0+KslWb5V8h9hlOVG3Wmg0/mghMDZsn/yr1ymPKuXGofXz6R2/E6lp8CU+G7WOtu1aVy1u1HZLC73EL+PQwtY1zjh8X/wYLZBg5zzkkIN7uyb8n/PbKSIqFRwcInF54x/+4R+mHSMXunXdTdwnHiqsTdoioGU/yXdKJFGvoZ7je/5T7anaZz/Pnp5DGqvZEXuwtEBco6k/9fe0HLKBTvUi9ADDVh2ndiKRAJmPfexj6cAGTZKtuQ5EnWcjCYGkPProo9NVGnrKjQsTA2VC8C3lB/Bjgv0BmYKZEp7n/LKNIP6WQ6Tzzz9/wkGS0sZLNE8z+s5NoQgCDpQwvnf96bo4utb3X6nc80mre6HQ3SomdtubAdMHWKSTo/7QUBC+JLfr3icn5k8+8eTQkCOFQZMG0SbKD2cDrFXW/vUSlWSVJW0bJ3nWNuvIRifWdoJdd89dlZq2XWc/oXIklZSQU7WwsQkCTiQq4ASc0/cTTzwxAepHJN0+P2ht+ImW+sP3nK5jeCaWnlBOtFKuOdaYWbRHIpW4FEu38HYspcWGXyf1fP7zn89pudwPxLRSFk0Xu6vahABNwBOtF8YgUS13Lvn2plLLsRJ5FC2sNqclaW/JUWrL19umcUXlR61D+9XWVhuw1dqtzZltd5xytXU21X3y4GiVlKjvfJe/n5HOHh6TXR+HvhdffHH/tkuF1RKfQx/1VOEzAMr6YKfJAa7vU/IJlXIkAiF0uq+EeOdOM6GTWVMR39Tqs+McSqgcLapRJHtbo9hJcDzHDQm75+/8zu8kGwggxPUC/HAqzim4TmzUPqBEyirujue93/qt32pe85rXDEUiYctkO44migSL/DvtgqIdbD7U++1vf7t/tbEtM+RrJg9weyKeX/uqLlZclYxZAT9UfFWjnxKtrFag9Ubb3IhZtZ1I+JTq8NuuaBtWEmaefnYh2HHU+mPHOFisEzORt40pAqGIlracf6dGZ6ux1Mqp7byNFlF9nhZRXy3gTaYtPz8luugc099rRCHBX5rzB3aTTz25cchfW+comnulGX3edbddmx/+kR/ubdUHmej9OiEbE470fVppgJPbmntaR/Njx1FbV23lPJ0m3AvfVfpHoKADtZqa7RDbdWwlhFoS6ogGScQObXLqfprkHySxhw2p9O1QN9t4DpvQ+NRuSXISdb5H69RUdYDij//4jzfcwGkXaFQvAIkfKhFJhH7qab8vq2YBUmbxq+NGygLWhHASWoowsD6ilhYlBrYLpLTISsweCUBfhweVrn0qlfMMF/0dbassr9SAI4qN9xpDVL9dVKW2/Jja2urSrp+D2noq1RcBkeXBEkCM05alk/+sfyv98A1lDaMU8Hv1lVelNaj5OUv0szzHejhbTtvPlPwTKcmHGVj/Yjnz3fBd9vlBaafRNhbbjxLPRLigdI3e6QOoPqx1LgJN+13EPDbKieds3XFcZ7v8ne98J6nwOMMTAsl3HAQp0Pn2rNYFiAK23N/O/fDUQwIRvZqY00MA7NWvfnU6ZdeoJ/qDvZMM1jjqAnj2h/7h1oRZAc0YZ30bFYUvKVtz6KSRTcpgaMZcGYCJYffdd++n6PLAbcdR+myB1INq9EyFVhT+quOL2ippnP4dzzw6fv9+tLhrGqxlzqh/+l2bBlpqN+LPCFAtTX1bo4xR6/bjqvXPP7NCrzT3Ot+Wt2qCwgvOLmPUfqnCgDsTZxj6/Rt+4zdTSLXnFV+3PbTlmWY+69Oql+RDAXQIVHu2WOsVY3mxNI4Sdnga1TAtAk4/1qFrjaNGa4Bak3gqDewhjjqnc+oOsKEVouUhldJVrT3HWeqFYJE0sAwFiKIxcmJPxA9JPLBdckqPhOSUX+/RtsyARvpDP/RDCRhtGjtlMkIvcfBV+ylSkPfpJ76knNjruKy2oDkW1eBtF3+b8Jnscws+k62rjak8KJX+HlU41IDeC42SgPlBl+siHP1cjUMnr2R0aXcUmmlZ5W89bIXHEwj1MkB1mXtr+gr72TeiikbaO7uy7VqB4vFoFE1S+9pVSayV02fVa42tlFOCRpI0ImIkRb3kyDcIzplwyEJ9kTuCB2ztE4CMLRXt0LsdWI1AQR2t02uedgzUUcqgpIlpKQ/Il8JO28AgWuhdmLHr4quVm0oAjLQzq+1Emk8kGG1//YIp1dG1nG0vWoyl/o7abm1c47Sr/Br1b6rb8vMY8WeUM7MPSj33pq40i4T04L6jmgh/fj0LbaClxV9CewtspTL6fTRRJZXcSwxbR6RxRdIt6o/VGiOJZpndg7YFaKtpqrCxjNdV0o0qGaeChUbtW61NSyO/gBQEIgFsn/lytWcRaHsajton6vTmj3H73tY/bautXImXIiVmquhe65Mm50i0dvZLvSppFJp5nooUJItFXXjWz3vpna7lvLLh65uQkb42CK9VRouqS5mIcH7BtC3Yrs/9yXnUThdtTekSjU/BM9pWjTOBUzW5EfNNNZNGQBcJt67lrHAr8ZcFy3HaahOqU9luVJefg9KaGZUWpTXhxzsOzSbUjcbZIsm7tGuB3wuG0rpUeum6s4LPP9M6vMdCqS07F37t+lB0hj8hI33EXMr8bYRXAIk6UdIIou8tUUttlubOa6F2PBZMvaRVaW/748uU+qLf+389Hez7NRqV3iu94+fHl6u15Rk4ov0o9ZWA0jNs9HcJ3O2i0HnS96NF6uu2fdK6SkJq1Pos7Utj8oBf6p8X0n4B19ry62GqaebpXgPrLrS1NPGC3vc9KhvR0PexpojUaB3RvTT+kTPS14Br1EF1lZhtk2UnwJb1hCgRpvROBJiW8N5O26YZeUC2jOLbsqDVNqaon9HYrUYTAVBpEXpQjOajRlsPSsqMEdj6xRItplHbsv21AqLUVoneo7bbNi+j1lcDktKclMBolDFGNBvazrvGo/mO+lcDOFtHSbDWANPz1lS0FfHRlAGoBwe/SDwzeU2nRLCa5moBwRLMT3iXcl5zLYEG/SyBW4mJS5prCfj9QrHbj5Iw0f52bYtyUQo5P7bSIrflvFApzUU0L77ftl79HPEKz0ouW76OaKFF7Ub16XzbZ7Vx2LbGGW9p3UTCt0tbo9Tn6VxbUzas0wOLV6SiuYro78fjFYyIBrW5tuNpK1dSKEr4o+WrAOoXiSeoJ1RtcY/ybByNxYORJX4EAjUAr40zAr3SQrHM6z+3PbP0itxAagLLL5pSW/TbS3cvSGoL1wN9JKhs/W2CxzJxSRB4nivN4zhtld7x45oKgRYJinEFcJvwHKUtO6ddhXFpbZfmypb3a7NrXtgIIzw/8neU0EjLdW3L9te/MxTK6QcTuQRFnSwNpssga+q5BSvftwi8fV32nXFV+C5jsIDrP0fPLGPW6i8x2lT3qcbQXfoQaS5Wm4iETrToPFCVykSAURME47Zlx2DnrC1DT9fx+nLRWuiyPryALAFaW7lI2/J1ed5LQtgUsopLiS9K/WsD7Lb3bNttczDZtrT+fjKRGtEjUKgxZWnxdNFYuzJMNLHjEiUaS1epPQ7dIo24rZ4uz6N62zSxLvW2lRlHCHgQjBamtttFQNcWuuffyQqgkjAfpQ+2T7X6flBtRe36nRZh0gSsLFm8JAyvbKOzX69a3q+92vzVsKm2zmxbls9KfSq107qFb1s89rnvMJ2p2dksoPpwL99uDRx1K9pFwlpClOq09U0WgMYVCKPQ3UrbaA7Gravre3aea+Ot7QJqz2w//jOXsxr4qMrGKHQvbV3baEuf+NUQZkKeuUVC8/FGuwAbym15MwqU0fVb6ocH8KhcBL61+uyzWp88buhYwis9ui6cWjnLADUpUdNERl04NQL7ukoEicbk643qsuDtx+6BPWI0C4IlelnAj8bq66iNpU3YjDrGUrheTRDqGDyDt/UtosMoY/XzM9n6SmO0gBEJ66hdS5NR5nOUtiLf6KitWp+pg3wTfUBNl80NDlj13RJfdNEOozkdZ7fTta1xyg3FwkeTEEnCiOFrjeuCiAZfes8CRGkiI2kTMfO45UogVQLISGhQh9UsIvDU/tXo6hfbqG15epb65GndVm5U/iiNsU27KAm8NpqV+vdc19dFMyopE6OOsUtbJQXHt1USNuTzTPHxcvlcuvvT3FLbhbZ2nbbxUJsC4hWOqD5tbyrasn2fsIVX4ttJ8KDkgTACONthDxqRZCkxT6SNlaSQB+MtUc4DUSQALA0jzVTH76MjLB39IijRcLJtRTTrIiA9f9RoXeKPaIwlrcPTxi8Izz/j8mxpHFNVX40Wfs10oUUERFuKFrbvmlQEdyYOkWbJ/0bVGCM+8/Pq+awk4EuYorQo+Wx7fPGKSqleLVe8E6mE6m1E8s/9iWVJwnkpUyPIc/1M+9wFbLRMDQCtVqfjprwHw0hQRRJ0lLZKgs3Oy6jtljQey0Nt817SDKI6Im21S1ttWq7XtkrjisrZeYw+T0X/pqKOqeo7tOyym6jN1SjCyq6ZUd+bKiyLhFU1mchkgaqG5v5ZpMl5bc9L1jaG91pbaQGVJlnbq/n9WdDzAFgCxwgsvOQtCSoL5tH4PBB3batE/1J9kaYQMVgb89Y0VzvftUXTVkdE2+idaP6ei3a79q+tXETraEy1OfF8MFW07cLfNbyJ+LMLPo37nlc0Sm0NpbMrbS/05S5bOwtGkWYULYpRJjnaypZAImKGaCtYYxoraWuA7MFe66zRQAE2EgxT2VZ0Elrqb9v81TSY51JDei7bmqzWZhdfbQ110ejatFvfll27zxXNoj5Ea3SUXcm4ngMl7CoBa61P0bhGCuXsojpbwChJuqiTXSWFB9uSFhYxmmpTXSSXBTf7OQLgkqbtBdIoGrlv3y/iUv/8guHv2gm59smPq2vfI4HmmbYkIKN58PWVXEv8uzXNvKT9lIRUiXfa+mvrs/wc7XC6LGCvBZUW91S05elXA/2o7/67Nr5oiwKK6uu6bp/LclU3plHQuAu4jiJxvLT0YOwBRJ9HgODBwC4Qr4mVQL82KSVmaBMKNSYrtVeqs62tUZmqVl/Jt7cm7a1G3lUr6LKzqAljDyy1+hTkazw6Sn1ttOgq+NvAvK1PkfBqW9dt2qJfI1M1B20CKsIAjztegYuEp+dt+44P/Yyww/Zjgg3UDqImVbpK1Vq5SOuJtMRowBExa+BXqqPrO20Stcvk+zKlBT0OsPJOm1T3i7EGqrU+qCM1ZaJyXRagF5CRht0GHrU6SvPtF7sXvJPte61dpXcUCtql3VGAb7JtdaWtXcOj9K+rwC+tkRLvlgCvjdetwGtTNizgDvmB1hZNSdKVgKwN+aMF05Wo0QC95PGSqUSUUcu1MUkX7apUh91GdQEP31YJ0Lr0ydKnbYxt2too46jRossiHqWtLvV5vu1Ciy5zNQpAeqVjS/apiyJU63u0frrydxuodV2bbYA31c8tSHeOhe+K0G2amp+MUSXMVEmekqrfRuyuk1orNxV12H6+kOt7Ifd9qufgvxot2tbaC+F5fwvfVfVt0xK9pmq3SApavg4Puvr3qGBc0rRsH+xnK31LW7upmEQP1qVxtdF23L6MKyxqWnuNX3QcXdqdLC1GaWtc+vn3uoxrnLa8Nq11dDHNeB7v2v64PDcODWrr3mvCNRyp7SS67DJKGn60k4jqG9JALQN2JbotVwO5cerz73Stv6v5YZRtQ1S2bUsXgXgt/VmtvnHaiuigE74l6yvRaip4oEsdXRWALnW1lXku29JF3danUcp1qautzFTQwGvcXer0wD0VdYyrKPDehFN4L8m62m7agMlOsF3QFnD086igXpOG42ylx63P0mDcdrvW8VyVq82r1xJK2kwNuLu8M4pQ7SokakpAmw2vTbC2rYUudOsqWLd0W21A2va8tLv06x6aRFqnn6cILzxmtb3T1pYHcvu3f9Y/RGprtNTxNgJOP69ToKuGPRV0nMq2anX5xV/qe20r1XW8o7Q16na1phF1HX9pXUVCYZw1VupH17530fqs8hPRsCtf1YCoaz/aeMn2tUvZrnxWKjeSI32NAJPtSFdGq5Wb6v5NdlK70uS5aqcLc5W0qy7fe/qXNIqahO/KB+O01QYqXZSIGmB35b+uGs6WbGsUWnSZk1Hqey75vesaHLfcSAA6biPT701TYJoC0xT4z0iB/zIAOs6p4X/GCX8ux/RcahrTbU1uZp9L+k2up8+vt//LAOg0gzy/GG+6N9MU+M9Agf8yAPqfYbKmxzBNgWkKPL8oMA2gz6/5mO7NNAWmKfACosA0gL6AJmu6q9MUmKbA84sC0wD6/JqP6d5MU2CaAi8gCkwD6Atosqa7Ok2BaQo8vygwDaDPr/mY7s00BaYp8AKiwDSAvoAma7qr0xSYpsDziwLTAPr8mo/p3kxTYJoCLyAKTAPoC2iyprs6TYFpCjy/KDANoM+v+ZjuzTQFpinwAqLANIC+gCZruqvTFJimwPOLAtMA+vyaj+neTFNgmgIvIApMA+gLaLKmuzpNgWkKPL8oMA2gz6/5mO7NNAWmKfACosDsN7/5zTNeQP2d7uo0BaYpME2B5w0FpjXQ581UTHdkmgLTFHihUeD/B+mbVfVXwpcgAAAAAElFTkSuQmCC There was an error displaying this embed. 2)Hardware required1. LM35*1 2. V4.0 or MEGA 2650 Board*13. Breadboard*14. USB cable *15. Breadboard jumper wire *53)Connection for V4.0: Connection for 2560 R3: 4)Sample program//////////////////////////////////////////////////////////int potPin = 0; // initialize analog pin 0 for LM35 temperature sensorvoid setup(){Serial.begin(9600);// set baud rate at”9600”}void loop(){int val;// define variableint dat;// define variableval=analogRead(0);// read the analog value of the sensor and assign it to valdat=(125*val)>>8;// temperature calculation formulaSerial.print("Tep:");// output and display characters beginning with TepSerial.print(dat);// output and display value of datSerial.println("C");// display “C” charactersdelay(500);// wait for 0.5 second}////////////////////////////////////////////////////////// 5)ResultAfter downloading the program, you can open the monitoring window to see current temperature. Project 13: Ball tilt switch 1)IntroductionThis lesson let’s use a ball tilt switch to control the ON and OFF of LED2)Hardware required1. Ball switch*12. V4.0 Board or MEGA 2650 Board*13. Led*1 4. 220Ω resistor*15. 10KΩ resistor*16. USB cable *17. Breadboard jumper wire *53)Connection for V4.0:Connect the ball tilt switch, LED and resistors to control board. Connect the LED to digital pin 8, ball switch to analog pin 5. Connection for 2560 R3: Experiment principleWhen one end of the switch is below horizontal position, the switch is on. The voltage of the analog port is about 5V (1023 in binary). The LED will be on. When the other end of the switch is below horizontal position, the switch is off. The voltage of the analog port is about 0V (0 in binary). The LED will be off. In the program, we determine whether the switch is on or off according to the voltage value of the analog port, whether it's above 2.5V (512 in binary) or not. 4)Sample program////////////////////////////////////////////////////////// void setup() { pinMode(8,OUTPUT);// set digital pin 8 as “output” } void loop() { int i;// define variable i while(1) { i=analogRead(5);// read the voltage value of analog pin 5 if(i>512)// if larger that 512(2.5V) { digitalWrite(8,LOW);// turn on LED } else// otherwise { digitalWrite(8,HIGH);// turn off LED } } }////////////////////////////////////////////////////////// 5)Test ResultHold the breadboard with your hand. Tilt it to a certain angle, so the tiny ball inside tilt switch is conducted, the LED will be on.If there is no tilt, the LED will be off.The principle of this experiment can also be applied to relay control. Experiment completed.Thank you! Project 14: Analog value reading1)IntroductionIn this experiment, we will begin the learning of analog I/O interfaces. On an Arduino, there are 6 analog interfaces numbered from 0 to 5. These 6 interfaces can also be used as digital ones numbered as 14-19. After a brief introduction, let's begin our project. Potentiometer used here is a typical output component of analog value that is familiar to us. 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YWF9LMPQ+knY8/ki4+diotfd5MmmwQq6V2qk7z+3QpNWZ5D25oFXD3+520evIMVm42DTvttLg0l8or+xLcY6oMIFR0IyVhPLfC+pJTTz2s4UdPddP/9auX0/d+ayndfzsysVS5l5cIuO9nsj5xIwGnW2gec/SZ/H13rB5JVU76Ke5f6XOkXILt3aEkKRY7H4P8qVar89VK6dtZVL4VEH4VD7/3Rp7/C/2sMdjyyB3mwsGRl9L8EnKnKRLCOyktVLupXqlhebIKJHJl2K9CH5zZQ0HjJMeSlQFar99LuxSFpp2tNLi8yiTppOpkLVzDmZWF1F9Y4V3GXObh6ql24GCa778xbV44nZqbrdS90Ewba5dSnZzddKOWGlXokVI17aC3VPJVnp7GLS2lztZmunL5mbTQvic19t8bihWx7jmGKxtBpfKvbIGbWNbff7KXFt9xKX33t+xLdx6YIeld+iq+988y2Y8z+X/rhU6iF/C+CVzC7+Zcp3kvTGn6BwINVY7zcdYEP4qdSOKHyy6720XYffFymp2dTguL86xjE2lmerLKa36I0/9vOf9TL+A8buhbxmBjuFut1hOslr9LPeY33nl0f7rztovpBJN7cgK2r4xlwv1qtrngWA0nAJM0u4Wh+BjQshFrAsiGvSZ/A7ROKzWl6wFvfX6B15XSxplTaeP8J9PSq1+XSktHASz2EWs5JBE9gQs5NTWNDW3zGa00tdBKMw3cy/XNdOncNn1HGriYK1i5xTRYwJphIWuTs2ntaRaD1e00t8hrqg0+mxxcuJCel+eoGyt/ooJlIu0CvHc/1gP8l9J3fXMlHVkG7KXyl+Bt/h9M2O9iwv7uizH7Pt2S8Rm3c27RbNbPy6Jr70jP8AZGViwS/jyxgyTuwtnT6ZNPfixNs9h82Vd8XSoT5HaQ89QqpW8ujjMG24tx8a73MX/iJ37i9INvefAPOO431lh+5uqlLPrlSpeh5WcmJ5kQ5bSxXRAd4UNmyt1Yqb+zmYarq2ln7XKq1CdSBYtYJQ7bf/S2NNi3nOAQ09REN2099VjaOHkyzc/M4x4BBorZdFQlT0qzNO1BiVKb5TM2+li6EwHS6aWDqTy/lAZzc1g24jMsrU1NaiuVtL/2qtSDoWyyyvcq3XCxtGsRQXp+3PtFrKmnq+W9zGf9xoc7aXbqYvrLX78/7SO1UK1UjmL9/idA8TUAbu16j6/H49h1zusfgn2UOcNv4aFjYb04P+KyAmBR4B7A6+FNrG2spYvnT6Wzp59Mq5dPR/K/396fzp06m26/+84QlxLC9ijOjc7Re/02tmyjK1TCEHFrYN6mG9Y747IRoPUREJdgA2toD2eIoQgf0oBLK0GS0wC91F5bTf3LJ9LsDBYIC9XG5dnc2EqXSxfT5MLR1JycSuVjd6eFej3tXL6SWriAE7NTHERiI7t9keA2BoTsaG0AHLpsrRxdSd2ZA6lZW4leJKYasIOpDEvpLKsA2BaW1qat/MprTJRzDFITI0WJi0RmTzm+loIgbpWM/K9+EMuNhftLX32QUnLi0InK60Dpd3Aq//J6TVoABpUbcdjXc/9mTvEve2w1oc0mVlwlTE7xZ1dcQgcrdvni2XTpwtl08vQTqdVcw6WeIkE/m2r1WawZhbcXLqZjd96RY1TNYY739vxtDLbiEjHRg5WrMhGWlqdpK7dDfZpEgzR6PzWYpBVUHbJ9O67GLL+6k/1OJ/U3iSUanXTw2L7ULC9BaBxi0S2lbZjN4SYNemYVCjMfpuZSbUZhMTEcQDb9FsntsJJlXEiS3OYeAMPu6lZqAvra/EGofCws87Jc5YRAenN9K3VW10gb7ACycpo1JhyopTSCtMWC4MXC8pkeu8uC4azklKKfCf5rOt8qp196706anV9L3/hFi2m+ZruF9IMqaHj7z2PhPvlCZi/v38f7vh1XcBqX+5sA1v5Bv/8Kz6XZYqxYJKLCIfKTpi5YsHhse7OZzp99LqzY+TPP4B1g1Wc4r7m7WUyGqQXKStX5dOTQ4XTbHXeEy1mmTAkrucXn7XkX0rEcg+35GRWKCmOd/QvTaY6YaWfVmI24C/esO+xiMbppmknQraFfBBRaodBtEX9tXljn4mMVb1+kG89kmrvzgVRZ2k59YqleP3JbxCNMeFjEaodYidiuB2PZp8HPkOd8r9UAgwox4NJS6m4cSpfPXEnzk5fT1CGMLhZQl7EN8dIhsV0BdFNTZfST6DP7u6lzqZsq0/Op35hKpVo1VfGH1WaajgirEb1L9Iz9P49hKc9uV9IvvmsTS15KX/ma+TRbq9sKj80D0iY/ZQU/4+0zxGDxOh5/FUD6Xhauv5vJpHyzqHaX9EXhfccoe28xFutXLgGwE+nEqcfT1sblNDe9kPbtv13GkXMtkWOEnOK1y/uPpqNH7kz79+9PkzNsMQLQsqucmhzs/AtZGG70e8Zge37E30Mbgl8jVvvGxalGWmZ+XwZoJoidtBUsCAYBVrKbGlolJkK/w+NOikO3ReL5wpkLaf/kFXJm1LJBfNTJizWZ+Ngl3E2AOoNbioB5E5ZyErNZbxhjAcSZBWI4a1EjgZd4YWrcc18aPn029bdo5z/TSbtb22mweYVJ2EtLC0w2XtfexPrtUGVQbuD1YnW3sHzl7TSzH8ustjJRjcB6Gu5pTG9jONMOZiiAIYB7cn2Y/u1vkoPjY7748xbiu1FD9z0ABx1Z+l8/k1pD2h5p25dy3O/krlWpMER30Sf2m6m5o/aPQIp7Fxc75yezrxfKGk5xa3srra5eTOewYGdQ0Oxub6S5+X3p6NFX8roqrvoObvh2mmXxOHAAgB08nFZWllhYyHlyTUrcJ/kd63iJHObf48guDnv+NgZbcYmYQBegoz/JhPzG6UY1zcFAmqwequznNbmzHE6aahJcyglyV20pal2h+XlAd3+qTC6kdpM46jwbYBBrzNE8tTQDJ0m//gH9SLaxSv0Wlg06n3emjXOrzry0cvftCI/LWAAIELplGZtVYB5rdyMTazVTKxjFWpqZncNiYcWwElsca+v8GVb5qXTo7vsA5Gy6DLXR3R2kzkWAWdlKk/OkMLAUHezohIrpqKnLtXMKXLTipBDTY+dRmbxzM82AuM+/ZzpNlsoPsMD8T0zq/8RXf/zTZzFAPAyI/ipA+77Rc8aM5g/NiekqZmyZi+BxkEg7v7Sxuo6LeAKAPZfW1iU8OO2ZpbR05EiamlmOKopNSJFaYz7dcecr06GDh9IsC1ZjklIhFox63ZKh/Il4ob/F5/wEfTLf9dlQ9sdZ4s/2vuv9/Bhsnzqi7gqTGvVKmptzYuI6ag+KK6wgpMJVxpPEsgAI3L8tfi/hUvYn51Ll6FSqtmDYdBUlAADYYGsD97GTekzCSciTyf2s0LNYMcTE08tLafvpE2ntxMk0BxCqS4fwSLGUKlH4sA4kynAKSoTJO2m82KRm7dJmdNiqzC6lKWK/9urltMvONsuu/rPERTuk4VfbxItXInUwfwcWGMtpX9hKkDEFyY6lNogbwgS2sHAfI+n9C++6iEt5ML3iGPbWwDIl9377ID//NXekUYO/1x+UbqMa4o3Eq6+wskFgmQ7RgqEt5WWFWkZhNI+1Wrvp/LnT6fz5E2n14pnUpYXEDGzskUN3850WU7eTGxdZAzjPonXbbXdixVYin+Y6VuHcBJk3joeGrfSvGaDnwN4HAdqJzwYIzh/ZTWpwp7z35t7GYLtm/HFQ3gsh9r2T9WplhtXU+WUs5UV3Iiku9sbrgoVsKE7mqm9bPlPkzPrkfyrUnM0R1+2unue9fZOvqU8itjqFpdP9QWZlknwI5qbvmgBwT5M22ElT85ApDayp7mpRE2dOLXQqTOomgC3zc+XIcmriYtVgHSv1C0jMAFz5UlpAR1nivCcPNggl+2lrFbDTumESZlzNZUnZmeevS2xy3kiOGYDDl3b5nu97tp9mf+tC+qvfeCjdvn8y1SfK5rC+GRjdj4s9Dzv7TVqwiLda3XATZTlDVG0qI1QuA8DfIjG/mi4AsCtXzqXVtXO4rd20TBpj/uDdfD7dxRgzQVZhPJbZ/mqZOHUOK6b+s2bMaWOj4oa7+Bvcfw6AvwcP5LMCzLcVRA0BdLqL+8Lx4w8OSTGsA9Bfv1mQG4OtGHldDdjA15YnKpBcE2mBostqZTt1WP0tCDVG0xXLFLVunf+DpKhiAIi9dsgLtbFwXXuHKO1iMg6xOLP7iJ32z6Gx5LoHCaILJF0hNWjchPwI2VYZlYh9RWQnyTLktnZSntF7xDiLeK9JfMZ+AP0F8nFzS7iXU2n2sOSh7iNMH5/XaaAw4f21/cvp4CKxHI1hW+fPp/rUTCrNTSPtIhg1oa5fHJXkHNvFgvPe4DN/8w97bEN1IX0HgDu2yDnxHHm475Rcb5KO6OkiRnvm3KIh2jgwPl2e28QlPnfuVDpHQn9t7SIWfSstEovddvQVuNl13Oc6AMXN5T5JXLq0tJyWFhdJVE+F9apC9mh9BSz3pwD3Bif4y4z5T77tbW8j6RIgagC4+P0z3XjeBeKryBv+OdaA27l2boQAx1U23tvl+X/G8/+KY1y60aAbg+35EWdxnviCCGUA0tJCHZ0iMch2pJ1zLqgQ+IaQ2Fgk1P0dsGZ0Bxg6Kvp5lIk8gZvYAYCbMIqLJKxrXPKoh7NqW5tC24MOOaXWxnpqE8fNA4xJe5egPhHEvSkAMWygD0RXKdhwAy236azPpSt08NpXxwrg6k6Uu7hlNfJThRvnFdXPRInSR43RWV9LzYtXIFF6afbe21Nt4XYsitYTwBO4FerOYCcFzZVhNf3GR/uIltfSt3zNEuU9lP1wTrqExnrRSNZBMqXAYtDc2SXhfBHa/hmA9gwxGwQNVvfg/iNpBqCpBw2yRIUN32EROdwc32N+fo7x5TtP0su5IC6z/R5+GFD8BG96hG9yFlDINl69fTrQCgu2xAuO4Mr+BRay7+LcDnierlXK53RIVKJUq2WSm+kh7ocLTehVfeaNAN4YbMUocxH7bzn+lh8uDfp3Vkvle6ZIbtejXg2HLmaDFgCyJGT+WgVWd40bjCScG6Aj5iLe8srKMHZnZlL14L7UOXWK+rT1tHAfChD0i+1t8mTNJhOd3BFaSHNIc6zuxnEqKjpXNlLz/MVUOUJObulI5OdKdkT2FABt/c7b0+D0GdISOxwD5o7i0+bldYgTXFJAXm6SdtrcSFu4br0WbGmtnmaXZ9P22RNp+xOfSIt3I+pa2I/bSUwE8zeqx4veJt44xoVuOf3K+zbZOWeQvu3PU3hKDs5WDGXNLSBtEYNeunwBJcdz6cKF59LW1moAcAaB9LGjD6Tl5aNhxXaJXdvkIeukQg4sL+MmznCf1VJivb27K09/mwE+D5TfjrV/N2fBPuEPPQ4YKvz8jNsW81wJYP13kCaHcO2/hEF/FcWz8E7lmp5BkzEJ2ZrpRQt4o6ZQj0FhQrSJ+E5Q/cv8ckNdyjHYrlnSuPwfwpVcN0U0yQRrUJUdvUSiQY9xWy6pCVfSlICrPQ35O7iMtFxNtSksHkSHO87gN6UKOaGaAENn2VpvpjbSr431VrhfiwCgfgCmkpWfVFxqQIT0UZ40awCufTGVnj7Je5kwy0dCuGwSnBZ6qbxMTRpKlHavkzr2K4FgmKWYdJJzHZBc36EpUfPSRUABy3nkWJo+RM6OtEJ1YTFdefLxtPr4x9PC/bCp+w4DfthKFgnb4cXq7xe3IBUreI783y+/Zwdw1NJXvWEGRQvnBuFy7sxJ8mKfTJeunAYobZQdMwiDD6S52WUsLNpNzlUxADo3FDWzUPpzHGOOnOBkZhVH4+3nDQb/C1ZbAfTCww89/LOfZsF6gkr4Czp+pxdm0kWkDCNZJfAPuU9aGcCwhXvbImkeMaQ6UOLGtVVqBVcWsdKTuLQ9cqPEprDF01ONeb6qx7ihtzHYrhluLpOr5au6qBXYYhcKWkVVbqzquh/JAMkLXriLc2OSukOsonpKP6XUbqb6NAWeWEKJjQnaHFT24wbOtsMylnAdZ+aJTRoktaftMWLTIDtvAepo9jMA4ChJSAMMVjfSzjOPp6r9Jvffxvwh5gG4JtE7MpSSEn0m+xLdtHaaaXftStrmvMt1ADSJldxC8sVi4Hu2ieMmEC5PgerdT55IOxc2EDLLztSigsCksbFjlOVYHqTFBsin2eX0F357Pa3vbqUjVYB85rHU3GbHUxLmywsH0ywVDJONxXR5/QrHgAQa1gGc4JsPCzZF9cS0+b4CYTCX5xi+jymD4yM//PDbHmYnreNKrY58JnreHB+Pu6/dguVAYMhdWiOdELWALTyDMF+C2xHBrSVuXVu/HATNqZNPw2weSF/4pi8CiCxCuOsrWFjJSYTkf4Hj/u98hhfnhtzGYLtmmLmGr2RmTO4ao+A29SU7AEKoL4hvelgxSZDtXZg+8lkt8mdaBMkOvcphC5cTqnt6biqZY46ePxIfKDS8VQBi7GnIcZVNhUwrEt6dtHlpGxdzO/U2NgHhUpq8nVIcEN25vA1IVrFoB4NJNEE+jA+TNEHZ0sKtO30eYG2k+cNHSagfQVJRT9tnzlMxcBZrei7N3FFPvem51FqiQPV+6uVOsbPHxd1UPoqu0z25TTkXrKKkSdZrMnWrw/QEFMX6B/rpNcvt9MaDR9I9h+9Eo1iP+KvL4lGfnE4rlTqx2GLaR23dNBZsCsKjZn6EGxaHfl+lTb7pB9lfDnKi8nvFkEcyTvedHyd1GwVW8bdEiHTwm7h/Je3Uvx6P4ctgE8OCjSRfvl93sYPFam9S6wfzeeq5J0gzPMeWWsaDc+nUs59Mhyhjsr/L5cuX0wJWtrhpKZ3/Y7DdkKXm0z4E3MxKOHdUkxcrZq9vIi03W93GZUMxleg0l1q4WX1cxpm5Bkwcrh+bGsZ72S+Nv9LCMteReEsXJ4uWobmZyOoTLSztsZHhEJDhNaYWHbw22BCxCkMySUlOBQ3lUMvHMUuX2bC+A0s3Wr1D/2guLnw1YrKp1KkvUUzKe7EqJaxmr0qt2p13cj4QJ6zww5MIoo9WceOmU29FpcoxKsTRGpJK08ooO7ONg26yyeMSj9nzxEawyqIu0VrhyXQw3Xuskg5Nt5mhgAx6fgmAmRuz7EVrN4kYQIUHsace9kXc7Q1UKv8YoD3JyT710EM/9icpPVyGrE37fN7MBj1Dq+e/ArF1Q9fcZLkx7ajXiyFmG7dxHY3oRYTLm5uXqGw/wd8k+qdMIazwXXDhI75cTXfefT+xpOLynLMDpL8Ew8nVvHG3l7Vl03VJa/gUi6mytqZzYuYrVzsvzDagzqdQVwAQXKwmZMMmVqQDKUEaLW9yYTynIkN2TjeM0dTBa2P1VvvNtLgPtb/SSQBrzGfJjELjIYnd4daF1NpBTIybWCnV0/Ii4FrYl7qsxubuglZH7Z7qxZYCuKXBumsRdVP5MIGb0HFO1+5JuySML51tpbnODrEgIKIUp3T74dRn4k2w8mtfyoAqdsKBDUwzsosyrH7t7IlFjxVmsUCzC5juZdXelzx56vJEevejFLR+USV96X0LaWlmGvE1TCJfUKCZnuDcmgBlDSLiRzjc7zuN3/bQ2x77k6ZzjsUG38ZrJnnvdwF2t9uKt6iLbOIq6j4EL8VjPbyJHXq3rK+vprMQNJcpRWq3N1nwaPVXm0z33PMGFpUF9iaXnZ1It991OB0+dmfUC7ooGDtynshQSy9IaP1ngebLGmy4LMYDX8EA/lMIwQlcx7ui3yPTbMpkK8WVlRqbZqDK2KBmrI3esUdsYF5KUyNhoaJ+aKnMpNQabqRqe97fx+XcXG0S19CKjvo4JUtaN61HZ4Oqa1Tuspd9VmcW4DR/dCEYzJ5JsqBlmPh8TBlrl1dzJjNmMrewE+laISuxsULVWQid21PrJO0czqymBT6jvm8ptWnHUDm4YkvK1LVSIShNhctYL3+1Ejrc0tyhOdLI0dY8x0EyjD1bnvsci8nT8C4fe2oifdmroe7t8MXLLEnipoj7n3Kev8+9xbh+NoBpXt7A/Tv5Ol8DyKMZruOzi/LmWjWKHyIZ1SKNcgUG9NSJT6YNBMtNxNgba+QPyc+tLB6D/TyKpnKX88RNrJB/JDk+O0tnMvKNU2hdTZ9Ewhz3tt/v/hss3A1lIv16L0uwATDL8f3un8es+rtc5dc6GMZm7W4ntuH9w1OX06PPbqWN5iRJ2EwiDBXp+jrcGUtGfMcEFmdUMqKKpEQ7g0k0hp2dPswjCWgm774jzC1ZvnBNsWToGdP0wWg/3llrYu3YwL40y7GzwNh4KPeljE4l8Zk6j1oRa1oVEY+YevWIqjEmIEZqx2hEZQOgM2sAqp4GKklIuAep7+cL0qDE8/ttOhSgi2ZEYdsijswhXP7k3DZdy23iO7GByDD9+ns30n/5lUvIwzJ4udnlSsr+IwGaP+HG2B/j6X/O/S9xn/TjWkWyPMbR6veC7TVu3iFRfgmrvYnszdKbCxefBkSL3JfSwh2vAmx53Eq4h1NzMMgQQYsU7C4iFDCP53USbFHvJ1fZ7/8sQPthPtuE+We8cY41vst179z1sgQbU+1vMM1+ADdqP5NrrgXAdDl28e+fpV/kBx67kN73xGZ6am0mrXYAk3Q/kzhkWqHlyNYnWooX9WICok4iekhz1DaujiLlCqDzvS2C9zIsY1nSwPo4cj1D2DvduMZhcW9jG/e0d9so8RCFMbnkxkfC5BTgs6rbvwVMvJan4wR5nATxxOH9WF/Pj88Lot1NFH2hifHIW2RSR6vp8aO2LLuQWQNafHaRuPaFYeshJ1SZrGPh3/m+bVzXXvr6L15MKzM9Wp1Pqfj/JSbpVzNJ33/tDOYxE85qE6exyj/GT0mPYzEusIMmnaOni/FsrEUQTyx22yT8L146jRrlCTSeFyLWYtvwdOzIPaQ69kPMLBRtKmBcqbyYRaS9jCJlhnxlVTUK4z1JDxe/Et/xIt//JJ//Lx7+0R/9udH5cW4muR/g+b/BorIdg5pKr+XvZ3nuB/64PN+ftJj8Sc+9rMDGAH4hg/FtTPKvZw7eE8VQrqpc+TOQFB967Gz6vY9vpcfZTP7S7jybZVCLxkwMVYiJ0SAPtHJO/GLHGRPa5OQswekrqiVJ7SWrQN9PEdMMml2qjndxJ3F3DkxHHVz0/I86M46DYQirqTLD1uKjJjf2ETGvFi3zAK7uK6/tUapD0UDEVAMtKbPJ5wrPkno2FP4ALlxEra/ER/B++TMixcB7hOGogDN2OS1iopgsnosxYzCe+XXxAj6Pr0gvymH6d++hAofF5mvfMJ9W+KxZssW85G2M8XfzFq2GE9lW7j+JpZqHRbwDSx5bH9uaT7d6VKGtzWkiN9umKPbSJaq0AdnGxkWY1i3OEy0omsrFJeJPlo8OWk/8CrqN1SCEqBu0ARCkkkoUqykEnkSNN67zRUbxXXyXH+fPKyyswTxmz2bwX/Dr3+K6vpLnVzJIcqzI+fq6dV73MIC7biTKywZsui+o03+yXJ74cl2lFsoGLcsGeZk/ePpSevfHLqRH2DTjzNZM2oawMGEcLpYAC3V8tjjBJgpAXLywHE5cXmOFf5e4wonfwKJVCJQ6MH7tXWVKTFpA1oKpdIXWGmbNE4SFU66Il6IyRdR4M2nO3bgsA8NcnFaIxQGCoBInxMot4EyIo9LQJkW8J8gQ8o40ndH5S4lZDsoyyLRqoXbxLdpR/8Ztjfgtb/SRM91ZpuYtTs+H6bB8ZhuVye/QLoLz//Ovnw+CZHJq6qv5zHdIg/KORcxUneqBmMhDjre1rbIj99EU0D3UNy1itFUqFy6eO5k2r1zAXbyMW7mJOziFrvJAWt53lLh5MhaxaKMAjrRgy+TLpnHHpxsIpkO4XLjEefQsCzpXmuj/ExjQ380PBciWHnzwLSbD/yaG+j7eEgWqu+hHdZlzkW2f/CqRYHnih1gzTcr9zdH7/6w/b0mwmbMpVAf2MVhm9XoT938GLX1fJ/pekJRmiX7izOX0/j+4mH7vyd307BVyUwP6MXLhemSpHfxeRhiJYaue6eZI0thkqlOzhj5Ki2cC3L3XnMAVV1YmsY/twIZp/Ywl5lZ4LSqTC2dhKKGf67PuS2N6IVuYTL5p5gprE39moXBETpIU0t6t9dRHxbFNR62KChfSA71LO6mBMLl+ZF/q16xdy5MmLKfgDDo/plL+iHDZ8t/RIs6PCt81vzYYSW2voAswRjV0fFfPxYXKdhAd9iM4RUrgHe/dgiyppC/5fMZoomlzpNeNJqV60W3aqTuOOfLMVn/XFusUvl66cAZFylP8fhm+B3cQQmd+cSUdpN16fFYFkJEol0mVaVw5ADEDkzqNRVN6ZZqhFrFzLCBrOMZsVdf/YLvd/Zs0cYqSGubC7fwgmzP4cl7zA5AtX+bjXSzkFoRKtu5eM3qbkfhW8dJHTleFbcWjeN2b33z84E/8xEPXpRL8lgTbyNfmuv59RvMfYYVmcC8quowSFufQEv7+4+fTe3EZP36Wfan7MxSZqCowD8PqXrAPxmiRc2KyK6QNqhzTZuzlStsBUFqIKhM/rBSP7bBKdgFZjZq4acufmWNavF3SAV1iN2OffTBmdTofd6LTsqRLBkio/J1kFKeyKmNFsIy0xyuv0+wV9rKzvR6C+wZWrDyLVUP+1LlEvdyJ59JibydVaSrUZ4IaUwbejM2CWCmkZiMrFWCzmkAfVsVIjuVG1ixbt8JzjBXA08pStEgNOA482KV1xLPbE+mX/9Mqi89E+pIvWKYBEeJnnLAtxsHKal1eT6XDZN4lSb9Ow6PzZ5+lac+zWH5a8IG+KSoSFheOMJbU5zHOCN9YuGrEZVMoURZDuBy0PS6yjGLgq7gBop+mZEjrRWvydPJtb/vRDQkO7of4+zu5//1ur9+gimCpweYiLeoNW+2dqyDzy+3sbKczJ0/QaOhMuvcBilaPHoHZRGBeq74O/Nty7x88/4kv/LdbBmwMrl2cFE55bU2M/h1mxbeyqs/0mVS7WBt3DH3kqctsAXUlffQ5mt7szlCmwgV2orvKS+Obj7LsHsW/F0JAmUz1qEHhAzbCplgZ7fOh+6SqoUdj1i4X0iY0Fp4u7GvgNvbosdFC3dCOSu/6AiJYJtPm5WY6gOs3CWg5zDW3AgSs8mWkX/1tcsC0yWuybZTWrY4ypUrtV4W6ON0pucr63Zw/zVdXT5xNM+oxadEwrGChOWq4ulFnlr9LxkyWnsUtcJT/hbAltJHmDbWqepeFKzl6eeS7BKZWL6cFgHh69Czj9OswoKRG7r9nJp06fSU9+cx62o8lesWdpDOovj5/+ul05eIpqgTWIraaQULWoFi2UV9k8jfjuD3r21B+LC4fSPv2HSAOnAqXvEQcVsO7ACuW6OziXp/EwqK4hsQtlX6RxfVaV5FWeel/5NS/lPj2Nt12S55M0ewiO8uudVb+dFAKrdKC8ArKkssXTuJOrqbuoyxuMMyHjh3TI5hgHi28cHh96jtvGbDxtQ5w/24IhtdTF+a2SLUezECb2byLwuOxE5fT73+cDQ2faKVnNyrpygBGUIbRDeN5Y+STCGqqQYDguReWxvor4ydf0wJ4Wq0yLoxdjrVSHRhMSQ2n7RQgq5p3AiwdiJFtOmt10U/WeO00FPwEpS9dOK+dCy3a3BHUHCXhrNUpABehkTuXUhrTOwVBAGkzIM9W34ciBLatzEScUCplxaeuHimJCZjNRXootp+G1VvfAIzU0WFQNVbGl553N/JpGt+I/sJDzcY7x09OdJ+KzRVBUdn+KpF2yIqSApfgT0seVEu2xGoo+YQWwP/Di/30f9Le/NjBSyhOWuniTgWXcDN9/rkraW7nmTRcfy5qBPftZxIz7tNTS5wPlpnr4zHVUi7SZ2QRRcoMv9cApGtEA7IjOFJNYEo/R2wmm2jCvCs9r6zLsIG/v4Hv8X18lfv5eY+2t2mJUdtWKsZzElC6+3SsxsKuoirZ2LjC5zNurJ6h6OHNl6+ciRjy8LHbrlmSrg/cXvJgY6ANYh2Z/w4X8S9DgNRM4Gp5Olik5y6upw98/GJ67+Ob6ZOXptN6Z4bYBhcIYBknSFboPjXIj6m8b1K/1obYaLES1mzdLRtIMjk6VfHaGu3lVF2YGxJQSrHqWLiGin9IiV1cxSakiEu/E0YLWVfGxEO76ygiNtlzjbhxew1rxftmV6aj8Y7urYyneTY3rYchSFPkybqo7kskxodo+7TbyqomIjVgXtvSHmJGI0D8nWnctgHozUozpVbSltmOWZjq77HLKZ+nZQo1Slj1YgusYEBFZY7NQrLmRI/clzGgB5I7LeJLX+Mn6fIS69o86OkrWHiSyi4KZ1HfrLO4vPbQcvqC2xfSIXqieJytzfW0yYTft28OQMImWt+GZrGK52Au0UR1QRPpsl4G2Cd4wP0IvheAfXpDVkQJwx9i+L6Sc654ytto6jrq5Bwj2Vr8TnWVG4i1L1DcuoY1295ax9qhD5Ww4k1n6YvSIFd58NAdaWlFD/Sq/ecbXJ/bSxpsAO2vMAw/zKQ5xAXZ7+RpIk3qkOc6e2WXbXkvpPc8djE9frGeroTLCKEQC/WA5jYkQaHnT53fpZ8/JSoqNXimgxWcQNIxYMVrqSznWFXKRXQZa4CpDQhtT2B8VmeCW5vlhhothcm81xqyGtatXGztZA5MkWwbkPVlK5mUbt/kFN/FxXQyLOxTMc8Uzt4boLUl+T4mJnbDFdn9uXGFQu0saWIpHa5Xj6Y/6gN76jGx1DUkSaVQOhdxlqDj1zJqlwJD8TPSaVqtQJb5tuySetwAZJAkz9+ydct79UT6wHMJdxKX2syU8RzPNfneutkCuarLyWPn1tnqCiv2ijvhXWnTV+LxI8duJy82g65yFstFY1tyYrqWMrnesKonuJ7v4HOf49jvh/l4ZJGaCoHGNbcg7VXcj9Gq4q8AlP+C101ZgNtCBmc/lEiZuNB4LBbcCxfOkxA/ly5fOgNhsxELWo954qJx+fJZ3NR62n/onnTstnvTbccAW5QxRTsaLft1k3W9JMH2hbgN35AG38NY/A/cUSEIAl2BXjq/0WRz+Qvp9/5gIz1ykt6IuwsRl3WZMLF5IQMtC2iuy979kgQ2R93eUYwrYaHblX/aabiC8h0mGEupJdM1cWXXvWGSeNGwoOaIgkaHEp+Zd3N5YgSqtrtNjgMxMLRMhhk9vSxFTcIAC9KiLKYLSDaZHJMzpAtQytsnJHcJzit8kbYO4sS9BCROBuSoJojjunRc3t3uUEkA9U0cN0mRqP3vB2Vr39RBFrpNjub4ZLZd4OY6vACbllurFQDMLmR0GS4Im4xFY5zsao76TxavKDShbjvMedsyQmuKdco1caY7kGSzaG2TCJ+gn+X+wzPoKRu0X8/CZc9JBtfOzrj8WJDyH/CBO3z3twKs916D9/gVoN3Lj+/gXCC9BtNaLGvYrF3rc+1iYTJVwzVVgLyGSNnOyvZB2SJvV2N87Gxtl7Md7rXqdDp85AFYzkPEl4cox1kMAmYat58UBUVUpd/m8/7w08/jhf79kgNbkZj+WwDm/8O4VloEuao/LpPD+fiTV9L72WTe7ZFOb1Vpo0helcGV/IhmPSG0zTT26lqevE7q0ENigcxzdYnLwgVkZbMBqm9o4y4aMtTs88gFrdcbAIxYkN7/5ook9UykVnj9EOC2AAHVJzHpvPCTuIEylhE/4aJ2iGm63G2Cg9GkMQ9sI+dWRSTr9lCeo4n2KMERIJ4/50B7KizkRihXyliRqX2swHML0RTWkzCJHe3HCzbVDmC6vmHBLBcCyI7VKM8VbQ4KDiQ6P/t1w8LJOEZwFiDLVdw58Z2tXs4NahLzM/mYI0vpotdmoVFkbdFpjYqEI8sr6chROpAxxjRUCoBdc9vi/f8PYvAfRKOqtvJTpFJcc2R16a+xMHwH1w7hshtwUDy75feBlOJYFb0RTjDisYuXsGKC7AJg32Uhs9Ug16xJVTvgtLb30LEH0gEKaA8ePkwfFPplAjCtWQ0ra1N51o7jfOZPcS7XGvkXirN430sKbAKNAf8FVq87XW0d8G0u6BPPrab3fuxs+tBTvfTs1mRadyciYqs2Kn1zXVHw6aSKDsHuRJOBMAFz2BVkTCxbYFN6xYRR6sOFwz+y8YyxmjGSFskkqERKE7ewRe2aLkuNWrVJ8l1O0zZsZHubx/lcdwit4C4af1DHFWU4bQDWM57DNTVPNgHT1gCgPVygNRoDLB7EnYLeVrVSeFQBHFftJlawzkSqKcmClVRfOSzDOmopLbsJWj6rWlSzRCwaF7ggMzym2s6RPxn2K8c0AShdU6sKLCcqLJ9Ufx6oLOnyFi5owVTG/nShrCEXyXl0+P49FTmRY9Qas5ixRgyI5ewRpifQiG5lE1c46m8xnDKKyJvTf2ApOvvTP/0Q9Gu+ca2RdQ2+icMf4jp8C4Da5ynYkiFc/SLW1l00R2bebh20XmTrrSuXaEWxfhE2EyEy7uE2KYZtFiu3Z66yZ8C9dz2Q7rzrPnJ2MKK49VpI0gKmdwQ5rftK73z44Yd+8s+ErM/w5pcM2Bj872Hi/VOu7Ip937dRfpxZ204f/uRq+t1HttPjq165+bStJbOFt1IjE7ERBBlHKKUylZwnnbGHMVYuKdGdsbc8wl1e1xZIxF4u3hVWOhQFwc5trNFTAyBpAVSPC7Rg5ezLsUsBIxdUF7I+zwrJRcz8OD1HYCXbKCW0nmXAVaUzcpCWTnJXWiyk11kmdH4/7e5k4lwUlIk5t/mMKQBWnqFVnT356Y6l/lErE5NfCxPxXrYWYcg0TLqEQdePXEUZyfxYfl12KXOklDfjsI+kB/N7ZOGyXyPLwXQX+wDPJL+v9Xv7esd0h+9v+qMUINNTwKpF7EQtGlZufYt5LLUfjODwd9/20EP/1WeazEqpOKd/zHX5HsC86PfosKBu01dE9z7c2Sgx4lywoFfoj3n27CkKR8/jgiPqZhxVlM5QWuS+Bxdpb26j3YOAbv++/bRJgPFUpMxCp3ZyRMTw4nfyvX6Gc3onGq3rJtG69ju+JMB2/C1v+RIuwNvUsDVZ2U5T1fyfP3EhfehJQHaaFkzNRtrCjSsBDOn4Pg1rZOONrix+dEJqGZxcNKqLGMRYwjjM2KGu1WISuq5pscJlZMLbJCa6/O5AQthKG6NUZUsopUGKeLu4kB0yuD3ofVf5Oq7I5AwTCiKlI/hgNjtYMmPBKqxkCYRpNe2JqErBmK2zQbxHkWiZD7MBUFlR7RLV1BFPWUuXW9lJmggyTZ6T3Ak3UuqbP1DzGBYn8kh/dBrnWjUXn1yJHWDxtaG+AEyh8s8EjW+PygLTHEWeTguoDkT3MoQ1ahsZQ5nV8BiKXVc9cO50WegtcXlbuBWXLjMeWKAZ9yAAC4Dqaku6ohLAfQa+mkXt1fan1HPd3nanm1xWFKqWUMLABLNwXdCKsefd+dNP4RpSzW7Se5K9DkgrNN0WuUKpDvrJpcWD6dDhY+kgebs5CJkpQHa1inww+CRqmEf5XBp8pn+Ny2jM+KLdXhJg65fL/z3avoO7uCjPnF9N73j/2fQ7n6ACF+V8000v5iLHG6vsEBfN3h4uxUOIBVMA5tLCuvGaPs+b5NTSqfAQjMYWCv+61pbxr8LEdpJpjVrEWBoM8z0VatYEcw+LGNpKatYivpvE8szojuRJ24J53LnsRhKAmzbmUwTdspM9LIYuVgc1SA8AD1Sg+P45qqhRnHRxc5obTBQWhWkocal22TvPyfxeKDyCMcygkPkzh1b+lH27i1ioiLeyFcuTNJMcYXSyK13ANdra+TKtLc/nagDNYzaTUSDrh2r1+H6d2G2HA7BYhWWQeNJCete1NLWgS1qkS3qoZNYv4xXYCcjy3Inh7fx/EpBZvPYdnNiPU9t9GKvnjW5dqnD4jMhP5O1+TUrrLm5vbKSTJ58Kqn4HmZeu6RwNh+oU3e6G3pXFENDto9v0wQPH6DmyQiVAbvxaxyvAJafLQv/X8GweB2g/A8CuG9v42VC6p8DG4AdvzQAM+P0efn81Fu0rWYH/nJT9Gp2jfvNDp9M7Hu2k8z0QNo27CDcwGcoHtsLlgoSej4u9LUOoD2awxiQJSZT0OkCrBhMA+Dhoi0mvomAaveIcu6P0eL6J27OD2yNYayaV3S2GFXmHNnS79mfkopYAVoN+jTVbYwcTZx4Nl9ENE5mQFS3mFMA1paBVMJ5jE4xO9FSwYJSAfI68XV1Npd2KmVAUm3bRUDrJJV2mFpiZapMCMMFeZFeUx2KD+quERQZ9FlFlgOg6BszCVElyuG2ue825g40vUgupWis7n+GwSugwNrERZMBLIqSwgHyuGxQay0oCaa39tPzeTJjomnuP9gqeTew0k8/BSne9iVD7T7DrI9XZTPuvxtv4NoiVuvGvO93k/iKmODLh4jmsra1TlX0CZvEEQKTxEMqaBnnHxQV0DBAjZVpDDCeoAJhfTgv0pVzBXVykm5gL5KiWLUqJ0rDJ1lxv5nT+ZbGUKIS4Ybc9BTZA1gdkr+f+RobmH3Gp7pDKlUWT4v34c+fTh59CiNtHZU6WWPetRZdgc2D9IbksLI1U/jabCYaUiQndZQVWXuXqGAr9qLRmdcZdVNwrUHQLfY2Jz13iLlUfTuhJOmHlvDAApFuV+1o7jWpKrdy2CJxp5ZrIsmQftarualPHApoyEIHRy95e/7xmwGsjyTqPpYPZDN2g5+LjxjumBABbGVbMGrhUZtfTRZQu1nq5iKAcMYEsgZJBlQmOiM0CFDkp3cNMZVGxL3FPghHFn0EZADQm8zXGdjKZJquLAEYmVDdOxtCx71q5gMscPTMFe7w2gsS4+R2yRYt+/CFezp/M2LKolX2PejXerkayXKsdYXn5Gdc842+3jsqKldEhccPxYprQ8+tXLqZnnnkM3eKz4f7WSDzPzqH4n0SBwvbHXiC1lUuLbNCxtALpMUM8pn6SuJhFjO8IATPxz5lHz+KSbo024mCOuRSfu2FI44P2DNj48vdzPl8EKXAcN+YuLVGbCRixEpNwE3fwD06upTW2XJohbuoCCre3tdtVE8HuUMKAVU73w0Yvk0z66EePtaPpapAablfUZnVWxiUlr9WZmqGZ6FYbVUMWJtiiYHpWsMAKMsG21mxVlydWHaKkKv0f9pegHUVImxSAy7v1mnUtncBnle4YzxGTmciG8gzxcs02dvxUKWH1QZtq7r4UOWCskniumDzH7dTH63ewzu7rzflZJRBUeig8jJtY/bXSEaQZg4VrlsEWVl73K1P3nqfqlGz1dHNzLBbOaagrithKC8f30pBGiz4sUWzB6x4HSqo4pHsFBIwiZaBbmvcOiKxdkDDPu7COpTSP+b7FxSEdkolpY/ceFjuORzQW11ZwBmYBrJa3x1g0KSG6iI7y1HOPs5jSbQyQzc/RXZlGRtGxjHPRVZxj++OFZZoOLdBlGXZWVzHE33G4iPRcwf7uQw+97Rc+HVQFpf8pytQXG3h7AmwA7dUMzS8wkSzkw7pA72p1wk/iIjMDzqP7u7ILxUwuaqLFRWQyVmOVJw+GVYmkph6d/DyTdoe9yuzPoZrDpLBkiMWWWqmaCg0vSLCIHdwSClPwrcyVmZgOORVKeyecE7fKY9PEVRWOpYJf6r8bRArnAXAaYeVUoLhnW86z2eufcu2QcFXdtxoQlY0Z+F6SNTKQQ11YgDWhqymIieumIFjauLCyaqrgVy+wTxl9iOpYU124cB89+xzOBCAmCllWADDYjcJExN/ZqtmANeI1CQ6BgNWyHMgHrT4IElL6n/8pQ+vi8mpBJV6in2Rx4CCNCnDEj0BfBrFegtcvHFj+rDM+dx4rp2/6isX02leydwJgsM//AIYlXNSgP43HdM93YBZtv0eHrPUzfC9KRPn+M1owftqKboi0SkbyAAnoQwcOAzasGPHwqLdIARa2kBr8PPGtJTam0/9IcvzFBtUfd/ybDjY21XsNCo7/vVKqvHJHGtxNk70ITFIJgRYX5xLt3B598mK6uA6wJAWkBV3ROfuqUib+dZjYNu2c0CI5c3jvzCx7WEO772J9ZPRqADETIpmqj4+p0eQUt09AO012mWS2CDcfUAckjUnAJpBwg7bX2KQCC2PgX2aV1uIIRD9fdzL2RgNINpkvQ3jU2Kya/He4ln4vP7NLzNY3rsPMTpAGaKAAqZGP0ya4/5t5uC6v0+rYEKjN7316PC4fnA11hm5dTPJ4fc6leYswJxy4QvEREz73p8wrS05wSxTl+rZMkkgYdXlzjLvADXvAAhDmKrt+4XpGXOauPdmiRtpC8MZ55HMJ51aAeufYU1jrr/ry+fSNX77MgpHr5WKx8HvyGR3aUewiRli9eD6dPvEYXdPpBM2i53iVK9N4ESajbR9BJQUx2DINVxsstguLc1wzmjGxyESest9v8T1/rTIxcZLT+fGHHnr4hrqHnyt4bzrYWAn/EffXbWMJDKB1h/SAdiAUpPifPr2enjyNiPhcL13aqceerm0umDyYImFJj5DBOdtw13Q97edRx9ooKG5iJScBTZ0kdxdr12Kiu5Iak9Wh48232K/fPFE3XCcB6OOAhTyak1CQmZTWPRSUNcTBttIuO2mYsbsbuEMCVI9SYgT1f9whVozZWjzX2sBx8jVMTJUmVToF1zlGFVG0Ez8S5ZzvwJo7NZaSJCrelX4xNhtoPWeXs44wSmci2HpetTHKnQULezWYEj/WxmWSJnJ2Wjh+9iQrWKDyjjEsIJJIUV8nwW9qIUu7cpuGXB2Q85bGxaYRsvvpGITbGgYus7FS/zKTlGmn++mxwp4hNJzN8aSWbXtzOzbjcKebS8RibUpfppFzzbEHQY1OYSp6dtgvvIIlm1k6QPcs3EVyY7PsV9cgNzZFiuWa2zuJz34Ct/Ddn+ukv1mvuylgG7GOfGk2Oe/fGe4QDEXsosKFeO5SM30CkD1+psNumqi1d6GD+1bturJixSQVgsJ3Rc0l/TE5DPjVN5LsbMEaikK30tW6dGQYictUCflYAyAIbMkU2xUEZQwIpmAQbc5jfLdNDqwDum0hJ+FRp2CzjjtovNezGBKr2QtLpy6SYy5I86u8l4TpRrzX2cBFU2oVrwFkuKOTfrZEAt+jCVD7WN4ui4LfvwbQK+wxLGAkceq6vEzSduQJSwCOv2ULzZVJrRtL8Z1ia+/w70a2Lrub5uNkGDU/dgUzJtJqDXGHBZiWLcxqWDGBWYBGK+XvvFUXe6SnzO5r9mF1SMOWauWKx7LN1P2skF8zJwhry+dvIqvb2W4CrgsUaj6JOPjpcJWVvtkpq1qfi3jO7YrdTmqZUpzFFdsf0GUZV9HFbZLr5o1F70OMwS9LUPPnLwO0sxaM8vO6d8S6nsC8KWDzakjvs63u9zER3kQZe4iCnzhxgTYFz9KioJTOtmpprUvrbvaL7hgroa/TOwQWkedxR5lYrZ3YTGS32x24G6jaNuMOrIN1Wbp5MolI5LigAA9XzLnVJC7yNe4io6WZxPJpITWQTTa/sGjU+RftByApTGY7j0xkm3/ryi4CwhJuaYMeirqCsX8fs78JSNuAZ8DE9j3VacFN70JiMi2TubZdLN0AoHZVljBZTRWoaJC0KUW7cj6H1V2VROS9oP7bxIIlQD+NqSj4yFgwRm0QLPoMyp3HJGQMo4RDl4XM34NsMtfl46YPA2DB/2OiMjMZxaM8lrdLLIiVnGMIL8JbaC99qOBD/JJh4FxAiuZD1ODSZiLhmWyne+Z20+mnPp7W2IzDnUdbyKfq0PUl3MQqRaQlfsfvZqGiYnuRPdtoY74Aq2jDpAZ3SRwXARbmd5GH+7eUUf1H5s/VVgUAzRP79NKb64mT63KsmwK2Io/GJpr9b/d66cY8TbHkb37oqfTJ88iiEn3pywTUlN33ZNl4TdvtlFglVezbEjxUEDJbsmUew0mn0iKofN4HgTLAhZP1El2ziwTZKDCaaBeVVYU6wq12F4jNBDMuaIfnWtx1m8p8tiAKS8ax203uAKzjJvE+z3vrc8RbKPbrgER1xCau4GAb10z20piLZGqF5ycBW43zVbbVhBRpAea+yXLO3AWgArhmlth0PlxGFgrVLXYC1p3Ur3WnUGcbC8wuAupyuYN8C5V/dM8yQ5YrBaS6jS2DkTRlgiueVS7qAkUJiHADRl9dWCatpiynmIvOzrGmFPm64DlyHBbs4zV2M9QcxmyRv8rWLaDIi4LEt8U68fNHHod5P/U47Y7PYDjZHBJWcXZ+P4sUxAb7fdewbDVq9xbpkOWmF26MaEsJ82MMsd+/RzwodfPzAO3vMXfUU6qdrPN7dMsqmMXrAogX8yA3BWzFF/p6LtarjBkubeyk3/noU+m5y0xUdkUh6Mp7V0vXewXZ+lalhC3MOjCRA7oGS0mHQxO0NhbIZqnBdEVkkuVXuknEO1WsDqthTPYWQLOa2kLRWLuZLE33TMNqOGejHRqWTOWHs6djy3EAlplJYiXChTKrremBGhbR5jVbV+gPAqspseAk9/PqKEoa07ij9s8C+FsoQ7Rmbr7hzK7yXI2tjEw9CBdpd93ZsHggYwq3qV8l/2QS2YmsCqYgPXY2JXz6xDiME0WrTnwtsS5bbl2Xd9fRfY2GP7p5EjIBpAyKUU4tLGPQ6dlURfQlrgNZWWkTObSCOYwjBPjyVQzbZ6w2eqNADrLEtMEgnWfxahI/33nwToiqbcYdmp7tpRrU3tUhh6xpm2XfOSl7O2U1CleR/NhZLua/gTX9HQ55lqPaBDaAVtz2tMv4mUB7U8DGqrQPa/bDrFSTLVbdp87Ss+JsG+nVCh18mc3EMHYT9gLOkwCeRrjbn5H9khzQTXTFK7oTx+V29eUCh8woggzAVbBfyquYdGQNYpP06SXiKqVRTM4W/Q9buJNaR93FUHTw+X6uCnbjJFr263/lnJy1Y9NaVo9NdyaqklvEfO6vTXCFK4m7yCby+Ri5NMfk9EBGkamhhaww8eoAdYGdTSVIdqjY3iG2YwPTUJkECQNDOuT8p9nX2l1qPJekADmYQKsEhmlzjYY0eF/7j0ipT9BEp4mWkDGCaTW9EIWg5vesgWPSu6lHDsIywZj1hgWy9AiKVHRsXxyozIi76ikWsyc/lcE3WtiygkSsZgVJLgvSrWcMSlj/xcNY705aJhk9xW46C/M08aH1AfukEYtJ+uBCu4c5bA7//h11do9CyHyU/Ng7jO8B2R/Jh71UrNm1oLspYOME9nGx3igz1WLFvcBGgR0UPD3yKdv01T9zZicam+4y2V3o7rprLi0yqUrKs8DSmikA1CKCItp/eGHD23GCuNK7W6elJlg2PJDQ8UEUWCE9CQHSwlJtIq2ShSzhcnqha7GtrhZBVxIAWtfmZIPZrFBCo8BYhlJq39YHkhdDXlMilquzJ4DvN2FtYx7B3SRR3kFI62tUWlUhV2ZRg5h6qBK7KRjeuEi3KSrFI5Wg2ylLiTlv0KqthBsb1pkkYh/rGZYEi2rHrahva/k9WDRYDELdgnvZY0XRJfe8tWgWi2tFw14VLmFIqgqYOXKqaRxC8/SjFnfhBY6sW1i0Ii403VJYsxj1bCpzUruwc3ly5SNaq1fD5Z9EJDzDJiUrUPYz9FJxk4tJ0i2552OGM0PwLHrUH+RX47F8uHwL2udWuN0ssH0Fq2M59lpmUqxDFDTJn6kOP3eJYBor12DZrs300+p5JDu/ez7dd3cj3fmGQwDO1gdMetp827bAUN4rFSuyi7JzIxKseqOssBwzFOqWzLB4tvh9C3dS9fwkXYq1Cl5uk95WVneQf7GTfWYXiYss+uxiKVSmtC5AfMhyOhkBRYVtoRr0u1cfqYjZeLAHkGPzevs8cmqTlNtUcSlrqEtkJXap0O6vAiLTBbxHtjDKe1CX1AF104UBN9fOx1ukHPoAaQCJ0lNhEvm+TPm7uuwA+stnUKzgdnYAmuxiFpDYLSur5F2MRpboqs6xcP0yuAp4FLV+UX5kDFcwjGGx+Jf30tZzEMwZTpmYyfHfVStZoEPwViGf2JqG/cnn0uHDUzT8cRcZLZl1fHQmm2Dz4OHwl5HS/T7D8H5A9j5jMd56dc+0l6IF++MWhpsCNtyaL2YVY+NMJiUXsgvQmoBiG/CtrWGJ+N2E8iyWiFmaLj92OT31kXPpyN3UIdFZe2rSZj41LExm3LQKkRNyghnDyUwaj0mRS327TRKPh8aP5d5YSirZ2KgD6WG8FhXaWB0V/G72V4GdNE1gezpdzWDx4Luc8IKwzOuq3E3OtmEffU1Q/FpDc224vzOAWQVJNBDC0skmWnE94G93hakZ1wlEzLeAM5401jJGDJkX4JEhreJ2hi4xVhOBYL4rq1FyAt84VklVdu/inyytIxIxV3Ybo2mPFks3IH4ZIW0kmeKhKN/JqTNbSIzyd3HcUbAXFjN/TixuMd7GcVlgEJaaJ6o8zuZV6QA7ke7Hqsss1li8LF/ivC4RL/4tfJBfBVBXmcQR6XErWLJP/w43BWycBFSbS6NMpNv60UuiT28I2MMtVfW2CICi914i8Vw5tD9vGXS+kw7M4354kYmNZCd3NnLTGYkBO0+FhSsmUUwQKW0lWBzbyRldi/2boGYbMqKzmSerio8Grl4NYkTtXgcliYyh7cM9oHR8g86/tkvwvKTTd9YBK1YygBEkBosElqzMOQdTyN/b9Ko0FTCQB7dMBlBVWEh0O2u6r0WSehOG0oS7rRIiRwxAqnzWFPGqlncTEsa9BOhNlBeVICVyu4dgKoPcyHVl0cbA1FosZYW1L6xQJjR8zvdnV3l0y/jzGNl3y3ZPzaQt2J9XgESfD8Gsyxpuab6W2SHNQI54ztWqALdMqdtLOf7x+RPpP6P0eDuW7NPDwlsRZ/GdbhbYosgjNo1gJTXPJrlhyokwKivRBQBXZBortDPPBKB04sRzW6m6SC/2GTZHn+WyLlL1hzu5Td/5yCkBPvN1wbi5KsvE6SphzXzOyeoOoXZ56mDtOsq4YPOmYQQzeeBGhloq3De7p/J3hZisAjCmIDSs/jamk9DQUg08Wc61zPNawijHgSQJYgRLpwqmj+U0btJaVFSMAB4ayUfOyoVmZx2rqkSLc5PUsMnr7CLqfuJNUwr21thmP7co8GScBrKoMUAZDoLNNggBq/jPpHvhTxdjGAtB/oa5zEio5VAsy60KajFbsWu6aIWXWBSrBnQzKXI15it6kGTaP0MzKgm8AgIuBAiwvYxDWNirOcH4mAZA+xp+sy3Co7cswq75YjcFbFzcp+Iy6v5F3KAW0B6NunY2j8l9MLxLGjTIVXWZ7OtntolR2unwvbR+g6CYncay0EzHBXYX8JjUHSnPM1OWgRt9RACY5IU5sD4yJan26SXoZvSTAmsHpUcHyzKwzz+zpgp4dGVrdouyZIX4Y5POxlq8ID30UCVFAJcAs9jUHiY7V3aytpLPr6i80NqFJdMtFWDKxSRXcC1lOyOlwFn7PK7l/DxpBdzPbduY8zm2xm6Tm2PzgOwWd9mhFAvhZNZ8RdX2qEo7rF0ufxGAV018xHjZGkbe+qr1L1zLUeRWxGeZbNJtfJ5KCQa2WMQiHo7jZbok9wPJebeI44JgcclT/9jDW2HcotnQ81wHrxNor+T+Gdsj3IrguylgYyBPey25IBO6UbPELAPq0dzUL/pUhLI1MjWxYuvnS5fvQhOfP7ebFo+Ro3HS4I1O49615lT1U7bSsk1cLjWxHXB4V0YuxcVX4uHvHRg+y2Fi00Is3eZFq66dN1hNARTMIoCz3KRo4qPci1MMYkWKX+mWFQJOLgHcpoWe7KPV134OO0EjNEbbh0bS+EXjkY+lol/g54ZC+fOI7RgDG+xocbav2J6N2A2Asbt0WBd3pomFwz6WqEhM4ouZyDq4xFhQanFoTP5cvHmNh1i4dtlljBaUEXeZR8tNkOKZGP9snYZ+Bx8rAKJeNdvGQGtYr9xNy3ixAFHhUga2GcsusXenV0mbirvRo0IX+W7JD/84g6LlB6gv2zOq/Bcb4DcLbL/JBf113KlvcCOFBVg4HLTcKNT4SPcnBwEAT9W9+S+6DS/Qa+R8kzZlHRp9kvSN1tX2taDYkpxTu537dsS8yDMlVv4gF1x5+bbS0QIriI8JiA1YPNsL1GjINYXiQ0LDcN8S/l1jsqsCYyjsJVxJUgfZZbNtQiEaxjrBqwU5I8VvwjqX04SOL9zVPgp3Bca+zjZ0Jr4btFeTHPFctbaKgy336Zn4jgnLD91OxqcWLq7ttHnezlymGYzZeF9MflIcTn2JIs8t1P5CIdOGBcGS8aRlG5ElI5cvkx2FEsS1LhvvQqnjSGZXNBMw2fuIGrbCWsa5ZM/7ajzolVCEsNOEPcZ6u0sN738/73mQQ10EaE++2BN8Lx3/poANxuk8usgNL6eu1oJWRvW7E8Y2bFw1FYzRWAbroivXYVGsuNXSlUnSAW1alFmkie1D1tRYpA8FE9xSmrb9RUx42xI7JmGuzjbG0UWdsL6Mg1qpokWqE2fNLECOoLCX1d6hg5Y1ZpbvaM2siVNyNQU134CwMDWg1TEWExwh3SIWKwVxgjXEUvmYzVsFao/XRlsG6XhJD8t2rI0jHtPF0jLJUMqK2p3KtAOmPFxFu3qZbI/uyr5QNQmBbZ+/Q1yMkqYb+2zbzzLLpARCFIj6nY2TBKx4i7hMa+didg0nEdYp3yIULFjGnKsz7spESpZnjV6bQTliKqN/SRw3bHDuRRKAVGDuHmxuTiIQw95uc/1/by+B4Eady00Bm6qAkNS5ckqCMNGnrWSWkLCZqECI62qdlWX+/A+/rgJj2EE7twu7twOLKE3f1LpwEWtS7SSetVqKk0MIEUmnotw/HsvqdCe9pfrmpXQn6xzXhqs7q1gNpFB1rMnMPtqc7cdSRRu7zCTKGLZ5PpLkCphxYd1go07JjZXaTVskINtSItanpATKMsduxJ0Wsar5K1NAaTu4Fi6n1tPYU9W/qDBmK5EKmIhOYXmRsJuy3aSs5h7SfQu/DBMMiNyg0djKONQyGM1j5uGLuK1AWWGNssNnlJeZwgBFYfFG6YLCYF+1hrr0kQoIZUhmG3NMlmO53KUrEzVZO1kQJQXIDRu7uJM7usK58YlvPXxtZ60bNdH3wufcFLApv3nwweM/T9uBb6P5jpu8EB8Ri+Dn2bLNPa6dp05gqXurtiUEJEtqxG7tdbo1Yd0O32XSmUY8TPBUa6dFdklx26dt6fyC1c5xhcG+k8ukr8SFSy6rrZiB3rf6WoJEyVSD1MLkNM/z2fUKJ8br3AyjbXLZeMxOVsRjM/sblOLjvmL97IXSJDdmC7UhfwfS5VV43dxiVq7Lcmox3SfA5Lmuon+b2yvxedE3wzQA5xpUhPsM2IuRxHeA28iK7+rrBVdZM6xeMsiMMCkBuEyQBA0SwMiax2yRMqkSfmX8PzuaBcERL8vxV4ZFfq8pAt+lSxsgFXgFarSuUQmgSoWPtBtzPBW1btIj1h2i+CHZjyK1OGqygnrPK/RfDHDeFLD5Rbg4R+X+zdW4+8pMXTU7yV57eMjSqellUllFbMfhNjR7nzfZ46WLW7nGphRLR7EokBCuvttrO2nlECp+SI8WLTa7uowxoyz0yumAEgFbTBY3HVRCadU3kz46XRGLNVCEzOEutqDiVed3cQMFSW6/bTxmKQ2gtx6OGFJJ1y4MZdsmq4VCpcRiwf4dEB4YIKzUHIvD1lozLPCA+FBCJk7MjslYsEmOqRpFH06Co2dtm7GdO+eEReBYEaPl/iV2tjL2i4AQ6VbsW8D7fC7slXS8ICtYwQwbAZDj4djNJj8SbqPdlGVDA5PcQ9MYqcfRIlVMu2AfPU7OS4ZVK4K0KPgtLJzHtjNJ7A8e4GWDbXqtrJtDFLSsXT/6o39U6/hiTO69dsybBjYG4kNswn6Fi3Jglol0iLxZo8qCx0QewrZFdTAXrsOkV6g6S1xkfrlPXqw0Pxlt43bo9T4F8NQbbiBtapCkXlhmk3hin3WS3X37OoYiN4MtZwMi24uFyLIsXcQKYl27IVs2s0l+bBsg9yipieplYrzopCWAbDmnnImJu8Yeax2bBLmBor1IeI1WcQZLFiU8xle4k5c3dyKHZl96ra3WrmKqIAiOwrviHOyFYr4tWzFP0xIdd+DMhbFaL9RNacL+ibQrdwEpUQMWE9r+kwKW440Uuzk20+IVVqzohPx8hJYhNzJxuWRJD6D4Kbh0DQFndjuDIM6vcUQjbZNTNNFoS3VKYbtiU5DwcT0HYmmE05dXd+CWF11kV3AjYxvmvQaGF/t8bgrYimK/U1ysj3PRDkxhzY6wK+csuy7gVcYmfloyhcM1gOcknAKEk/QD6djrkUnYW6/S5gyhsvpG21EDik0EzUvL3bQwx2sIb+QmjCI0TOKrhJua80NOVIcWtb+TkRXaLYR0R3UnzaxH30bbiCMINnYS+hacxkS3nUCU0xA3Kt0C8MZtvsepaB+RjtpH4qwBvmmFFggVqf0oRGVDQ07G5LguoiSKYNE6BWMqoLH0grGBe2lbBvs1Rm5PS6K2kr2gJ+xfrqMmGaIAMmRquQWdm3OEgOoqskbu48iJ1Ir5vYt8WIRhudV5wCoEAeA9SBb9cZPyfjnGQpVOYLRgJcPo55R2Ec5lqxo5OusRaRsBQWJFQpOFYnJi8Ab6838h73rfiz2599rxbwrYWNW8RBcA3Tv4+VUG1wuQDXO0jJ5mQq6OdqTkSZvxxCYW9lOUJJHcwIWbmCYNsNpNB48wAabs1yg1rnJjF6XGFDulSO9nEi/rnwqPMtzIUWYpM2patwmJBwCV3UldNuh7HjE3puDXDsZuGmGgr3VTujWFC1jGUlmcaRmMi0KPhj5D6XiOa92cG6/b3z+7inyeihlcqjY5NPf4dV66uJTJtdlv0t6QsSMN7rPfx/blJsCNHV1UKgS4Fb4/RCSg9f2AVo8ydI+5V4hsYDD/hSXKPmJ+TWyaIYFRKEIiFSCmMu/xfIx31aJlC5lVIh60YDULwBXR4NV5PSJQAnyKE1SQuMe2YyPTigPAi/ftNSDciPO5KWC75ot9GDXFkH6ME8tUPc9NracpEl72ebRxj+5Xg8ncZysU3TIWe9xGKHMeGxALtbaQcqFN3Ie8yT0ABqYP7KvPhJqWqQRsbjQffTiCEyE+C8FydoPc6N1J7fwzX1UjfTADiHQnd2A8t5FldW3Ao9WRulc+RZxlI58Gi4KCW/vzt9A92hFLl1Kr4HGmoPgtntRCOeHcJFEL5XZKMoxOflvjqSwJKwUQtCTyHh33G4vtZ2UzBQogQxwdnbrcq4BEsVvYRpYdOVfsvkPOzhh36M49RVYsYla/bQGm2DbLryLAwo5pG7VC2eIVjElWmGQDF49Fg1gZSOOwzJ7EOMb5ehg/IgCZj2naJnbHCWtrzm+CmI2xYnFZZODwLv4CL/uVGzHB99Jn3GywrWPVNmu12vx+dns8OHMuzVV7UVC4C/tnA9YGbpzJ0IECXciBml2xtGJMaEtRrlzoppWj9K8IN1OCwNlBIxkJBauqAaxbBTnhtaB2RnbyhIYv6HaJCTebwYXFTesQ57XpGbm7ykTXQlnagrWzIHSUgNZN3JFV5By7nGOs9+qOiSsnAKExnky3lL79SqKLlW0QJG3sbUluL/qh8FPG1Xxdx05gTEbBT6+gghiRbMkpAC+U4PG1kS6wi7Lus4FUtOxWZJ1bIRThUljNYBjDRTUNkml8jdOoY3IupykIEZ/KRGa2fkWSW+BFG7wil5aJD1UwxpGFZjLGU+tabFk8ksvxYW2OcxGB+Rrjdhg5Gke6Da+miofzsmIlbzbYPsG1+ADdl752ngLDo8s0eTmFS4g71d1k9cZ1nI52b1n+I0gU09fpj2+iuw7Vv82GDVvkx5aP0F7A3BMTRbdOVnPSzslMiBYqBkVCkXyNCeWk0IXMmwMOmN16mio9ZDHdyrdMVUFjCSsnYwfgfJ9JZ4mOPpOmb8ZdTaNb+lpSY58RJrupB11PpVbGWVo/81WylMZ29n5UWiVyog5tXcLD3J2AyFa4GklyFRe4k2GRcxesaD9nXtHdTBkbt6dVt+YCo5On69vBtYy8WbiS2cKE0FgX0VRceIGFW22GxNcU8ZVfMpMmUv4hK8j8ScFujp6LVgmFOXQc85uKAHFkJeOhXIWhg77OmFxSI0nKhL3Kv4iHfpj7P9lLlufFPpebCjZWttaDx4+f8Evasu0wNU+Lk2z/w+RZx1S0mKw9rFJ9spe797JCRgcsLvausiqSz8PVWlonc7Oy3yAm90iMfZ3N/QJSwWYff6sKIkHrRCxGVbcqCi0LtYUuo/37JyE7FvfRgIfnNtiNxtYHFofq2tmEx5OouJGhe2Ojj7RNubkvS2R6UPuxOYakheEXubhouOq2ttLzJunDnbStuaqQnBfT0lVZZHQ7w0yqDZW4YQwkScL1DCLEfCMkCyuQbnH0mVTIGftv2/BH85dJoNHtWmVIYCOHlAECX5XjvRy/RslcACX/LTb92GCHJUkkcQpLGOykoM4ovPp5eWMObqxgdl6O7aaC+YVd5metXJ7j2Te+2JN7rx3/poLNweBivp1c29+goHDiAPuSHVlcS0/gwl1ylWaCt5iMNdlBLELNrYgCHIATd03JUwmSYoM+Hru0U6jDVhojlCUZuNANJkYXMLTd+TOof+uXzV3pJxm7MSkiEyCpUEQ6TOCG74HWt7WB+shIVPNOY7nyIhZKIqNqiwYtGYQHrxvCuEX+TlGhVd4wpmFxmGg2LY0iU6ydvf0FvQFRdGHGIuZdTW3lEHM5JmaX49lMNlIB6j2j4aUtGnBnscj22ezFTjvEqv1G9C+J/dzC1dN/zCr9cCl5XPc5Us5apZyBDhFyeJU5bMvMbXyWFRSF9br6zPPkyYgwCeBJpATgMiPpZ8SxAnuaOaJDKjLa5D418pIxBTRpLvjyut10sDHcG1yTDmRBfT+92++BCXzkAruKYjm2QlOXQWION3JAhWWyl6D9RPokoZsbbkIBKcIE78p4GZ6ID+K1aZjADt25wkLEEp11YqMSERk8G7TGNsCkGQahaUSkjGvX46fMnoSH7p3V3XZLVoJkyzt31om9riUpZRSNwaBBdQN1Ye2Zv2tnrpB36QbzOotHAaNEy0Tdyc7Kz4pvz0krulWzSOVHbxUeczOP3A7Br5P1nrbd65PbGKC0MaflhhdO/CAa4226xoXSYzTn42eOu0YJ7hE4gpEdGcLQkeaX5kY+Ocd3tdV5keAP8sXcXXHc7JqHX+oTgSKtrFsA+361okEOFS7sywtm+dvuBbA9wuL4HvY0/tpp1CC3L0+l/VO02qbNW5NJab7NSm43vbNfyahzU43ZqctnvDTBL5foLrV0ECpea0IMFtKlHpMfANlH0gsf9VnhEuVYIntamRGIFgBBJuhfad1g+QCysaHqDFsW2NC1TZ2ZrQvcrMOJZUV2tMozdjIv4dZKuJGbsJkykNFeLsTKuZmP1lFTYpFoeG2x26lb4NoZK7N57vFs7xNdSTWVUWTr53k8XyM4LG61BlBXDbBFbMmhc59NgZfREzGap5CNWXz3vPuoxk9g+EZfU7iRBVxHXmGUkhYkSLaYeT+BUYg2cjWzNcsWu/BG45g+HgRNiBSyC1vcPqWH+MsBfDcVbIWSYIef/4JJ86VT01NTh1am020zW+kJrNEaVqLJ7iZtVPduB+RFtgDTSS5bXmdl3TUJTIzl5LZNwfxS7oicJ4sXmTjM1R9gDql5C1dGciNjICvdw2Ia71UJdyBBiLts860F6mEd7aalxVGeZYxkQFgiUR3dsJRSOcEUTwNIy2BsJxfOKZPTPQeGnqPlPRFwZubTHJqV3iF/chKqGLGUhteOYkg7GEueKFg2Zop8oADEnSwN2M3HraUAqnufWTfXthDVuLTIK47YyJj8ReI7iA0R4DAW1iyHXDkpHb+Gq+nfEk4Z3MFiZpjF94qX5g/wHYDb8ctkTFjwOI6/ZyvdJ472+4wMKA/RC/LldbupYGOo3fzQ8f9N9hB7ama68fn75mbSHcu1tHK2lc6x8d3uNhfJhV81f5ytF8wcjyGMHadyuwHFyasX25TLsIeX0YcrcLDd7l6Dy6myXxWGQJBFLNQeUSgpja3qQlfQCaUm09bgbDjUgqHs2MBVDQnHcVMNUBgWVbYu3CNVHmoeI+etdpKFwXiM36OCu1jOY6cbW0DIUvLuSNJHXw6sp4n6mKhunqj+kZ82nXWDRTfzwOrHJoRu4SSUecw9rQ0RS4AQzyCzsMFw5NfYHVnQW+GQN1PMKpDIxGXUBFCysckx7KiOMFupa17jsMXL8kLi/zPj6XFzCwuPabzpYSPPxjjGHoiMg5vQt6iEKPSS8lX/8eUFtZvsRsJGjpyK1o8cP37RSz/ZaKQ79k2lA1Mb6YnKFGwfMRmTyiY/ul42RI0dMbFAbgavQn/QRoxMr8UrV7bSAYiCKrFcV9etoK9j32oJFQN/Ywvp/liJnTaZLIlwxmnEsd0wUfpeF9RZq6JEtj7Uf1Ygk4uLGrSwdlrJrAG0n4l7kGl5TGhrLWyDZ91c7JEW5T4AXaLDPCBES571ud/jwK1wY/8B+0gCQN1SLR1xYp1cY/Tq53VKxkYSrhKW1wqCthUHJpA5Rd+bOxlzZN1PoV3UswWpUVilvIFh/jeK54KM0W00jcKylZ3sfMsJhty1y/9C6uZiZYxZHD9bvcIljbjR5rqUH3Hu7A7FuHgucQrHxmC7SSPA6P8ME+lLJxuTk7cdmEt3HdhOj6Dg2Nwl58Yk3GViu/90dmdy8F1B9d6wVRyTvIaKZPsCSgUa6OzDxQvSw9cRf1VVYGAFayTDO4Ug1ydHsXroAf0vSkicd7hssH11elROU509xCJ07bQlta/sSDV+NGTkP7frtYckk8zFwLNTCB3bBut2GkFJ43M3brPq2lo4Z7CxjJtzSBzk2C6Dvo4ky9bm3sJCcKItUwqSLDBFAshJPb8yg4qGGjsWhiY/S3Rs9sB+9yCCNHKSFh7DuNSkeligbNHkDsMTjEVEiVhWrOSWP46H3zGP98j6hYUXToW+y/OwFXx8jEcsYraRvCssrK4k329TJhYQt7HWVOnfsI3jb9KU/iMfe7PdyGtP6FdY/R+fnZl83Ty1XXftK6WDp5ppY3sure9SWo8CAflgSJZM8uq2GCc5yeFS0gQyqyau5OXztFmg8DN2CVV0yAQIhrLYhbSC2l/yILptuevniOHUEjpjIFgMrdoApd91p1EEzVD7gi16+fsSqUPyZ+EyMsUseFVvaXzXhSE0+a1DqjUxvyYN5fnoU6kQMS8XtXFiLpQWCqm1dCams5UZYqJkHf2SHs9kuY9LhFjBXaaOp0wNID3bIwa0YnvKfJ76Rwv1dCXFUPD9+RYyLcGk61f4FFlhoqUqYq6Aa4Zb5Oo8RhjH7JrmFEJeAMITlV8pFoSsM3Woc2VEFiEwDi5eHHCTxcrGP+47xy0XuL2MbnsJbH0IhDNcy9dNEn/cgZrkyPRaOkE+q84q7wbq9oyJbXuNXYi9ZBnrTPwuE6vN4+4q07y8TcfjflpYsRrApLYmzElK3g23cJfJ0XXPAFk7ix+NOyJmc84z8bQ6io1RYpg66PKcO8FE70QVINH3UNeoICLcxdS9sSUxtBaA1ertkFj5WqxicBPutoOFtrOWM9jmPvav1E+zhEglRwjrsVxt0w524ApXMDOoNZvG+oIMG1xKasR2qQBQ5ctMlhyBU4pjj4pHo+BGJjPeIVhyLBv4ln3UBQxZiWDTvluDNkJh2MiQbAULOQJc0JoCLG8qxa6xOqn5NSMQyqwG9WmInHN5Rtqmb+zSpaCam3uov/NlhLU9Qf27/Y+rHFusTfwvTKKvxpOcOrg0l+4/sJ6euMjuL2xO3sWy2SIBeUlcWGM2jFSsmv6tEWssTEXPx/VL/bS033ZvSqpM3mpnAKYV4VjGJoAyGT1K6sZUlO1jVkSltHM63Lxu7D46a/crE9jGJrZMBwjBJGrBeHHsdSYYbeBcbAEVLfNUrxBf6fap9nAy2/pgItIRlg/lieu2w30+q2P8ZVU6X0YliW6pmyPGiwrXU6tusjuSxRoeWVa307KKwNq6ML35uC4ILiTRVHXEUGJdw+Brp4JxzKYrGFUtXsEwRolODjtzonsEc18bwMrP5yrcjMU4U62bi5fADUvn56EG4tx2tdDFeeDF2B5h4pq4/ZbH3V6xbD0HncH/Pa7R5vT05NQMrtJ9h6bTkeeaaQuXaZvL197ZZaLJ3IkhmgBx4apaEqxEAzNmvdQEzOQmNV/b1KYpTI5JqXJERQlVAT62Zd9ImMZQC5ujckV29XXpDUUSjhLbPJmUrlOvZjK7Re6sG52SUWzYnFWvzlwfI2gKwD22o3CTWafGMhK4TtbI55mrywylzGJsOM1zuqbRfasQFUf3ZwgWN1gM8kYrIlg49475Rs5PC81H5ZjJXKDfj3OzKkKX2pxgk9cGSa+RDpQUv3guBXB8e0RjEXr6oux25vA1t0MI4+RjMqBhAR3OAqAqVIp1IETdKmJ0KcOS5lgvno4xEIoCLqc94laa+Dr+/yPcX3JbP73QVWFPgO2a1Q1CrfSJ8nDioHm129kg8J7lrXSavXZ3AV9vy+Ry3hXTVV9rI23uEj/JRd11xxokXL1N5FsXttPCPbPh8nmBg1LHAiBUiVRAR1eQ2SJpmFNIOVYK2lo8qMbXk6R0x3jDXiNdG7gSS0m7V2kuFDvlqMNkAdCtk0WMzwpdpHsGSMxgTuO4WQplnOhrw3Ozl4jWyw3s+VzjuiGuYhwLYPlTt1ZXt8Ki4vbEWvKwhqYnyIm4iUfsySbraakNCb3oPFwksZ+fGIGquMWPIhkWm0gahxXeY1aXFEgsmMU414JN8r25G8LIKmqxMyqjgkDb6tt1i4ucaIi9XVy03CGNCbca0jT2an3Z3PYE2EajDei2sW5/F1fqt2Zmp1YWdqbZAL2eHrm4kVYrKzEZZeUsn6G+NGINYwDdpBo+pe0Nyirj11fTlYtn02L/jlRdWeTyI/B1uyXiqDou3KSrfyCs6KsxIg2MZ5xqumDGbLpWEnQ2CTIfVkww4zDpN4XJWjvZx1jBYxHQOllvk0tj7MchISKwImURG7VZYpPvmYXMlkr31CLZsCi6nXx+nUWnElSfi0Puwx+AtRWC6hGPqQts1Tc5vAnMXmbhcysD/8hAGjl6z8/tqx2NA4BZVhWgiZEZoU9dZWYtPWBuP66nmpvCjqxaXqu0frkgVtc4QsPiXHSplcC1eY/v15u96pu+TOC2p8CmooRxf4IJ+59nq41vnoTJu/PAdLp34VK6QJJmky46gsvYzbzZADauS1XADh13t9bZwGIVoe8VHM7tVTYqPJU+cfnZ1Nh/NNWP3ZUO3stP4q8Bk0EroStGVWpYiExaZyFy3GLiKHq26BNXEiXLJNanFZsV2s7A5HSh/tCFkvoHYLmcZaSY4DzNwwU6cmWBahMta04wF3ItlftFJiHq3ThGlmh5grKcqjOyNY/QTZkWv0u+eFwXgz7b5yr23UG9MglJFGyma0V8syKWCnMTvulVKxXx3LXuXmAyW8CrDX8ibssuaXY5PUa2dKM+JNGjJEv/C1czg/vqXgsm63lkF7DturFjgNkSnpfXbU+BrZgX3eGw/F7m3DdbNLoyO5PuP7KdHmUXlyvdacgNrBvVyDXiLw2MTURVKW1CoPTdKUaLtbwSCen2xU+mzrnTyLpm0tzRfag/nKAQKUqe+LUjkccE8rIreSoXq7Z5oaqqByai+bIB7lybmjg/VyvlngFOPGvZtE4xAV2xeb/lMLqdYa2iUptaNwiWsE4WqvJED7c4PjUspC5rVmAErW6JkGyr1tbPLnalcfLLRlb43k707DbyOs5tyPa5o03vTXpnmn6k8vcTM4hHhaIjGxf8Rgy6QA7zmhnZUdogxiYciE+5FWnxq1pTRQK+MD5J5tfFK9ffRMxp4akQ27LNoN3KMqZdNV5WTX/2FNhwI6NyFwv375H3fP/M7MyxLXp63HNwNt156lK6DAtnSwBLVZz8kgmuulMktTsrU5QP8Pcu+a/hdBrUZ9OwNpXKzXWIPKRMNEVNdN5y3kyhUtnGYm3brss6f7sn6wJGMw5X5DwBtVROodzch8esjFYL6cSXEVWFz+e7ZZSAzGFNLoep08ZgxPTFhJPJ5G6Jj/SDdH+U1MQONLkeLhT94T7yu+5fuKKFhfNVBbkRtLpNYt0bwFRGrwkzSrohrBIku33/g5jIVs17LijNYMrxaX58RGRIysTmGUUMFzFaGH1VItnSBesbyXIPnGM2Wcvo/qWF53xG9W3xmUUM7HFcNNpYX0msqEQqDed4ib1Izr9c7NueAts1g/44K/1jUO7HrjAJ9s9Npwf2racTuIjt8nzaVYCMO1VGNlXT7eI107QmtyK7pV5Jot9SkdIxCkz3M/9QWcSKamTvlkuUzWD5TFv1nLDGGRFguIo7oUKQFBXatD+JyujJmekQQ7tPXHiG0tiRvAaAkcez8NMtpnKXYPNl0UrPCVy0JZiwxYPK/9jdE5Ao44rmQ9nV9DGPIW8Qol4T2ybA7QLmpiDhcvq7W0rlXWFyEx1bp9O9artJE9uZmPwROxWuZ+xZF7jSNc4k0KjNQSwuPBf9SUYgDDc0EBaLkESkeySMjN/oOmnhRxrKqD6PRLYGLecHrQD3zXHYyGFy3aJFPHFzSkc4zh1jsN38pcZNauZ1YdwO1g3nP++22fTJc5cpr59KWygQFAjXsE41Jp4XsoE7N0lTVBmvPu6eO3uqtu9HUSYspvufmb+K7wbhYU4MKxVqjgAaMyLcPCd/FuxqKQRi5MusrMYQStM7sV3BjZsETsRT4UblHFioJ1RK8Iw6xej9yGQ0+a60KRQskh0CzfcrWAaE4R4ahDHFIT75rJz/C28zZmw2Va02fS1xV/mG8jCEnlOpREcxu3u5m6sKk5bUvDFZGKdszcK6Re4t5+D8jp7fVbBpc6OEJlu9iGHDlcxWLCxakQQvIrSwZqPtuUb9JUdV4oFXo7NC2tVirLdtGUFapGHnopS+7i3Hj7Npc/rINYz0zZ99L9IZ7FXL5jWc9jvX3bCi3E5H2fz8NXc004mtTWK3hdixZpsylQoFmPAeERs1eEebjd13uQusmCBOcGbkjvpKejTOEaypAVSl0kCd0jbnFf5fXqUj/2SyNwJ+Z4sb+XE8XUmsjpZH6zSSMoWLZBymG+me1k5gLK0sYpEbj8kcPVQUG9skh78FuvGelkOrYloiPt/3S6ZocemjGXV5EjXFlr4CyFgts6a6sVhAgNZgD4QWLrGMZonu0rGNUxG7ibXMX4y+4yhXlgFotUGMVTHJRu5lwYhki1UkqrMrKYIz8LMGUmuWPzM6IfuCnKEIVzx0qjzngre2CVHCgoU2gcYOpbcyAe8GaP/NizS/99Rh9yrYLKr5N1yzB2empxY20Sa2aN326mMz6ZPnL6RVe4GsNNLGRXr0o5t0jSyz+UaDlECXquoubb5jTwu6/ERDGkyDCv0tWoXPKiy2gzGMpAx9TZGxmsWCxh4t6zKRsil2W7aDliyjfR17gFha2/jmqqSqiGfU40gOmP+LCR45q5yv82/3otO9DWsVkzDXqDk3Ywtie5v43jAo7qAjvW9M5rlkSVnET0qoPHZsVoA7zXlVYEzNVlhgG6KTkevmCeg2Ck7PM4y4JEgGfQZPYeVCJ5oBVJSIxmQdaSqjk1d8oxz/6a7qkgfgOE4k7HlnuOv6B4UqJRYjPkyRy8mznWhFTpMtbsTYw+HnE6Pb2s49ALRwRdZ7T+HkupzMngRbMeA/xbZSPSb7T87MTlZ2kT0tzQzT63EnT7I8lqb3Y22q9NGHmlcXCXi8zNNQ9G3UIYLNHV+iTtSZDvG1S7dj3bMJLJrujbk6CY9eoc/Ka3tO0uo+hmg33K+c25qwHg2CJvb1E8Mq+XVjPZY6zBDNK0bOJNto/+jo4RPJL0M4iRSrCjIK/BeNZ0NzmWO8cFNBVjkqzDNQRaRxYIAt6sQ4H//me5WwomoQc1+8CNcyuRMMaXYJJXQiZovqboF7jZXjNbrCupA9ra9gk6Dxm4XlYwy0WOEBhG8Y5+6iFb1OIg7M1jGDM5M5eQ8BT8D3qhEtpSdON9N/+sCl9I1fTCxNAeB0rfIaxu4/8Laf593/9Vuvy7TemwfZk2Ab9YLngv9ip99/6/zs1HwLsHXX+ukuNgV4AHXI2oWNtLQyCzPpJhjZfanVieOwHjNsftFq2kbBHni5h9QEBEYTwbAxncoOJ5PijqHMX8yQmD55cjtxszopKy2cmJGPywTHEASHekRhojA2ERwuVZEUV4RsQtqNMJywTPpQl7jvW0z4HEPFllDBjmfLkC1KBopnFY10pPJ1ycItlMjhp3VtJhspSdDlVFkf/fb9EiOwxemOAOJqkUGQk1ucQ+Fm2g5CC5SJIZ/xixeEiufi1+f8Q9KWP+GqWDl4mKwHu9o+3THyVWG5rSwfWdN8CuRLU3rXe7ZSnc//2i87mCqLyl0heKIIqZQe2ps4uS5ntSfBhmUb5V+o9+Qf1xN3EldS6VQ/vf7upXR6cy2d3aGSm8rp1cu2MiC+k4iI7lhu+4R7CLBU3Q6RUw0BWxsCwR1q3ABDAGlxopyGSaOVcmGOjRgLFs5db1So92JzDggRGEGnYa5bw6o4gaXjOVAtykZgKHURnWBKs6xTK1i8rHLJmkeRGZJhLU9B53s1nba5P6blPj6fZV2+WrcvClBJDmph7a0+4N6Ym+O4uGMcP8pbXEQ8TxX2AUAtjogR2JnaD45jBJTCbQybHnVyvj7HiXm5yexlfHGT2T4yiu9iNSpiNC1YsWgMjDfjqRzP+b38nkq1drmfgDX+tQ/u0L79Svq6N+2DAEOuxld76OGrxcTXZXLvtYPsSbBdM0gXue5/h+v0lvnpxgP93kywgndRNPmGo830nid20kZ9DnaSfvKIho13pqncrtYGaTZSAXqShVUCbMjxaBfeSaX95MAq+ILEa+4RYGwUlLqemOxcUNq5Wjrof3NPbihhKYsFbkwf1fh22nLyGVPJEOapxbMCSODqRvHesKLWmeHD2oskIBDgye7iqMbMoxkXRQzEohHKQRlKFwBzcHzGBOkG92ZzoehqXYO0MVNne3YmrRNccxSAy+ceMZZnp3ws0OvqUljUbMRDkhVWvkjsxxdxDNyRRqud7X8cK6wZ5+V46J7ahDoIpXidwMzjEguL7wyvQKeR/7tjFoLrk2y08Xsf20hfcM9c2j/PHs3D4SE8mjkWWiiUW/O2p8HGwAOX9HPEbt/IhH1gnv4kXuBh2kqvuW0+nV27nHYoFm2yF/YlHjdJ7S44hG3Rn2SW7XTXQ2nB5MbaaR122GpKyt3SmRGjGIqNwn2KVVyHJlZql/PgCyN+cb22X2WELSG89VmZwezqaT2C5taRcj7G5A3zJ4xykloRiyZnFExFqiFXP5cwR05TY7aK20PxuH1LBu48Css4gaUUK9HQFdlXgyLb2GXVygVTCM53FwfAJ1At2YlbuKwZcAFkv1oBhlyrlq1ShHkuLNl+ZWLEVn/xSJjYkJaN9tIOYiUscwZf8VERD4723H4+ZnN4ZCQRT6MCspPzmbVKusBuP/dxMpz2FzI0BzjGGGw3c63hwv1vXPILTIzvW1qYaYyqhF97125aa+6mHS0W8dk2LRG26dNoAWeFrOm0riTV1pshBM4+Y9NmptafqUOMVThPdCdLTDJ1fk64AFIGm9yGcU3sIiPBEOr+Il/F6917wNinE+LbnNiNGArfKCgQYz578atACZ0gRI3ww0Jg7+KfnxNCalINw26TEqDO1T6SHf4WoDW+VInFxFo4W+hpYXTZVPrHJhdRoplVHLEg2G3H4rXRuiHodCMFWjY62eJx7pHUjgVEa5utkueec9sjer9wCQswjbpvxTiFaymYs+FUMRL7FviHGfGRu8nfPRYSSazNXVoQArYWi8hMzWrAgW3Jn7yZc+3F/Ow9bdlGXxwL925+f/eDxx88RxvyH19ZmqfcpZdecWSJLWTPIwHa4MLOUorDholUae9ALdsioEHjn1kA18TiBYOIdXPLYAmVaXpCqlesRn2Y7bF13bIdywWpTrocr8VK7RbEWI+OcU/EbEwu810BrGKS5jkXk1O3b0S3ZztSLP5aAuM5j4vfWmUiNhL9Q0htVNq7qEa2qHPbTIOtJhIzfTx2pyEjVWbLVTYgYSFpBLMXjVMLciRMmouC4LD0xl1QVakU1ikY+0hDZFcyLJLP6TbHU7nyfHSMsO75kFkH6h/5vxy/FQtIJlVYLkxRxIvzOOhWFg5lfGa0eI+BKQ4VBIxdontpi67ObazdQoPGMSl9CfefezEn/M089ksCbKMBwg78K0iCGSzEP1xewNEHIG+4m7zN5nmS2Ui55ufTZa4oc5ZGOMRHTPIGnZVnIUTWkXcN+uTJ1nElaU23TEGqJTNRyxmAI2YhVeC8DZrc2Mc6LEkHGRpdIFTJVh3nnh15AmtxOkx+S06K6c0TuS+lgytww5UKiVbekKMCa4oDmKrIyEqtZqr3N9NUexuGbpf1AKZnpk+xbC+tAuYNCJFuaZFEtRsqWiZUjxSD89ZuYRW3rgrDHCiPJyLBPpQEUgmTaf4RjT/KqWl9gwgySW4qIOoCC8uUbX7+inFILXMmkPK+2QW4/TFicyNI9XWSOUWWLtzXoEeC2Ip42HMxzxkLg7sBUbGQ1yJvBsS37O0lBbYieD6OhWuxRdSPDlGV0EshvfFeGrQ2r6TBlTYuVQ3AoVLAKuyQKphmEszRllwmsmlhJ5NDvWHME2MzY5wIw2JqMQms3B5NLKVcdldmelnYGZON5wpNYCYWfDDHZZIbWbCbXyfFJmtZMyFuzkwZf7+ZKtzrPTYQAWBTEyTaqXxdhrRZWVxK87Rg94POnL+SHnv6YuqeZ2MPjuNupNE3E1ezSsohGqAySaPCoFggdGVDYsY/QSKrGQxnEYP5upw7LOBSaCYjo0apUnYwc1wX+bwIArNFzhY7g3r099XHHa9i/Skiw9zFWYtZxILx2likXHgC+gwP1fZu6VXEe0aHt/LtJQW20YVgcvw0E+LPT0/XvmY5zaZ7cSfbFnF+YhcaHx2kdWrMxDbuot2Mp0n6zqKbHNIkdNfE7yieL1ZtZ4qrd/SGjLxazs1l9wrA+BZTAE7FWOGzK6irWUZSNdItOtFC/xxgdbZSzFlqA6jdNDdsp0Z/B8ZzJzVwu2ZmEcEcqqcDi4tped9c2rcynw4sL0HqzEQHqhOnLqTZlVOp9vil9OxZNJccLzYHiYUBCJv8VmWvKyvW3UPAGDBU+YIM8MtIFgLnkZsXm0AKGsO5SA0UrmGgIfy/fDNPFuDLlm2UsA7FyGjRybROjvXCQmZUugBlHWXOG47SGyEQ8F+UejvWkFZuHhIrhuOWc3a36u0lCTYuRp+L/+9FxWSj+pUH961AmqAo711MbdIBNL2LvQHWmIxtNqJvoxyJEv3YybSS5hbcabZYZVVjxKqsVcM1y3x1MG6xc6iV17B/QwpVow+Hq7MgC1C5TVOejnmSSYWjaIHfnirRRJbfa6nJ2ZBTAnQLcxNpEVX+PpoZ7Vv2Pp/2ryyl/fsX0+L8LITOJFpQyoEA28r+5TS3cjDNH7iYqh98Lj353A7zv8EX57zcHsqEubFSqD7UZiqXynm8rOjQRueCngyo/L3CAQx1R4EtAeB7ikR2WL1gVIuYM0OtQOboGIU1Ml0QoI1oMN6TBcvPS7jyWGZ2MpYJfq9adcHrbKHZYLFygfDmcN+qQPN7vVTB5nn/PNPiZ+nZ+O756fobB8sL6XXBgGGhnmXCo0rwvq07abNUgDaDu7Z4cJKJXAumzGy5Yt6qlHsAxdSBYUjuNWlB6SSkRN+e/9qrSHjbfoFcHsCTXp8o8x4sYRUATuriVVqw2ttpqcJ+AQKbxrKLgGhpcRk3kZzSvuUA2wJt0vcfoJyL97Jd1iXq38iHD/4fjn+uXin9tTuOHrpniLvIplBRA9bqnExnLmK5I4Z0tYmlIeRXFTs3O6m1uP6T4OHcI3kQWYbi+WAc82ty6iLrNjIQi0Vm5ErG7C8sX/41/x2+pAtNln9JIJn68GxCfcBjuWzI92b9Z841oNzhh22R6rVuOkAcfc8d9XT3bQ3GOE9DvsrTY7DtsRG4NvF5/Phb/jabH3739FTjB44eWHHfTS7xlVR6EikTbsqaahK7bnGx6+VJ2pub8corsXGNbOQkf01iucpVHDXmiy6pRMgUBJkgU2GiAlJRkXPNRXoSkNUnttN0pc2dKgKszDQGc4ptiufI4S3Pzqel+cm0vDTLz7l0AAu2uLiAEgbrheTLXUUR7r6HzN17GN73cX8W4DzFd+uR3H0HXcN+6wg+pprQplsAQyT0PnY+nVuDQ8CvlSnNCrJcJTAi+zJtX8Q+GuFsb+IK+n+BpmHLqYHCnwwQ5hgvdJCFgiR2MyhY1cjVaeUKK5bjN/OPWDE/31DMYxRsRwab7mxOrLMTeqoz1jONbroN9/m198+k179qJX3eHYzJFEntfDu3x6badT2dl6pluzoIDz30Yx9kcn4EUu722szktxwdrBSNVy+n4dNMzB0KOVSJMAvdWsmbO4qaizO/NTPRoji1Q+lNJ1Qh28QQl67QPKdCtTeM3g4TXZe0BE0/STkPVWNpEqs1xaSZrrVRr9MGHI3lDK0P5un/sTjTSMvz07iIxGIAjQ7PaWVpMfJO9XplC2r+nYDjFwtj8dv8NHE/AGRt+yhyr/H7R3/k+I+8G/31t9120HgUsCGH2bYtwxNr6eJ6tiXaqOw+RiICPGR32cQ/0VBYnpGFKTy1q7rGiJmCDMmayFGiOvbIjiZKmu0MyABYSL1ybi+qFsK1zHGr7KP47UdSP7feizS+vV5czLgvsHvskQOV9MB9y+nVyO0eODaXDrLT7IHFqKRyCH6QM/rN6zq799jBXvJgczyZnO6G849cuJfmpv5SGu6L1bxcXk1TJ3fS0+uVtNVBdSHXaPEmM6OOJZsFLHMH2ukgbenm6GJcphpgl8l7ATpzla19N6M2TiJfogNSAwu2jBRsBtfQtvpL0/Q2AVwLVJIvzPFz1p+zaRmgTbkr6sRQvgZB/8TbsY1arycA2kc538/YCoDHnbPRRxGYfIIfwzlSF7cdWJqwqrtNdYJ98luf2EqrdBkbkMyWa7DSRuthiiIXfGY21XjTgtcgSWLiZQs2InRyrJWp+ZFqf+RyxiYgRRtx3ztq8RBcp5xISEkEpRXa2aJJ0FR0UzkX3UWt/YHllO450kj33j6X7rtzMd12cI6+MrU0h8xnAQUM5/pJiKh3EdO9l+9/ZY/h47qezi0BtgJwnwRwf5V58++W5qe/NspE+Dfd2EjTZ+g9eQUKnaR3TnmV0tJUPx1dqqZjkCX72CpY185W2jvtZtrZ30sb5Oo22V101xZxJLbcT7rO5J6DLJnGis3hMwqyfSTYJTfCPUTZUaeigNsZ7v+K++8xDeEd03u52+Vnkgm1+jlewZ8jovpIrVb5wv3Lc2+2Imc3LBx3Cmc//tR22sQKWz/XM7EMCHR1IzzSMmnV1DWyVIwo9VzH9vynh7ojBiTHdbkdefiCUW4TXSQK8I628VW6NnKloysYQHYhqgsw0iSTPDlPI9yDS5V0x+3V9MA90+k+pHVasAUqRuenJtM8WxUXt6c52H/18Nve9gjX7iD3EuNzy/L/twzYCsBtccH+Dr//zysLM98QAmAmnKvomcsbqE2Ie7iUVmnvm6mnIzSBXaZluTFVg6Sxq/bm9lbapqPyLsLmFmUs7jjaVWnPJLI4Uos1PT2d5mmJvgRVPyE5Uq5sUQlg9/L5DLD015k0T30GUAm4z+nG+7Vsnzh+/ME3wjIOVhYapdsPLXJONs6BYQV4TzyL+Nm+k8RwKjk0c8H6jX43ZxFmKX9kVnPk3+IWPubz7GEALEiRTOmPSn6ivCbz/TyZ418dR+vwwuXEwk0h7NYjvBsrdt9d7EJ0O5ujHJlNK3SUnmesF1mcIH6sC9TQvhd873LYf8L3fKS4drd8459bCmzFRdPC/W2mwc/NTk1+SXkf3ZIBiODaRW/oZLPUZRGrtH9hIU1hkXCZrhCjrBGXnGkszn3Bkf3LCy6vLUTAbXp6dACdLTMm2S5HIXKoo5yyw+FvT0zU/n/8amBvGu4w92cEGufQ4Kfx2J/xNvgVTvl9bHL/ltsPL71pF/exE81h0RS2L6fnzkOg0FjI/plR4GpuDRc5eqsQZwYHoqsY1QU5jhu5ilp+w9go9CyYxMBpdO7KVKQxXLimWYHM44KMMQBkVY5lHLswP0x3HptOn3fnLK4iLeP3TZPimEz75mjX4L54Ef4NTjAQzzJ2f8gfxGfJPv+3rBX7TBf9lgNbAbhnmOxfR/HzW+ZnJ73jgs1fLfWIRj2ZVVxjvrQrpfKDvO9XeADZcrJE/3VMwvugpF9Jq3JyeLVl3LLLWL4neE4/8Q7un2DifjsTZuszDez1AZrx6I+93+PzfQ7jfL3pNqxbx5YMzH13HO4PL6UTpzsRR0XLhtxlJ/ZykwQKKl45VpTW5DMdAS6qsCMHFhVzOS0Q1bM5cR0LSuZJIpVQBawSL7SZTfOzw3RgqZbuu3sm3Xv3VLrjELsO0SpwARdxnk5kMxBHgHiDz90lhnsrR/gdDnMaf7xVxKaFef0zrkUvobffkmArGD336v4VrsVruB9uVEpHWPWpoiJFxdXHiv1LJtZ/4jmtz1kmwEZx3cjfmcOLCX4bbqg7DNrf8BKvecK4gjeQHUpdgVbswNN/8Vfp1n8Y9utftTw39W2dg/2y+scWMZvdutqdtXT6AjpLRMquBbkoBpfSAj3yi4GbUSPVgprP1IjP5J+jFnexY2mhvZLLNDUuoyiDWy+jKZ3tp9sPCbLFdN/t8+nOwzNpGVdxgVhsmfjXCQWIt8Hrz8KM/hv/fOihtz3yEsLEi3aqtyTYmPijnVE+yMj9Re6zsGYL/Nxmevlc5W0PP7z22UaV45wsXqNFi1sBqueu+Tsay76Yt2JrpTP8/G7A8NEjK7OvsrW5G9ubfHfXmm7/UrpI1+hhaRrCxDYJ2WplpGWZVJT7jNxIVSa2Qwi4ha+ZycqIx3IcprtYBzVTZC9XYBXvPDKZXnkvrCLM4uEVXEUkcLPEv8uLM8iuyHYOho9gGt+BF/AfOKTNe15WHY8/2xy4JcF2DRCKKUSz5BT3qzctFH+UmRAvOlg+20X4XJ7XgnquECb/BAz98JGDC6/pYNnalAy13EARxvSjj23HNsfKunJ370zpR+J7xG8wIiNJV+6PkMXKUZluTBaWztgMETfKlIOA7O7bptLn3b+Y7qfZ0gFyY0uwtzOAbJHdV71xyCfojWnq5T2cYyxiehfcHd9btlvW53Ldrn3NLQ22P2kwCgv1kgjQixgHoMXmgb/Ez0tULPzHQ/DpLcCm4qV9jPw922k9+thG2iHFEcYqMtm5Ij0qYIoBiRUoqH6LVbFu7KwjiaGcqoGmc4G9xA8uldJdd9WxZEvhKh4O6r4Bbd8gnVIEdCPlS0o/xXl99Nrxvsa7+NPOyVv29S9bsL3Er+jvYqnei8Lk64/sW4jGrF349DYu5Sqt/Z58zq7MocfKfS9xM1XkS4SE4ygRoodZiIKr/GwQ3+2bLacj+82Nzab7oe+PoSM9sADIUMHM0ZeSFKOM5wdwCP4t46fF+neA6lRhyUIeOXYd//iZNQbbSwh1hYWLuJGavqdx/04jE1s5dmix4d7h6kIvXNpNZ09doU2EukX3tM6ERxTDCq4oEcKiATap+2m6Te9bqKS77phNr7pvMt1723Q6vG+GvFgNN3EGS0Z1eq/fssgdfH2YavXjfL5J+k+5jd3Fzz6RxmD77GO0J19BjuyHOLEfp4/l2/cvTL+uo3XDpXzFnQvpuZNb6dnTLXJhuJem0GzxILh0G1VVkteYncSK7aum+xACP3DPTLrjiNQ9qhhcxcXZKXSfoR3ZshKhXimrhiHpvAkj+9M7e3JAXgInNQbbS+AifaZTNO3A41sPHj/+YUCxf3Fm8nBv/2JJd3LztfTX7F5Ml3eb7HMwGZvGu6niPGJr47EDhav46rtmUeDPp5X5Bm5iBSmV5S6Rq0P9MnGCNPj7H3744R95iQ7RnjvtMdj23CX53E+oYFT/Ae94a6Naefsdh5feKNc+iJ4oKX3wsS3a/VFXh0O5SDx22+GpdO9d07CLgGw/+TFaANL+O80BsoYdwpRQpcHb0Y4+zGGetWtmEY9ZifCy2Wj+c78Cf7pXjsH2pxuvPfXqglF1H3J3yJKoWNk3N3NbFdX0FILoleUr6eQ59myroAM9TG5s/zTUPa4i0rVpimIXUN/LasBMPs6Pfw118vuwlx+4JkEfDXjGQLs+l30Mtuszjjf7KAic298HcX/HzHTtnfMztaUpOnHtW2QvhFdafe4WVjUq1SE9sGY20vJGHPco5OSvkhp4F4BSThW3QoEztmTX+aqOwXadB/RmHK6g2y8dP/7menmi8Rv4g/P7FhrfwP1TTgfxsi0vHyfhfRYh1kcgI99xLchGLx5bshfnKo7B9uKM60066kn2OLvv/6vEnhP4Hu6kuoevAHyWWFertdIjPPZT8JObAOpzLve5SV/mlvvYMdhuoUv60EO/oPRsJD+z9Gd820MjMAbbHroY41O5tUdgDLZb+/qOv90eGoEx2PbQxRifyq09AmOw3drXd/zt9tAIjMG2hy7G+FRu7REYg+3Wvr7jb7eHRmAMtj10McancmuPwBhst/b1HX+7PTQCY7DtoYsxPpVbewTGYLu1r+/42+2hERiDbQ9djPGp3NojMAbbrX19x99uD43AGGx76GKMT+XWHoEx2G7t6zv+dntoBMZg20MXY3wqt/YIjMF2a1/f8bfbQyMwBtseuhjjU7m1R2AMtlv7+o6/3R4agTHY9tDFGJ/KrT0CY7Dd2td3/O320AiMwbaHLsb4VG7tERiD7da+vuNvt4dGYAy2PXQxxqdya4/AGGy39vUdf7s9NAJjsO2hizE+lVt7BMZgu7Wv7/jb7aERGINtD12M8anc2iMwBtutfX3H324PjcAYbHvoYoxP5dYegTHYbu3rO/52e2gExmDbQxdjfCq39giMwXZrX9/xt9tDIzAG2x66GONTubVHYAy2W/v6jr/dHhqBMdj20MUYn8qtPQJjsN3a13f87fbQCIzBtocuxvhUbu0RGIPt1r6+42+3h0ZgDLY9dDHGp3Jrj8AYbLf29R1/uz00AmOw7aGLMT6VW3sExmC7ta/v+NvtoRH4fwFJIwJaK23DcgAAAABJRU5ErkJggg== There was an error displaying this embed. 2)Hardware requiredV4.0 Board or MEGA 2650 Board*1Potentiometer *1 V4.0 Board or MEGA 2650 Board *1 Breadboard*1USB cable *1 Breadboard jumper wire * 33)Circuit connectionIn this experiment, we will convert the resistance value of the potentiometer to analog ones, and display the analog value on the screen. This is an application we need to master well for our future experiments. Connection circuit as below:Connection for V4.0: The analog interface we use here is interface 0. Connection for 2560 R3: 4)Sample programThe program compiling is simple. An analogRead () Statement can read the value of the interface. The A/D acquisition of Arduino 328 is in 10 bits, so the value it reads is among 0 to 1023. One difficulty in this project is to display the value on the screen, which is actually easy to learn. First, we need to set the baud rate in voidsetup (). Displaying the value is a communication between Arduino and PC, so the baud rate of the Arduino should match the one in the PC's software setup. Otherwise, the display will be messy codes or no display at all. In the lower right corner of the Arduino software monitor window, there is a button for baud rate set up. The setup here needs to match the one in the program. The statement in the program is Serial.begin(); enclosed is the baud rate value, followed by statement for displaying. You can either use Serial.print() or Serial.println() statement. Refer to the code below://////////////////////////////////////////////////////////int potpin=0;// initialize analog pin 0int ledpin=13;// initialize digital pin 13int val=0;// define val, assign initial value 0void setup(){pinMode(ledpin,OUTPUT);// set digital pin as “output”Serial.begin(9600);// set baud rate at 9600 }void loop(){digitalWrite(ledpin,HIGH);// turn on the LED on pin 13delay(50);// wait for 0.05 seconddigitalWrite(ledpin,LOW);// turn off the LED on pin 13delay(50);// wait for 0.05 secondval=analogRead(potpin);// read the analog value of analog pin 0, and assign it to val Serial.println(val);// display val’s value}////////////////////////////////////////////////////////// 5)ResultThe sample program uses the built-in LED connected to pin 13. Each time the device reads a value, the LED blinks once. Below is the analog value it reads. When you rotate the potentiometer knob, you can see the displayed value change. The reading of analog value is a very common function since most sensors output analog value. After calculation, we can have the corresponding value we need.The experiment is now complete. Thank you.Project 15: 74HC595 1)IntroductionTo put it simply, 74HC595 is a combination of 8-digit shifting register, memorizer and equipped with tri-state output. Here, we use it to control 8 LEDs. You may wonder why use a 74HC595 to control LED? Well, think about how many I/O it takes for an Arduino to control 8 LEDs? Yes, 8. For an Arduino, it has only 20 I/O including analog ports. So, to save port resources, we use 74HC595 to reduce the number of ports it needs. Using 74HC595 enables us to use 3 digital I/O port to control 8 LEDs!The 74HC595 devices contain an 8-bit serial-in, parallel-out shift register that feeds an 8-bit D-type storage register. The storage register has parallel 3-state outputs. Separate clocks are provided for both the shift and storage register. The shift register has a direct overriding clear (SRCLR) input, serial (SER) input, and serial outputs for cascading. When the output-enable (OE) input is high, the outputs are in the high-impedance state. Both the shift register clock (SRCLK) and storage register clock (RCLK) are positive-edge triggered. If both clocks are connected together, the shift register always is one clock pulse ahead of the storage register. 2)Hardware required74HC595 chip*1V4.0 Board or MEGA 2650 Board *1 Red M5 LED*4 Green M5 LED*4220Ω resistor*8Breadboard*1USB cable *1 Breadboard jumper wires*several3)Circuit ConnectionNote: for pin 13 OE port of 74HC595, it needs to connect to GND.Connection for V4.0: Connection for 2560 R3: The circuit may seem complicated, but once you give it a good look, you will find it easy! 4)Sample program//////////////////////////////////////////////////////////int data = 2;// set pin 14 of 74HC595as data input pin SI int clock = 5;// set pin 11 of 74hc595 as clock pin SCKint latch = 4;// set pin 12 of 74hc595 as output latch RCK int ledState = 0;const int ON = HIGH;const int OFF = LOW;void setup(){pinMode(data, OUTPUT);pinMode(clock, OUTPUT);pinMode(latch, OUTPUT);}void loop(){for(int i = 0; i < 256; i++){updateLEDs(i);delay(500);}}void updateLEDs(int value){digitalWrite(latch, LOW);//shiftOut(data, clock, MSBFIRST, ~value);// serial data “output”, high level firstdigitalWrite(latch, HIGH);// latch}////////////////////////////////////////////////////////// 5)ResultAfter downloading the program, you can see 8 LEDs displaying 8-bit binary number. Project 16: 1-digit LED display1)Introduction LED segment displays are common for displaying numerical information. They are widely applied on displays of electromagnetic oven, full automatic washing machine, water temperature display, electronic clock etc. So it is necessary that we learn how it works. LED segment display is a semiconductor light-emitting device. Its basic unit is a light-emitting diode (LED). LED segment display can be divided into 7-segment display and 8-segment display according to the number of segments. 8-segment display has one more LED unit (for decimal point display) than 7-segment one. In this experiment, we use a 8-segment display. According to the wiring method of LED units, LED segment displays can be divided into display with common anode and display with common cathode. Common anode display refers to the one that combine all the anodes of LED units into one common anode (COM).For the common anode display, connect the common anode (COM) to +5V. When the cathode level of a certain segment is low, the segment is on; when the cathode level of a certain segment is high, the segment is off. For the common cathode display, connect the common cathode (COM) to GND. When the anode level of a certain segment is high, the segment is on; when the anode level of a certain segment is low, the segment is off. Each segment of the display consists of an LED. So when you use it, you also need use a current-limiting resistor. Otherwise, LED will be burnt out. In this experiment, we use a common cathode display. As we mentioned above, for common cathode display, connect the common cathode (COM) to GND. When the anode level of a certain segment is high, the segment is on; when the anode level of a certain segment is low, the segment is off.2)Hardware required1-digit 8-segment display *1 220Ω resistor *8Breadboard *1 V4.0 Board or MEGA 2650 Board *1USB cable *1Breadboard jumper wire * 123)Circuit Connection Connection for V4.0: Connection for 2560 R3: 4)Sample programThere are seven segments for numerical display, one for decimal point display. Corresponding segments will be turned on when displaying certain numbers. For example, when displaying number 1, b and c segments will be turned on. We compile a subprogram for each number, and compile the main program to display one number every 2 seconds, cycling display number 0 ~ 9. The displaying time for each number is subject to the delay time, the longer the delay time, the longer the displaying time. Refer to the sample code below://////////////////////////////////////////////////////////// set the IO pin for each segmentint a=7;// set digital pin 7 for segment aint b=6;// set digital pin 6 for segment bint c=5;// set digital pin 5 for segment cint d=10;// set digital pin 10 for segment dint e=11;// set digital pin 11 for segment eint f=8;// set digital pin 8 for segment fint g=9;// set digital pin 9 for segment gint dp=4;// set digital pin 4 for segment dp void digital_0(void) // display number 5{unsigned char j;digitalWrite(a,HIGH);digitalWrite(b,HIGH);digitalWrite(c,HIGH);digitalWrite(d,HIGH);digitalWrite(e,HIGH);digitalWrite(f,HIGH);digitalWrite(g,LOW);digitalWrite(dp,LOW);}void digital_1(void) // display number 1{unsigned char j;digitalWrite(c,HIGH);// set level as “high” for pin 5, turn on segment cdigitalWrite(b,HIGH);// turn on segment bfor(j=7;j<=11;j++)// turn off other segmentsdigitalWrite(j,LOW);digitalWrite(dp,LOW);// turn off segment dp}void digital_2(void) // display number 2{unsigned char j;digitalWrite(b,HIGH);digitalWrite(a,HIGH);for(j=9;j<=11;j++)digitalWrite(j,HIGH);digitalWrite(dp,LOW);digitalWrite(c,LOW);digitalWrite(f,LOW);}void digital_3(void) // display number 3{digitalWrite(g,HIGH);digitalWrite(a,HIGH);digitalWrite(b,HIGH);digitalWrite(c,HIGH);digitalWrite(d,HIGH); digitalWrite(dp,LOW);digitalWrite(f,LOW);digitalWrite(e,LOW);}void digital_4(void) // display number 4{digitalWrite(c,HIGH);digitalWrite(b,HIGH);digitalWrite(f,HIGH);digitalWrite(g,HIGH);digitalWrite(dp,LOW);digitalWrite(a,LOW);digitalWrite(e,LOW);digitalWrite(d,LOW);}void digital_5(void) // display number 5{unsigned char j;digitalWrite(a,HIGH);digitalWrite(b, LOW);digitalWrite(c,HIGH);digitalWrite(d,HIGH);digitalWrite(e, LOW);digitalWrite(f,HIGH);digitalWrite(g,HIGH);digitalWrite(dp,LOW);}void digital_6(void) // display number 6{unsigned char j;for(j=7;j<=11;j++)digitalWrite(j,HIGH);digitalWrite(c,HIGH);digitalWrite(dp,LOW);digitalWrite(b,LOW);}void digital_7(void) // display number 7{unsigned char j;for(j=5;j<=7;j++) digitalWrite(j,HIGH);digitalWrite(dp,LOW);for(j=8;j<=11;j++)digitalWrite(j,LOW);}void digital_8(void) // display number 8{unsigned char j;for(j=5;j<=11;j++)digitalWrite(j,HIGH);digitalWrite(dp,LOW);}void digital_9(void) // display number 5{unsigned char j;digitalWrite(a,HIGH);digitalWrite(b,HIGH);digitalWrite(c,HIGH);digitalWrite(d,HIGH);digitalWrite(e, LOW);digitalWrite(f,HIGH);digitalWrite(g,HIGH);digitalWrite(dp,LOW);}void setup(){int i;// set variablefor(i=4;i<=11;i++)pinMode(i,OUTPUT);// set pin 4-11as “output”}void loop(){while(1){digital_0();// display number 0delay(1000);// wait for 1sdigital_1();// display number 1delay(1000);// wait for 1sdigital_2();// display number 2delay(1000); // wait for 1s digital_3();// display number 3delay(1000); // wait for 1sdigital_4();// display number 4delay(1000); // wait for 1sdigital_5();// display number 5delay(1000); // wait for 1sdigital_6();// display number 6delay(1000); // wait for 1sdigital_7();// display number 7delay(1000); // wait for 1sdigital_8();// display number 8delay(1000); // wait for 1sdigital_9();// display number 9delay(1000); // wait for 1s}}////////////////////////////////////////////////////////// 5)ResultLED segment display will show the number from 0 to 9. Project 17: 4-digit LED display1)IntroductionIn this experiment, we use an Arduino to drive a common anode, 4-digit, 7-segment LED display. For LED display, current-limiting resistors are indispensable. There are two wiring methods for Current-limiting resistor. 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One is to connect one resistor for each anode, 4 in totals for d1-d4 anode. An advantage for this method is that it requires fewer resistors, only 4. But it cannot maintain consistent brightness. Another method is to connect one resistor to each pin. It guarantees consistent brightness, but requires more resistors. In this experiment, we use 8 220Ω resistors (we use 220Ω resistors because no 100Ω resistor available. If you use 100Ω, the displaying will be more brighter).For 4-digit displays, there are 12 pins in total. When you place the decimal point downward (see below photo position), the pin on the lower left part is referred to 1, the upper left part 12. Manual for LED segment display: 2)Connection for V4.0: Connection for 2560 R3: 3)Sample program//////////////////////////////////////////////////////////// display 1234 // select pin for cathode int a = 1; int b = 2; int c = 3; int d = 4; int e = 5; int f = 6; int g = 7; int dp = 8; // select pin for anode int d4 = 9; int d3 = 10; int d2 = 11; int d1 = 12; // set variable long n = 1230; int x = 100; int del = 55; // fine adjustment for clock void setup() { pinMode(d1, OUTPUT); pinMode(d2, OUTPUT); pinMode(d3, OUTPUT); pinMode(d4, OUTPUT); pinMode(a, OUTPUT); pinMode(b, OUTPUT); pinMode(c, OUTPUT); pinMode(d, OUTPUT); pinMode(e, OUTPUT); pinMode(f, OUTPUT); pinMode(g, OUTPUT); pinMode(dp, OUTPUT); }/////////////////////////////////////////////////////////////void loop() { Display(1, 1); Display(2, 2); Display(3, 3); Display(4, 4); }///////////////////////////////////////////////////////////////void WeiXuan(unsigned char n)//{ switch(n) { case 1: digitalWrite(d1,LOW); digitalWrite(d2, HIGH); digitalWrite(d3, HIGH); digitalWrite(d4, HIGH); break; case 2: digitalWrite(d1, HIGH); digitalWrite(d2, LOW); digitalWrite(d3, HIGH); digitalWrite(d4, HIGH); break; case 3: digitalWrite(d1,HIGH); digitalWrite(d2, HIGH); digitalWrite(d3, LOW); digitalWrite(d4, HIGH); break; case 4: digitalWrite(d1, HIGH); digitalWrite(d2, HIGH); digitalWrite(d3, HIGH); digitalWrite(d4, LOW); break; default : digitalWrite(d1, HIGH); digitalWrite(d2, HIGH); digitalWrite(d3, HIGH); digitalWrite(d4, HIGH); break; }}void Num_0(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, HIGH); digitalWrite(f, HIGH); digitalWrite(g, LOW); digitalWrite(dp,LOW);}void Num_1(){ digitalWrite(a, LOW); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, LOW); digitalWrite(e, LOW); digitalWrite(f, LOW); digitalWrite(g, LOW); digitalWrite(dp,LOW);}void Num_2(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, LOW); digitalWrite(d, HIGH); digitalWrite(e, HIGH); digitalWrite(f, LOW); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Num_3(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, LOW); digitalWrite(f, LOW); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Num_4(){ digitalWrite(a, LOW); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, LOW); digitalWrite(e, LOW); digitalWrite(f, HIGH); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Num_5(){ digitalWrite(a, HIGH); digitalWrite(b, LOW); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, LOW); digitalWrite(f, HIGH); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Num_6(){ digitalWrite(a, HIGH); digitalWrite(b, LOW); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, HIGH); digitalWrite(f, HIGH); digitalWrite(g, HIGH); digitalWrite(dp,LOW); }void Num_7(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, LOW); digitalWrite(e, LOW); digitalWrite(f, LOW); digitalWrite(g, LOW); digitalWrite(dp,LOW);}void Num_8(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, HIGH); digitalWrite(f, HIGH); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Num_9(){ digitalWrite(a, HIGH); digitalWrite(b, HIGH); digitalWrite(c, HIGH); digitalWrite(d, HIGH); digitalWrite(e, LOW); digitalWrite(f, HIGH); digitalWrite(g, HIGH); digitalWrite(dp,LOW);}void Clear() // clear the screen{ digitalWrite(a, LOW); digitalWrite(b, LOW); digitalWrite(c, LOW); digitalWrite(d, LOW); digitalWrite(e, LOW); digitalWrite(f, LOW); digitalWrite(g, LOW); digitalWrite(dp,LOW);}void pickNumber(unsigned char n)// select number{ switch(n) { case 0:Num_0(); break; case 1:Num_1(); break; case 2:Num_2(); break; case 3:Num_3(); break; case 4:Num_4(); break; case 5:Num_5(); break; case 6:Num_6(); break; case 7:Num_7(); break; case 8:Num_8(); break; case 9:Num_9(); break; default:Clear(); break; }}void Display(unsigned char x, unsigned char Number)// take x as coordinate and display number{ WeiXuan(x); pickNumber(Number); delay(1); Clear() ; // clear the screen}////////////////////////////////////////////////////////// 4)ResultDownload the above code to the V4.0 Board or MEGA 2650 Board and see the result. The experiment result displays 1234 on the LED display.Note: if it’s not displaying correctly, check the wiring.Thank you.Project 18: 8*8 LED matrix1)IntroductionWith low-voltage scanning, LED dot-matrix displays have some advantages such as power saving, long service life, low cost, high brightness, wide angle of view, long visual range, waterproof, and numerous specifications. LED dot-matrix displays can meet the needs of different applications and thus have a broad development prospect. This time, we will conduct an LED dot-matrix experiment to experience its charm firsthand. 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 There was an error displaying this embed. 2)Hardware required1 * V4.0 Board or MEGA 2650 Board1 * 8x8 dot-matrix8 * Resistor (220Ω)1 * Breadboard1 * USB cable16 * Jumper wires 3)Circuit connectionThe external view of a dot-matrix is shown as follows: The display principle of the 8*8 dot-matrix:The 8*8 dot-matrix is made up of sixty-four LEDs, and each LED is placed at the cross point of a row and a column. When the electrical level of a certain row is 1 and the electrical level of a certain column is 0, the corresponding LED will light up. If you want to light up the LED on the first dot, you should set pin 9 to high level and pin 13 to low level. If you want to light LEDs on the first row, you should set pin 9 to high level and pins 13, 3, 4, 10, 6, 11, 15 and 16 to low level. If you want to light the LEDs on the first column, set pin 13 to low level and pins 9, 14, 8, 12, 1, 7, 2 and 5 to high level. Connection diagram Connection for 2560 R3: 4)Sample program for displaying “0”//////////////////////////////////////////////////////////// set an array to store character of “0”unsigned char Text[]={0x00,0x1c,0x22,0x22,0x22,0x22,0x22,0x1c};void Draw_point(unsigned char x,unsigned char y)// point drawing function{ clear_(); digitalWrite(x+2, HIGH); digitalWrite(y+10, LOW); delay(1);}void show_num(void)// display function, call point drawing function{ unsigned char i,j,data; for(i=0;i<8;i++) { data=Text[i]; for(j=0;j<8;j++) { if(data & 0x01)Draw_point(j,i); data>>=1; } }}void setup(){ int i = 0 ; for(i=2;i<18;i++) { pinMode(i, OUTPUT); } clear_(); }void loop(){ show_num(); } void clear_(void)// clear screen{for(int i=2;i<10;i++) digitalWrite(i, LOW); for(int i=0;i<8;i++) digitalWrite(i+10, HIGH);}//////////////////////////////////////////////////////////5)Test ResultBurn well the program into V4.0 Board or MEGA 2650 Board, the dot-matrix will display 0.Note: if it’s not displaying correctly, check the wiring.Thank you.Project 19: Servo Control 1)IntroductionServo motor is a position control rotary actuator. It mainly consists of housing, circuit board, core-less motor, gear and position sensor. 2)Working principle:The receiver or MCU outputs a signal to the servo motor. The motor has a built-in reference circuit that gives out reference signal, cycle of 20ms and width of 1.5ms. The motor compares the acquired DC bias voltage to the voltage of the potentiometer and outputs a voltage difference. The IC on the circuit board will decide the rotating direction accordingly and drive the core-less motor. The gear then pass the force to the shaft. The sensor will determine if it has reached the commanded position according to the feedback signal. Servomotors are used in control systems that requires to have and maintain different angles. When the motor speed is definite, the gear will cause the potentiometer to rotate. When the voltage difference reduces to zero, the motor stops. Normally, the rotation angle range is among 0-90 degrees.Servomotor comes with many specifications. But all of them have three connection wires, distinguished by brown, red, orange colors (different brand may have different color). Brown one is for GND, red one for power positive, orange one for signal line. The rotation angle of the servo motor is controlled by regulating the duty cycle of the PWM(Pulse-Width Modulation) signal. The standard cycle of the PWM signal is fixed at 20ms (50 Hz), and the pulse width is distributed between 1ms-2ms. The width corresponds the rotation angle from 0° to 90°. But note that for different brand motor, the same signal may have different rotation angle. After some basic knowledge, let's learn how to control a servomotor. In this experiment, you only need a servomotor and several jumper wires. 3)Hardware requiredServo motor*1 Breadboard jumper wire* 34)Connection & Sample programThere are two ways to control a servomotor with Arduino. One is to use a common digital sensor port of Arduino to produce square wave with different duty cycle to simulate PWM signal and use that signal to control the position of the motor. Another way is to directly use the Servo function of the Arduino to control the motor. In this way, the program will be easier but it can only control two-contact motor because of the servo function, only digital pin 9 and 10 can be used. The Arduino drive capacity is limited. So if you need to control more than one motor, you will need external power.Method 1:Connection for V4.0: Connection for 2560 R3: Connect the signal line of motor to digital pin 9.Compile a program to control the motor to rotate to the commanded angle, and display the angle on the monitor. 5)Sample program Sample program A://////////////////////////////////////////////////////////int servopin=9;// select digital pin 9 for servomotor signal lineint myangle;// initialize angle variableint pulsewidth;// initialize width variableint val;void servopulse(int servopin,int myangle)// define a servo pulse function{pulsewidth=(myangle*11)+500;// convert angle to 500-2480 pulse widthdigitalWrite(servopin,HIGH);// set the level of servo pin as “high”delayMicroseconds(pulsewidth);// delay microsecond of pulse widthdigitalWrite(servopin,LOW);// set the level of servo pin as “low”delay(20-pulsewidth/1000);} void setup(){pinMode(servopin,OUTPUT);// set servo pin as “output”Serial.begin(9600);// connect to serial port, set baud rate at “9600”Serial.println("servo=o_seral_simple ready" ) ;}void loop()// convert number 0 to 9 to corresponding 0-180 degree angle, LED blinks corresponding number of time{val=Serial.read();// read serial port valueif(val>='0'&&val<='9'){val=val-'0';// convert characteristic quantity to numerical variableval=val*(180/9);// convert number to angleSerial.print("moving servo to ");Serial.print(val,DEC);Serial.println();for(int i=0;i<=50;i++) // giving the servo time to rotate to commanded position{servopulse(servopin,val);// use the pulse function}}}////////////////////////////////////////////////////////// Method 2:Let's first take a look at the Arduino built-in servo function and some of its common statements.1. attach(interface)——select pin for servo, can only use pin 9 or 10.2. write(angle)——used to control the rotation angle of the servo, can set the angle among 0 degree to 180 degree.3. read()——used to read the angle of the servo, consider it a function to read the value in the write() function.4. attached()——determine whether the parameter of the servo is sent to the servo pin.5. detach()—— disconnect the servo and the pin, and the pin(digital pin 9 or 10) can be used for PWM port. Note: the written form of the above statements are "servo variable name. specific statement ()", e.g. myservo. Attach (9). Still, connect the signal line of servo to pin 9. Please refer to the connection diagram mentioned above. Sample program B:Please remember to place the Servo.h library into your arduino libraries directory.//////////////////////////////////////////////////////////#include <Servo.h>/*define a header file. Special attention here, you can call the servo function directly from Arduino's software menu bar Sketch>Importlibrary>Servo, or input #include <Servo.h>. Make sure there is a space between #include and <Servo.h>. Otherwise, it will cause compile error. */Servo myservo;// define servo variable namevoid setup(){myservo.attach(9);// select servo pin(9 or 10)}void loop(){myservo.write(90);// set rotation angle of the motor}////////////////////////////////////////////////////////// Above are the two methods to control the servo. You can choose either one according to your liking or actual need.