# 참조

이 섹션에는 다음 참고자료가 포함되어 있습니다.

- 저속 및 고속 확장 커넥터 위치, GPIO 및 핀 번호
- DIP 스위치 위치 및 기능
- 커스텀 카메라 센서를 인터페이스로 연결하는 방법
- 참조 디자인 및 관련 문서
- 약어 및 용어

## 저속 및 고속 확장 커넥터

모든 정규 GPIO 및 Qualcomm 범용 주변장치(QUP)는 별도로 지정하지 않는 한 1.8V 로직입니다.

다음 이미지에서는 메인보드에 있는 저속 및 고속 확장 커넥터의 위치를 보여줍니다.

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![../_images/RB3_Gen2_low_speed_high_speed_connectors.png](data:image/png;base64,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)
> 
> **Figure: Low-speed and high-speed expansion connectors**

### 저속 확장 커넥터 1(LS1)

LS1 커넥터는 다음과 같은 기능을 제공합니다.

- UART(x2)
- I2C(x2)
- SPI
- PCM
- GPIO(x12)
- DC 전원
- 접지

QUP 레이블이 붙은 GPIO에는 추가로 저속 인터페이스 기능(UART, SPI, I2C)이 있습니다.

또한 저속 인터페이스를 사용하여 오디오 기능과 같은 다양한 주변장치를 제어할 수 있습니다.

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | GND | 1 | 2 | GND | – | – |
| 예 | 16 | UART0\_CTS | 3 | 4 | PWR\_BTN\_N | KPD\_PWR\_N | – |
| 예 | 18 | UART0\_TXD | 5 | 6 | RST\_BTN\_N | PM\_RESIN\_N | – |
| 예 | 19 | UART0\_RXD | 7 | 8 | SPI0\_SCLK | 46 | – |
| – | 17 | UART0\_RTS | 9 | 10 | SPI0\_MISO | 44 | 예 |
| – | 22 | UART1\_TXD | 11 | 12 | SPI0\_CS | 47 | 예 |
| 예 | 23 | UART1\_RXD | 13 | 14 | SPI0\_MOSI | 45 | 예 |
| – | 9 | I2C0\_SCL | 15 | 16 | PCM\_FS/I2S0\_WS | 100 | – |
| 예 | 8 | I2C0\_SDA | 17 | 18 | PCM\_CLK/I2S0\_CLK | 97 | – |
| – | 5 | I2C1\_SCL | 19 | 20 | PCM\_DO/I2S0\_D1 | 99 | – |
| 예 | 4 | I2C1\_SDA | 21 | 22 | PCM\_DI/I2S0\_D0 | 98 | – |
| 예 | 36 | GPIO-A/QUP-A0 | 23 | 24 | GPIO-B | 96 | 예 |
| – | 37 | GPIO-C/QUP-A1 | 25 | 26 | GPIO-D/QUP-A3 | 39 | 예 |
| – | 38 | GPIO-E/QUP-A2 | 27 | 28 | GPIO-F\* | 124 | – |
| 예 | 80 | GPIO-G\* | 29 | 30 | GPIO-H\* | 123 | 예 |
| 예 | 20 | GPIO-I\* | 31 | 32 | GPIO-J\* | 109 | – |
| 예 | 21 | GPIO-K\* | 33 | 34 | GPIO-L\* | 136 | 예 |
| – | – | 1.8V-A | 35 | 36 | SYS\_DCIN | – | – |
| – | – | 5V | 37 | 38 | SYS\_DCIN | – | – |
| – | – | GND | 39 | 40 | GND | – | – |

### 저속 확장 커넥터 2(LS2)

LS2 커넥터는 다음과 같은 기능을 제공합니다.

- DMIC 3쌍
- 추가 4비트 I2S 오디오 인터페이스
- CAN-FD 인터페이스
- 2x 카메라 CCI I2C
- PMIC PWM 및 ADC 핀
- SPI/I2C 및 UART에 사용할 수 있는 구성 가능한 인터페이스
- 예비 GPIO
- 배터리 ID/열

또한 저속 인터페이스를 사용하여 오디오 기능과 같은 다양한 주변장치를 제어할 수 있습니다.

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| 예 | 78 | GPIO-U | 1 | 2 | GPIO-Z | 149 | 예 |
| 예 | 150 | DMIC CLK1/AMIC1\_P | 3 | 4 | CAN\_H | – | – |
| 예 | 151 | DMIC DATA1/AMIC1\_M | 5 | 6 | CAN\_L | – | – |
| 예 | 148 | GPIO-V/I2S1\_DATA2 | 7 | 8 | 1.8V-A | VREG\_SYS\_1P8 | – |
| – | 152 | DMIC CLK2/AMIC3\_P | 9 | 10 | GND | – | – |
| 예 | 153 | DMIC DATA2/AMIC3\_M | 11 | 12 | PM\_GPIO-A(PWM 출력) | – | – |
| – | 110 | GPIO-W/I2S1\_DATA3(CAM5\_RST\_N) | 13 | 14 | PM\_GPIO-B(PWM 출력) | – | – |
| 예 | 156 | DMIC CLK3/HS\_MIC\_P | 15 | 16 | GPIO-M/QUP-B0 | 32 | 예 |
| 예 | 157 | DMIC DATA3/HS\_MIC\_M | 17 | 18 | GPIO-N/QUP-B1 | 33 | – |
| – | – | PM\_GPIO-F | 19 | 20 | GPIO-O/QUP-B2(PWM도 가능) | 34 | 예 |
| – | 74 | CCI\_I2C\_SCL2 | 21 | 22 | GPIO-P/QUP-B3 | 35 | 예 |
| – | 73 | CCI\_I2C\_SDA2 | 23 | 24 | GPIO-Q/I2S1\_WS | 145 | 예 |
| – | 76 | CCI\_I2C\_SCL3 | 25 | 26 | GPIO-R/I2S1\_CLK | 144 | – |
| – | – | SPK0\_P | 27 | 28 | GPIO-S/I2S1\_DATA0 | 146 | – |
| – | – | SKP0\_M | 29 | 30 | GPIO-T/I2S1\_DATA1 | 147 | – |
| – | – | SPK1\_P | 31 | 32 | PM\_GPIO-C(ADC IN) | PM\_B\_AMUX2(PM7325) | – |
| – | – | SPK1\_M | 33 | 34 | PM\_GPIO-D(ADC IN) | PM\_B\_AMUX4(PM7325) | – |
| 예 | 75 | CCI\_I2C\_SDA3 | 35 | 36 | BATT\_THERM | PM7250B BATT\_THERM | – |
| – | – | PM\_GPIO-E | 37 | 38 | BATT\_ID | PM7250B BATT\_ID | – |
| – | – | VBAT | 39 | 40 | USB\_VBUS | – | – |
| – | – | GND | 41 | 42 | GND | – | – |
| 예 | 6 | GPIO-X | 43 | 44 | GPIO-AA | 25 | 예 |
| – | 137 | GPIO-Y | 45 | 46 | GPIO-BB | 120 | – |

### 저속 확장 커넥터 3(LS3)

LS3 커넥터는 다음과 같은 기능을 제공합니다.

- Qualcomm 센서 코어 QUP 인터페이스 4개
- 센서용 인터럽트 신호
- 추가 GPIO 및 전원 공급 장치

QUP 레이블이 붙은 GPIO에는 추가로 저속 인터페이스 기능(UART, SPI, I2C)이 있습니다. 몇 개의 GPIO를 사용하여 애플리케이션 프로세서의 절전 모드를 해제할 수 있습니다.

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | 68 | GPIO-KK | 1 | 2 | GPIO-TT | 90 | – |
| – | PMIC | SLEEP\_CLK | 3 | 4 | CLK | PMIC | – |
| 예 | 119 | GPIO-LL | 5 | 6 | GPIO-UU | 83 | 예 |
| 예 | 40 | GPIO-MM | 7 | 8 | QCA\_GPIO-D GPIO-YY | 112 | – |
| 예 | 41 | GPIO-NN | 9 | 10 | QCA\_GPIO-E GPIO-ZZ | 113 | – |
| – | 42 | GPIO-OO | 11 | 12 | GPIO-VV | 114 | 예 |
| – | 111 | QCA\_GPIO-A GPIO-AAA | 13 | 14 | GPIO-WW | 115 | 예 |
| – | 116 | QCA\_GPIO-B GPIO-BBB | 15 | 16 | SPI3\_MISO | 48 | 예 |
| – | 117 | QCA\_GPIO-C GPIO-CCC | 17 | 18 | SPI3\_MOSI | 49 | – |
| 예 | 43 | GPIO-PP | 19 | 20 | SPI3\_CLK | 50 | – |
| – | 129 | GPIO-QQ | 21 | 22 | SPI3\_CS | 51 | 예 |
| 예 | 165 | SPI2\_CLK(SSC 실행 시\*) | 23 | 24 | PS\_INT | 104 | 예 |
| – | 164 | SPI2\_MOSI(SSC 실행 시\*) | 25 | 26 | ACCEL\_INT | 103 | 예 |
| 예 | 163 | SPI2\_MISO(SSC 실행 시\*) | 27 | 28 | GYRO\_INT | 102 | 예 |
| 예 | 166 | SPI2\_ACCEL\_CS(SSC 실행 시\*) | 29 | 30 | MAG\_INT | 142 | 예 |
| – | 161 | SPI2\_CS1(SSC 실행 시\*) | 31 | 32 | MAG\_DRDY\_INT | 81 | 예 |
| 예 | 55 | SPI3\_CS1(SSC 실행 시\*) | 33 | 34 | I2C4\_SDA(SSC 실행 시\*) | 159 | – |
| – | VREG\_L8C\_1P8 | 1.8V-B | 35 | 36 | I2C4\_SCL(SSC 실행 시\*) | 160 | – |
| – | – | 5V | 37 | 38 | 1.8V-C | VREG\_L2C\_1P8 | – |
| – | – | VBAT | 39 | 40 | GND | – | – |
| – | – | GND | 41 | 42 | GND | – | – |
| 예 | 130 | GPIO-RR | 43 | 44 | SPI3\_CS2 | 54 | 예 |
| 예 | 52 | GPIO-SS | 45 | 46 | GPIO-XX | 53 | – |

\* SSC는 DSP에서 실행되는 센서 코어입니다.

### 고속 확장 커넥터 1(HS1)

HS1 커넥터는 다음과 같은 기능을 제공합니다.

- GPIO
- 디스플레이 시리얼 인터페이스(DSI)
- 카메라 시리얼 인터페이스(CSI)(x2)
- 카메라 MClk
- 카메라 컨트롤 인터페이스(CCI) I2C
- USB DP/DM

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | 61 | GPIO | 1 | 2 | CSI0\_C\_P | – | – |
| – | 118 | GPIO | 3 | 4 | CSI0\_C\_M | – | – |
| – | 138 | GPIO | 5 | 6 | GND | – | – |
| – | 63 | GPIO | 7 | 8 | CSI0\_D0\_P | – | – |
| – | 62 | GPIO | 9 | 10 | CSI0\_D0\_M | – | – |
| – | 60 | GPIO | 11 | 12 | GND | – | – |
| – | – | GND | 13 | 14 | CSI0\_D1\_P | – | – |
| – | 64 | CLK0/CSI0\_MCLK | 15 | 16 | CSI0\_D1\_M | – | – |
| – | 67 | CLK3/CSI3\_MCLK | 17 | 18 | GND | – | – |
| – | – | GND | 19 | 20 | CSI0\_D2\_P | – | – |
| – | – | DSI0\_CLK\_P | 21 | 22 | CSI0\_D2\_M | – | – |
| – | – | DSI0\_CLK\_M | 23 | 24 | GND | – | – |
| – | – | GND | 25 | 26 | CSI0\_D3\_P | – | – |
| – | – | DSI0\_D0\_P | 27 | 28 | CSI0\_D3\_M | – | – |
| – | – | DSI0\_D0\_M | 29 | 30 | GND | – | – |
| – | – | GND | 31 | 32 | CCI\_I2C\_SCL0 | 70 | – |
| – | – | DSI0\_D1\_P | 33 | 34 | CCI\_I2C\_SDA0 | 69 | – |
| – | – | DSI0\_D1\_M | 35 | 36 | CCI\_I2C\_SCL1 | 72 | 예 |
| – | – | GND | 37 | 38 | CCI\_I2C\_SDA1 | 71 | – |
| – | – | DSI0\_D2\_P | 39 | 40 | GND | – | – |
| – | – | DSI0\_D2\_M | 41 | 42 | CSI3\_D0\_P | – | – |
| – | – | GND | 43 | 44 | CSI3\_D0\_M | – | – |
| – | – | DSI0\_D3\_P | 45 | 46 | GND | – | – |
| – | – | DSI0\_D3\_M | 47 | 48 | CSI3\_D1\_P | – | – |
| – | – | GND | 49 | 50 | CSI3\_D1\_M | – | – |
| – | – | USB0\_DP | 51 | 52 | GND | – | – |
| – | – | USB0\_DM | 53 | 54 | CSI3\_C\_P | – | – |
| – | – | GND | 55 | 56 | CSI3\_C\_M | – | – |
| – | – | USB1\_DP/NC | 57 | 58 | GND | – | – |
| – | – | USB1\_DM/NC | 59 | 60 | 예약됨 | – | – |

### 고속 확장 커넥터 2(HS2)

HS2 커넥터는 다음과 같은 기능을 제공합니다.

- PCIe 인터페이스 및 컨트롤 신호
- CSI(x2)
- SPI/QUP 인터페이스
- 카메라 MClk (x2)
- 추가 GPIO
- SS USB 신호

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | PCIE1\_REFCLK\_M | 1 | 2 | CSI1\_C\_P | – | – |
| – | – | PCIE1\_REFCLK\_P | 3 | 4 | CSI1\_C\_M | – | – |
| – | – | PCIE1\_RX\_M | 5 | 6 | GND | – | – |
| – | – | PCIE1\_RX\_P | 7 | 8 | CSI1\_D0\_P | – | – |
| – | – | PCIE1\_TX\_M | 9 | 10 | CSI1\_D0\_M | – | – |
| – | – | PCIE1\_TX\_P | 11 | 12 | GND | – | – |
| – | 87 | GPIO-CC | 13 | 14 | CSI1\_D1\_P | – | – |
| 예 | 88 | GPIO-DD | 15 | 16 | CSI1\_D1\_M | – | – |
| 예 | 89 | GPIO-EE | 17 | 18 | GND | – | – |
| – | 2 | GPIO-FF | 19 | 20 | CSI1\_D2\_P | – | – |
| 예 | 79 | GPIO-GG | 21 | 22 | CSI1\_D2\_M | – | – |
| 예 | 3 | GPIO-HH | 23 | 24 | GND | – | – |
| – | – | GND | 25 | 26 | CSI1\_D3\_P | – | – |
| – | 65 | CLK1/CSI1\_MCLK | 27 | 28 | CSI1\_D3\_M | – | – |
| – | 66 | CLK2/CSI2\_MCLK | 29 | 30 | GND | – | – |
| – | – | GND | 31 | 32 | SPI1\_CLK | 58 | – |
| – | – | CSI2\_C\_P | 33 | 34 | SPI1\_CS | 59 | 예 |
| – | – | CSI2\_C\_M | 35 | 36 | SPI1\_MOSI | 57 | – |
| – | – | GND | 37 | 38 | SPI1\_MISO | 56 | 예 |
| – | – | CSI2\_D0\_P | 39 | 40 | GPIO-AA/CSI4\_MCLK | 68 | 예 |
| – | – | CSI2\_D0\_M | 41 | 42 | GPIO-BB/CSI5\_MCLK | 93 | 예 |
| – | – | GND | 43 | 44 | GPIO-II | 77 | 예 |
| – | – | CSI2\_D1\_P | 45 | 46 | GPIO-JJ | 122 | – |
| – | – | CSI2\_D1\_M | 47 | 48 | PMIC SPMI CLK | PMK\_7325 GPIO\_01 | – |
| – | – | GND | 49 | 50 | PMIC SPMI DATA | PMK\_7325\_GPIO\_02 | – |
| – | – | CSI2\_D2\_P | 51 | 52 | GND | – | – |
| – | – | CSI2\_D2\_M | 53 | 54 | USB0\_SS\_TX0\_P | – | – |
| – | – | GND | 55 | 56 | USB0\_SS\_TX0\_M | – | – |
| – | – | CSI2\_D3\_P | 57 | 58 | USB0\_SS\_RX0\_P | – | – |
| – | – | CSI2\_D3\_M | 59 | 60 | USB0\_SS\_RX0\_M | – | – |

### 고속 확장 커넥터 3(HS3)

HS3 커넥터는 다음과 같은 기능을 제공합니다.

- 추가 PCIe 인터페이스
- 추가 카메라 CSI 인터페이스
- 추가 디스플레이 DSI 인터페이스
- 추가 클럭 신호

| 절전 모드 해제 기능 | GPIO | 신호 | 핀 번호 | 핀 번호 | 신호 | GPIO | 절전 모드 해제 기능 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| – | – | CSI4\_C\_P | 1 | 2 | GND | – | – |
| – | – | CSI4\_C\_M | 3 | 4 | PCIE1\_RX1\_M | – | – |
| – | – | CSI4\_D0\_P | 5 | 6 | PCIE1\_RX1\_P | – | – |
| – | – | CSI4\_D0\_M | 7 | 8 | PCIE1\_TX1\_M | – | – |
| – | – | GND | 9 | 10 | PCIE1\_TX1\_P | – | – |
| – | – | CSI4\_D1\_P | 11 | 12 | GND | – | – |
| – | – | CSI4\_D1\_M | 13 | 14 | PCIE2\_REFCLK\_M | – | – |
| – | – | CSI4\_D2\_P | 15 | 16 | PCIE2\_REFCLK\_P | – | – |
| – | – | CSI4\_D2\_M | 17 | 18 | PCIE2\_RX0\_M | – | – |
| – | – | CSI4\_D3\_P | 19 | 20 | PCIE2\_RX0\_P | – | – |
| – | – | CSI4\_D3\_M | 21 | 22 | PCIE2\_RX1\_M(사용되지 않음) | – | – |
| – | – | GND | 23 | 24 | PCIE2\_RX1\_P(사용되지 않음) | – | – |
| – | – | CSI3\_D2\_P | 25 | 26 | PCIE2\_TX0\_M | – | – |
| – | – | CSI3\_D2\_M | 27 | 28 | PCIE2\_TX0\_P | – | – |
| – | – | CSI3\_D3\_P | 29 | 30 | PCIE2\_TX1\_M(사용되지 않음) | – | – |
| – | – | CSI3\_D3\_M | 31 | 32 | PCIE2\_TX1\_P(사용되지 않음) | – | – |
| – | – | GND | 33 | 34 | GND | – | – |
| – | – | CSI5\_C\_P | 35 | 36 | DSI1\_CLK\_P | – | – |
| – | – | CSI5\_C\_M | 37 | 38 | DSI1\_CLK\_M | – | – |
| – | – | CSI5\_D0\_P | 39 | 40 | DSI1\_D0\_P | – | – |
| – | – | CSI5\_D0\_M | 41 | 42 | DSI1\_D0\_M | – | – |
| – | – | CSI5\_D1\_P | 43 | 44 | DSI1\_D1\_P | – | – |
| – | – | CSI5\_D1\_M | 45 | 46 | DSI1\_D1\_M | – | – |
| – | – | CSI5\_D2\_P | 47 | 48 | GND | – | – |
| – | – | CSI5\_D2\_M | 49 | 50 | DSI1\_D2\_P | – | – |
| – | – | CSI5\_D3\_P | 51 | 52 | DSI1\_D2\_M | – | – |
| – | – | CSI5\_D3\_M | 53 | 54 | DSI1\_D3\_P | – | – |
| – | – | GND | 55 | 56 | DSI1\_D3\_M | – | – |
| – | – | PMK8002\_RF\_CLK1 | 57 | 58 | GND | – | – |
| – | LNBBCLK2 | PMK8002\_RF\_CLK2 | 59 | 60 | GPIO-DDD | PM\_A\_GPIO\_05(PM7250B) | – |

## DIP 스위치

다음 이미지에서는 메인보드와 인터포저에 있는 DIP 스위치의 위치를 보여줍니다.

![../_images/RB3_Gen2_dip_switches_vision_front_under.png](data:image/png;base64,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)

**그림: 메인보드와 인터포저에 있는 DIP 스위치**

DIP 스위치는 메인보드와 인터포저 보드의 전면 아래쪽에 있으며, 비전 메자닌 보드의 경우 상단 전면 근처에 있습니다. 손이 닿기 어려운 스위치에 더 쉽게 접근할 수 있도록 덴탈 픽처럼 생긴 도구가 제공됩니다.

### 메인보드 DIP 스위치

다음 이미지는 메인보드의 하단에 있는 DIP\_SW\_0 및 DIP\_SW\_1을 보여줍니다. DIP\_SW\_0에는 스위치 6개가 포함되어 있고 DIP\_SW\_1은 비활성 상태입니다.

![../_images/RB3_Gen2_mainboard_dip_switches_added.pick.png](data:image/png;base64,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)

**그림: 메인보드 하단에 있는 DIP 스위치**

키트에 포함된 픽을 사용하여 손이 닿기 어려운 스위치에 접근할 수 있습니다. 다음 표에는 스위치와 해당 기능이 나열되어 있습니다.

표: DIP 스위치 선택

| DIP\_SW\_0 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | 마이크 스위치 | ON: 온보드 DMIC<br><br><br>OFF: 오프보드 DMIC(LS2 커넥터) | ON |
| 2 | 디버그 UART | ON: 시리얼 로그 활성화(디버그 UART)<br><br><br>OFF: 시리얼 로그 비활성화(오프보드 UART) | ON |
| 3 | N/A | – | – |
| 4 | HDMI 스위치 | ON: HDMI 비활성화됨<br><br><br>OFF: HDMI 활성화됨 | OFF |
| 5 | 센서 IMU 토글 | ON: 온보드 IMU 비활성화됨<br><br><br>OFF: 온보드 IMU 활성화됨 | OFF |
| 6 | IMU 외부 클럭 | ON: IMU 외부 클럭<br><br><br>OFF: IMU 외부 클럭 없음 | OFF |

다음 순서도는 메인보드의 DIP 스위치 설정이 커넥터와 구성 요소 사이에 오가는 신호의 라우팅을 어떻게 제어하는지 보여줍니다. [블록 다이어그램](https://docs.qualcomm.com/doc/80-70020-251K/topic/rb3_hardware_overview.html#mainboard-interposer-block-diagram) 에서 상황에 따른 신호, 스위치 및 커넥터를 확인하세요.

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>         <path d="M341.86,756.39c0-.62.12-1.18.37-1.68s.58-.88,1.02-1.15.93-.4,1.49-.4c.86,0,1.56.3,2.09.9s.8,1.39.8,2.38v.08c0,.62-.12,1.17-.35,1.66s-.57.87-1.01,1.15-.94.41-1.51.41c-.86,0-1.56-.3-2.09-.9s-.8-1.39-.8-2.37v-.08ZM342.95,756.52c0,.7.16,1.27.49,1.69s.76.64,1.31.64.99-.22,1.31-.65.49-1.04.49-1.81c0-.7-.17-1.26-.5-1.69s-.77-.65-1.32-.65-.97.21-1.29.64-.49,1.04-.49,1.83Z" style="fill: #fff;"></path>
>         <path d="M350.02,753.28l.04.8c.48-.61,1.12-.91,1.9-.91,1.34,0,2.02.76,2.03,2.27v4.19h-1.08v-4.2c0-.46-.11-.79-.31-1.01s-.52-.33-.96-.33c-.35,0-.66.09-.93.28s-.47.43-.62.74v4.52h-1.08v-6.34h1.03Z" style="fill: #fff;"></path>
>         <path d="M356.64,753.28l.04.8c.48-.61,1.12-.91,1.9-.91,1.34,0,2.02.76,2.03,2.27v4.19h-1.08v-4.2c0-.46-.11-.79-.31-1.01s-.52-.33-.96-.33c-.35,0-.66.09-.93.28s-.47.43-.62.74v4.52h-1.08v-6.34h1.03Z" style="fill: #fff;"></path>
>         <path d="M364.87,759.74c-.86,0-1.56-.28-2.1-.85s-.81-1.32-.81-2.26v-.2c0-.63.12-1.19.36-1.68s.58-.88,1.01-1.16.9-.42,1.4-.42c.82,0,1.46.27,1.92.81s.69,1.32.69,2.33v.45h-4.29c.02.62.2,1.13.55,1.51s.79.58,1.33.58c.38,0,.71-.08.97-.23s.5-.36.7-.62l.66.52c-.53.82-1.33,1.22-2.39,1.22ZM364.73,754.06c-.44,0-.8.16-1.1.48s-.48.76-.55,1.34h3.18v-.08c-.03-.55-.18-.98-.45-1.28s-.62-.45-1.08-.45Z" style="fill: #fff;"></path>
>         <path d="M371.14,758.86c.39,0,.72-.12,1.01-.35s.45-.53.48-.88h1.03c-.02.36-.14.71-.38,1.04s-.54.59-.92.79-.79.29-1.22.29c-.86,0-1.55-.29-2.06-.86s-.76-1.36-.76-2.36v-.18c0-.62.11-1.17.34-1.65s.55-.85.98-1.12.92-.4,1.5-.4c.71,0,1.3.21,1.77.64s.72.98.75,1.66h-1.03c-.03-.41-.19-.75-.47-1.01s-.62-.4-1.03-.4c-.55,0-.98.2-1.28.59s-.45.97-.45,1.72v.21c0,.73.15,1.29.45,1.69s.73.59,1.29.59Z" style="fill: #fff;"></path>
>         <path d="M376.35,751.75v1.54h1.18v.84h-1.18v3.94c0,.25.05.44.16.57.11.13.29.19.54.19.12,0,.3-.02.52-.07v.87c-.29.08-.56.12-.83.12-.48,0-.85-.15-1.1-.44s-.37-.71-.37-1.25v-3.93h-1.15v-.84h1.15v-1.54h1.08Z" style="fill: #fff;"></path>
>         <path d="M378.39,756.39c0-.62.12-1.18.37-1.68s.58-.88,1.02-1.15.93-.4,1.49-.4c.86,0,1.56.3,2.09.9s.8,1.39.8,2.38v.08c0,.62-.12,1.17-.35,1.66s-.57.87-1.01,1.15-.94.41-1.51.41c-.86,0-1.56-.3-2.09-.9s-.8-1.39-.8-2.37v-.08ZM379.48,756.52c0,.7.16,1.27.49,1.69s.76.64,1.31.64.99-.22,1.31-.65.49-1.04.49-1.81c0-.7-.17-1.26-.5-1.69s-.77-.65-1.32-.65-.97.21-1.29.64-.49,1.04-.49,1.83Z" style="fill: #fff;"></path>
>         <path d="M388.59,754.26c-.16-.03-.34-.04-.53-.04-.71,0-1.19.3-1.45.91v4.5h-1.08v-6.34h1.05l.02.73c.36-.57.86-.85,1.51-.85.21,0,.37.03.48.08v1.01Z" style="fill: #fff;"></path>
>       </g>
>     </g>
>   </g>
>   <g id="Layer_4" data-name="Layer 4">
>     <line x1="10" y1="539.81" x2="460" y2="539.81" style="fill: none; stroke: #000; stroke-dasharray: 5; stroke-miterlimit: 10;"></line>
>     <line x1="10" y1="399.81" x2="460" y2="399.81" style="fill: none; stroke: #000; stroke-dasharray: 5; stroke-miterlimit: 10;"></line>
>     <line x1="10" y1="269.81" x2="460" y2="269.81" style="fill: none; stroke: #000; stroke-dasharray: 5; stroke-miterlimit: 10;"></line>
>     <line x1="10" y1="139.81" x2="460" y2="139.81" style="fill: none; stroke: #000; stroke-dasharray: 5; stroke-miterlimit: 10;"></line>
>   </g>
> </svg>
> 
> 
> **Figure: Circuits controlled by DIP switches on the mainboard**

### 인터포저 DIP 스위치

다음 이미지에서는 인터포저 DIP 스위치의 위치를 보여줍니다.

> 
> 
> ![../_images/RB3_Gen2_interposer_dip_switches_GA.png](data:image/png;base64,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> 
> **Figure: DIP switches on the interposer**

인터포저 보드에는 3개의 부팅 구성 DIP 스위치가 있습니다. 다음 표는 인터포저 DIP 스위치와 해당 스위치의 기능을 나열합니다.

| DIP\_SW\_2 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | BOOT\_CONFIG\_1 [GPIO\_120] | 외부 부팅 기기 선택 | OFF |
| 2 | BOOT\_CONFIG\_2 [GPIO\_122] | 외부 부팅 기기 선택 | OFF |
| 3 | BOOT\_CONFIG\_3 [GPIO\_124] | 외부 부팅 기기 선택 | OFF |
| 4 | BOOT\_CONFIG\_0 [GPIO\_118] | ON: watchdog 비활성화<br><br><br>OFF: watchdog 활성화 | OFF |
|  |  |  |  |
|  |  |  |  |

표: 인터포저 DIP 스위치 선택(DIP_SW_3)

| DIP\_SW\_3 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | DIP\_CSI3\_SW | OFF: 비전 메자닌 CAM3의 CSI3 입력(IMX577)<br><br><br>ON: 비전 메자닌 CAM5의 CSI3 입력(GMSL) | OFF |
| 2 | PCIE\_DIP\_SW | ON: QPS 1레인 PCIe가 메인보드 500핀(HS 확장 PCIE2)에 연결됨<br><br><br>OFF: QPS 1레인 PCIe가 PCIE2USB(uPD)에 연결됨 | OFF |

표: 인터포저 DIP 스위치 선택(DIP_SW_4)

| DIP\_SW\_4 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | CSI1\_DIP\_SW | ON: 인터포저 CPHY CAM1의 CSI1 입력<br><br><br>OFF: 비전 메자닌 CAM1의 CSI1 입력 | OFF |
| 2 | CSI2\_DIP\_SW | ON: 인터포저 CPHY CAM2의 CSI2 입력<br><br><br>OFF: 비전 메자닌 CAM2의 CSI2 입력 | OFF |
| 3 | QSPI\_CAN\_DIP\_SW | ON: 지원되지 않음<br><br><br>OFF: 메인보드의 SPI to CAN 인터페이스 | OFF |
| 4 | QSPI\_GPIO\_DIP\_SW | ON: 지원되지 않음<br><br><br>OFF: 메인보드의 SPI to CAN 인터페이스 | OFF |

다음 순서도는 인터포저의 DIP 스위치 설정이 커넥터와 구성 요소 사이에 오가는 신호의 라우팅을 어떻게 제어하는지 보여줍니다. [블록 다이어그램](https://docs.qualcomm.com/doc/80-70020-251K/topic/rb3_hardware_overview.html#mainboard-interposer-block-diagram) 에서 상황에 따른 신호, 스위치 및 커넥터를 확인하세요.

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>       <path d="M337.85,376.72l.04.8c.48-.61,1.12-.91,1.9-.91,1.34,0,2.02.76,2.03,2.27v4.19h-1.08v-4.2c0-.46-.11-.79-.31-1.01s-.52-.33-.96-.33c-.35,0-.66.09-.93.28s-.47.43-.62.74v4.52h-1.08v-6.34h1.03Z"></path>
>       <path d="M343.18,379.84c0-.97.23-1.75.69-2.35s1.06-.89,1.81-.89,1.33.25,1.76.76v-3.3h1.08v9h-1l-.05-.68c-.43.53-1.04.8-1.81.8s-1.33-.3-1.8-.9-.69-1.39-.69-2.36v-.08ZM344.26,379.96c0,.72.15,1.28.45,1.69s.71.61,1.23.61c.69,0,1.19-.31,1.51-.93v-2.91c-.32-.6-.82-.9-1.49-.9-.53,0-.95.21-1.24.62s-.45,1.02-.45,1.82Z"></path>
>       <path d="M354.2,376.72l.03.7c.46-.55,1.09-.82,1.88-.82.89,0,1.49.34,1.81,1.02.21-.3.49-.55.82-.74s.74-.28,1.2-.28c1.39,0,2.1.74,2.12,2.21v4.25h-1.08v-4.18c0-.45-.1-.79-.31-1.02s-.55-.34-1.04-.34c-.4,0-.74.12-1,.36s-.42.56-.46.97v4.21h-1.09v-4.15c0-.92-.45-1.38-1.35-1.38-.71,0-1.2.3-1.46.91v4.63h-1.08v-6.34h1.03Z"></path>
>       <path d="M367.61,383.06c-.06-.12-.11-.35-.15-.67-.5.52-1.11.79-1.8.79-.62,0-1.14-.18-1.54-.53s-.6-.8-.6-1.34c0-.66.25-1.17.75-1.54s1.21-.55,2.12-.55h1.05v-.5c0-.38-.11-.68-.34-.91s-.56-.34-1-.34c-.39,0-.71.1-.97.29s-.39.43-.39.71h-1.09c0-.32.11-.62.34-.92s.53-.53.91-.7.81-.26,1.27-.26c.73,0,1.3.18,1.72.55s.63.87.64,1.51v2.92c0,.58.07,1.04.22,1.39v.09h-1.14ZM365.81,382.24c.34,0,.66-.09.97-.26s.53-.4.66-.69v-1.3h-.85c-1.33,0-1.99.39-1.99,1.17,0,.34.11.61.34.8s.52.29.87.29Z"></path>
>       <path d="M370.23,375.04c0-.18.05-.32.16-.45s.27-.18.48-.18.37.06.48.18.16.27.16.45-.05.32-.16.44-.27.18-.48.18-.37-.06-.48-.18-.16-.26-.16-.44ZM371.4,383.06h-1.08v-6.34h1.08v6.34Z"></path>
>       <path d="M374.16,376.72l.04.8c.48-.61,1.12-.91,1.9-.91,1.34,0,2.02.76,2.03,2.27v4.19h-1.08v-4.2c0-.46-.11-.79-.31-1.01s-.52-.33-.96-.33c-.35,0-.66.09-.93.28s-.47.43-.62.74v4.52h-1.08v-6.34h1.03Z"></path>
>       <path d="M385.13,379.96c0,.97-.22,1.75-.67,2.33s-1.04.88-1.79.88c-.8,0-1.42-.28-1.86-.85l-.05.73h-1v-9h1.08v3.36c.44-.54,1.04-.81,1.81-.81s1.37.29,1.81.87.66,1.38.66,2.39v.09ZM384.04,379.84c0-.74-.14-1.31-.43-1.71s-.7-.6-1.23-.6c-.71,0-1.23.33-1.54,1v2.74c.33.66.85,1,1.55,1,.52,0,.92-.2,1.21-.6s.43-1.01.43-1.82Z"></path>
>       <path d="M386.2,379.83c0-.62.12-1.18.37-1.68s.58-.88,1.02-1.15.93-.4,1.49-.4c.86,0,1.56.3,2.09.9s.8,1.39.8,2.38v.08c0,.62-.12,1.17-.35,1.66s-.57.87-1.01,1.15-.94.41-1.51.41c-.86,0-1.56-.3-2.09-.9s-.8-1.39-.8-2.37v-.08ZM387.29,379.96c0,.7.16,1.27.49,1.69s.76.64,1.31.64.99-.22,1.31-.65.49-1.04.49-1.81c0-.7-.17-1.26-.5-1.69s-.77-.65-1.32-.65-.97.21-1.29.64-.49,1.04-.49,1.83Z"></path>
>       <path d="M397.25,383.06c-.06-.12-.11-.35-.15-.67-.5.52-1.11.79-1.8.79-.62,0-1.14-.18-1.54-.53s-.6-.8-.6-1.34c0-.66.25-1.17.75-1.54s1.21-.55,2.12-.55h1.05v-.5c0-.38-.11-.68-.34-.91s-.56-.34-1-.34c-.39,0-.71.1-.97.29s-.39.43-.39.71h-1.09c0-.32.11-.62.34-.92s.53-.53.91-.7.81-.26,1.27-.26c.73,0,1.3.18,1.72.55s.63.87.64,1.51v2.92c0,.58.07,1.04.22,1.39v.09h-1.14ZM395.45,382.24c.34,0,.66-.09.97-.26s.53-.4.66-.69v-1.3h-.85c-1.33,0-1.99.39-1.99,1.17,0,.34.11.61.34.8s.52.29.87.29Z"></path>
>       <path d="M402.93,377.69c-.16-.03-.34-.04-.53-.04-.71,0-1.19.3-1.45.91v4.5h-1.08v-6.34h1.05l.02.73c.36-.57.86-.85,1.51-.85.21,0,.37.03.48.08v1.01Z"></path>
>       <path d="M403.55,379.84c0-.97.23-1.75.69-2.35s1.06-.89,1.81-.89,1.33.25,1.76.76v-3.3h1.08v9h-1l-.05-.68c-.43.53-1.04.8-1.81.8s-1.33-.3-1.8-.9-.69-1.39-.69-2.36v-.08ZM404.63,379.96c0,.72.15,1.28.45,1.69s.71.61,1.23.61c.69,0,1.19-.31,1.51-.93v-2.91c-.32-.6-.82-.9-1.49-.9-.53,0-.95.21-1.24.62s-.45,1.02-.45,1.82Z"></path>
>       <path d="M414.84,379.72v3.34h-1.12v-8.53h3.15c.93,0,1.67.24,2.19.71s.79,1.11.79,1.89c0,.83-.26,1.47-.78,1.91s-1.26.67-2.22.67h-2.01ZM414.84,378.8h2.02c.6,0,1.06-.14,1.38-.43.32-.28.48-.69.48-1.23s-.16-.92-.48-1.22c-.32-.31-.76-.46-1.32-.48h-2.09v3.35Z"></path>
>       <path d="M427.57,380.35c-.11.9-.44,1.6-1,2.09s-1.31.74-2.24.74c-1.01,0-1.82-.36-2.42-1.08s-.91-1.69-.91-2.9v-.82c0-.79.14-1.49.42-2.09s.68-1.06,1.2-1.39,1.12-.48,1.8-.48c.91,0,1.63.25,2.18.76s.87,1.21.96,2.1h-1.13c-.1-.68-.31-1.18-.64-1.48s-.78-.46-1.37-.46c-.72,0-1.28.27-1.69.8-.41.53-.61,1.29-.61,2.27v.83c0,.93.19,1.66.58,2.21.39.55.93.82,1.62.82.62,0,1.1-.14,1.44-.42s.56-.78.67-1.48h1.13Z"></path>
>       <path d="M430.31,383.06h-1.12v-8.53h1.12v8.53Z"></path>
>       <path d="M437.19,379.12h-3.7v3.02h4.29v.92h-5.42v-8.53h5.36v.92h-4.24v2.75h3.7v.92Z"></path>
>     </g>
>   </g>
> </svg>
> 
> 
> **Figure: Circuits controlled by DIP switches on the interposer**

### 비전 메자닌 DIP 스위치

다음 이미지에서는 비전 메자닌에 있는 DIP 스위치의 위치를 보여줍니다.

> 
> 
> ![../_images/RB3_Gen2_vision_mezzanine_dip_switches.png](data:image/png;base64,UklGRkBVAABXRUJQVlA4IDRVAACQhwGdASphAnMBPwFwr1IrJi6nqrR8EdAgCWdu9JrSGts1D3FHkAlH3kPGALRzYiH7bXqJwln8QNa09AD9YOuXwLT/U+kDyC/d+Fvmt+o/wvotZW/YP7rzQ/nn5w9HelH7S+QfyO+lfYU95f/D08vzu473H/p+gj8A46/2n7Veuf6P/sujf/x+M5+h9RHyYv9/zdaMv5mngqKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKJ+eF/P9HiO8+yRwxbLTax1x4dfDmLBqzcIdbblYDKeA4H1DSNmJt9qDXvsOz6tt6Qgl76+6K5OxZdnJ/L6QqyjesPRNwTsikag3CjstB5+MtBj4Ii6IY4xEMESlxDlEu9OSfhIjwUMSFanR/x4N8+MKXVMSWZhQt4aIxHwDdCkIw5a4KXijxw7N4B/mIdzih+xMoqeJjaimp9tIe2gFLIlrU+IJUrSUEgk10qnY8yV+6bvmcOQL/563AoHGWZxwJpk9/E7PfEGwyx5eRBKPs7cO94bo4TJhZ620pmTjm9VvQv06fRGT7ifGHISvpP/KLWKgTuA9MgzP16IlgG1UOXVd3OpIi07kvBAZb+JjhrFp+CPQSlnDepiDAFm1wi11+AiAXBrUKkzeFfRpcxqfWfEDQeXffxCmxF2Ihh5yRZHl1A1LVboXUiuZt5RZicyAcmz2BHBZWYF1+H4232GH7AJH5zpy8v07vMK6V57CtbetrFUEiQHnflZy8qnsD/d7Sy3Leux/1WiMsGxtPO1V/c1c8H7Gv2YG6+aXxIXe5bZnVI+yBIKCQUw0qF8/mPGL+cZDuFWxwsQElcG3v3gkTiKNLRufaXAZ9TmWgM2GA2hHjSN9AyU9OOKYKGw6flU2NFRsMzg+9Rl/Qrw5hQwrnCvUchE2WvheIPjsmPaCPXyQSCDdox7cCpDyMCjKooAH/bl2g0sMWlclzyphgRU0AVxIn2xMkstLSSznPixvZef9wGlDO+BromF4Zf9eEFfbyNoTFgqoRnhG54k62UpdbPD6Ywpzt9gUyJLVkG1pEiEgS0hfm8ib5R4StfUItEwZ7eT1pn3w9zAY6aZGE+HsWhO0FuLEssOK11gfoG+qdB9K67paBMqFJ9Wc7RVoUK00WleqyF4vQZ47gl/w4Hu+BW04bcnqGa55KvckxsADm8M4jfARL7lEwr1jJtJSueFOX973R67gPf9tGu6T1IwI1eDNXt3xkEAWo7wVKUqw0I1nspcrowhPrE0DcqdFI0QZRipZ7j0HGk7kiA2tXk3vnnuSsrqfBH/9d/e2bZ6WaWfT4/gGJ0Q8qFfyz4kNsbGv3xOVdxV+JgqA+fEuCnHYS1ATwLJ7NNV68dDaTEakts0wCky0cXwISnXy5a86Mhbwj5ushefP/Z2UBpB6AUyTde/iHHvD2vmWQ2lVXBbHa29nthMJwZFjLS7+CV0zr972GTOnxui18kqE1DdDWNdozaGP+02T8C+J4SYMOZ1756mjQrIznEZZ56PdcgPqgUAE7Rm3aEzCQ4q6rXwKgdoTJCuIFVjKIepbPEY4WuOKHjIgtddaNgdprWQUxyASXsQoUVD1qGeQAMCzV8OuC9K+vu3KzyRvmp6zxao2EhAWHhWoh/eNOH98V5in3n6UuvQNUGcbGC457fINCuseJDUCpv5JV7bqXAGswioDwR48DFhjO1Gq/a4dujqqjxeHnJdSNCrU2ahhoKRoKZfNNUv4HX0wjAridw16G8XHIWhQqlVrhQf8azD9EDirb9qHCzAVDFq8X0f6OCUKizOFwL2sM8ec+n77GVfUi8faqVXildDdlYpD36dh30NKB8lr8mXmpYa9NBSjvVmS/vArfcvezn+mztTuzSW1pgix+LsC4AMlVFGDa4J/uPolam/5sMms1uCnJGl2PbrQ/MNsYL3l71UcQrNhn8nMyl5OdSPL+J201OYOJK6ZLegQiFKER1/HPOVFQB0i4MwxmiUtQLWlJ6C0MLevDb07c3Jnx8glnukst5Ven8wtV4Qz+I3GlTkHC0silnYlp92NCwSMfCUYDkgNUyoD8lJa6sMxyhtO1hwtW5Z1WNqH96B9wbaTf9/xJVZYmMrrTgeMJWPaWOA+LBCzKS6bSFpfhzFcJvoTOGmpCeZaO/RXH+6xGc0oAhPGhFe8wZvgCi2sTom2KEAVh4172+eY+yH6Bp5A+EpUCxNLUauyRvNT42rxZk7ceujV3/76YfQfcGiTsdV1ZRJ/cdWYh2f7FVrt2s9/ixf+5Xc7MF14X1TYLjklTn2LHog5BPCyLFn0kQG5TzCxs5znjggwVLPiJGPi2PFRK3QvtmZjcO/OVV3VoTEjsF2h8RZnjpz8NnAtHSGRXAxluxDAXpAAZ+RKm56cDTRHWcvJVbN6z7gz9Yat7KPCYKrSwDBLRmXRoIPXMl0kZIffnrIiu0AI0HMj9TXT0luUkIKimyeR62S6Ki9sCFx7Ed56HXNnw1nQteYcx3057gI0HHOVebvhL+yu6SyZNq6iTP9HCtFyRgU9c6ppOc38G53kF6gB16Y+oE2wAawNgCGtiyHHHO3wjbLSFGO37nemzkDiLv3G1JLkq9Yj0Ht/NHKhz0g1eX5YvmDn+Uqf7IOgD7CXj30j1XJOx94v7ncJbmoEFFOr/IZJEmq468tuuaTThqX/aj1Tk1htLgvdo1/XldniEZ1gb0+A5I07FY7xgvEviBst1a5IeWDOq/rPTWnVItQgpz+rw4wLJcnbr2mISCOSgZUwgzg02ny71NDYWeuIDTF0KNFThhKu/qYhYAm0gWH+edlj5BI25ahQ4NGvtTTQhLME0t0FONYgtn+6NusTIkKAqPDoHHcT2cVZ6+vhwp39Ok3n5IXhhkkvB8nYmVp3sQub9eOqbvYo/J3HtBfmV3jKKhRQKIwxK1VsBO10+rrZ29551ccM0vielMSFyM8slFx2J3HZhYwg1jsNdP+5lRIy9YcW9p0kMR/3kMyxpaxW3cdXZwCe00ne3QsCJclfyveP3XPXtZbmKIfFjgqaIpYVikjreghn1djSm2ufM9bL9/kqzOMU38Y7Ksvgt2Et76eAJ5ZgJ7vewCkr2GXHNo8/JhvHyK4TuMGbaPahg5tx2e8sJJrtg407SNy0ETmLWQlL3yh6+QELOJdwq1mAqb16TP281lX9CzA+rUbiF2mG91QXR7K5WmfxY0IQb5C/RlzpTDD30z2zpfVxOkvjWery7irevhNwCqKYB5JQ59xgMxhjMVliw0DqZTdR0iTuUPmBHKI/DHi1SSTmRWycrrHG3MaYUt0+LcvlqUO0iz/nx6htRSEW0W5plnTn/Ry7IQrOFd4P/sA0mQQP+1Il11wjMGK7oMhO2fmjA/0fm7GzRUnLZxa0/MYZ/ofLz+oad1lIYqVr2DC5l4IRJedJVUlvpeqHTNunOiNrcBkyS83y8BcwOdPlF7F6uPcxiEz4fjbFu5A2CC12a0d3qLoeYVeTBeZAS0a5DZsQ1J8RQG8MsqqTVBrugUC2bpxBwUMjYJC7f5IzyDUgutHVD3+omN0oMnKUFYhHDFIAZNWN2sbhK+8AWP8uIzDT35+LJ6l2KdO7XV3AsAcgsGpLRpGHiX4JYv2vL+8sduz7uvZ6OThHZ2FsFTmy/I2YyuCscwnJx2mKCERPlaj3FOzfx1ICczmv/Sb/S/6tpjeLql2sPZZZCiqkRXRJ30QxzgjhTD7ZbmEpSMDehPmbdQYxL1LHYV5nHKNlNMJxBzAocOtptVxZD6jK3y6gl1tJaWAaL+3iF1hEiQHiwU3l/TNAPaYsKoR2rFq0upxi+uKwPORo4xErx+sI+kep9dNI1yL2xY5/BMDSzdfwIZ7H+VjP2tPHB8qHh/UzcMt05RvTWAHY+ohBLxdA1QsJqjsADysWrVHQXXu1hlC+gVmXCmFnZKoJphAbrr9uSMMJvNkiLAMpuJAzT9z4oys1E2/3GNLwonyQ4z4K+SU/849ZY+Jx0oLhMpAyXrlcvgTmf+fND+4BumhBx2rkzij7C3eGT3L4gW+vwTJY+l9k8Gnnv6avSEz9tcH3HOfPaobJRpkm/z1CmK28lTY+ftnhXwd8IsngpRaHYPPJn0wxIWW++lksfS+yeDTz9uiAvs8Hg09KLk1fZqNmHd4xNvSxTj7iljHH3FLGOPuKWMcfbY50qKchFNa759rZdCgAA/uL/xU0U93/TY3MxcNhh0sMRUbhdL0+NugAAAAAAdeagf4g8S5u0122lyy0DKLgxaxdS5e/Jyy6fe4on0+QYqVvQ2hjoRhQ1RDgEdxitFS9gdHLNMIhElC07AcjeEY+RCQzvbVNCPeHt2cnHFVfOaS+mlZhgn2+vu20WX/2hkvw5uGx316WlRyNLAU7avxXURdPunbBtBIOmXOlhc+WjDFK06BVGWO4OqGRRu7is4HYUu3gKwUiGM2C+kUzOaWzFVl1UXt1KgaPyv1arxfTk7Amg1zI4jzkOC+N4n7zT7tupYQrGb803QjRoB5X9fGOb5vsMeioc1pfNYU/4/wN4IceDkwCljrwUoJnwyqmORABYI7mPRTt7J+nKoRosmcKfZqwt8NtWu4uX4s5B2FBQMBVM0kVvLKuz7YnfmbXhbnWHP3ru+t+rJMzF/IHrP9XM8Djy21pBYiXbDGXO3BYm2ouS31sAFBrcBJ3sDJNhfgc1Jd4BHWQ7WwEKSVnszmTzZ4cx6kIGCtA2JLK10zyDsVsm1M7kw3mXHsL72kC/ehJ1fYPpQdr2anQpDCnozy81MAvWZTsO+2q8jcSllVoqKeHOrw2kh0z7bwlV2K3qAcb9rr2xwDHs8BJw+YHpVoPxsERD81UYpDgO0IlaTG+qdwFImk33BmQ6NYpUiz7/3pShqd2X75gQgsweprHyqNh3hARPuemrhB9WJGxHrg6pC/6rAMOxdH/ohhm+d0oqNu89zd/Togy1HAgH90QrUSf4bpEZTy5ZEDZ49ejO93tTSB2QMFBQJb3rTBtYaKvi0OJeJAZvB3eN4tMie/irItFawPmNfehEqb45XKK9GA/eA26/Ndl5YqhDg1d4XNeDwLslmPIR6NL6l93wgbtIuISKYsGPKEWX0AapIvt00lErGUqxl6Yszu2wx2/4ax38D1bjm6kfy9wGyfinUsbolDSlhWYdJWI71SIPgfqxcUWmQc6ZcskEjcELF3GyB2WJiX+gAC1+p/UyVTotV49qMZG8UOPJOZq2nXfYgVKuzCcpT+qCf3zA4gqKQNuMYQZqbHb5M822XCKvOhltxX7JJt8MeitQ3r1wkmrD4X3OUErVtSqAbPWdqc+YK7iy/K/akvo/pBG1gUuYLWrU0BNs5sQRyQ7QOo+N19I+sO/RYJbYImPbrtp1OwKRjhpCAeZJMrH4rS47kkPkEFNjlB4Uh8u/l1E3qzpJ1D9vhnH8VEN437zm3X81xmWq846rcIccaCE54oTXC8ciqT9KD+F2CqhMJrpl3xMwrtfOJ6dE7uDobj9wcuu0cpp3mwaDUAYvMU0X9CMBmH7No8P4J0qKuX2Mz2kllOJruiBmmPLrPYlbFVpQkhiCDgjTwNqiqBxV+OMaUFAtPlbinkUbmd9ubtOC8EIGbBGcJmyssvWDVF4PMt2f04/VulSIIF0ShUyBdVeY8VNN7Uei8Yhg5+U1+G+BpcVUT5XznyK4acW0a8wTMPlEvaLKvoFdZnBO7/+D+MlAdt0tlxJ7uTvQm5ivkNhR/T7081yJQMsaZPZgRRXRbxdNC6m1KzFoBjbUboCDserJXeOgsK+vYmi2/VfuBqylRdDfoVSzegjPomztUtsFu9sGwh5liucoSyGdGlYk3Urz2NPudoXzZ362XULDsp38eqCBB+4i4BopGrx7LWJP4fH/3XqjlxejOVm7A9rB9Vj5S9kADEuHYEiUJBo+61sQmmN8h3AZwdw1S8QqnCdlnCPvLzyjdL1oRAE5Y/jIubBC6kY4h5dR08c0k4uRVsPnePyR0y/tM941fOPEMDqJmm3Z06VNgzJp0xT0HqWFZFFCB7Mcro4yQPfDEKWm2j/+fTQBOUbMroVFb4874qrYMGVRfQBQalN0SrWpl9C2jLsGs3gpXYJ7JgFJZ9oAUj2IOl1QZY9vin3GR69uxSVHlZknqvkFvcWOULg2jKNDOsb5VeNr+AOEX5C3f49yaTnJnEhjtXeDft+cd/eJkQC1p4OODxX62JgGLc4wmQxt4qwzqWtJe0STAHcjEwI7plEnS4CkugWpSGyYdarC9/4hiywNuKOpHEDg+NTktaUyxumIfm1MPjjVB7Jz+33QuBcLd3BFxs/gacjmjFsqjquBKH2m/CGlSFkfGouLdqiIiFkzKS72ASd+rlp3r4AWUbPjByyCCa8zo54/ESQyolnFB4w2hqlhcNygWbPmJwDj1SYqSkIOfC2zAdSdyLyGtu+J8yd6EvaJA6hTyGRPW1rS+fXK0K8mfQWgzFdz54BqpKwW5xrXh3oRxvUsnGMHanTRx/WbDCOjh8W3hiUilfrwPHLK8O9lAdBjoPJ6ZwkCENOlG5sMan5euc/GuojpQ4Xi6oU6fqIOsuJucr3KCkaPoCB7p9fE6L6eiMxFsQ//FWNHDD/IaBF3BobRbiAi4VPza8sNSb0dqmLhz/3H3DVywUnZyrm0O1hNoS7CF9H+2zWzmklMXqMeGuhXAMHTZ8xa1QrWpF1++nOAHl9CRkrNGDqlwURwoMRIlmigXcfX1PqgmT6+fj0tD5QP5W3FwT9KNrVzvt2DgIk5H47K1hCr1mPd2OAwezovBiJE9AEMfodE5+nbuAkWgYR+xB00ml0hi3YWEv+9KD4aemPfSW6fbTp4LgUndYU8HrdZbGJQDgcrTxe48ecElwyF7ux7WHx07JdC2RGpgPKTDWV5uVpm209P21cJsuCMHOaZLJ+hZInaDIa7OAoilhjvmEKeOMSfZzKETyTNcc05sYbfJER/5QAvRfSVB0gyjOCbhKF7J+O6/96sc1rL0+j/ecigndZW1mgf8JhaTT50lE5s42tQGfm2WBFAhsJrQuvr/iFeuO8eEYwxEoDIfY8umRL4Spsd4kZbiKwdcsDPPOLTzZGaXjSoMuijsQW8CMs1P/Z9LvrMr2c6YfXJRx+CCWOWeUnihpEA6X/1Zy+Ml2YGnWhaQ/vfO1HKRL3exyJuX+UEK8uCWlCviB8JFclw3+MWyKt72Sa1Hml6glYuBhqshY+rQ2paTr0H8sNDzZFTgY3BhRp8m2YPrR2/HCtSXpDTPh5QfTQmb56syRK6u1jqZI0ftEU5GkScNoTWaY+It4a+dPsWGXoKRDNZZ67TASxoFjeNR+fw89nqydjJQ+btulh0LJEnrQG9IdHseflSBEBNzi7Wo7e3OWFSDdhy8pNXwqvIrLMcCtRZuuQdePE8UgCYuMfxRAb+BKX86zDpk63oLGqdzGq7ZX5YfVbKnmaG8twcaSr4gCWc4/cpz/RXV/gsGuYZhYHk4JTWqWM9+e23/QtbGhg2hvQnz2H/l9jEGTps8zZMiq4K2BHPHCaAWVYJ9dw9RhA9kGZH7tSxEiNx/cClV/MCpK9XpTTI0GFXxMqfiS/tmqmwB2RApiEIexcE3IQeUAfm3a4X7ZLy70u26mdPTdhqf/4jaLOBrIspCiJlPPilvghDMWvxu0usQy81XTLdr6HY6L++iTxC8ys5OqZyacUbJWZ/WMcMyDa5RTY4YeKAQD3ZQsHukkbZx84n3DUCEdk5qWLeBnC0tD+d5c8yfrOTj3bch7RtexhLCXNAqM5p6VMu9iavd/9PKnzJG+QVs6KioAGKC60CzqLpikxKM+kJslbNltGMAG8Q8LXnZ0mQrdNGGJZa2xnvjnrUZ+TeRRpz9thf7V+RwgOk3aIiFtcWPxupZmR9k9szK8cs1hNQ27YsvuGVr3mBvTStu/C1KodrOPR6myG0GPmdQrwlEo/YFsbcGTJNaV7aFrp532tWmjK0Ch2SC17+H0bNbA5CEV9putQUNWQu6mcMRZhI6KeKHYs4WgwdUaMNWlteAN+A5k/iOzPjsfmCq65OGbI7ndBcb/ED3eJRyYGgobbefQHkmU0WZziPsB2BxZPiBa0IeSvfpaW8V01/X9i63DEAFyglJGzRizt3vxT4uaX/HdBeOcz6e8Ye9N4xc3kVb7Y4KhjjN5KmGyJjxcgQek1zR1akgnVWIRpst7OPNWqSzPXpuToJ45mRgGY1ZeoZMD7OyAZRmV2ZP6MZhV163l4pyO+08YHs5Z5QMzqM8ywohU3QRibeqh/j0ZNSywVoZqOh6/i2zfQsx/EzLDmrsBElIgkO4acvaROZTmWDNdVgpa8p2AxLaSuppHYhv/NU43gUJKmFfxzNTVlCsFbxwAGZBHc+TSOazMAS2d5My/16eMdpcj3Dhnm029wB6jgistd/IRiuCD9aewRVUrJYyqNxTYoEz24j04lhpx/kKiuLUUkURtqcWeI33Rt+6giaSzakzzGguo0iGcH+yOG/CABiD40LxOPayo+jPP8BlY0ZN3O1y1HrmfNzF7SyUqkt3O+7PkQb/YOkOjQ21n77gicZwm1KmcQF/LlJjqVhAr1solGrUPUZMf+kbqBvc4Q3U3Afk3AeTh81AqjqWGS6w0c5iUj4LAthbskvsT/cuNzKQ7O+s40y3EPC8gxcykTznorbAOOEGq8HyPQZtRrTfJmj8NDJCmNgai2kIMaNA7W0wgLvaER/J6GDWQbffGSXAAwEAoWqcX/2ws6zuyglRtdpCOOPxmLfiB2d3eDacygGj2wBZImQHzA3bpg+vcYidQQ7oEezioTlx6NJuOVM5hoXIoEw9SofDqdqxOSHG9Gt70M/fzzdWcFT7nSNQ/tTUpnw/KvSUArq9ePgpyXdEB6LCa8Rd1GFnQBkXW1O3UOazxqU4LMTzE2FgNKSQCKr0Eyo29txKpnQUnEyeaCiITQGLUZjIcik+mc2Baq1D/OMBM7DgUNHyeAKfq8pG/+FMQaBleWWs/xnWIDMxT6JvWHpbg0trNWi/2TF0xsnkJWN7495H+cZ5x9zfe2tw9gLAOzJ8HICemEtmUN4ddYnKT+z4/f7BTNjzrl8XIyrc2Yw3p5kSJm/7Wloa9q9H476GqCQWoK5Jx9vdrkoHEGJpgIWUMggZ43/N7+Z7GySBPN2k9jmyjwEPDf2BZAiwaKiJTF7DMAoVEucVYFeOXSUduLMPQ9NvfJmTBk/GoNhANrRj3R9BKbCdwCSIr/bd5hALaUQfabtvTq0SQONXCzHdxpWsKXCOQmCqZLHFO4tE6U8yudpDgDmnAVnpdPsRjR1C/yDHqntsaPf8kn0Z3856G4lyQQ9zbw6ySAKcGZNntsqK0p9VfT6IN8CtBmVEx/4fW+Sh+cIJv/TA94rgcS8bHXec6mrpagxCyM8hDv2oBBjVxf8pmCt8CTKeZLwBX9e0E59YqhP+f200zF+hGvY2Ix3+SbFtqjNdCQQRCtGegWJNE/JMcr3tibyLpbydgARAoRb33meImRZk3WYedjfywMiDw/Hq3nVRrZisrmDvq5AtYCftup9SeACTe0E/moLdowjqyuksd60nj7kVshVh/eHzKK0elOLnF3CtjLc1KCbMfbOvnvbvDfleZmO/2jww91hEaFDjSgd2z/MBIPMx+OX+LahnAnkj5xLoOiE1OhbJRbIXAAwMk1UbBDhPeoGVuDHcK7Bam/fCWtd8gHXHRyYx97exsER38i8JPYK/yMyu/zyZD7ukAalRMNC+AnQla8wKAbChjh8+r3mlcgTtVdOSmw6WSrwiim7aPeLd9/LdlEmCQH+wZfrJzgDXqYvdMCtQOVp1YDV0hWxu/ilhVJQ+QMWNvNN5GLLLtgf3gzX0uLfUQE3obU5a632AlIlJmCjYmyAsF4BLhEofeHCjEHcpfBJju5KzxgHLNCAQl2HMObGT6m9uz1BGlNoPhwdTZVRFA4yseclLs4xSYhoRZ42EujRxquAS63WGd1R7mico8S8aza9RdZmacpeWYTPsDHQ1dcScG9GvpHHEExAu+Syf/QxQONiqcGdLgZltdtX5tnttuhw/S2MWmveABTYPK4kwdYZsQ2D628z6jGghpZooBmmUjZlD6g3qJpJX8tujH0cKc91VS/7Y0RVfdG3bJPgqnLJ0ULSZOOxY7mfIhvcVkAg/2kHVz4dQjMvVk19mBmFfGGnrtGhztZp2U3EQPHyFB9uiD8aZBdA5y+HNlYfR8yiufLNR4bu+WvwJ3xmpiaYC5KV7t+uXu8puoWysvyKecArg1C1VuzAYHUHur8e0kzjs0oHNAOslKadWSimUq/oE/WQLsvdCmUNX4EvAZaYdANsVxHSP9DFNJ8SkzCNwd1FMdhv+T1mK73T8Wdch1HXIe3+aDgLwtN/0yqsUwE1M0itGqlS9CZMgMhz+Jb4no94M9kWSfLEKHeQAE3pBr8H+yAsGn1phVS+n233kXx+mDh/G5MD1TnfDBFnN8KrFVeJc444vSoZB9h36v1R9XwXYyDO05vSVkllUN/hatCAfL3sATppd7PL7aCi3j/UPO2Sq+NEJeoR07MzzC+hubazq1z1LJ1c52kpk1UXKrCmay2oyNQlXoNB5effR5oD/1ODs4bHA2V2ocSpFYDm+1acxHLW3fklh65p24QouRO92TwXdL0naYmnPE88qINEl/HvA6Nv0/FBgvdEXPYmbXRSr+Sfs9EsjnVFxi/aCDViQ92Es+QyYbRAS0XIVv7ncDYx3c+mLHA1fiRwxpR3MfAM6mPJYmDeHcgJ4HJIj4r8YMFFUIHo3ATwMfzmHhcsibqDAhWaUHCcmTlUD8lkdgMK05Yohff3pShR3yYGo/zcYmu76n6CiSWhmhVd1gHXCz3vdO7FhpLMGJ/ZxZoVrLo0dJkQXP9cOtnaAfutiTl+7JF24Qyt6d9oWgkQU+kEKfCNZoz8b9cbfZcPpL5B1ePkgZhbXAvgRw5Vul5R02mCVOgqSIAaeN36/ImYtjl/YKtHK8j8nyAgnKvdZQQDMSTSlKVIl4MbJgFDyWWwzxDzjOASUK5ppm026KEepoaL6p5J6cZjNp76ka+OsUXyJnrUKde47DNfiWpI7RRoFj06rb7T+SpCsLid8BpCDUrbFNgEFbMaI9x9FUbgudISJxUR2/Vb7FO5dmSxNbkpER5fMquJsSICfppMjZF0to4lBL648ff5DoZ1FhwPXu1vpEH9DLXVfF4kG/1R6Ld0GOLIwI0aPRNUt3i8S1T1XtvFa/F4YoDPrzb2+C6kWVdCOmFbKnlYzbe9ztRcK331dK/RT6Ix9tWxAeA6JqfdZVQDCo/wCaGcSXpEoWRZRvJgionBVOsaqNHo1IfHjyMvurri9jsqqu26oogZT4a0wktoK5HOIAR042WwrMi5nB7qINL8AN6ADGk5V6av0o0WETw/OnsvtUI0qGJAYPr8ub5PJCUhqkxF7xoIN86vSLJ0YSfvM4fdCqTcQGKP7JghuBNpWtwhY4j2UMjHcJ61SwWQM7Wn72Quu8BI0xAJ8RA/QPpwpq+lfbB79j9Qvc5pOocnIycrqIs+SOecN9fleeCxmC1JCT+iIXXcJC68U+WrAJatkellTYlSgc+s54ysSCH81HYnZ3Qpo7C9GHWwTjX6gml1H6KWKlnkftL77A3I7gTEVdPeJmdA92Td6t6wO5OjQiVTnvf7LLFVw0OsPwVb7vHbGroE2iSmLcD7YzSCQ7Mi912oACBzbi5oMz66+xy1Z3TrqbB3vBs7Ssl+I4EeAbENwjvPHb5IEhAFrejQzupggU8wLXaC5u/DBlm9bz7CSJxNPQ/H4aLQxeXyYW1toTYf2s6mNhafKrSFJf1ILoFa+Tqfo4992KFWfL+/YD/Tc5RaLgbBLfGk7I6cqyvypM1HYm0L0Y+7/qBamfjaZpAA/5dBvrot/za6diy3nWVuc20rIrhdrTsKOuD2vwvDmNwQLiItqgm70FKXnzAB9iTZ803OCF13d9yXqghyqJdMajV6n17Wa2ADUswIlVAkwpZHIEKhPg9fbRc66Swu1fLc0ZjJyUhlvHhiLCiKYaHocCmc6LRpLsU0wPzsYPVOxfnClk5qVK8BFX0QyEj+cp29mYNC06qFPYKUaPpc/iByeZ087HC/AbNg0B3//5PxNxYhQWKW2zOkHr3S2YO1p5p966FhgnUJyfMGs5AqGdXnc4FjyXxEDLcRutCUO/j6QNokj+5luVUn8PgDTtLn67xy17MK0LxJNS0BeG/c/+QfukgLMpKcXq0HtlVwb7Yy8ueANLdFlNhuUb2t3kFcivE+gyIWS1uMm1acJnQ5mvLhB6Cwa86AcPmjGc+3tr0irutNkwVidyzjOGKSXYV9MXrAEi4AX4pUvBszZJsUfhheg4NyA1wSLr4SW4UElhnEV54h7PY8qqEYFExrakfIOhPBYyl6cx4yuCKLhd9bnPbZT4jiWXJaKZrB9ObQeL4oU09gJsX3X3YPEGKMRh5LwJljzpDEV0/j3cnbpiD6zcKC2dXZm6hRdOusyqLKP/ZFYiKErN2TD2UXg8XguS4dBerhTEwcZAZdTvRo3SXkeT3c7/k+v3nLkgVw7kYbm8UO7vWT7Xdqk/2nKu4WRJna0YNTbI/n23hnFmxiz4mpsCdNJd2Day2ZN7Eyw07N/31QhaGK/ssLB4ETtrFTLENZwnCxQsfgGRTuPf9YikGg8uO/034LEUQg4A+GlFjMa157hZ4GaJYx1f49SRL4scRd8nVPiiT1CT2bCCM1ThxcEGyM+UxQPLrAEGeRw97gdd4WORM+Q1U72o7BOypknaK8gbAvw1gICHmUtPUVhBkh3lidy9Va0+cDgMj67NIGnZWfpjNTAINmW80mLfxFLgmjzBciCijpM1rys3qCMEKrurH5XuUGHEka6sg0C2JWlConmDlkzWQjCNRhGPDmH/aHVtLnJT5OCHKRIn5WRwuNXKiySjWUanQUnwNksmV2rndmlTzILdQ2qPssYuzc411Z3Atm8smDRPP11Nl6JF0Z4ACjwhU4zChFuQRKF5LqkWUHEez19hHkccbVMbuphpB5bSCb6MEJiGpHhPM+r74mf6st/p83ATkJa7tbj9m3hSSjyWGpV7dG4VUTZIbhD8Z53tHyzOVeICyJI+gRPtxRTOr+VYKdMIlszJE3qvdRfwInFFdyHAXWf0zPQUIoHuR6nn51g0EwY/dK+Hxhsc0YR5DUZ0gdarLadg1n8XZWH16AK3hGGn+IKPIrjtFh9399+xhr7b8P6cXLJAi8YQwkJeljwYy+Nh9shpnfzBoeqryA1pn1hkavgUAYoh3gZG+Jhc4S9/Yik30PfmloHrmhXV2r6++yycNodP/6AFATFOYOBjOkr1tIwtKh+IBuUlvi/+XJVGyoKXuYcT6JQ09/qBNAJlrtiFYe5f3aFi7mj1TwgjNW9ajcp29V46r/CQ/Rb+m0HAkAirPRl6s+WNS9ZfTl3eM0k130KKTMSayFfk7gqzIxUZy2RtqH5CA0bZT4l5dZpHhkSgzsoY+PQA7rCeOuDzG8nU6BW9c+WYH7HNXhtYMhPPB/DT6D1IPFPA5+1mmDvjDGqN9WEoXD3l09YXiCu1rKALJ8fwRRbLr5GAFwMrU8vny9K54ZMd9+BKL0hTPoLqX+lz6amOBDnnhTkssztJigPWUIawgKV7+TGg+B1Os/HmRFefBXQbPAUh+zoaZsngAANx8uk/83YuC6cHG8Bb3OVSDmG7PqubhxkMdCJ/2dnCtb0dnQGkmjvfjbM0GSkAP3vipHTgOIwp4vMhJMSRp2DESay2Ggy0bPikrtX2zrZzijDT17OUE84sS4VoAMiPLpbCYMbdqLis1I88e4sKA/A+r+DQDCgMxxaM4ybJfTJplRbVfM5wz3FRQ3wy0hVc2cJO+6gbWhg6eHV53rN8eq4z8i1X6kGSA2W7Az2LBhuoLb81q2nB1T1fjRcPOgCUE4QVjRMptymn2/XAM34GB2RREmnPX9FKHoYScuI5Ceft6cTDZVED11cdKbGs7Y83C0LfsAPO5e7U1slTQ/SnlqmVUm6btWNTNi7v2FTayJ1CF8E2V4tQNL0H7zkOBippPqmUN4RNi8erPAV/RWeWGa5fWNtlmsNp1VolKUNRUX93QgGJ/UbXrv9HJ5y9tmF725slLTLgalejPC0+AWXq0JnHvDtq7eQakXifKtPYcaFaGVPahhlIRSFx7RMDpCfboXhCM6voIN1cN6naQSR6Hmwmbyj5YDfpOwojyakZa93h2XyneQuGLWqIvXRYYnMvFTFCDQPG1r2tMJPNu+Qnbj0xPmIXB3yvqdY+qhdBlJ/rSYgIYcmOpjXRhSWepDmnMbWkhz0N5sdDDr9Vg6N45kEEsa+F67fD8P/mvltn6IFcx6RXKBl2JJ6kIWLUFFu+QSYtvRr0TY2prpAd6UOjHUy2/6uIR9Wut8y9NpIjNh6Amh0WrWcyo8JNumCbCYAgUXoIWVwVzY+TlD9eCCO6nVDolxNzz72khCbMpZ5eqq0UeQ/UPevJlnxgWv5pdoJBZZwN5+R9sRoGeDWhM+eLtXZgvb3Vaum1BIsVMNDbhbdlrEGsdQyHawdaTNZr2Y3dgvpmyLMDDhqcjwstkMalFh6uH7dXpqSXeuCLqcWgsXRYag5NxWooD8LT+QRvaqxCj3Lwnfx1aZc/qAENUtAMP5mjeWAVWQxXp3tTdgzFf9nKTWRoJr0pnulak52f51EFV91kt0tUoampNR0MJsMc41FJSGo3pxDzf2z+wb89du8D5ZFgV2q/FbhBSouEB9WBswoGamMuVY6Oyomlgd/fC9gJ9j+kmhAN8MDsTEGTUafndENlO4wTnoPeWBHZ+gcBa8wcXqVB3UjI2gRoBgbO0wIXHDeq7gasSamF9V/C4nWBw3pPRna03S1SbGwtlg5PyzJMq0GYvSDTjH3z82/hsSsxpyMrOZ5U5+zYlU5AdUNRqlAp2cj0TKHHyI7hKCNLhcMImegkjUIiR9Mb1YgY3Vxpk7+o/JOmw34vuFjW3MgpXXAdfPrOjf4Sff6jarpCwzHhdWw8+SbCe0kaksHVCo2Npr6XoW0xTF/43lFyyrkJAgnzkTmUAFzxXPswdq/Gid/WTnb9QDsDMU3lBv1II+352dXSUxFLcow3HKLsXRoklZufW6ygIkQQGAdxHX52kWvcbIi9Auh9F4qLTzUvovcLZ/NEqFcWB2MamKuEQv65T1kVoKLBCaVUlxnTcn+xBhAuCQpKyeJrneFqcIq5MPxVrkCWVFHruNHt6nCL1+nTaB1xYhEP0SoGO/wUwK6j/YPviIp3HVLzx14SU5yD7F57OMzFJh0zkKZwtRCfeRRX7gyZnH2YEoOK0uwXCTSEY6DhDP0zNe2ixtIrByq+IePcpRs98Jd2Lco0PLGKlO1O76+4GBZvy7sNlG4MG/idaq5XdLaP8rTmB7naDgRW1FLgNR+SKMnhv/eu/TKNgdDuIyJv4WrCgjh9yGpvE/IF2kNBWqAXep+GDRoaOy2uU1QvxtXaWZseEA6Brrl+haVm/uBrj9JEv5S3dTcN4jCmJ5BUZWqZWY6hQ0zxlPcZyq9b7qQLzv0QQm8jklRcPw7kjq/tsYSeg98NEN+VwcX5BIcsbdcmCv5gw21dL8AUN6i3I9FRZ60TK71wJvfSXjWC472L1WMhEHriZSJjXH5Q/Pcy3ojMr2P9Zi3YfHOnr7Am3iWYeP73eUbZEjXRB87NcypfArQBelzySl91fgFiL6CTXkci51AzkGP10OmI81MRwPu2mh3+9w9zG0xAwK04jEyPbwhETW6MU7mii6d/sq9nQjMmKQgrLj8DtGiQvrN4npTeQlsam87tZowjN5IdgaSZgSdKvA0TJMa0o3AGYLeNVBaPEl/JG+O65rE+7dymxrs1J0T1vLMIKcGUheV2QDhUOp1GK9eD4ypw/7ifI7NKc8RHnouorvI4u9l768XVmWmLJdylmasFlaBLAcTvkk5uRniUYegSsBy/sk7XNvpEfWkGzxmLEGaceGUa+bcF18/MVlDZkxHNLm7ED3dTtueaYZWjLJl2kdDNoCRoAmIgZrIachefxkQX51UAJ0QEIwCE7RH2cOC/TUnb7V93WpBzSPu3ht18F84FSmGnGiyM5cERwmkhyMHiQmaOFUtnMoHklTgRXBB1eAb92hMwPTpSejyPYjqLdybhpmcWFs6u/6VUWoS6NmQ5stnPkt2rUlgTZ++Q+0dM8Q/6cgvyZ5xmiBZJGbuPgUVg1bksJ2cE/vsQ5k2Olk/23iWbltGDcDD8nt4QJyfqxyP0Gz/5V9KO7WIL1svKJ33V6ROUpb/4pm59YPhPUvZFGsxRpHPVT3qcbHhYi+rJy7lB1JT1cyuCsUXmhH7bdCoJCvICwMzRZQnpFrYrRqtn9SiH/mOZulu97moifUwbqpibKuMdwb+WmuO5cGvdeInOo36zVKwvpIpyJaFj+KuR9gcuKZ7Bwpo+7wDmIrQmmRQIvEx/IknQIQA0E06MoFCm1GPM0MSoxQWf0Qv5h9n2wWqY0HL1hEbdrpvA2UZrvg9Raz9L+9TGqSHAJWaA8ZjK4GITWzvjuxjmJ94kDjdoe8I8fXc2huc/lL0Yuy8IXHfOAWGzhRvr8VBikCJrDXksxumlNDqnJpXKqNSxK+9ktDmNsAB89+m7gAdV0/lMeotj5t/x//Zpe60NB2hlmw6wqhSkYkI1T5gmUfTCTzjFK6nwgv575oCXsX8ezqSVv/eLqhI4KHq2Nocz5OFxN4WmVfQzyanF8d11KiDEQtvN4rvsBLZ9T6S612MgLUosSfAqc/dJKJ/UEERI1V4STSPyOL0no3RwuPYKLC0noWB4vWnp/zvMnJH82aF20Mt9T1oq7mTMroRP7r24eKP6Ex1kuqLlvNXKc0U2C3rX5IIUqMMlRiQ2//SRV5SeyBmxO+RfWjREJ+zyT+uE+YWsu5pfuM1+65YHqn3uyQZ04iCnjc6Dm64AYnvPcYDj/8uf6NSyFKQPY8POJlXP59ZNsvVX0e7TPnPzU70LuQAJwHnoA2mHMDQ0CaGh9i9aKVIoxRaUdad08qJiL7IwlGF6414uTEMOUnnuJzHOUxBddHftTpaIFCS/QuAvw8L3UQoOKqraO/H8qH496ZpRt/Kb8NVIpfCms+gFDnZUfAMvkEVKlXLTE0A+mGtw2yqRVR4RBANxTGIXqL68UjpJ07VgICVWzhr0p/fCYMxsjg50xg2CHjWXe+DhaP8L5Wvg2V4xfaJsILxJ2wP5Ri6k+PEjPuqUTlRTqBAs6SElI+o740fb4R4+pi+g8/k0GAH43RcdgQeWMY4oZ+kOA3qtLGyPEL1HkhIM7rE1obLZ/fyOmVwplXhSmakZ7tI2TX6XPrgW1ekDYqhxxUBB8Lx/WifCpbPLWwpxWfbhAuISB9G/djPKhKl5FDmAwKKrd0vWpnzbO+bi6oKDkZSqL15aaSwHmM0x8hoqs7v7zDokqKvbYibiRX+GXwapmQuZPD/JJtuWCs9s+jESD/sYnMxbOs309+EE0lVwjCLsBmtab5X5EX5l7WM7AiCEhhtRgflQLw3FwHqac8ViPOpgMbBMXFRpLMcJIkgZLZ7itJ8WJyBw7wTrqcRcVkfxzDqPoirP0c43wW1yrfp4CjFlEid96HvQcnjI+2XXhZY1L2ZNQkPLaJzTCLCjN6KvPi0wWlRhErL4n/EtwcOs+qRA/C5XRFp7QtUalkTuzq1ymuvawByyrE0OzNXf+1z0j4TGdxeCMwT3SckKIVgtLVqqXvewJHkRmTUiq6uOk7jueYKxS2uSpmSNWTKWNkCIN39NJlELB1nZJMuIyq//mYZcAfzMF3piFeB2Y+5c4CvdYDpFIfDgnjTSQE26a18ncQCS4ji/VUmHDnH3S+gj68qZIC7xPX+1cPuxOLl/PyvWTJoROAraCGa2j4NDZSMnSaV6GkdqBCtP5uFOYUmqxwCy5ZltBP1oufhhzzU5I6Owf9tK1zFMxisFzbudLDw+9+Gcj8Ig9HXhOgxJ64dfhipDWAWodVOcCeSo8PH7mfm5njG80Hpx6PfKZtDS2LQjqW0S5u1mT2NNHJsVq0Gn4E6axfuWGhMuSJmNI3tZoNBDekf5er8vKDceBz1hfypiKOfhrGJz5eomxqo2hCjAzh98UJ/5lvJy6U40+J/S4kLmxrPkBrPEQJuIc30WY1L6vygxhRKXqICafIOQJlx7IEa0XEmfUSqr4xQNYWaFpB6GW1KCXXErEaenYR7EN4Zmq83SCB3qZrTu8v/3dLAg8RSOb2KkYJLXQ/uKn1fsJdxGmXl+LKXvWyx7HXY1Q3oVHAeh8iASwNQHnc/BMUWB8KKw3KHETrMd0M3DjXgP6SM3mWqCjn1rsx6TuvHTtFoI2ve2A7AlVL16yBc2UIN4B+tegM3i96+ur4n6+dj1d5JtsVLhxXyLCoSvi3RNYa9ypjHst0cMTgBbjyr5LrdTKPBaLOUKqTQvHG5Eqrin56SRG0oIOIj3I5H8kq6p7S2CfP4jhuUrSV/SW4XYFUrFPgBWep8HpybmgXAUTyos7TqL71u3LEtM8m37yhwL631DPm3UZcnVpniX/TBP29tEDZw2OnCErR9vs23O5pEDGyWnpU6UPwvWzddM/SGQW+8PUI9pcSV1qG+ji20R09dUy/H5kZVaU2MrqKMNUr43+abDkY1WwwiajeRJkwC9dS8WxZWYPa4mYbcY5UFVi+dujS+CaTaeukB+ZMrMuODvi9nOP4gwY5OjXsQsUUIYDygcDxGXAlPkccD9RXQeGlQQ5rM1j8kOeCExqVSA41nA6Ufzl01oYx2RKLL6QEe1xv8pPIH+YYEzbQR8dmGw+vCuxI+WpHgbk20caNmrHLjvmVVFBprzwANLixH7Ypp/KxIUPc/VLzBiRXmfKAmNkOmxEJxeM67TnFLOUBMB54GXBdF1XVn3plfy6UlGecaJVMyDbktPJi9ls8sH+kIf4wT3lgwGRy8spAF+FBSpkeS724EoV9eIJ7vCmx8X4YMLhX6d6VJER8Y/3tE+GYJL0P4KKJmewKQXrgFWj0XKdMuTrb5pWQa66OqvnrSqK7mt+Ejqw7s8blc7gWk39n6Qq/P70gahnCudJdkesLMKYnRiLEoC8k+AnYO/oVKzDnFcFH5AXIOiDqGxxAuPodfJRcHNhoUHOgCUG2wDyzlD2ezMqSAhITdtA1VIvp0GLf9+ViKNTuEWbRVpQiydZrMyEvE4PGSL9PV1HoIcogbXOLDrpK1M3nThKvUMkE818eAMecXRog0VZU8r+l6kpJxsRcWeniNbEUhha0Om7I65x7+4E3ewShljdSBd5EjAcTzRH8XQkNGaUExvX0QcGs296+vrogtEe6OWSrj4P46Itwayh4+r9/lPcWHHSJhncg/NNIHxivdMORM186LhnaisMIpT7nVoVUFfhQMzdVXLMFdHfnSbMJYq3Wgv7ycdzD/2T78MBIwB57Fm3i8NFroygQp2Wv3aqTORmNEjIFLwRzQMRRsuVIuovuF/uYGHYPJLE8XvxEcfpEP3YWrLZEsdy4XoRmm8zN11PAB5T64jZ67G1VZav8Xy3RMcCE7mj/xPAijx6ueJyBBJBNF1jGW6tKW47zaINBOGdViIEsbWHSPUIO9YCPRHDEgDQb4YyrRnRupTvF00QlhuGjOpQMSG4bDgGtN6Q+0rQaT7jDqAncoD8V0IBn9a24ek31xwrhvOLj++2ea8wQ49uBgWbFiyTAdkulNO1X147WPbnmvq1a9ZlRFGT37KgYLn8WnVrZyfp3MYYp1+ziwDPLjYCGSASISaCzYfnVF5X07/Sm7cpSjzJ0vZY1XnkDJwWIv8O/fkmB4vIRi1BHo5BAMge8yLnIrj2a1tVqaH1+wcRHGC0dDHTkZ+XycLqy0RQS0RKc0SOMEknbgdtkIzDKN+0uBSAVY5Iw+HVa1d5qO55Xo3h09cbwBkarRxOvqvIysblV04spTiPTDMY+zQ3SP+r5AXI/1/+4+Gx60RSUxoN0P7LOPhySBTIm2NtRMC1r70aYiCzrUd3RP5TX5FOQwmEpJgPUNnczSwCmMe6Uf0z4nfQdKCKO253W4GAi1s7t7rujPBG77Qxqqht8w9VPIT010pqfPH0hDF0RcZdPTQywj4MwjoB1Kvqp/pFQx3cC6cN1r+NSpzUUE2YAIxpWGcJivgawUAFCSAR8O3Mg7cP4zBpqfHHIuWTGo2n70zpU6y8+s+8xNY61dRfWZIuiPUdVxaRpMWd08ZY5ovIv2OMaPnMwGtpV0ADJs6LBEL56nrOLb2UtIHMJwYh5ZPVDRWqHVb6w3zv6Z0VrBGNEIA/C4JMjRhR/FRRBzpYxMfggCZxpb31U24cz5GafQD9dB3tkcyou3bWBDSaryOKnKbuKcGPfHdiXr55PF9Eo4t0sVNvD1cV7b48LJI96p2wgPqZk4k0ShhIgF4AuG8YIGqRxX7RZwMwCyxTm1h4oSruBEFAd56hUTxbgoVT19taA1Sm4EvIhwwVoIEkJYtMwBmWH0qKfQXyKgOBbbawZ8Ehn4Y1qRL6n12RM/8zWgL9BzMV8KPNSRByxvIkMR/qvuklmvITUKoGzj46cnNzLtA3SFwjjgLh69WxQcGG5NcF/LzdW18wBGfhh6mSzvEAma69oelR8/5LTGkixY9HsdG3IAqXxECiT+EjS5s3/GGuH6TZXusGkJeG9A8QZT/gZg8nPOwcKNIdGRY7Zsia7EbzsOv/3nbENbZmUpNeU99x0bHkomaK9S0czk8LwzP6qFPYQsmKL9SNuplvlP+UaqhpiLfE4pB6eT57KHyqdpBJPT2JdxIuCjzG1p8m6rjEyVMpiog/JMMmk+UFmTm4seGPjIEP3xqQcJeMDLtX8lp+F9BgXdgCorW8ZaLxvRgWy6VuYoHSydbv8W99Y0HjfrY3rzWb1GIY/sePSlOLyeA09pTJ8Fh/u+f2TTZnn/tnKiLI43tAjoLcqHMjJixMYLXREYFTJRDp36eZJJukn3jG6Psg09mug1w3Whd7vAQ92xVMo8IWLEmcfQDj5Z/Tfk9cyVhUBN/mUolsZm7qtuMhRFHqD+kN9l8sh7qBTy+ISnDiocNaMsu8YX8QpF85Dz+v/y3M5nBrHhoaqYZq7yvccbFAyAudGK9RU8RUFNfHTSsmmnygb+ybU8YeNPEemKR4Ip0eq+Nf/t8WbmDTt4uLgWDsEDjGiS2xl1PwyuIyTJNSRqQ7/PGQNSprjQZIKBa9NDWzR7WbzbKkDFA3On7aVUvrI7V9rYHNnz2otC9h81+HSh7fOCHqoZa1Xy93ZXEoyrks/DkDqnbZ62n536odrDw0VngfExKypTRUCCecH9rG37tnJphGkTLG63FA3YB6doK931FD+gcU2pdVBwRi8EbWa4BKu7IwTI6ZvDHmvf9Vj97RTm2RlmydMCHYj15TIE8cTN6MD9+yDi0HtD3dzlo/dl8Bnp/UxGtBrib+WPc88ByQGx5aNAhH+QA0W+Qv/0VZFtmVOZ7ZFiW7ZWAKW62rZBl8jAZdApwaeHQtrHBOs5pAEpog0LuxX7BJqIGlZjLPGiL0D+b1qmgBaTE3gdNJc8d1oUsgDjq95zI5kWSvBtWWPWuxQYQQrN8+iLIkajAGFl5V83z8kQCntpGrmTl9Dg3BJYidRYjqTG6nqhLPdeyIVjnHP0ZI+Mw6ULQSkL+PZD7LmW6CujAwHc4gRQvxlh2QsmcSCik74lxVPcJjBAjPoPwvqO/zMInt86j12V8eQKwMNCLjJDT29koG0DNPeaR5fFwmDCSEd1k73OLUq79P5QlWD0ylXzAFJdw3DJ+v+aCz6ciE246hb7Yj/BvZYvTfdL1Q7qnSVTe5WKEJEISf2zPd013rQm8I+wpQbnZk+7CF462R1ya7BCGcHm0wfcrruwtRosoSAhu0upeCk8fuxXnGB9ErKDSr4FAxSnW2wV52KT2A/0rKaWyQKc+bQl4HlXMshABDarb+Qezg+ZBwUgSGjyEAL69+CzVbZ6vFnvJHFRP3P7ko70gJ2ePVobu4iLI80bBnwgzEcn6/7fRuwkqC8o366WuMpZd3J8Zk5KZBGfLnQ20UT9iwHHW7Yy6Brcy5f9JrLB9T9rpQh7BF9dZzMdHasDIGAwc8d9d/aH8SCCf99t8jL9vd8ncxazTNVOSMAG+00yOP8F24UpisoPxvDGF2DsaDBF3oeyC8Kns/wlJAzYTJZ+8FB77Xp8Uapgvr7b6vVppnKNDSUUOYdzjTw3XAkvcaKbTxQ3NLIT7SaodQ24rrF53JRPua3d0jyuyiRq1mUY/qdblPXwXypS1qP2diNIHSrFwLPDdfQ57GDJbId0AemWBRegt4ug/VpdIYyRMYHjwz4UAerNXXmjTllESYn59oKa9Vedpa2F0PIrzoZZ2mbmFgPwzp66QVcP3GfmEf3yWfVF9+MwplsbSVk85EGo+mofc+c+B9LH9FLHrpY5Xnw4sDl/GFRzk++b08TfI3EHrmhJX2FtkJAjB2uDtZsFmuMNpvmJGsTIALnPWg+UYYhCPDipk4Q5szGzlPvsEOi1yeu+KHu2NCTgiQYkofiIfnIQNPNeirFDDU4/IyvItBvVgDZqoNmlizjN9WI2207zRF29DA7HRH7B0J7Dh2UszlUSZfngyNQIQsA59QulCdMKQ60O3YmU5V0eRMakjV+X/Xd8D4WuTu0zMf1yOAS3N6XQ3IVVy+TIpQS3EORgosKKk00oZSzbvyCYGdGCLsP/lBXHMn112CKpVeTttzrWT7HfEUWTRpsA1mayqnUEhs3hYhTpUUsbuG3pF1G82ZZ0s2Cn/wNNE5wlqUezwN5rQs023Qprp4GzsDT1Fo/OvShAorthykB8XTG2bHJDF2XkPwHjKINs0LR/8Y+JCi3iIl7NFORAqo5b3h4vBPgMHDPb758TB/MgJXs+0zPY9TF9xjeeRSApld45Om9HzahQml4AlNqhzlB8aMqSMb6q1HzNCwbC8ocmCh8Xu6BvIJVg1Qih9caH91n2lEb3mUpDI+RKtTO4YcApNOpWlpYxwXr3CI07VJkLemdvRUnSxFX2TycQE+Em7cSqv5oo+aBWqpc6zc7oxbgPb5kazoynBG76JwKJFbzMuHaOkHG36q6HzXEXxdVHFHkyEchDiaq0Da70h4gXpA+CqV3WNG4gEpbOkaNhOnlQqRHXQrEC05ExGCItC80CQ21n+k8lygQ1ZM3eG9xWJdRXGjjxQ49CrGVAnyuPzzdg1jKL/it718u0MMza4LsTEWkB49SrFpDTO35xl2nJ5puW4q4LGq+FlKrq6aLFSIe8EaLvyh/xRFI7V+lrBxGylrZGl3knJgn+pNCgszhkv21otbI903Zobah8uaLt1G9eqzPsRBnJYUzeoBs2pCiWXBCczol/kM79gGlCYsW2vfsdNTMBkgazyldpxXQNNlLgn/PEah83mSSMuYfRLcrGjk7Q3th2DI0k0I6qSy2Mq97I0G5D0SDRDj8PXlL4LLXBGI4LvdJgqgze93/Gs6+EZKSgKpy/X8z0WSGpy13/p3tUEXeGpNmAiVbtl1EWD3LJhr3dfc3h3VYoyvi/BxS5Q2Xn8wAshuRZLGtSCx4ULPecMBxY2fuJ0GGnCZ+6aQ5tK5xfAJ5qlR0uE77ik2Cr33sYoVDpCkS3cqpa+YNI8bIc8isWQUoQEdFbBRlDMuLIOnGr/RywGRJOVsw4H9E8ZIYEIYd/d1S76j/DLEBsRbT0MhfW+D9we2OmgXkr2cl5W4wwrCOib7R8nzIIVsF+o8C9sEo90SvNWy1szxZqwN0QTL0O4ywWNCLfyHHEAdjmHKH6cJkpiuyIiEpOqK7YzE9IHhjSO2I6te4mpfVfJxX2wpC897aiGxsILVL1qrkkVCibmtVqX+qImOV3kcDV+0kKgNZi1SmLS4QE+iNtR9zesa/3iZEOs2iy1C6ApLHy+SUqLWrx1YSN9b15t85ciZj6IRi7AYfOZxv/+ufm0HBd1coPV4LFioPlLS+kbwRCV7R+vpAMWcwIAAGE2AxRAXrcLvNxng2/cXo2temhYVd7JtRRLy/TLZ4jIJQ8vLjoZ2hA+oi7qjmzLip5eC+21TlXqIm2XemLkLug4syHG7lRAGcxHcctPi1nbjEqf3VuW1vKZt36x1teT/g3+H/sxq/0Kr8rFn8CpIyK80n2iuhgX2yjYerw1aGVkdf8HCrL1ZRvlz+9JN3wkTQ6bXXl2DNdzFWxdaalBiXOVep8jZrnDYc9gSUlvsbCdEqATxSWnSM2RXcVFDa+7NDc05CFJOtmiLZhgJQyK5XEY7wtwf3Squvst6qBO2WuFyJs6jD2Or7+b/0/6rVXL4aVOFft9Oo8Vx55OYXhiFh2Zz8ed1Ulr1rrFnM63YKpOzcAg3xt9iQsZdm/4uoJFuFtKqIAUqC7Jq/HmkC1IcQNad2tytkK32tdlsQ/ZLwduSF9ON/J+79TnOSsv4IxJr41Cc5pv/KD0YPCSfyeJr9tXaWzOr7p34XUd8E0XkzUeSudKrUOkqV6Z7ecMhknYtJ9T3E43CkqWdf1OPMpSPZVYUOI1jgKralDl5vI7POfQwh6Qr3wFwA5tqi/vmj48CfolgKMIIG99utz1jQiPyawdv9zZ8OApZVVyb1hC1Wl9BOB0HWOKPR74uZ+F9dHhWyCOVIW4kfDQoDeIbrRaL2AG5MhgGjy+4e6MbnHjmRCLMOVKm8PvgXyEDBWqogK12E7imw1UjUQ3BUlXBinROCzEZ6VF1Wg4QIdRMN7CW+2az+rnqOLEe7ZRoNiT8++sCUsicqJpumm1rpTpBqEVANNYf0xWhFLO3w5lzTz1enuIzHA87eu1OFgjqkxoHT7Ovl6Z7gyq1QIxq29PbDoZ6XkkgE6XLwq9W7Fjm9hqsPPMjjQoMR+oJUCd5PiWzQrqzUmcKCnD2BIMaZF8CZz7pLLCC4vqbYbgmMvc/iHRQ0V0KM8zkCPAAc42aci+OaIU/BXz3LjRZIkQ8zwqUVn5GdFPcHGFYp9d/zebUuoU6NOwBrIr/8ghhMMkq4U5rqbll81EEGJuYiUrFSU/gSo2x7BWA9csRtr+xXxwjXpFiUIEAVxPlOmOuQomlVsGzYZbZ4WjMYNyw8JUY8N66DE+YWtTaRO1gNyFzqOtg5dCXb1iFTxX6kDZPtn5F++qLXA0iQC3jk6mCY2fUkvjRu7B8/Mg8KZJ9KAfa8S6QqrraaF8n+eNXIxwpEVQ7VBm9uV9cCOSDTcFxIToVL2+rjVG3J0NOWTYSx9M/ghJ1mp95Tmi3Z3nPCVE8AEcL6wTWoFmLm6xa3fdolZmBoBE2RisVdyiwft7CdhsI07y42vQzwc46Cwx1KEsZy4YYVWWTxQ02YrsQDA8BpymAnA25zRuddE5M6YR4kbYlFvdbROUJTD4aao3W705QtF7tWXBUloX/qgLmSeTtXWIvMWLtm3royfrVNVFUiM29xB9OzbUUsK1IXNiR+KTGUOgDXYGF/iH4sQD9IKEc46MXHC+p84HixkMquIIt/PrPGdXbpVTA+YF7mfKau1CxC5o0swARvVq2hYa1ThoB/HZYL/u8GUczBX8bjK/Im/iJQ1GRJOGEM3TfI+3stGGXIVaOHeNjrsjomaWV9+hDnFQhqKfDxhsHcJS8OJJxKAniawd3fnYoayFjDD4ka7XbKjzoPtXguxAA3L1mlUfdJTXgncqg5ZLC3zZ7K3y04RXn/GVw2NcR9sJ89GHIFn+/XfH6mSM8XZSBgUpzcUuQuJlhW/lHovhCRZFJ9DzJwEffs4p4ttxnOCfISeN54ykqoc4pvyTL6C68WheU4VFxbKye8D9wt1rRQRJbq0ZjrJOLidhu05rxAvLpz8HJLmKaCBwXyLsJG7yhDOYtXXJzyk9wMwMbOnyafeaxFavosKkvE3XMGtqvCtO7AsMCAWzHu2zytWPJxemr1SWvnJRKQTglO8fm8yFL2nTm4S2NMNy8PD1qFGmn8uXY1FNXjgue+wPDeW7zbOOn2Px2SQQgFDKcPaOsbfJZMAVoEG3XKJodgYqoadMz45sBysoCq8ZsjKcDfJFnwYFzz9wfovvwAqWna4MxM/k0S+aUHB0nSvg2nmbO70YvR3TihxWMiAuOS0clKecla/+OX3sFkH+1hLuwmSyYAECaeZc5RZmAWG4deZqp2PQhmWsGf51AqGtxux+PXgH2sJFB5HPmQ5hFoeDZqF9PKfOTq9R5U1eosAmoXNUYD4lJ1BSOComRsplSAE7d1Kv57rzqXKlMHFT3DCud/0RZzWzNzWfROsm20QDEygbO5GtOdXFinMsTuXSs308p1Rg+fkVYmw4R2fvaN9F6GSKXXzxj/t3FrLLZJWenhlAZUJXPWkm3+a2bRQIlL6bs4Kji0UpQZ/3MYr7mJWdpFBDwuH5yGQQADWxigM7nlKEYJABbu5YKKgtUYJhlDPdrkPGwwaKBa1VrNkwT9c/TOv9JmJekVLJvVNfn296y7fE08E3ReLOKK8qzJgOCasqOhjDu6SNBWzI2MWKuB4XHaQjua8xqPN76Bq3xTguGsLmQvsX++P2eSknrUoSPJVcTx4ouA3cFQOlD31JScaNmB6zmyY2OcV3/WgNbyHxThBzR4IN8c2E86enejoLm7b2oeAFH6/ZcxWfK56dSk6U6TkWJYllCL516YgMrM+EK7Oi7OpmOeVby0liBrJ9GQRUcgmVWWtxV0vEGUB6D3cpUvZLV56YENti2yuXCUxSIrD3zumh5iVF+CY7fCqhcotvoujwXYTfVhYfZR55JqT2DLgjYpoLA3HMt037A0rTsJC4PlranfkuKrjbTndQp5/08WSy0XEceL0Y5pdol0zQbRlf50mzhPmrW2LOiN5eBJursaxAgZNqJ2Nfqz5FdVPB5LqEXqQqYFsONIHrjFASnbnYyGyLc6sqSKtoRKFU0mnekLN5HTUu9XOgHa4fx1A9yAjL/6M4Bxz2afjQ6kj3tBHc7XVVvgLORwDyBFPq0R3iiJYy6OD9Du5E3eEgu5kqHoziXVFPHY3H6/Dys3w5oV2YNkJPe1YhQqgLq8wv50rfivR1dKK5HBFXkdFhcU5yvn1TWKab4iscM6ae+bymZkyfz/o3wvD3LAOb81tG3e4NGmw15OL9T4rkuxOi3JCMCLGrjnmyYTSTLs0QZmlHpoDTadJnB6axkhRaypHKyHUuVQGXspeuYD7NkVTrhtpWsx9eCjreJcQx7zzk9OFrXeozvrmT+xU7y/oSFiOF1s6XO8PDw5BiG0c0FdoIkSRM+N0Z5xfttze2Z+mxVnsxN+AvRtBbDVp52X7Maz6i2nlkapzw187TyawQtwDN94SU5XDi4a91vcyiUxtGZBCtTOsXD93CYXPRL1RkJ9xTtQHNyWrzXhrdAizV4RDtIgFs/8drTuMAP5gvpeW4UjtmhShBxPwQ845drYufX5FisZcsYt3jiFenjaDtRlNaPPeBivTpniXACmBxAcereikLDk6zlnfQMa1RHvgFeBsmi8OhYujSjEB7sqD/EwOVhrdvTJMcAAp6382X2tObrWw3zj8bUxAvZpWUMwD3uX9BVoIZ3FEapBi3Dc0pzZg0+4LbwyTjNN4KzH0Sp+PAQdMJvOX+on7d0jSc+I37OKaEa0rsx6aGqgAA2ivfuILI1B0+cn4POxMfDeHL8QkgKAMLtXYtHKSiPcgvDcem5flMaIzuOXAbLNxlLaVFnqQcgFCGNRmpBTCln/DbS9URxApIlLx1Xj8E2wE86BBVUhEyJgiKRUclPbVhtlEj2LV6AEUbBLGz3OPV4G9SqVRKea0qE/WSnMSh+y72lDwYFsfIegafMRxozY7szCIB/BgD1G4EI9eD7rpL1ZJgi5aqT7+vmRjIUAV9PAv6gUHhLgHgmkNCZGFiBOHT79sZ3HcgiukqIL7mbK8A53utDNMk9o+fDdDK8omSGKDtnzehy+nczhhRG1s7jdR5Z0h/bEMFYdLti9eZx++L3VuP9QR/1+BPY7evdz4+/2UmJNGTodKOu2Se+ukLcEScjeVd5vs+19ou8+oYA+i7K30KNIs6qHiz6M3L7vLvIDWI1nnks7ZGzJinTsnh2SYKMQhkoqJTnl3F2Nqa4RFaxvbTD1J8r2Yt+A0eoOMNPSyrZdzXb2B6dqAVAKgkySbHzwo5k3XcTYIxDSqksD4d61ghq8tp7kIxAtlO2p06Ki764KXbRkS9EoAAAITVxKUPeqjHfdVGjxO5Mn3xOeUagKqLTU3MnxkvblBb2NuXecPN0qKTuVWYd50Ljv/X9vIS30FNDkd6u4roiFJHxwPLN48Xek7+/2JtsfckWB/iazFuoPP0lHJt6cJb8PNq3lDqYuj6JaHLRf+KhKKemW2jj+lvV8fw/gxeSLfzBV97mp/oDaEmPva7zt0M/7EPX6GP+XXluTPOkfq8dvo5cHh1X5AjtIHwfo8ngPEXw3lp58gl/oAFTbGL10DNY32EaBCsTHFKW9FCf4MXD2AOU0OkrEBN0Ni80wDVtAnrHrMumXFGFkGunRf47Isqj1jfgZ6+9gNCc3ykIZsE/97cknrRKz/f2IAAvnKHM7pBerWgAZvWfLZGaN3K1CKc9M615gUNt+xrRMfPcP1xqIfD9G2WtO5Vdb82qkkoj4tYkWy0fwk7EsDafN+Shn0fOtTy0S4WKpcMVfYT4ZZpqvDRNX/e/kGPxsWhb8nlffY3r9HLMcz3BEr2kkhPHTuO3GC1FZNdR2qTLcBBJZ/6kbHUau9Mr63w9uVL/2Gv416D/vlDpP+b3QRa4l136GP5zgbU0fS+ci/oalCH/knWsqxIuWMLlq0twr47m+ALVRFVX/e2XwceONoGdrI8tJR3eKC/yLUAk+enH6AOitfXAdj1lDQlvHrxOE8NmhLo60af0flgDFBhIV40EC/oAAAAAAAAfyePRaUKAUb/uRj4z/izF3Ujh/0WfnTMXdSOH/RZ+dMxd1I4f9Fn50zF3Ujh/0Wfm8NawhjKU0Vppiarqz+wl150qobSTcNl0MSH6CAixYlAAAAA==)
> 
> **Figure: Vision mezzanine DIP switches**

표: 비전 메자닌 DIP 스위치(DIP1)

| DIP1 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | SENSOR\_SPI\_PASSTHRU | ON: Snapdragon 센서 코어(SSC) 센서 SPI, IMU\_SPI\_SELECT 스위치에 라우팅됨<br><br><br>OFF: IMU 센서 SPI 패스스루 | OFF |
| 2 | APPS\_SPI\_PASSTHRU | ON: 애플리케이션 프로세서 SPI, IMU\_SPI\_SELECT 스위치에 라우팅됨<br><br><br>OFF: 패스스루 | OFF |
| 3 | CAM2\_APPS\_SPI\_PASSTHRU | ON: SPI to CAM2 커넥터<br><br><br>OFF: 패스스루 | OFF |
| 4 | PRESS\_SENS\_DISCONNECT | ON: 온보드<br><br><br>OFF: 연결 끊김 | ON |
| 5 | MAG\_SENSOR\_DISCONNECT | ON: 온보드<br><br><br>OFF: 연결 끊김 | ON |
| 6 | UART0\_PASSTHRU | ON: 온보드<br><br><br>OFF: 패스스루 | OFF |

표: 비전 메자닌 DIP 스위치(DIP2)

| DIP2 | 이름 | 세부 정보 | 기본값 |
| --- | --- | --- | --- |
| 1 | DIP\_CSI0A\_B\_SWITCH | ON: CSI0 4개 레인 모두 CAM0A로<br><br><br>OFF: CSI0 2개 레인은 CAM0A, 1개 레인은 CAM0B로 | OFF |
| 2 | MIC\_DISCONNECT | ON: DMIC 2/3가 온보드 마이크에 연결됨<br><br><br>OFF: DMIC 2/3 패스스루 | ON |
| 3 | IMU\_SPI\_SELECT | ON: IMU가 APPS SPI에 연결됨(DIP 1:2가 ON인 경우에만)<br><br><br>OFF: IMU가 SSC SPI에 연결됨(DIP 1:1이 ON인 경우에만) | OFF |
| 4 | IMU\_INT\_1\_2\_SELECT\_LOGIC1 | ON: IMU INT1에서 GYRO\_INT로, IMU INT2에서 PMIC 클럭으로<br><br><br>OFF: IMU INT1 및 2가 IMU 센서 스위치에 연결됨 | OFF |
| 5 | IMU\_INT\_1\_2\_SELECT\_LOGIC2 | ON: IMU INT1에서 ACCEL\_INT로, IMU INT2에서 GYRO\_INT로<br><br><br>OFF: IMU INT 1 및 2 연결 끊김 | OFF |
| 6 | PRESSURE\_COMPASS\_SELECT | ON: 압력/나침반이 APPS I2C에 연결됨<br><br><br>OFF: 압력/나침반이 센서 코어 I2C에 연결됨 | OFF |

다음 순서도는 비전 메자닌의 DIP 스위치 설정이 커넥터와 구성 요소 사이에 오가는 신호의 라우팅을 어떻게 제어하는지 보여줍니다. 신호, 스위치 및 커넥터를 확인하는 데 필요한 경우 [블록 다이어그램](https://docs.qualcomm.com/doc/80-70020-251K/topic/rb3_hardware_overview.html#mainboard-interposer-block-diagram) 을 참조하세요.

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    <g>
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      <path d="M493.95,1183.99l.03.7c.46-.55,1.09-.82,1.88-.82.89,0,1.49.34,1.81,1.02.21-.3.49-.55.82-.74s.74-.28,1.2-.28c1.39,0,2.1.74,2.12,2.21v4.25h-1.08v-4.18c0-.45-.1-.79-.31-1.02s-.55-.34-1.04-.34c-.4,0-.74.12-1,.36s-.42.56-.46.97v4.21h-1.09v-4.15c0-.92-.45-1.38-1.35-1.38-.71,0-1.2.3-1.46.91v4.63h-1.08v-6.34h1.03Z" style="fill: #fff;"></path>
      <path d="M506.07,1190.44c-.86,0-1.56-.28-2.1-.85s-.81-1.32-.81-2.26v-.2c0-.63.12-1.19.36-1.68s.58-.88,1.01-1.16.9-.42,1.4-.42c.82,0,1.46.27,1.92.81s.69,1.32.69,2.33v.45h-4.29c.02.62.2,1.13.55,1.51s.79.58,1.33.58c.38,0,.71-.08.97-.23s.5-.36.7-.62l.66.52c-.53.82-1.33,1.22-2.39,1.22ZM505.94,1184.76c-.44,0-.8.16-1.1.48s-.48.76-.55,1.34h3.18v-.08c-.03-.55-.18-.98-.45-1.28s-.62-.45-1.08-.45Z" style="fill: #fff;"></path>
      <path d="M510.82,1189.44h3.71v.88h-5.03v-.8l3.5-4.65h-3.45v-.9h4.8v.77l-3.53,4.69Z" style="fill: #fff;"></path>
      <path d="M516.77,1189.44h3.71v.88h-5.03v-.8l3.5-4.65h-3.45v-.9h4.8v.77l-3.53,4.69Z" style="fill: #fff;"></path>
    </g>
  </g>
</svg>

**그림: 비전 메자닌의 DIP 스위치에 의해 제어되는 회로**

## 커스텀 카메라 센서 연결

카메라 센서의 커넥터가 Dragonwing RB3 Gen 2 보드와 일치하는 경우 바로 사용할 수 있습니다. [Design Package, RB5/RB5GEN2/RB3GEN2 Navigation Mezzanine](https://www.qualcomm.com/search?query=DP25-PV086-43#q=DP25-PV086-43&amp;tab=all) 에서 커넥터 세부 정보를 참조하세요.

![../_images/vision_mezzanine_camera_connectors.png](data:image/png;base64,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)

**비전 메자닌 카메라 커넥터**

그렇지 않으면 인터페이스 PCB를 만들어 카메라 센서 신호에 맞게 비전 메자닌의 핀아웃을 변환하세요. 아래 예시에서는 “어안 카메라”를 RB3 Gen 2에서 테스트한다고 가정합니다. 두 개의 다른 플렉스 케이블(Flex\_A 및 Flex\_B)도 필요합니다.

![../_images/vision_mezzanine_interface_PCB.png](data:image/png;base64,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)

**그림: 인터페이스 PCB가 적용된 비전 메자닌**

둘 이상의 카메라 커넥터를 호스팅하도록 custom-vision-mezzanine 보드를 설계할 수도 있습니다. [Design Package, RB5 Generic Mezz Card Schematic and Layout, IOT](https://www.qualcomm.com/search?query=DP25-63340-1#q=DP25-63340-1&amp;tab=all) 를 참조하세요.

### Dragonwing RB3 Gen 2의 커넥터

인터포저의 CAM1 및 CAM2 커넥터(*아래 참조*)는 C/D-PHY입니다. [비전 메자닌](https://docs.qualcomm.com/doc/80-70020-251K/topic/references.html#vision-mezz-connectors) 의 커넥터는 D-PHY 전용입니다.

![../_images/cam1-cam2-connections.png](data:image/png;base64,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)

**그림: 인터포저 카메라 커넥터**

다음 이미지에서는 인터포저에 있는 CAM1 및 CAM2 커넥터의 세부 정보를 보여줍니다.

![../_images/c-phy-connectors-pic1.png](data:image/png;base64,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)
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)

### 비전 메자닌 핀아웃

다음 표에서 비전 메자닌의 핀아웃 위치를 볼 수 있습니다.

| RB5 4레인 MIPI CSI 커넥터 | RB5 4레인 MIPI CSI 커넥터 | RB5 4레인 MIPI CSI 커넥터 | RB5 4레인 MIPI CSI 커넥터 | RB5 4레인 MIPI CSI 커넥터 | RB5 4레인 MIPI CSI 커넥터 |
| --- | --- | --- | --- | --- | --- |
| 핀 | CAM0A | CAM1 | CAM2 | CAM3 | 참고 |
| 1 | Strobe(GPIO) | Strobe(GPIO) | Strobe(GPIO) | Strobe(GPIO) | strobe는 일반적으로 대부분의 모듈에서 사용되지 않음 |
| 2 | Spare(GPIO) | Spare(GPIO) | Spare(GPIO), 선택적으로 SPI\_CLK | Spare(GPIO) | spare는 일반적으로 대부분의 모듈에서 사용되지 않음 |
| 3 | 2V8 | 2V8 | 2V8 | 2V8 또는 5V |  |
| 4 | GND | GND | 선택적으로 SPI\_MOSI | GND |  |
| 5 | Reset(GPIO) | Reset(GPIO) | Reset(GPIO) | Reset(GPIO) | 주요 GPIO |
| 6 | GND | GND | GND, CAM2의 경우 이 핀을 32kHz SLEEP\_CLK로 다시 매핑할 수 있습니다.  GND는 기본값입니다. | GND |  |
| 7 | CSI\_D2\_P | CSI\_D2\_P | CSI\_D2\_P | CSI\_D2\_P |  |
| 8 | CSI\_D2\_M | CSI\_D2\_M | CSI\_D2\_M | CSI\_D2\_M |  |
| 9 | GND | GND | GND | GND |  |
| 10 | CSI\_D0\_P | CSI\_D0\_P | CSI\_D0\_P | CSI\_D0\_P |  |
| 11 | CSI\_D0\_M | CSI\_D0\_M | CSI\_D0\_M | CSI\_D0\_M |  |
| 12 | GND | GND | GND | GND |  |
| 13 | CSI\_D3\_P | CSI\_D3\_P | CSI\_D3\_P | CSI\_D3\_P |  |
| 14 | CSI\_D3\_M | CSI\_D3\_M | CSI\_D3\_M | CSI\_D3\_M |  |
| 15 | CAM\_PWR\_SWITCH | CAM\_PWR\_SWITCH | CAM\_PWR\_SWITCH | CAM\_PWR\_SWITCH | 핀 30에서 1V1 또는 1V2 선택을 제어합니다.  1.1V의 경우 낮음을 GND로 당기고, 1V2의 경우 높음을 플렉스의 1V8 레일로 당깁니다. |
| 16 | 0R-GND | 0R-GND | 0R-GND | CAM\_PWR\_SWITCH2 | CAM3 전용: 정상 작동(1V1/1V2, 1V8, 2V8)의 경우 낮음을 GND로 당깁니다.  세 개의 전원 핀 모두에서 높음을 5V용 핀 28로 당깁니다. |
| 17 | CSI\_D1\_M | CSI\_D1\_M | CSI\_D1\_M | CSI\_D1\_M |  |
| 18 | CSI\_D1\_P | CSI\_D1\_P | CSI\_D1\_P | CSI\_D1\_P |  |
| 19 | GND | GND | GND | GND |  |
| 20 | CSI\_C\_M | CSI\_C\_M | CSI\_C\_M | CSI\_C\_M |  |
| 21 | CSI\_C\_P | CSI\_C\_P | CSI\_C\_P | CSI\_C\_P |  |
| 22 | GND | GND | GND | GND |  |
| 23 | MCLK | MCLK | MCLK | MCLK | 주요 GPIO |
| 24 | GND | GND | GND | GND |  |
| 25 | SCL | SCL | SCL | SCL | 주요 GPIO |
| 26 | SDA | SDA | SDA | SDA | 주요 GPIO |
| 27 | PWDN/CAM0B에 동기화 | PWDN | 선택적으로 SPI\_CS | PWDN | PWDN은 일반적으로 대부분의 모듈에서 사용되지 않음 |
| 28 | 1V8 | 1V8 | 1V8 | 1V8 또는 5V |  |
| 29 | GND | GND | 선택적으로 SPI\_MISO | GND |  |
| 30 | 1V1 또는 1V2 | 1V1 또는 1V2 | 1V1 또는 1V2 | 1V2 또는 5V |  |
| - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. | - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. | - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. | - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. | - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. | - 일반 참고 사항:<br>    - 4개의 D-PHY 레인이 적용된 카메라 인터페이스만 표시됩니다. QC 소프트웨어만 RST와 MCLK를 사용합니다. 다른 GPIO 핀은 명목상 소프트웨어의 어디에도 라우팅되지 않으므로 다른 용도로 사용할 수 있습니다. CAM0A 및 CAM0B는 핀 27을 통해 동기화할 수 있습니다. CAM2의 선택적인 SPI 버스는 DSP 블록이 아닌 앱 프로세서 블록에 연결됩니다. |

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4RJhAJgU02Laex6Fd7ide1DO1HUMqz4ukli9icumErhxlq5KeDTUpUgBLWAZV0d5QbLY0C4p7Q3odqj6yddZCuH303bVNDF1eoIWWssnCUsocu6xS6OB5PkJXPVXyErnqw65tCpW5oMBAO2oh0yMKjqUa2vUDBJWXeqIH1Jkygj+6NbSyLkaKv6bkczV3dPzhF/sZe6KyBmq0d+f2zjRe2jmgY53fNF88VIVOab6dTYYH2c+uFueEJBjVOszqzAkOzZePzfANWv2h/VjHXy/SAyjF//NICqWjSTS+hqxTwQPwF4E/NLjv80CejrM/lxFMWVxwkEodgQvBKk3pzZC98zoCC3SVqACipXDkFKqwVpaVSgrofsKBOFI56U5dqMv6GgK+wTfMRAODD+7NKHJtJNrnbLw/aceqRrr3Fhmt54+ooll6v15HGb9iACR5jvCGNDWC5D0+mj81zcuacjcClO07UA3z0QNoAZSyiSf7vkjI0kSmrQFVzzCPjrNapUZqVwQuOrxC/7wrJc+FfvUpiuHN5CgHk+Qlc9VfISueqieVJAzcKkWR4NSp0RiyJnQuj49ijYGcdEn7DSW1pdO3hcbFCbZZG0e23hoxu/zR5lPz1rWZRQ+10JgAPBiXKC5uok0t06jSDgbL7xBjaOCBmMEfcm6Wjadb8FilLpoeiSUNDZXaC1d5ion71fhYQShQRupc3rSPCMVxQ9IB4QVYOe4ncxuCys1aQRHSrd6KGE8zdNYctuEPBV2CeGauoEK73FG6EDNwdVN8y8g97PnvKFiVsdW0u/WTxAQZ1jqguNQrfwC6VTHFw9GalH4c0LbzqQAYiv+hrBuBHZ8HngqnCUcxogVmocvFy4VGJ1Gtvh6gsKjE6jVW8g+waIQxvLae856fC7hdeAnshBkHvLyErnsn2YXV9OB+bNqM9QTDNBmx+fI54IFEHvkAKlyALrjabDI4n72xUQuN46PAT34Ktrr8N82cxKMoDyPs+0PQQxFpA1l43kKcTN4CStGbmbx+23hlVqPZkdwHKLsZioAhGxYxnjlinVrqLPIv+XgHoV3hs7vPUQy2PBcXhKv5afRv7KHyomzoNn4wWggRSC+u7OWVvIUKGWF1gyydpAk8jSBJ5GkCTYIgh/fGVcfm9qdgT/iE5KfHq4OPJ8ZP/J8hK56q+Qlc9VfISudSRhDhRbX59+wNaRDNmEBNedxkshVWjxf1erde72OqNaecLjsFZYM5AkGH92ypFdh3k43nyCFd7ieZ0hYcZ6N+pHX0A8nyHYjyfGX+t2xnKLD8zto693BF1g6xS6OsQKeLl0K73FG9nqIt7PURb2emAlo2nP/b8HqYOlBEnpCv7TGNlXL5Bs0r5CVz1V8hK56q+Qlc9OT/XPXwzM8LAO9G5TVXoD2wnPJoxW/OfZdLwLfQkKvW/yfITK+LENTV4DjD3+X3hGKoTacUUXDwwG0fQcf3bWnqNUzdlZYc9VfIShRWZ3rf92en+Wk/gUhnCF7FPAw9UJ8LuFK56q+Qlc9I+RFu7PAiZL3MvVXyDZpXyErnqr5CVz1V8hK56cn/l2GlXJp/VqL4Fu0FbyaU5juvX8sBN/smz9reQPZjz1WrVfc1KzZyOc5Rop8pMwRdwpW+AN7JDPWnB7BSWk3/gli97Tra+IqlRmy/5CgGUZZ0+WanejJm1Dl4O8EXcKVz1V8hK51IoJ//7vMLuP5h+YlXLy7rFLo6xTXSB5PkJXPVXyEre+BEyu+JUxcH4IusHA8nyErnqr5CVz1V8hK3x0pqD8HlVWTLO240lHTWj8sC7d4s8tFlFUK0uCLuFK5v4oxQA7kyLZMhM+Fl16DTDVjAZTMnzBF3Clc9OTlIvUeN1GDDF8XzPLuGMuFRRM17wWYqf/ruT7m2+19Mbf2zkG1Gtvh6gsKJzM31GUwXWsEA1jC4j/BF3CbNK+Qlc9VfISueqvkJXPTk/8uzEFDr+nrDWK6sD0zLq/3kkNTWKKXC0+EETpDOPJ8hK56sPBPkkLmfTlBrScEXcKVz1V8hKFFZdtdKtgMv0aD2xsSxAG7HReIXqlPpNrhYJAoi3s9RFvZ6iLeykLsfn7xNp1BPprPf5fVdNmT25v1ngzjyMVQDyfISueqvkJXPVXyEoUh+BAd4wOqKOeRh+9WIr4XCLocxDCyYoDaWOux06RSzpS7OANif/Bx5PkJWzebFoi3s9RDR6bUXcKUKH+dMVAPJ8hK56q+Qlb42VZKDWdzd9c/TZ6i7fUMZU6PsVTOmABNUkMKzwT5JDA7Wq4UjJ/Ht2J44pRN1zaKkXcKUKH5CVz1V8hK56q+Qlc9VMW3Mbao/7pOTAE0E1gpMhuRzN4sE8/WWLEoRn4rOVOAA/YypG6+UyHANwYWG3a5yDevjSgCO/eTuVob3yE1C+UAxUsUKOjkf8kuiGOLljK4GO1jKFAPJ5dwEMpMnzBF3Clc9VfINmua+OmbqMGGL461+K1AswJcGnyXZgHo1pOCLuWVfTgZoeHlFxnmD3jUncCs7DxWoFd+CLuFK56q+Qlc9VfIShSH4EB3lUkGGMzucnDNgPgFB9W37++Anrv99A8K1PHWapTij9aZQGgyrzfrjimzWJayX6ej4GVET7IhjbKVEg3IwJcnK6u+k6tb2j+wvUSwVJlTTfSzo/eNb8lgPUv9+OVc5Tq1wgY4gwhXPVXyErnqr5CUKKzO9bR7z0/y0oNIeQlCkrTJuKcE5P+gLxXO8VqUzJ9vxoTaSrn3zEipF3ClCh+Qlc9VfISueqvkJXPVTFtzG2qQPJ8hK3xrlyRqWwoVrAqrv9m0r7vz6qnJO0UVIXUYUkhSHRPsBYBmoJHQgRiV0Y4ukXcKVz1V8hK56cnKTl5zOlw909k5/IZx1etOsgVU8FGwTrLPlOQScmlWsGu5y4VGJ1Gtvh1rQQM/aq24iAGz8UkHIl8fN+s8GceRiqAeT5CVz1V8hK56q+QlCkPwIDvJyfISt8auzP5lDL2eoi3Mfl1VutPS2zKuhgKIHDOLZ8JfaiSqj4QxoZAMQW6G5URDjSE+0rm75Zy6XcZGLuLOYbirqkTPCchgBqal934Iu4Urnqr5CVvjZclnG9b8u+u+v7uvoAhlKddHWKa0uUypuYxvHay7whjQ1gyycRcx+pBmYP/X/XIqGJz/cLleUK2Rh0Fd+CLt9P/J8hK56q+Qlc9VfISudSRhFZ3zGceT5Bs1hNNUHh3uKN7McRbaPMthwmjeIuAyw7/gb7ftF++rPtXjYpMI1V9ac0TcNWBnEpHIkU7lMbnkgx5nhCueqvkJXPVXyEoUVl210q2Ay/SpXPVXxlDGVOj7FU7Xg/wqSGftIF6mZR4CzZ+nk1dYq4pegHkYqgHk+Qlc9VfISueqvkJQpD8CA7ycnyErfGrYplgvVUaQJPIxG3eRiNtvjSBJ5GI228CKCvshdaVRQWz4LgwhXPVXyErnqr5CUKKy7a6VbAZfpUrnqr4yhjKnR9iqdv0CLRgEUcnyErnpM01SCdfriYxza3MvVXyDZpXyErnqr5CVz1V8hK56cn/l2YhBx5PkJQonzQribNUkMKfkJXPVXysLpR10qSoBQ0C72zLkvFalMyfMEXcKVvjZVkoNnWoGVHULAdFgzQWFRiGQ8tA7+CGZQaBnvfqxJLv7BAQEN9ZBjIIsKjEGIzuHzT63YeHuaonXEiwNJwRUQoB5PkJXPVXyErnqr5CUKQ/AgO8nJ8hK3xrlMtu1I6+gTKCLuFK+dxWoDJ6N+pHX0A8nyErnqry7rH7ocGSZ4jT3INqNbfD0tpQtQJnamCG41/JiZoUSAF1IdCvUIT6FeMCGgfFeo1t7Oofr0pogW8TgpDfrk7Y78HHk+Mn/k+Qlc9VfISueqvkJXOpIwis75jOPJ8g2avXS9b/J8hK56q+Qlc9VduJ3fxMFly0HLkvFalMyfMEXcKVvjZVkoNnWpUIL53G9g8wUP83knvo4CC1c6/QIOPJ8SGF62iOE0thPH5fT1QVou4UoUPyErnqr5CVz1V8hK56qYtsFgKPdfQDydt2ua7wPMVO++jWZxhFEW9lpEzPzO/0qgqV/SRwPk2R158dyhqTqz1EW4iEhqsa7FL3R/QvGjCIiX0PMOUW2OkievSDvBF3Clc9VfISudSMVTFyb1HMyfMEXcKUKStMm4pwT/y4NKbNLswRdvBfyTIf7GUll0WYkVIu4UoUPyErnqr5CVz1V8hK56qYtuY21SB5PkJXUqJNSPFcF3ZjJLwGHRgO8yWGt/ujjd7PURbn63Lutm31YVeu6TCTo4rtlD8Au4lbebRS83/qKA9TpI3hlU9fClc9VfISueqvjKBl2xpwCXcEXcKVz1Uxcmp4GHqhKZc6U2a5s9VfFJpk/AUEwzYR88pIrBqQI0C0AywEHHk8u4Hk+Qlc9VfISueqvkJW+OlNQfhpOCLuFK13UpsLt2fzgh/z1lTiBU6W0IY0NX2cjaGzY7h2dATW0QkL2+8l3KeK56q+Qlc9VfINmujWEHjdRxPmCLuFK3x25qADfal05jGs8Bo3OTJTLefpBCrBKP1NU1UiMwf5gPFC8W/aeOkeV6uDjyfGT/yfISueqvkJXPVXyErnUkYRWd8xnHk+Qlb4P9Iqsj4g5PkJXPVXyElyFmbSZBogmPUKdrpA8nyErnqr5CVzqRiqYuTeo5mT5gi7hShSVpk3FOCf6466Nz8VQaC+RnEKCz3gd7sf0jXjiPnkvsBBx5PLuB5PkJXPVXyErnqr5CVvjpTUH4aTgi7hSt8H+E3ux6J8Zx5O/fhG2l/06kLuYlZcTWp+iLVx9LvO6ZAkfEMxYDzP5szRPmCLuFK56q+MoGXbGnAJdwRdwpXPVTFyangYeqEq0Sq/7Vqu5sLuFK2b7oXVn/b2NopVAPJ8ZP/J8hK56q+Qlc9VfISudSRhFZ3zGceT5CVvg/wcdZ7wbAF6H57Raiv9dcaIDbjeDqMK+OxVLSIYIBFwInJpnHeHzTv0dFJ4109OhyXm/RnYXAET0u3bDgKbdzqXGT43ebVxiKWHBDFMxmEK56q+Qlc9VfIShRWXbXSq+Qnsbq9QWFRidRrd+yPOZEiuCGB+hhaJOLgu36UxN5jl1mRJ8WDOLdhX1U8QHJRFyRL0TjxiRYGk4IqIUA8nyErnqr5CVz1V8hKFIfgQHeTk+Qlc9OPiD2nfxgSeN42C4BaLMy3K9JQcFANOl86z+ODPJuyk8NRLzepLbBIX31RTo3wQheHB59QcDN+NfJqIT1avW4XW5moNACQoIz8oStrg+ukDyfISueqvkJXOpGLylJWzxfVIgQtgzQWFRiNzNC/K7pnihcSFyu7XgG2XbJ9ol17dpJH25xMabKCDkugjahp/FPSePiUDBnZF7IHsjkbF2Id4VgMpmTeoeQlc9VfISueqvkJXPVTFtzG2qQPJ8hK56cfEHJ5cIqeo1pLAoJSJl2Nu5PsZAw1LsD2ocvB3gi7hSueqvkJXOpGKpi5N8PYv7EsQhwW1KYDmWWjnZKL5dylgwM3evb+Nq+K/IoHqZXtqhVsl1WlDU0FgIOPJ5dwPJ8hK56q+Qlc9VfISt8dKag/DScEXcKVvg/wm92PRPjOPtSTYrUs+QCU2ejfqHMEFgSusXThipil54CcObAe4fy2FNmokAW9JHX0A8nl3V7s43r8VqUzJ8wRdYQeHsggNVqXKZU8AyT2QNDQDw38g1sGkw1Br4P2x5r2Xfl7L0RAQUtLjTg1EeWu3rpKRwlymGW4FcWUMcXwGKQJo5ZK2oVVDG/2ar2Y+C/LsMeMs+iOQ7zquBf8VfmYtvmUpAXHaLBWtdVCt27G/I7XSaSRonzkUZaMyeCsz3y6PnypQCzlTDaIBHNh9zDlfnvPuMeASbeljNHxN/WWgCZhsnvfBDVhUYnUa2+HrF9KN6XqCyhY5eLlwqSWPtvaMt0VqqzL3AGznkfX90V7baygkkiD6RF+OmWe5yjcQLVOr/dUhK6AIh2DLMRQ41mkMmTCob4eycUCSHAMWhFK1aH4uaPKt/k8uAihiImhsdKjLvZnZBqIyPNHGAUPpIkSeOyQZ3M+HL4kBoOvnn/oDQUdmLmxzBXTttPhgf8KrWhVS8KIrrPGI/XGfR/m9huOBje+HqCwqMTqNSMRcE3ONXbdZM3HvLGLAckplXQWtmByty4abu3TqMtdWWSBWEwV+xhfLKeG2zds6UGDGGumpf3RCIN/Ww0OE1LOUXsBonrv0g244dWhz7NXHws4sS5TAQ+8LvPulFtKgv061G5Od/Wy4vvy5S3gfoob4dfVbsb9MHXc4kZALP8JP4Z9PS1exKjoqc04ieFzsuzulTXgJjljlXkxS/rR8SxgKbBg+zyzEH/nIkr6m8OJDTFebLoSo67xOfZrC1tfAqGfbZoLCoxOo1ZCPbiKQRknjEXaB+f4za2+HqCJnWlMMbWEyaN7ebBHSrCI7+OCVbFRXBdmCNRFHZJLBCdM5C/axzhll2kh1VKVnmYsSI95M84ZVGgBbw1jESjozLJ2HmEWJ6+l5Q8cFm0rCwACgVNyI/K1rutY2JO6yQEFSROX3ugF2PHCGXMrh2KExFI6v99NhE/OkMFhUYnUa2+HqCEsivpS+QOj7JDy+f6+pS4Nve/rYgtIpObq39yN/5DnqZFoEZk23UYIqCsFxZj/9NSs0Uex0ol7U2TtJnfexSgQIl5WDO07PU4D5dD/MPF53R6n/ZzIoYedy0GpIl5wV7UY7GRUt006lZj0jtUsavF8nN+ESN830ESduzthn3sq4mXZxn2m9TCJBFmVHa6OgGQ1rCqgyovUx5ywirp6DmauwFVMubYffZKcZZzO/25d7KYkYWw5phEoI2o1t8PTGIgVJgAXiLhR9gfGganeeMTqNVIoAyKYK75+g/lLy8sQsWRiQ7l3MkGVlcXiIu53bOmqcVLsLYee4i7x17I/8A3hlR3xNvv7CfnxTwsWKffbiJOrHxygfDvMm47FbwKdq32RqGXoYiS+b6zYg+YDrzn0qsB6vGVefTBlKqR4YllJ5nW9kXG+U8qDMhjhGrbj3d9RL+gBYliEOC2dvZtmfxjSo8JfZ8wzoFFPPeeFMKQgdpeul51QWAndZw22px/sAT8FvEcAG7bXRIb/qqtJbLtUIOYclvOSWkzI52XgpI1hKEnyp/jYk8+B4LXMNN9mNhf0sVmp2pQwdhaq1PVNGwe2HWLEuCi60R2jHdpUg7+PtL+ovBceRcZy2REhhSy6tSsNb5eaaeYNuryDK/ZBrrFIg1r6Zv0mFC8p75JKMHUOBX952sKfVlgSx4XHtcp6L5sYdzdJyUpT9V+N74eoLCoxPBZxmtOFHT/2fqmL3vh6gsKTibW3s4LD4aewJMA8jkrcs6VFriV4059pTsBaMqTfarooMhef/pwbKb+cTOLrDWdpFb68pB8Pig8XuHX9jwOgosWdjaHBz+OdgNQO3AsDAtBgkjJdtOfTwYH2C/YRflMjyESh9CJb6HiOWhtHzpGfO7AGRniaqiFvgXgF4ioxOo1t8PUFfeho0bZ/QPfssgelGbhfaHZrzpx4sx5eDszyLYLART4FFO1OH6VvlY3w+zEf2A5FqCsE8g89PsKORQQ9cViCt4Uo6YjS9lW6SmaSqW+f3EC7dCliWdF2ZdN0NcBv0HgCIKse7e16Vmo+abeKh5EZyPNX2raaaOQ0bmCdxa+CELN243jKJbs14UTr9YGeme1Yz7gUS4GWB1o6gFH0Li7EHxG1Gtvh6gsLM7MUfJaepxKqfPbOQbUUkq8Xp/Hp2TpEqSt4ivIsJ8cD9vZvL+VT6nAor0GP7liJrSqPHZMc0R5YfJy24Fru7/EhJ5GkBwnUhYcKnpeJ+mtOV87mHum8nE04BsESwUaeBe9cbaE8pENLSycLXNXKVMGsBM6YFyyLQPWkj4PdPih6oTod3xOo1t8PUFhUYx5PTO1ucHKbpN5jfNxXbCO+DW6MMvyKRfA8w2v9f8Erxx1dZ9r0de2Md+o3Mcy1ArvwZ1aFZwcbMXNvmras3eTs+zBjGZ/j5ujLo+xdEmkXcKVz1Uwsh8LrAIqR19AQJB6JOfHObXQkIGpLQfGN7F8hK6lRlxtHLh+4IBm/F4X4cbXdbuNPr30mlZv5dO27kAn9zYaeJvijmyUq2LwbFrPBnCGKoipImXb6f+T5CVz1YcDdKZIG+wedU1psNO848nyErnqphZD5g8zyFAPJ8hK56q+QlBwKA2ZbMJRyyrrddZ4rllS88VQDyfISuhKcBJYmnSmZPmCLuFK3xpB7o4MajJQgupjYGXGwM1TKuTFpt6fPHhqWXtlTg5JFkp/K6Sw6jJJvxTd9O2FmUsanl6ukouE//8AjqTgezK/F8MUyMBS1Ms6c0sH2qImMr/vBbBfcNBAZ3lB7oZOJXtN+G6e2FYstBxhjZg/s52lAiE3LfewdoC6A1xmY+lCd5HSGZcTQ7GY6ai+l3TN0V7T1C2DNBYWVy6QGN2+IcoGe9+HqCwo73tXLBSM2vmtJp3+7T3KAogdkQH5HhzzRNqmRWGu0+O8ftogD91KUOjkMoIuR+cyyBlUFTLPWk+luW4BeI97KfY5uG7WeqaGpT7jfZeIHT81K+MWJgYlhenSA6oM4142QCj9PSpXWpR9PcqqCr2/NccRyTROGBMjoKvwvrFNMza7sFuGHvSOp8b3w9QWFRidRqRh0MEsTKnA+IpwTk/6A9zae7jro3PyAlYtfZtTSWxyJrmw0xwxNoJ3kmyFiWcS4peu6Ycj/Zpy4vcrc12/D0hCP0ZuNNtEBpA9PWXAPXRtH2TBnNQeXcBdBIanqDh1H9qa4C62vJEP4yy7oZOaN5eiVFyi5NqF2XrF+6PKKA5KXYPWl4bUOTlFlwud5zlp4U1m+GVxLpl1bwhwW1MTNvvrWO0oOww9bPjvFalMBYwgBh3ddbrWneaJotcAWvFxeO1TveUR8/x7qQigQ6wFr4wfuyF1ny64ZFVWTRJs3AXCqzCTaU3rKsyusGWTsPRaN7RAjMHKtcfCQRVbfQ5lN7Xrpns9xOx5fM26KufDNLCQQOiVRqddc10wTdX+hL++BbBmgsKjE6jW18oYS6jTfJGt/4NVKhqM4HxBrTk/6AuzekVXJi026rYvGhGoxH0ybiZF3DRSLBr5pMjoVpEA3t2IPvX9fc55zpEjhUSPVVKAQNNkjLv/k4Q/6ThRiMlgQ59gvAt3dG07I7GIxjbMjKzZ/dkpPDKrTlTi54EfMnm5gS7097DQmCu+YGsdPPp1SZ/t//kzoxEi0EXK4mpTvwokG1Gtvh6gsp2RdzcRu31lcYEJxBG1EO19NHDNtFyAgeDAD/iz66CEthwEawJYTNBTQw/R2czJlHbmUNgI2W+RyLEEG1GZLhWUlhGv8Dj+zGeoFwm8eIxHZNGaeKrx3MJkwf/LIOlKVt71fMrNDpIVNCAFFKplLgmfCVA5QU/Z4gjajW3w9albjAMmXu2RIZ76Orfr6GTcGtOVE+NgZrSr4oUfSeg3dLUrlTWK3SqiQA6Z+8oV2Ba2BUTZd4LocP+I8jbcPa2+G/wZ9W05TFVNweXa5q+EhkV5rwobNt7peo0Z5rtakC2dLcQDKu7q6DjbCAjG5JCbIBYkreIoKOPVq1OlFWruP35KJ60Lz6iunx9JMfuz9GcdxRAImsEgdVywMaF4vLo17ktrHw9QWFRidRL/FmI5MMtLx27fXyDNxqCwqMREGh4l3dVB7l/pjbiBdlKqW4WhSCwv3c0ttzHOjyNt7hVIh4f2APsCGtBThQSMPxKuOPiml39rarAWOai+HVPURbpU+P1tNehPlgwS3muyxiwPmrX4gILYSqxkN1Pa3bK1ft610FDAX9CdvPzcr0pLFkHp1R3UGIuFRidRrb4eoLLnxD5q1Tt4hutpBrAIqL0gILVxwvY+HCGKof8YrP5foGZqryxYboJ1ohtkiP5+EufKs++Kv/8Il07VhYQD0lCm919rboU51qv0yGorspFfn1fSNJ/fyBoguv+NKaSYG6sWs1BA/+62tEEWWA+d2I/pPr2pjQFsdP0DExvY4df+7nSLeAdmtolbfswNUWKCQl8dwxLyJKKfXtPULYM0FhZaQ4fzuQQYUk6K/rdZdagsKjEOglpk+GBF4HckDUlYFzr48CUbdBat1L2QQoyAwx4rYV31espt+p0PaP4BuOFJJphrpnzzRIt7PURbo2H4RUd0XJpJe4+XZqyXEY0o0V+0TJMgkqBS56U4qF+fOPIDTI5VRxgAzKySu7yuKKt/7DaxjIIsKjE6jW3xE5H/vVZqjiqijbPHM/8g2BlAsA0uNgZrSr4oUfSewEkmhpRudK/shw9T2ov7EEqCEVtcGfMNnD1p78dOuwpR1ORvezWNn3wqC8JSvyhafMyy52eXTfxRglq8pkQ0lMKWe2OlsTqJRVnZagZXFhLw1loAaVpjOeYB+MNwKG/iV1xCIiCAzbfuSXkqmmeWPECEDh8hhFLfbnqHcKjE6jW3w9ZAntEp4prqhpqNbfDm7zjmJ3UuCsDdGDgvgEbyDF9xEjZkQ/jWN90HCWxWRPP3QNPkhYNKQtRowuxe1wHxadj+9meeoi3sxQH3WN//ZZuBV8e3YDYLiGq+m4Jb6TqmmocH6vnSEejpU2EFcYYtKhDbRB6Ue6NbfD1BYVGJ1Lk479mg8vvahkGlrfvrxy33Qj32nZU4HxBrTlUgdafM3y3NAR6KswGNvCNHsgzz4FHmhgD9HdJc1AOuEpcdaiLAc2nG365qOEFeHh/y3NLgIKy9is9bF1/LRNv7LkGm5lGvw+p/yIkgeFxelUGMtEYSoNokZOn3XrUv9r5UFxCMkkoyjgOK0vNdM3S4UZcrYhInBejdvM/11UHCs9sspDcztliSBn46HYM0FhUYnUbMPKZNKDdBa+SgLwIV9SasBMlgdyXokrfYly5rj8uzf7Up1tYJ4jXI/zIlmxIb/HbPtNs1Jx+A3EDIW1e/il91po6eUml6ynFWcgUSWxISeIzeYiDbDuQ5/88J2tEZT6UPec+MCZkE5khx5aZQkGkkob07SKnDemx0mNtA0fhSVS5YVJPyjWdidRrb4eoLCoxOpcnD0Cg0eCVSlsNZf8V/XDD7UtX6il67JSmOQRiibwFHuqkGU7f7at6a0poP3XmqNw1ik7H4czQkPL49BdifbI/zt8NzsRi4I3icQeVFg8ZH+WcYLOwzeCh+mJ1Ex/dAF/OAURILD/v226GlA3fAciawriw7XdwAyDWXjwEvPYN5WKN5ItM+l68L9Khn5Qdn0xC6kVRwQz634IGmeQPMmYbLolmsjMEYqFsGaCwqMTwTKCgNOKsn09WrCoxOonxASmvfD6gFAf34rMtqopj51WAAqRTIvR6bKVdzPEOq3eTUXNDUdKfnoSnqf8WnzH1yXGoK4LYZiFFM3TTfFrmiVKoTZi8p+Yl5d4CAtCM+YGa6QBR4TBtn1PLADanK5jn0JGhH0AbEenwNbB6gNGZODCk60DsDrniEs2INEaPANsnBgLwIWwZoLCoxkOehKB+mNvh1XQSiUD9McCq0WPTMIH9W2yHKJ1UrKqh5Bs3rc0RE3KCjvJ5+duhxffE8orHSzIf87EYXLjdw6stMzpYbe0nnKMOZH653OGoF4TpkKMYdr+Zehum9Ls95hN825gL5L+fC4HpJcjmKiEbxARjxHUYU/UPmtiiYAIiHV/1FBc3f6gubXFHV+IdrKe69svN1Myju2+ET2x23FJq/zKCF9TSBYM/msOuw6rqWp+l3GpQa4/akjTfm1zBzNA+YtspdguFkA6ejJ4jspRzXaG0qqvjC4/pMHU4xL9tflIR0jycaMyk4XPeA/c6xe2aS+AKmJbRrIYrlWC2NC10GTR8U+M16OzL64ExJpgy6dvDnVrqLPrtPBbaM74NKYEk/oEx8BoX0BUVDyWO7/gCVOb/CQbN63MvhjbZaQSIE0NCh1oN9VfISuerugCZTzjNxo6+gIDGpTMS50+F1fysg9qAUrnsn2XSffBaekkovwBqUg0NE+YIu4UrfHy5ycNH4rUpmT5gUtT/YCW8A1akNsoWwUSge4g0usuIbon9NKMHND1NGEf23kuCask6CmhABwoay4+XnZ48k1P51BiLrCLcCNgLEfI/k6gH4bMIwNjyQ0FUBc8c6fc/61+Mw33+eNGYRJ/vrZiVRL2kXWD8fCSbfxnCGPMJs9VfISueqvkOxHk+Mn/WmxpviueqvkGx6KCkXijM8wRdwpX0LyL0mKUVLwG9VspyfLCYSMwRdwpXOpGKpi21cWpTMnzBE/9N3V3IJJEFYgIVORq3UfadQrEyShfW+8xKa2r2/ooiPfqwxllDAbgW4jUEHTv6BNr4Pt8+91K4I9ra6pZhXwqCiFIl3P2Rco5ox091Dg4vF5XV3TAPA5Lm2nSnHnDBUaNMMAcMQedPVWf5ZLGuL8/QRk1VTmnrnmP5oyhGjKBnkaFRRmwoUkXcKVz1V8glYiNqNbwEbUSzUy/TfGOdpUrnqr5CUJObGcILW0ApXOFlszxBG1Gp2cd8li85pctXdz0SCgS2UTiVSQ+0VxvI42OLjno4tTiGs6W0IY0YZdwK8RMUzNxTXQClc9VfIUF5K2hnV6Knf1tMQC93bhEawTgCerSFvvexWFKFH0osBMfxtex+UaL/+evrDAXHhuLGpFUhqrXe5hTpUvUtAThu3sT/3QSQOD0O0tjRMxwyCvTjnB+JYjB8fAIA0N9PwprUwdjtNQQrRmoZhoP/UjRf7hmubyn6yFa3tjBwIP/j/PMOi48X6ucisN6509wQetA1+VUKWf2TQFXlB94gy64/OZNjcKjE6jW3w9Yvm/dBUYngOJJvRgbUa2uL8b6ub7DtX9jV0FutKPDzmCDmhZ5gOhP4KQUZyIn3ieMdy2DwWfJnn3qtaGe7lYZ5NJH7CT81Mfn9+zMX+Kpq5UOu5NTqdk2s0PWy0TGhRz+7liZjLTeeLqrzjQiPUHLi12m+Jx6RknQGFhvaBDOeKsqQb+JnVDT9mc02gF7TQ2Q3w1swIqVJiAVf0jnc46RZR9OFRiykJIWRSlVoiAXGoKItyDFmgsKjE6jW3w9JJW/3bVAmbCojJQGNZ4EzsuNgZrSsgKiKbdJdK5Sg8ZiDeTirAz1y9Q50eoH9e55stdHOWTm/qfhGvB5fCEs4qe6YWIx+UDqm/EUpByf8tmrXAFXDWWIU/fkBh2JOmFtTtCil30I7/fssRdeO0lqfRzcAe5+2wHuP+j3lnEWjJtVT67t2RZoX0HE5yWn7dNFEv5A5yn4B1BC2DNBYVFPtWKZ5OfCWcWccDLQO4VGJ1E9u0bLpHS9I7yV2A71Vxd5aAmmDB7/50HhIXNjtwlcDf+GayxTRHGYLEWRgQpKz6ZUY5/OxzwUWHd4nUfjdtf4HH6D5dunzEDuLtRP0ZiES1Xe4wUL6l2jk334h6VwQQmBsah4SGyAixIjVLr/LBW0jGTANTp46lp+3sXWBA9spIe72ETNSGUULRWLCoxOo1t8PUFhfaKZAFJtnRB0v3/kRvQEZcGxazrbNhUQoB5GLTbpLc1nF3Tfg8qy6gWLZ1IgG1bX96LO/ZolkYPkZkJL8PSSrsnpeL4T+MdXjHt6CdnCuSBf69pRJSDq22T4QzgyTHOYIFpxhSwRXsshY+J6aBfBwRzyWoG5JK9YWFgrClM9rPZHMlUI3HTG4UDNSP9BGyWNgqMTqNbfD0wygfCjly3w34GLBzj0fbBmgr6D/+ofrXF91AAmzQn+tCqXj5SMcdVMwjDGjGMwviZ0NEsklE+wxHz4ujsv3TQj8CbzErZaYlFdM3gYb7Blk7RW2yntzeZ+gSGZ9G2odGXJrc1YNGgRHuv6uDV6kmhCoi+CmaNS6kZQlFBNo1ZYnqqmvaNMadtlWNh2IBona0yzdxrCl30JQRFRWU2FRidRtAPMOhd3dtrp4UZPa+kgNDOPAu6ti8G4gurUjMqNF0FEQXAcPB2yiMaYxTUKnSlEGEHAblv6mlmlI6ZxUcxPunkykt1l4hDh3FFpV5jCcVzFgXhcttfJUbiZQskJJN13L9rOyTgKOelJ1TDsyEzBiVahwzKMHCBODfgZ8EPSYrlvgog9n9SgfitrqaKfy2tzLWUrVaFklOOABtpbVcvnJFiX6PWmxFRidRrb4c/sBMeUIGq3sZavGbHd8TqNbXP0yveYwemtu7GIIcUQ0fM5A//5z9zPJc0SY8Bn4Glai9hCIGD/I6lvMTe4fHJSSbv0Iylo317xuMvIC7frzq5S5CUX8h/Z2rPBPX/OYIt9L1hFcKqAt3/wWNKLYPx8EoguLIrKR+LoDvdkJ0sFaK7SUs9G0/Deb9xkAR/R2bBQ/lT/xrCY9dKznpTu572NATlU5/cVB0+X9tv57iAKBr4OxsuXHZ2elmhgEgJbgpsycFXnSR0jxfb9uYCC1ccL2PhwhiqG7aFXOIKLc0bxTqrXrzZk3lQNmu2dfu59zUEwfmLt8N/hBxvn6CUurnsV+3A/CSa2tyUDfZYjle05v1qfovRSOCXuD+u+68BbWdJ45nSQOEeWC67qxUtVhZ4qGSVBkBELDHYQUpybMJ+5V3ERYlo6eTHRUiyne9qdFsFIELYM0FhUVT/jHV72RgzmInIELYMzCAPMxjceAAC7YzkDdppRn3vbNQbMlb6uMP8sEs0QQW83H3+ZF2LoWKsFFmznIbHiSQw19rDTuA8xa6B3sNPLYU8/k2AN6IWnPWexDGhrBeXwj+SgaFKt0+p0QpncTVJjAYpa52C/wPSZfLry4SZPrO5EzTKHTK1hB4MrS1VRYLAtEd3B1Ged8HqLdm5BE1Ij+xc9vaZFPJueYGNNWIp08A9VkTAYJWTvlBZ+DvIELYM2pW60a93+n7n09S0O58aGnujZS8g6VvNCFCiAKRURTb0pVxjncIsfyUWCPawynHBjmtM//ZZ6AWRmtXHyjeg+G+dFvWKIN4DuqpSUKElTMC+Vz+PodPGAZ0vmnZzxszPWrgQVuy+4ZNVelQj3hui5tYoQMa0ayDqjiBChkf/pPn2Ra1vp11D0CqV8ljLpbJsfMApqrE22AFeA7fD1BYVGJ1K1ytcHl6TsAE2/A2eXMyXF6nXoppSzF1rE3SPIGXk2Usg3Q1vkEPIY/QSyMQlJFPOr3ObDTCxs/RDB6NOy9NcAikZv4x7+fnLxyFOJFPzIlzY+zsbZMZz+oGUJ5O4VUS8K8Len/1P8aKOnAD/IOV4gzuH/LZwpFjmLLUpDhwF2dS9MbxIRv34JJTi/R0rQooY01ZkqGZCtleYmCS7JTVoGe1JqNYEsBxYCc7Xu5gk8YnTeCZdla8CfrwWqcggwlzBTLwDY9kpVsXhE8L1wGNZ4EB3k1p8zjZPzPszYkeI09QZzEP1+BRVsW/X40C40IlMs977R8b3uhuF9oGRw1PrfYKTiVfsqzOu6t0NT9OFbHP3y9mvne2L2niCYDklg9Sj3KmeAdtYUDr3z0CEMzto73KZb4/bsUltOhcOIiMMYeEqH/2lWdui1Gtvh6gsLK3PXoYnUrXXt2oIW2a7cQCArtz9yxPZyC6mTR99dzNDfrNRMSM0EkFPi2Q81KK3s5qZUtVTYd0yq84XY4lR3uCIDGPxxht+svEmj4O48J83WzoAx4P6FK6dm2hdN+pbaS+OkxkJecnxnxbDtHgJ7OpQBUjRwidaIO/55kVHwtgk1KJVN28ox1EPIiHNoMe4GgHhD/g6UZDeRqXe2+sxiUEbUQrtDsfm+HqCwtMw7wjBomWAmoYz+tDEgvUUXmWaJMw5H7my4yR+zCAMQcMHZvsz0pF5vW7RX2oBlOrMlcurylWObgnySBwdzErtRiAk4ndjHcCUxm3Ne/5FodCH8Y7+xLEIb306gHk516dJqFoxF2ay64BtwiD5nVMmKhyjIG8B/34ZMGmy29duLvUUt4DDYH5RuSyVdgSib6GLefBBdGQxFCcBrGHhyHaq/j/suT2xTAfiOOGTSqJ/KVh/xxvxvHyCdQyXEkAwHMHPtAuApdn36dtzSqdW0a4BJOxVw9m5Y3/dfToxWhNpI+hyZ2hkHEV450JCsTsK7evapZbJvXQ6V490a29xiBZmDmG30o8CFsHWU4GvZDcs+vB4nAu+F/qlgcnGnqELYFPgpH1owyCq3k0h4yhGjKj92lPi1Z8g0NE+YIu4Urnqr5CVvjRl6UWD8EXcKVvg//d92ujgc54LWa32P9q9mre0i4f4EqdIH/PtGGz05NVUUp2GIJL5KgwbazxhQ7s0KxSx9JgOhBYWtEvrAyl3XJ3+QEnBPsbcxglelimTOYpdxahdJcgGdn0ofGhWATLQOB9jWYpOC4sYMSsgqHMeBH8uQtOhlJk+GpCfFLuFK3x27qScEXcKVz1V8hK56q8u38+bgT5gi7hSuenHxMhRULjvFavqWtf/VmF1fTfNt3Lj1AxXPVXyEr6F5F1g45zxq+9kBsxq6kQyiLrB1bF4ZBqUJqAuzejfFGZeqxrOOGKoi0geT4yhjAZTMnzBF3Clc9VfISt8aMu+FfISueqvjJeGRgbjrpF3Clc9VfISudSJ3eTEu9eQSXc3uguWRSjhr3oquXyEroZfbXSAhlJk+GIRG97fuKAUoUVt/KROhAVAItGARPBa2i0UDhINm9bmXDpG3Xi0G0Te5tkZkh/F/NMLcmVHHYN45aHcnVcrs5XXog8yv0WSWiSPjDwTcsUTMdNkXQLrR+TC2haH5bCd79fiq997vwRdwpXOotIoBNj0T4zjx+4K3Fx07kwcAyAWKU4x47okeBFPlkhM5MABRbNmghNXIx7n8E6YZ/EroQriXjxHCIMqP5pKbGPcf/X0J/qIWhjBkocB0dQs/ax/Zksfeg9aNVYSNQLQ1dcs548s4z9v9oGGTx0dUFJnHJvhUVIJrUE/rijOhXym7syNyKS3bTh/n/6QymW2CyaQ8ZQjRbaCoTGcR0HuCCD9NJuloLswUcxshLuX4L9D3mSXiNqGXmUFlrWZPhs/NRiqbugEKw+ucVCynqMNTYYzdmYGktafsGzQQD6YvNbXjk9btYIQDwhvQaSUnWg2Abl16S9SjgwNebmpqgBKqNn0Bui+4HuFKxiKkUFzAeYxOo1t8PUFlCeLL5QQtmoaajW3w6rGvEK/YtJqf4N5uAzHTC8HaVQYG5nMWTnEOgmS8INh5RsYV4/PeNsvsdo/TyinCvOuTS3DSlZJr+T+QEnBPmLeozqmMVMU4KxvL5rPLj5hAOcSEseCIQI8odqQT+HOOnXb0rESO8hxSP3K662THCNsDKFksIbgIWwXd/P3oLRbBmv4qtI6hzFTwLoFgG7UdWyBnA+JjCX9XxQo+k+PcYKpPpvx255fa2K5GOPyudeuT/0FuLjoB7/27bxuBkZAUA4aPNHyLd8Tkgfgd03OcNUxHl6cW01KkOMEa9m9HYAOiDSEJx16SqjwCVEt3zLQHye2XgprVbw95ZGBlp0coeyEE4sKyK5f6BpVcH4Hbu1UIIoh9xGMAvAcsdteBcdIIXzEtTuKvJdOcImLttN8PUFhUYnOg+wcGuSUYv14DHz1xXNQtgzQRJrjw1qoyfKdY+OpZhWcmstdJSgAs4Z+7BFEeowKAaQoV1Cebx1cjXZ+OS9ggM8++wewiui1cXnf0mtVVIvTGhrBlgohxIOrqajlSuk3eZl881QeDhi2SYgh0t8VC4YEcxU+q/Sd8iCANnYzNeE/DGWH2h6CFsGbJNAtJLT1C2C5pu8CxaSpE+wBJqEcrc/mhI/FcObyLcxx2eDKAuphqPTD0Cx+gmB8grIj83Fxyms5jDkpX4wKbLyzH6AxKCeZzvlQdv1z0p1Cx12dyI/GCv85dHhNiOxBO8wXDAhrauMQTmjThPASZN1OLHUTJyzHeUeYbP6vh9KNthgBhUg/cpooDVIZiXAaxg/w7Nf+s7CZBpWnsYmQ5FAF3R1SgUj1vj7wYJDXXF0OwZoLCoxOol/ivvhaRfJaep/fvidRrbHBN+8XTW61n/P2BEmKBG9qs8vFRS0ZNtYD2olndpHhuX3FQBFkGR02WAl2GVXNuA8N6YFIVWhtbPF0K73E+f6LNDivu5iQVptCsPUOkbOdwO9fHj8RB8m8Yg8f3T3b12dBvCEa4W7ZmBgCgvnQi9sdCU0BOW3V6h2muI+2ILCoxOpb1P/VFzrUpbKKRx9phKHhJrd0v3+CeEaIlyFMx1UBdYPx7uoqnX+KX/bj5dpZSytxc7Uvt5w6vrGr5gFPKbxG+t6Jr5hHMxt/YDCQ0niCdhV5bf2sCVxaIKe9IRmzetShKmBCUO8CeAv7Zdg6H2K6W/zTxUEibQziM5V4K+pQN/6+pm8sYuggDP9h1W9xCyLH23NcMlMcNax8hE7ZyDaiX+It6eur2qWEguO7dqCyfT1OpNwjewPJiWggUPh/DIpL39LhpdMuR1M0+11dHn69blkZXd0OppKSAkh3v03H9ly0SIe8VpfT401lvFPF6/fWPvokG6U3HNNR5MexXTBMcE6nL+PL7xlnwyOqTg5R3I9qrdTiTQRsdLCwqMTqHiBuRS8VyCzE3bEDI2yEe3GPStN2+04/2A0/BeyOwdcfXAt6vb5SmNaJfZgboOamyIYOQXORtfr3W4BAGh71ezMLDRrpDr835C/9b8H82xbIwJufXg7mt0GfbaxPr7xDywBIYoDQFBOdwTE3zt82RLgwSiPUIU288pM1ZqvWULXrZwiOmV0REr48skAxrlc9x4j/Vm40icsnxvh6FBQms5uQ/Ue9Oxis0aZoC0kMbS1/DO6XZTj/dGrIR7blMdKUxprOKo+fZ/uV7fhbWKNEoJlH0yYkQSbVn4LgwSPASgXHKP3J6m0dG0TyFx6Cz+cN3Dth3QjPRftgxj927Af8k2QsyZUtfFfXGTZG0Wj1+dIYOP787B+AvD6jLNBQigKj40cN8L1iIh9/tqFUUSyDpnwvRnVRZqSSJWXvesaiR5Z7O6TEW44xUFZcn3tPyLxcLdrf+lZcGwJ34HB42YYJUuMU8UOU28KsI4ogwL68KNNxIk2wGK3xy6YpO2NRi2CS8B53piIG8S91UoK+TxWVw5qmu74nKcPPo5dxp/YubAdhGytIoNnKa46H3mT+4IVAuN+/UfvgY5+/1xQQj3kVSpmpU+EnHNAn2uGC1sYtHSJdznMwsCX++Kc6UFLiDGCpmlwXBS4ev4HLVKsmK2GCchjlLSCihNRrb4eoLCo++mJQ01G0JMvUFhUU8BIBvy6pXsMDvKQVkcjI4vRshMi+1/PkA0M+ryUINd3TNmh/yiHURCVDZ9Tit77dONO2DyRRcPek+xu9IWu5qknI79WdyCNJjDzIYgGOzWL4ELihzYa2AUF/cbWZXibF+KOilMxBz7SA+JBOJxY/HvfDrToseVtXsqFsGaCy7AHSwUSQCWrWaGP1yfxcY7MDXTws0qnWR1y/CDl+OajBmx36jL2CGFYQbF+spZjwQidez+Hgorl0TznvVNj0VymVLEsQhwW1MQtFZ2HZqBKj72L5kq+no4Dns7OA/KS/2sNcKdWuos+oPQqvnh5y5mHORnor1t0cwsDhWnOZXBycyjvV4b//jcQbo0vB2MG6cLo6sM54B+kPGUI0ZQceT4yf+T5DsR5PkJXPVXyErnp0LUvO8nJ8hK56qYWPfDhBa2gFK56q+Qlc9VMVPAMno3sJ8Df3JKjnxrmxWpQFLhWG6VK3totXeRL8EXb6gZKEF0CyXY9It2tF4oqXLoYGkmpCfFwfgi6wcDyfISueqvkJXPVXyErfGjMoy9APJ8hK51Fo00u18cPLuFK56q+Qlc6kTu8mKGYa3nA75/qAQ6F2kPq7SpeBpOCLuFKFFa3WevhSg4D2lmmhOCLrB1bF4Ni2DyXhkGpRqmNgaeKKrkxabelLCSbR0RjooZRxjY8jRFPXDUb36TuLn82aOdUXU2+UqffKeOIpOG4HqIHdcgGS45ZZMTebhXY/ekc7dvcjB446+61O2XEP3wplk2qJDV2jq6GJiV/XHRiswPCbRaPQCbyQ+IEgflP8O6GoWq/ABfLvIi+Ca+NR1F+pLSXLhUYnUa3aRJJ0r4YxgXb9KYxOo1tfdEmz6qDkJxEeD/p0R8tJISF5pg3CLb4xnFJeT6WM5/UagfHDpyXRJdNUX/7mlIQHRQ2UTKJ/gRegELSYtFThao2OJy/vNpoKnthJsVIaRijNrXvpjsbyerdvfqw3V3AnPUVhiWKWg7bmDijyGtC9gAb69FLuSiAE/n97+KnrL4u8EOesDpfxGH6SoslmWZ9qfFR+0UACjROzs6p8G5B6gSS6fRfQnGehiH+dKE1AlMxv0Fq5hqM7vjKEaLahSOfDNYf11ppZZutSmadXg4R5fR6kHeFVxXdSywylSTrB27PpKtdSHfFW0xNZbjjA81QvOR+6gDZLYRaXnEaa3riwlOseFzWXy6SdDWCs7wLjV6jqegHrSEtN62Zpn1K8dXAcVD1RgHFdUunTUzqn494nyjJsFmHpQSQtYLvq5Pf8LwIWwZoLCj7A9ux1l7R4gkjofNtJcuFRToOKXbi0BOdxLSE7Vg6oxQSX7sMN2DBr4uj7ivoKo9jGxcumB/VxSbzthXqYcsVdccYC9X83UyUN2o0Dj+zF3EkzzmxYE1heXcxbvX//kAKbnsYOAzM6JBE5tNM5EpvsDVVUfFGcXLntw19zHc9TjL682bla4oYTCAHd6+jg7cys2KIpLH6yfmSP/p1niDEF+iMXCNNVNyGTcHjHvx7qpBlNbv4Uo7m/7PRj6m/SY4jplio3BUiITTExV90JoR6UU5VUq6cdRtbd54+BXZdrAhVeKRZ9XU6K9yYYA+IGAv+glyvjulEvfxm0liXcJw/ATt64bo8W6Q3n45mCtQRohYU/TBtMI+CoTehpW8rmMxJdj/TGNsoJreyf5FE5WFRidRrb4dFPZHLHWnyzjNep0gtpcuFRZ+oUQneZHJEFJuoMgMO+Ejro1wIbQiOYjjuxqYm2CdSLykanfzSdAWG+NDQHxL2pJmGkJ1QqjN3s9RFucdQP9rwqKtCgIp0qvRRatz5cv8Mi2+xeAB904jG/6MnDTOWo53T5PRkol6jB+vX/Z4ge/tkJpqcgQtrLsD/gwPKD0KEO1ggOtGcBore5OVJNFunQOz4+IPGO8VqBY7qmvb0AaPTbVtweauTInaWb8hVLEgnlBBJRzfL2b3xtd0EIw8SeTqNROsCqVYLPQ47cpRNa7VJnnAxh8NTJ/8VgD/iJvX8o4aRu2YnYE+H6kKM+l2GE+pNAtixVZXXlSnr9VnL8lvQQBxT+g73joyfcEG0RI9ck8BSCx2Z5bvUzRpVFlb3w9QWFRieDV4wyDGH+AL1TUCnjZEF4ELYL1HMv/QcvEyXjxkKqktgLbTYoi08dOBesIkroelmpCJ2a0iZeHDr3waiPnrK+pOVHVa5z6T3kqs56+KBWpxDOIncPAwY70tpkGuiO/A/SF+j4TuA6Un1KxY8bfEgWqIH1t0Myvcon0sqk5UnhFS8nBqUej29eFMPYC8A9dwroObirCoxkOgm9ygp8f3MX+OZuNhMUHmagPM3YLJnPh/8Y98OOtPmb6JRUvjkHpFlo9LXYcBS2hzxWeHfKURhN1NIezlsPpuLwPtbexek6kXUygwlnwbnOYejvBwNuEvkhwgpx6TsHqXxE0GJsAJo0ELZKrUonms0DC7GUMjOvGKpwEE/AINQsoVFRCw+DTOjuCHOhWfZIacxU+ykZnwHFLnKd5lHnJja4uqbqvh6gsKjE6iX+LBMpZgI2pcmvl6gsKPyOYSqacWOCRpG1RI/OczMZiswo9acjs52gQ5u3Y9YIRLB8QlkazILXSginJOSupqMk6oMRK24wStKflB0K1WzGgKieoi3sxubwV0Nr/T8W3QUGASG8Z5wXTgRVVO8ZRuWoz86Rm/p5YLsgS5gMYeBR3DAD/e36kkpRk9Q1BRU5BXvJkahPmqVjdxvfD1qB1ncvxqJR9OP1LQzP46TPkLfc86CuVDqpjYSpUe69sY79RvLrq9bNJumyWgaBTP1oqBdSP+wtevm+C2Ybby3nLG8KzgWDOJ1/SI4c58noUCsd8O5mQJD3SQqq4o9iPO7KHsR9jMZ90/8AyAel+lKOn28bO6BHBpFbhOrcC2aZgw3cS2h0b+GK4wdSDVDk8BmMHLqlEebZRZMaH3Wo4qRTLrGve+HqCwqMTwK+HTfrv360qzG6hbBmgg78Q6g4q8FWtcIKoqX1C4kZwAChmPjOoQ8U5/eDATZxIdM1Fy4PC6/P8n+0Rv/EQhE83wGC5BWdPU/Bp/cBiaW39lhJLffR84BteuncSCoKl216i0Bc7i4NtjL8PXIdBbKsjLN0+Z6sI9FfYCtw23nXE6ReLRVjhtjYGYnUa3aiMnufBG1GpqufQGcjOQKw07xFHddR9bqHXj8E6LisoOpyxF+qtpA8jFpt6UracXKP0aisKgsKdm7ZN6m5nvikuHADyYuGE2QPEOvAWC3KqqI7dD0rflPc8fC02YNCFrSaY6qPCwB2FNrPfb4dHdPzquZ59FpMlz2WUPIDq6CtBJQnlht3TGWMayA2b+tv4ybne3b7iQvyYhAogZYnaJ1WmgTQ4eiBYzQWFRidRswNJCuXtP719cg2o1bVFD7cumVDjo8hnkt3RLBjKOkdkEno3ajtTx8wWdJ+XOj3Oyqxf/ALgFi93l8Jpt+B/wGQSJosPhVfIy9+KQrvawuybMN/9kwKseu61CRLxEDZWe0cnqlvV6Tuxg5bDZ6DX+RPFHMcLHpqr4NyInFjxUOdmhMF2zQWEkzymMOtEZoLCoxkEP+DsgU48XLJGAbpA0gh7r0WFpmHJerggnZ0oxOJCh3isWvs36NKcaoxag/1HtOK06q4xjOVnIZB2nu8LDM+b+7p2ORrg9FCUDZUfj2xWyIyGq9cprZtoGqqzX2Sbs1KPEeNVwuRAdGxbR39iWIQ4i4LRznwy42DOPJ3+yXT4dr0qUAjciM83Sq6ItHwJOpqu36sGyvCGt1wbxGtN/M1m/lvBU4UBL6T7G3cotYFNBMyyCSfYJCpoV7oUV7iodU+wwEci+tI/+d28TnnuwJrcIG/aHD0Ykj+qW+VXOpIKNQ8hK51InxnsE4Y5ScnyErnsn2YXXxaN5hz3l5CVz1XYZ5DhINj0T4zjyg1UlKnkJW+NPurGA31J8wRdwpXkqY0Gf7s+qvjIZJgPQ+CLuE2aUwse9TZl5oQrnpx8QeMe+HHWnzONlXL5Bs0r5kOeqvkJXPVXyErnqpiqH2Dr6AeT5DsQgtXNLtfGwZx5PkJXPVXyDZpTFyXitSman+qvmQ56coNZ4FpzZ0/iwvvZKlc9OTYZcbAzZl5oQrnpx8Qa05SR1UgyncDyfINmlfISueqvkJXPVXyErnpybJSeCLuFK56q8uEVI6qEF0pmT5gi7hSuenJslS6UNE+YIu4Urnqry8Hd21pHXtYOBhp+Rgi7fT/rPiDWn+uOukXb6XhFQ1GXoAhiqItIHk+Mn/k+Qlc9VfISueqvkJXOpE7qUNE+YIu4UoSc2M4QWrk5PkJXPVXyErfGkH1pHTQZMrrtOjC7hSueqmLk3qbNNYTXnTIdW8McxesfgmV4GFMWPBJEu7jVCueN7rmRdwGNZ4Fnx8QcnxkvBu/9NwpQo+lFSLuFKFD8hK56q+Qlc9VfISueqmK4FgOvoB5PkJW+D/Cb3Y9E+M48nyErnqr4yf/GQ+F1AX5sTWW8a6dhiN0p1rqzuEqVz1V8ZQxnTDX1V2mvQk3qBEmC6vDgO+bojMwszOqbT6mWZ960W3DvvnWW1GtsZayAryGqRZmsHV8Vvjl0r8DISCQLSEEjr5PxMDlvMncN63Y37mVzn2lT81DZHirq64VTb5TyouGkUBJz1tZ5uWuAZYlZWLhLb7UbR2BJ7ZbVI9thR7NLXiE5yNpJjc/iIKia+M7m+YqfSnFtt3KZBRvp1NK95dclQ4S4LzARDH3kjRlVKeHw3QWsbFMG1Gtvh6gr9U8954NL2QjCLjZ2cZWR80kk2F6tdVOCAVIhJNmPkod8JMFHr6FIgm3ooUFss6pvVHxSxjypUWOHDhiNp1lsT9ez1NP0Z3c4NCuISKOcdRKkjZ0qQ9R/jcrmKJo6quqpCbrO7bMlVJhfT7gUbcK6wQUGNN7th9csVdqQom9yJ9jtHr93lu6ljFDRppKl59kNk9qN+RU8Aj4NRa62ZkqY3Qg78RSg9y+S76PhzAvEAdmhh+op1YYPE1RPGBZUt2K+wmRbKffmAXr/o3acwuDgN0wdw+K0tE05WIUys2R6skmYiW3Zvujjnf2KRVNacpI6qQZTY+aX1KSmPA69TSTuLfnzJnMqhbQS/t82/yH52vIoF7+GI50icp/CJ1+gtcjkfPBoG9dFMgjofIhQYo5WEwl0dzBn3pPAfwZSmyAdIYTA9PUSB1e4vErYVZPjKlW9argyU7ApqGSFVq8CVoIi8+2lwE7+IvMBHHs6m52K7mja/OceII2o1t8PTGffTwgdTbA1NqInPj5CcZQhIyumU20kZcwiSPsOZFf8vkU4fyRanA3yiA+eywO4TlcfMyQXmJW5JjDLmvp2ox1h7vetDnSG/6dx1fZJVUDe3SB2nfOy1NTHwM5X76Y+XdGY+WNH6skUSHKl1Addel9/0P+YSDNhKHlwd0z30rsJar+VBlFLaeCiwrlcsN1p8IZR0wyVUh7P6EKnl5i6Rkvkl86YM8BZIUsEvtQlZ+ud8EvtKoWTDc2xMRQIDqkbNW2j4KpUcQw0DzKMt/y1Um0KQlc9VeXdXxW+OXSxsLxcSRXco98xgdFawevY3yVdtjfHb93cnLsP7ZAzwWa+JaeULaN11yvUCday1vYSJx4KaEVSQtdE4qPEnQnWh5IR2sSFjMwSVHukb8yDdIGg0CSKc3AaQxkxh/X2EnYnyiv7nA/GVFi6VvhtpG71NbU7rt8PUFhUYnUZvgHrzT5zFestpLlwqKdFwkY6v/DbUn7NfdF1KjX78EF1Iav2RCt39DYZzroI+ZiFSt3p8/KvrklajiqoSgSseKARV/+aayL7h6HPhCdY0kFLKvIekzsrim0V2qJUcxqk7rBptLk3QeUGHrPwjLPWRlebaSKMm6rj0yHU90iR0WobO7k+xt3J9jbuT7G3cn2Nu48ZctR4YlAwnBF3Ckn98KVvjl0r6MN7vfafhCSioMZ7z8/5/fNkTWcl8zUAmEyOr0r1Ec5MMn/L6hVN0Uu+9LWQIUatV8vTTGwaOuyVYzkBNivsHXc4/hJFHiAfPDua9Ihe2YOSaMtMJgoe3e+VfkV+G7nOrABZXkOEmf6/MII/sObHl7eXkOm7YLVTEjRXzxBlqZrCoxOo1t8PUFhUYnUa2+HqCvfmpdBg1ofePamWIf/cE4816r+eNbTGQF5QHtmaYDJdcPsId9LepF61TzVHv/VNJ9ZyAsGqg3EAUF9Q9uHbEotOg8L58tNUYgG/9oG0jY+wnjnTuJ6RLayBP78fZRKv8ucpjJ3JL2/9YlPTH9/cdG7DLM3L8i4CYdqjMA1COsUjc9ifzg9JsG2x0mBQqGhjg3/VY20bykkzK2/y6+R88m74o24FwRpmca0Ym7X6qmrADxzXwzZ+gdZ7WEI5s0EBMs0S7yTf4iZFO7URBVnoSgS+WIY2bZvoFUfdu7neJwnDuT4UDHlAETLrB+PhEFZrPBG47PKC39rqcoiHBiPzSwbvYqsnbZNKlgFy8IcFtTEzdqrUi5t+qQvCHBZ5s0Q4MVPUi4/MQefwxylA37RlX08P6W88AbVzGjAI52Tmz94J3AgoVq4jygwdBYJvI0eYIu4XYjyMWm3pUrnqpiqAeUGDoB5PkJXPVXzJV8XKjtFEUcnyErnqr5CVz1V8hK56sN/GceY33d3mpipJsZRyfISueyY6qQ+FRFtTMnzBF3Clc9VgwdAPJ8hK56q+Qlc9VfGUI0ZUe6+gCFxhnHk+Qlc9VfISueqvjJ/1j1HzBF3Clc9VfISueqvkJXPZMdfQDyMVPAMjBlYUrnqr5CVz05Qa2KJR3k5PkJXPVXyErnqr5CVz1V8hK56q+Qlb45dMUu4UrfGjr6AeT5CVz1V8hK56q8u6tkMYDKZk+YIu4Urnqr5CVz1V8hK56q+Mn/Wn/LuFK56q+Qlc9VMXJdm/UCVqUzJ8wRdwpXPVXyErnqr5CVz1V8hK3xx2CodA1ydqrLoV3uKNzV62PTB4rUpmT5gi7hSueqvjJ/1qDWk4Iu4Urnqr5CVz1V8hK56q+Qlc9OTYZtOAlalMyfMEXcKVvjpm6zuEqVz1V8hK56q+Qlc9VfISueqvkJXPVXxlB/3H/gjqQs1iGs6W0IY0NYMsnaQJPI0gSeRpAk8jSBJ5GkCTyE+DPVue3cNF00hCxeGaCwqMTqNbfD1BYVGJ1Gtvh6gsKjE6jW3ujvvehtut0jzObmEVVijez1EW9nqIt7PURb2eoh6IqXcxY+lJosM/9TiEqMgQtgzQWFRidRrb4eoLCoxOo1t8PUFhUYnUa29vvKZPwMgAD+yxv3pgJ8gSXqCzwK/QwYENaq5R3mWdCXwh/a9BTsu6SbTDUigFbhGWqIG9gFANOMymNUDSvWuyG0IvQOaRelErEUda3/LEFp9uO9vcDlmpoj1IN4aVnk2Eu+mttmLo2yHlTTlS6gCf0gURVyzOYsbZWdvr+PBvafxE4v3U2iQIFdqgeEr/KECxOzRMR8W3ijhijqu1BYaFzLe07f4uQI5ZrsXB0iqzFxyqKSwxNdgRQGrg8J7Bbe1TFJXS4jlRNvDHH1l4o083vNuCPjFz2wkgOTgWuHe3Jo9DcDqK73FgBI4xW5GfxclwlXujCV5/cWzAJ4qR3ryi/PSgDPDlN4PtW7pwFcbejWMuVCfuyUZD6NS0zvQH7tiE3PHheQb+m8b/Tz2GgupHy3VNVOXjPreqXwdFTpPJD5o61fW8jKQ17Qaox4V2Ns6L/Fx1mDDqDgoOWtBUzlZZ4o9JzPZNxzMuvehlMrsHaalVC1QHl4YPe63tLC4kMWyVI6lE8KrvfZbyRQ96Uj3AK8TC+zBiVr9an7pmIrhcGkNZhyy8JjMB/BLSkQZ/zSoTRNbag2hcGLPMZhghux0WyMwwSLedc3+6G6jTYms1AQV0uKl/VhM8nEDO2HNgs5wiN/fWc2VEBUHxokc043i0S4hT/6p9PUlrD49LvaVC82G0ZdUdlOuMRkoESExV2R/UhJEdhVDZdYWDXTFEatHUlc/XYp0LQwK68JCZHcafXqe57vR/sjRzzoLpPPjqipa1jDTN/MzPka+t8AJOoEd/gE9S+xxgpEXnQa7Dl/VhBN3Xje2YFsMcJACDC9ACXsSlVpT4Z1hpNDja4CC6504VixwRM8mePnA0KP0awZnRSjgMKdfQpP09wXux0lIqttr9NsQS8U3dE4+my12cGGtYY9u/sgVKx23WlAquyP6kJH9Yo+Hs5AtWsX1sBILra7Urs/GMwoDMzSOAXZfNmQ4dkyo/W79L5ol5o/0wmCAvylbXpNJ6s9cQeZxeOSXbT6T7ioVNomn0FCPjRQRrg6HrPvrSHHqQy6OaxDe+dgUf9W+Lr+DClYQtmPlR8rHeu3iNxrKHULXKu6U9wrRFTs0niai8UEH0DebRiw6h4OkCkaV2vcn6tq8Q7lNVESEUhVN522I51FnDwCMr9XwlEfDY3y6tfSWnvQAuDrBdwdvkHk3JVQFDwD0yAPsK9+vuYa5fkAp0xDko0j4H6G0X8jeylm/om95rRdDsj8jZwGbugQifwM1tfgBs11uzB1fnK1h0BbP/1h2bLoNZZCEp8BYHpi+jcBVSpUAWDO6JQ3J4gq8bYg4tv+MVkjYwacUF51rxZ7RudgxrPjRbWL/25OH/QZO3ukNW413trIo1ROfHwTqFip7KBut/lyOtDZ9p9vwSDhk8B5Dz6lCeacPODTvXnGirFno8QX0P974bPlTeAVPloMX7ssmAVvburrUTJo8LFJmYINwOE22Qcm2QNOoQ/YtA6Sj1hVip0Ryp7SYQv8Y7146AZlAbj4kKQt4qvQ8Klc/axU32uQBR8CIrKDLozYCXO2oj5GSrTV0h1hsrhIT9PZ/YR1fME6zzXMLDjUoWCmDneoFGAsEtD07oYx5H4TfT0FOPMWu10ygBWe2TCdJlQmzYnbXxIgHR5LHDiWKMce9/uaSwW29FcRNCPoo5w6MAlNqEVCRIVPIKPRHtXvaRx8SLGPKbzR6dyLGfXYv6tQUkuwId7na07vwlA7ZEFpj9rnyKmzgN+lwOTickKm2Tn3tWkQ1w/SzCybeUVbBLHTwRZ7gDW2oB8s9oWs6+fzwTuJHy2eC6QbbLBcJfRWlp8RS46W3mseAE25nNejaNj1Mqk6vk5wimwkfkt8iREKWoyL2os4Zjw8j+Zm9ouxJmJzfqtfXFLi4PiQp32gYKu960Lf+y6CIu/4YIwZCef0mpOfJ3+wSMliuOjx45qVHsK+5sNkXy23pvbYo2CtvnzruGX7tLT5ZRNmgAA9joO+u8T+uDVIpoP3wtuvgXVPZoI1Cc+fGxg/DwtMmcsCbe8P9nLetwhlIVPqOJGvHo9TzoMITY4O1TAHRFuPbA+LGVzeoopMGhRDlt8tKXykrhVRQmGxvHGJMFImh9K8y2wk4QkJudE8u/Vzy60utPnkBgSBNBsE7wJG+Z0hiITORgoo3zdF2aR+JRtLfNyHxWHV24sGMHDatEZi2cgkM83rA6m4sUwn/N4BU2xM1LSHczROkilMax1uLcJBmW0/cOfFEdwmeNJeTVlFzXtTk+CZD5Tx5dxR1hjis5rpfhxwZG1ZOpCT54YEA8w5ul7ozldvb0/A82UoR5qO63PhNlCCGHeXiZ4IqBUNzZtssmcFlj56elGAwnlLBa7vqZi/AAf6isCEqlq2QeWw08lzPWQKa+IZnKOBJZCfYWtYdMQ59tKGCt8AhairiZP+/FSnBeaRC6jY+NnfTTVM33xYvF876Z0b3mLAALPHi69UktgazWUuNrmWlBtbv7ZnFg46M4a88op9Ep0rCxFBwQ7C9leyVYQhNMCKXBYtMZGKpqpTV85T5yzxKwTZ0RFAmQ9elkAFx6b/3KLKO0lJK+/IzWzt16iHAsp15T/jQxQIL/+O5tN7ZriF6GDvchiKxC3hfp4l9xpJ5T6bmqE173rOvzsYFh1gnf4dFkUfJuoXLMnvNH5BO7WbXVTObph0+gzPhANZNUizj7bkEqszt5yObtzsgMapDuUv8YI/3HfCiVCvkW1fD34ystZvX1gjP4UDwtApiKZdWgD6Ppzh7Xrd34/b0/m/I2de1Fo/VN+/YfEudB6Z3x6MtHZpmA8YDC+m7p1Xdll8u1XGKQshL+1QfS9O8/UGlcLR4r3aRp0dyKmIHmGDAlAKmxfC5Cn6O+PGxnSJAoa0MEaiGLg+iT/WRHyFH2uQablRqReWqc2ZwMGQoBXEJuput2ntK6wMi0MhRasLGb5YBp79w8+hURAPmAfvFKjTQbza7si2AC+acC9Z/hlRjaE+/gPiupFgphTXLOA6reL7dANogoySWuMdUUSsmhy26a1gF6E/IjSufJtjlCON04hRxHqD9I9aT2VYyXOvFu0HcQvYQNj3KT+IejcylKcJGgfBjtMg1ty9Gdj+ulJmI+D5ythYEiHFXqBzvMDFmScfrZOCH1iOnFhowROVAPl+HVLGfHitMffTFXOUbjR0KP+5Fn/iM1fI1ocdzkO7vak6DgNWIPD8xnSy6qoAdpHZLEd2sZJrzF7IEVm4PQ3ygpY/6Yh8AHE76l78IW9h4l2QXpze6CvDmne7/WrVQbEmGcpZih/KzTkIsVMtul+LrncEudeaxrsMAtflmTsdQL4qpgQqWm2IwQxLWp6MzTFcomb13ivT58tskbprB35aDTmXrV5ZEonVx5MXP0SdUnOVxw0HEsPfzbb+w1akkxzQK15ZehSIzrIo4TImNMW0eIgEjDLPPkCpHjvqsYSCBzIfPQG1vnUceajp3lVInT1v22b0L+/RMMRRjjqzn3LEfNKR5IvXQmSBGy2CHpFqaV60O3oPKLf7PBFCH01aCl4e2rVVUpb81vKpzH17gHm56Up3Eak5Gyo3noO6C4BZ3/KmgxFsCFIdVFKoBXcJ0j7Vs5N3elFwEXDyeJWyEQCJvfM3jLmHiewv8qV6DOerFtRKbjLfzCx8WkBAqsl4ggyoiZOrWM3QvYSNopiFZ014Torp+jRDiLAOlZkeTaFN95bJbc/1CKrUjQPdzldB2TwukqFKgem8Jra4eA1BCTa98WoFj25ZI3qvowMt8OYTNKAX/iwKf4N74TnzN5TPcdpeoIqkxWsOoRUi1khJ4ruaaIw+Y479yKrSr062CRirtaFj1HNs2+sPX6TwkP08N6lJGdfQFE52tJOUoqzaNYuPIDPvtfYiWc9vqjd8FbzDtCCTYjNVcJhnhOQnt4vah0N4PQPcMBDgAktupzMBTl8iiSkBYLOakHb3jd7I9An2LtPjBpfTawFFAisB3rlMHjPODbmbi8dBPtPj9YuwBAw6xeaPt1qCLXDiEoewLV1cmFIJhxOYbe3V+bvDMI18miaz06vqBSo+wrcuhP2wDI65QV4KIfw7ep8Uvf/y+oU71YmvV43wrsQIxk2eve9xg4Cd3+7Dz1583sDoVuYPTqMOlUX2iTz0zRjNrzwLZfcF5HapOiPz8gzBOf3P+e9u0DHoOQZ5oaCxdGM6yCEc1ltp2yDs/eP9xH67di9vV05/qvEBIrOIaoGTj7xXbGg2W8GxCATJY6y5LsnisupnsdQ7rrNjPSD/1d0IblXXoyHsOCmV2i24COLONk9HXrKSNP7YsgwF23mYWMDH9tj/AuSSvN4nVggnY/wLkkrnNyTqVQW2b25rO+m4ZdDghLsHt1sZYyQfDLf7r1hQ4TUMaHINgM69osnl5m2Y8snYm0HQne7VweuZOYzSVV9PZu/hZgQuN3d1kS1TU9j+Z3ygwi99KAFVaMkcgzQIdpsx89epr/zMaA/IASqx5NKO8Qqp7wtMmG5HcCP4bbAg3J8V1foq55Li+j/vJUCsz3/P34BNtjcF00N1sB7qgSp/uK8KwBN/J0bN6FH9YjvdfR2eoaozFaLwL6sU+gnE0Mk9MGLd0iY1vGKlRX4excttNilF5zEY3VZPmeCYDDBnzuEX/o7C8ZSXoskvzyryyGVI/Wok/I9fk3a5k+2kK8HsgqdaW7+6ZKw+QbwBTsGLT0RHV3imcCQbCju5FR7R6lMzDLYRrPpwDErrvV/oocM1paRyG3SPF1R+RY8SmvK41VvQFk0Jce5wo4jmZDntnnd2An/qTDSB5Qt9BXUdjEWTVEPPDKqmlmsgnCB6YTpN3eXsKDhTff3daRTXK9+qwfgEqzcf388yUVy/69laY1nLa3+UMuHx5PYHIMqBV/dSDo/Ad4vLDGMAPeTQ3ZV8txET+TdhT66tN4Z5vK4Ea6U8KoS9T1fBk2ErgtixhmYMwcJHK1TyW3UkHWTgr6ky59fAJt7OCbA07ZVYDuapnr5HjPF+8LmKsQXX8zUQWkagncMijaL4gAviwBC2VkkbVvRM9TnQchdV+p5s2UjCCwWVKFKsS5SfBvYfMsU9hnkKfkO58YxfPHOUNYMlfIURY5UadvwmNiPgjAAGWxpdAczgv3PB/Da8/udKut0wTuHExpwHxhyfT6GgZ+/cg6buzNmy4tTOk1PqIDl2VfpSfbvbB3ZYIb0N+uK4PteTo/xquxeGJE2nMM6bTBoGobAkiGDCnjFWj4mQ6SJN8Nx1+ekyVPG/5+m3DadvQbFoDbeh0RiOalofq96l0WBalrywPfaez/XZKHByRN5F1OgTucszE78RlpDvQi1xRSf3erixor+FrwY6Yddpy4g6ZTSzhmzL7KWKMwrhVYnfj3ah7tP8l1fv6PXYQRrq5GZkaRcFbo+6Bb/+V/on6oIRvD+G+UXEZhb9m40wUvqn56+hZkH6aothCZkfK6rfjoGMU5WrRyrwsxfhqzUTd69Ivesn4cBN+JWVhEOH77GSZryAU6LT9t5v/LDHYvjdyE28MpAJFyJnmJEpCmG3LJvetw62YScvp76gw0DkKI4RIiDcpMzj3GI7nift/t339LrENeMeJGXbs8atgTv6ffEsfAXdt/bKvST9n3GTjH6kbScHzcmelmDsm7yD0kC+nvrp45zAmjPYg5h59S2PmAkFG9qFYQ4wrHy/YnksUB57xjDpLJqBibu+UWPToKPsgh91Yp97WUem6UfqJz3roa9Xf9s7Ze0CGyt+qPNtGYNsR0pyBUXtCJQZYdhotpWbkqrrqoHFxczVzsH8DRk6Oyo5lh1l+6DOzeS9Z24bKy/ld6yZSGdPHqqTjY4xFdaV+Ej0qn2O9hi13QQbM/K5Uo3KmtXZYtEMC8QHn0PFZFJGw1sfCzJuNhAcN4u0qvY5IOY7y9bRsrqewKv+vFGSb8fpS2jWeM79R6xSex2arCy0XneSO3gIduB/S9xR9hZzCRROBgJIyinsCpVH7APvHMhlnNGuB3qoI+FIhqlH61p3RPPxm0rkVPPImrW+ieQ5D8CwxQsU11uSAjDL3pbW37fHCtubL3OPDB0B6dMIu9xHW4hNi/02zw/O9DfZbnklIQ6eDRTEAVwxHzKJy4gjcQAAAJMfiw3FAhHit3k/uqEAAAAAABQ4Il4TpwRicg6iRakJO1RrNJzk5iAsc2XEAAAAAAAA1m+yc4POsQAV0FA+tIJQJEKmSQ5aiVSpFqSRMnY05jiCiudhqT5AJrJDULVY5jVH6Yd1SAAACdc30hB8H0Y3slQ5IgeMTzb024/uo+NlyBtTbNx/tOvFs4WDSgi2E8mdkITpiZx353RJ4g45Fm2j/0nyb8D+59AH4k/vaXwU9LKlW0eNE3itn0Rj0ZBmrqSd9vbwATDO0sJf0xeG6oNPMMY4TxjmEfLwqV3lONe2aS6Y30HiCV83NMzwo8SOYJjG0kADB4sUEAACa2y9q+duH6P9v19OpAsFl4IEFw05wUiK00npxAGiJnTqeffoTcIv5oaFgU7Do/ZBOjoszbF0H7kOii+h0rgNXxG8Lf5EWR4eZUvP+uLlS4uT9YNf5jxPt5SsFJJAV8FXRCzM8pugiabiXdsckyerAzKsWEqY+7CVLNXAAAAC4mHNvQfwKlqzo1tMuzwuMyEegxadL1h/tJ+0DNBLu/kMJgDj+3mkBvdOexLiH4PtOGfh1QA4v9edU+JH9yypYDfR17zWIpHsZAO+vBmIDt5plKRGjHF/0LQo53coAszm6/rde7D3I4cWyJNIQ/0qHbqhFHfIt5ibCS1NhJ2dkpjYIH5YNBJ1bmy823kE6MHGqHkJYo1tSaFOwLk/YKWaTHSDhz3XVmFwxFVFmj3Kt+/hwP886qekvrFQHHGsSedMDBlWO+AQkqXkmYJYDuObl2RHbRnFbPPXUueUEDXFvWABsvFWicsibbZultafwAE24mHsZfultfnlgc1cs4Urr4a/UkDBgW5S8fJ5dDCphW7dshG2KqURvcUHFrRxhk4j9xlT2+9E4l4TFy/JPJnETCk251xYj5oqXnZdGJzXDIEmnXgWfH37ZZNKV3Qqlz65mZt9DAsESM3Ot6aVFrdwFx7bNnUygfNtDL21HvOx2J0vtmYtOPEBT3b0+XkNGifaYpfhFB7qIyAqSx+z9U/NLtBrr1nbq2awxibEEGxeBJ+6W1I8O2il55AUnaZ9OAIVWxmDMt5MOebCZ44r9RwU3OVZ873lXVyE7cEfui5Dd4kNkPKhi3YDW8OPa5DuObWLDAMM0wdkA1bnf2Ap9beEiO5qefs2Stt/trflrhzEO1zXpIcZtcbyHzMIliXwwCiNI4FEu0gSuZ94kt3BvGJoASe1ceGscuJbkLRJ+KRAFXNm7975I9+qSTtxf3B6/7W4Ljljy93T3jXiGb1PRHxjDF2nBExN/6coXAC/53BxWb2Xbia5DPNjOq6S3Wa2kQ7JhDD+4qSnA6YmAgbz6oaKgjKQguKIUpcFW/qJrm/Cdk+WNzerFfJUkyLzIpK4T8Mx1xiuagylb2Vfmukj5t7qXJdx4kNqoM4WaC7AKHqgoPwAj8IjioWvHa2T2UKVv0sGl4KXVc0MPoAmClq5kEy6ytzeMSQaBkiSpgvCOaWa4Bjr1RrbtzvVQ+TZjUjADbkc8Y5wHMXvXCrZk5oNMX1P2hCdUDraZSdMqkpnY4TUMID3364nGC2QfjKeODTbnwchGtMnFSAJpWyjdzIBn6aX7jH+0qAAABbXT/Oe3kewVYgvIw836fBP8qQ9ISbvkpN5dDp99AlZN3iIXaEjDPQgSBBL0s94pE3xlYsElLivQE5xqLOArz5yPlYAbmrecM5FO+o5UozF4PedAS/PBQYoODPI4OXimMj8xg7fz8aX2yVtrXBzFNeKG/+yyoCMS/uLajTia+TcmBq7rucXUwQN7hi5HhVFnUQ+ujJYBfAvA2oVtatiKyour1L6v0Z7F66uzVyKlXzb6vw6gaN30/afFdi2GmzZtplB8tjIQbg/Ku8UFTFjH6R6I/3KafpwvxeN8Mt/950HFUwN5epZYW0u+rbk+ysDc9mb78iSzdYWLSX0D9tbNTK4faqeNW7JvVmWLo3HF/ryGmULtXjW/BbAvw7+yxJu3LFG48ndq+qBr3Ql+F8MAGOlc5E+rv/c0nPDxRYAJxoICmaD2P1fPXwfZVa8SbPEWYlwzWD9pqMxHP49c3i6hnBBAnXDaJpUTbNijBMqnZxLxvYld92p5jznsXLWlWm8bqQ8S/5NLeUclj3E458h+QcDdM5or52HLigqg84p4J6aStusfWV0gnjE7A7HrRtr5C5hUY31sgU7GO+NklXAwXsyltweADhUnDJAq+o0dCYypERHcJFhX4omnFWXjmziyqTvFyoViTNuSuI/1Njw0lNkJ5mfJbbS1wrAKToXlfEz2/7G//NCY61oYy2RetkTrHhLiXeqo/yBjy4rO6JCPd/EZikbwJcO2b3gKzpxorA9+pH73IrcEc2KpQymP+33cXsxfqEXY0GSh7acsgjZ2PJaONfL5d8aaSaRa1MATFKN3xuMqIVYoN3FfGhW2YkXeyCu4VyD9goCLNXle4tN4qXpiNtjIfk+MsYJW5YStZhSQvxYb3E1Hk/3olFX/x1vG8XwdailqSxMacLeZvnwrm5HMn8hw2CddH+uvk6lJhfX9mXG5VjLOfceyUDyL1tQzhEc4epyg7InkSxfCUYYugXB6SdrAH8F0NCJE+8k+M/jmMUoCIWZHIpACeidF2s6jkToVmjQUTR7ngv2rL6ns4qwlLz1L8qmHz40kegK/7ST3HUTKJDHM/0HwjzKq+umNbGASsHQhG6mQWivcIqqZXAO300BDGLpwZU37dcVGLvoihu3Uat1NR6RsXKga1m/tW7rzHyWnmUxG8ZKM6pWlc3O/nOidxIY0HDZAcBbzFdIj//l0n1wPCY3G1XfVeLqW6R1DR1avuHXWH3EA4+5yqRHutud6zHN2W2HMVIbldirwYDfXQ6wjSXfv+DABQNynGTohejr3cLyv0aCyoZjRkohn7vfsMuFTAbRnQ620jqkEYZ4vG7CIylvOz/PB1/AqhVE1dMwq8UZYpAgyshoCwNYUmF8fQWhgIIwACZEKNoug8HP8766jSwPYUIetBuXjVhafwRBn6x21GDQTSllHDHAmppTD4/Qn/Rw2OVaF8syPCRSeOEFHSueRT96PPzo/khzgIz9ESkveWcAxCG5YE3upyOBENwyz/C8+TwhnSRQivJ5TJF1XVhA6E1RZBIf7WJ+EJvHOt4jIKJ28l10Zq+fwc/jU41FROvirIhnq1XpiM3V4sFx8PuwLpr897q7KBcMWxAfLx8n+I3l9wCkcWnrTBDvAvrLXYAvqekCO+Bkx/KfUDkcKs07Dnf5kP3jZQpIUc8UKDIjq+ZRifTGCxLQa/3GVj2jsVdX4lod0ReLb+w2HGrfHElrT1UKx0vas77sWMGNjKzG+921/baaCD5pH2lgh6X0Z/zuXyKZtrnCtznIyrUgGojdYs7jpLtSbWcmw9MABFJHtoevHtyUwN8z/nmNnVbwbXYt0FezN07zSD5Pla+WYFeDZGWZi9ga9yxnXoE7PAJnX1jjGUUM8irYbXKK2iAmo5tJJhTG5RtPCKZJPRDXaOkqntsPaxp14Hd5vhw3bP6TLd3zC29tjnasDySOZAUAIRAYrYODsXp5DeQVgzuDIA3br6ncmuyFeQJiEye5JJu3McpnDWzJjGpFHV5r4WYCV3wicqN9j1zDdhNXImUEe+uWhCDDegdHXb5ElRCzQ4vfVNVgAps7xgIXWD0h7Z+5O3YM/B9BfXd+tvln4mF63WN1HnOXRKeBw3rDxG+5Nzmlkwf+EsUMLqV+Vwg1S9V3gfCaahm+7X1M7xPBhFadUz1/X2GFdKCJye6BjnMbYTupeLX4n0V1zNLAqT5ozt5/H9ke1YNu85s9dAAAAAPJXITwwoiwJJyHoAKCJUtDNmSDf79GRBHXhEHwbJXiN7uznToe51lsiYn27gjRSuSpkkGZfVSZ6GambtxwX1ExlyYfGJD1GHBpEWYIT8bYWqpx16p2GmWPhrUMJSAQzttKQCGdtpSAQzttKQCGdtpR9N1P+K3+GRGEEtEWlXnEhaf0PqV5hv8Mri688mYFgpZIhxmVUnZA6/3eVJSSsLYO6tlFMJ/P99bGD+93RI58zthxiMuTgNT4EyB3jBmBW0WqGrjoCPeho6/6yDre5iU8bAr0J9keVilYqVgzYpSP2fQEwlD2ZQMt472G/zATiRxchrnG41wtkaYAAK/wZZAXrEj35pXQ6dr+sNqGyYxGcJW/bjj50DBfZbKl//age5yacwQ4epg2KDymQIGIV2lFoXyqrpKZWLNuMJ/u1E2taSOnRPiwRwKBxecDWUfYvxdBQ4A0xRtQRBlxdj8/QzVtGCBjrP43Gp66acZOBiIAxiv+4LRK6Tb2VRHFC4oItMv+I0aR6qlLg688ojnrldGJwQgf+ZavCuqZMJApM8qBmjod9Th+O5S5pJ4QfxXzo2vEWBX7xXrPn+DLDsgbER0wJZwyhFLohXpfYPOFDc8ywY+3imYf0V1j3swBEeAPhpVhsOlZjm949SdEN9c8v4n+MDGzRtkriwMCjkosM7ddZaPpvNhWh+wtOXpsO8BumiOup+n03WjYgS5kBK3mfXJxQJNZ/3oJCrDuoB1hgXpKReWc6wB2febsN6c/QBu4AtXWqWCZfhNZ99XhG8nQ4Ejh0aBq0A/FxvanaIuj5u8rGDWyDVa2LzphMvjCEhnO3T/lGYAABued0ZgjQt1YqPM9c28dsdPqRAtymgZ/CLdxOeQVHAAD2zK9Q/9xahrLu5/JDMpApUxqrJx1VUw0L+ICY/oz5rvm90a/2rNgu3xTA9aFsNYzyfIohc5aWMaUwcESXQNrtKQyqFFrscKQtB4VQpYGmjvOjhMHWxgsOY7P9DRolurCi+JOUhA0G+dvE5RlOL3oP83Dq//godf4EuTCzRpdXeX8sl23VHYQJks3hIOWSiuQzPoXAc+79ypteGuQyDXmZxEj5eUCUj28JMY4QwZlDoHpOn/YztvcDaluVx8Aovz26VysvcxdMIX7ZxQkTWIpTFbjxvOUDlqAKRu5sKKWKOUn9FU1XXgjmkgl45rCRUnhQ9V+qD/GyGEhIS+sMw2RwcB451/PnjerUAvCs1D2AobXRe8M+VGy25LL4GIpfrQGBgX9c78k+9tWomzSq5mHHQotkbiXcl9HLBUZSd6HENTquY6InJZgotWxi4EeL28ZxEJ5EdITVfiPz5onsbYPw45Q8D5CFJNFNAHaY5EBmihH+4310sChP4XwYwznJ7Q4TnE+9JHRjmSWmPndz6Ov2HAWT1/oYig6KTqhkQit3DUOEjVYiDN3x4m/8/NhYXnNMM9oleN9nOs9ggMrY8/UAig4ORRFVKQHwUCptKS6RICHUQM9XvXOs7eteDfUw78mBFrAe4fs4IXpi2QwLxzLLylV9GfbHEdED7prmezvTFPkelBoaaGQbPOqhBMJ9/PJRdgNo3be+rYznqpGK098PhjriEt+0n5MCLb7AyQg+hS1o29lqUsFlIWOGX54v2zfH3qwe9C50nSxnTj5WnT4JYoVQije8Pnf7GU3tbAPBt6QNxcmxAg333VFqybtelWP93kN4F5J+WRz5VHRm02mEvinjNd+TZiMA7y8OBjwOOv2Bj3bqX9juJ2Yq1Kp3iWEKW/7czD8wq4Yxbv62Fx/wb/TwHpStJC/l9L+nLPiv6sH5aoPKkhXYYYkA+eHKVqYeOr1HAym4qUJls453Ig6OMzRYXywFG5RA6LnBeVcQG6eJTEfdbK5wAJh23UKM27P+xmOqtbNGhu+I6W9TG4dpb1wmpZ/0L99oqXtmPr/k6LJlEZDNT6CbMh90Ze4/JUeIDqKqBX/4unr6+/9gTpDH0Ffik6JYi85ait6Uepx9G7DHc0jHZZZ7ww1csBRa2ryJYBtOfBsmm5opLTnkEWY9aKIokH81FoquxithUcnu6JooFYKF4UKBNBNtl52mKiosRigB6i/4A3/XUg4vrTZO5LYBlq+AinPrpWseHHPqJPhSR72h0YIGdbtsbcxoqjGfP90wtSrSAhH3KeefPBf7ZBnof6nop0lq1+HUc+LFrb7HvIBytmeQisRKuGaW6APLfdtmxGIL4zYesMqctJc/g9BX2FPEGVmr0ZSQ4ojWyBNve6ysfjiFsMkzGwGuY1werveJ0i8Go5Gf7dfSo4jTMuNauqqOmVRSNWqfSscFCoaUCFuukOj9lB1G8MR5omIYVk2CZFhxbIilPknZnLC3mKOHvTdLSunlF7iNC1Sa0e65Y0Hm8RcTH8PLLo3z/1LKAvtNE5LTnUpQtZIjDz+lSbBRFruZvID0layMhYfnpSjBwQVz6rtWt2w82c7xiyjSht702jcT4Wmcrym3sLK1RRDyfWPxHyyr6iYXK6BRIWAF5YMQHkh3yIU3FT295/6Er993Q7HvuI+aHfld2Oo35SiHgnAUDgdbPMAfr1567jOS9QMirwJk2w/LjdrVPl9nA+8FvWn/OPT/nHp/zjcxFlEhzpPfOxKgHVomyhEIIV50Mu/rrPBA66SPWjZI3DNNsYQl9APO7B5xihmaqnr8UlmPBTflIOXKVAuEtEyAVJ3k4a0zDSj+3KEMHnfD0hwOPiOdJGrgAon9N0ke65Gg6vXD91y2sNJRaJZj39keEaS0bVTGE6TZBUFFC2ZoHtl1XVByl8TtjjnDZh8xmfAht/E6AEfnt+D5ccX2XUGHrLZA6nZaoq7MUG6RgNo4k6qxJm5U2ZjJIXXgZ9Z6GrGD+xo32y6e9kfWyEHN0wdr3Q66HNdkscvb+jQ2CQrAG+0rl2mGekOrj9cK6s93ed3KpKQx1WhexyVwdoO3ZJAs0ox6y/sIp4KzFjHXbR0zDsDrnxwf95Q4eA0j8mbik1YeJCmexz9HW1cp57Dj2HFbzQdlbUJ1H27vP+Fh3F646geP2DP9UfWkdEvdU469Lb8LXBvQux7dBu6dH3rLhBSunxMsZ3b1OL44EJcgEM5ZfiTWcl++B8VIJrH7jZSy9AFzv+C2Qw36nFnMB6l+DbJABqjgqEKmEE1qI/SwheASnad3G0AMer131eOrIt0JblbusgNKiqth9shZw+CX7GNxMPxgPwdGiLOBEm7E+n8+APu7+nab79EkFhXSjWuOfJjRMIQtgSaITTWDHHFOIRige78nFyoc1J/M2zWfgROSimSJk8Y2rDvvS1RHnGGy5XWEY/GLf4HORV740dQAda4Nf9CWsTZ/CjcSSLGpiTNP2e4Legob/67HIcthkfSSuwpIMfXNY3PVfK7wSNy0h6WUFYgwClrGRLZbJL5vgDTJZ8v694bedfkojRdXGrjoZnP/MPDXCNnVN6hGuOtB3oYjZp0rlABNg9+NPTi6XS2WyXsVkKhcKBCiKgZXKsuDvIWKky7YgajmTu3la95sHqvR6IxrHuDcq1OWKqN0dm+eN4Ngz+cEurJejVEu4txKM8Wih2Naw2Z56VOt0ONoLDUWbwx7KewI68GGZ8OCDT6C17ofLHMOfcnozs8uevrh0KG7x9FbX+askD+1JWDcMpvz1WDeYhfwyKH6bnxoF0ZI6cAC/P0vTSgA2zio544OS1F0t3aiYYL+s2FlZPxS3N/2o1LH4OPZKnapYRnAMAONR41le7G9T64Hs6AWfMLlgGJIKar0gQdqFF7X4ZNRJcujuEnlUXy1bFBRgkgb0LyIhYDPzGorMLcAoOKuwTiUNHzix3D9AauSUIlkwUoiuKEEmdOWjeq8xfZAfrZzgHaYt8dkCTm1QkzNs3clAoQHLmYSHFUs7de3wWdDgavDwnLR+83zJ9ZqP+XspUTqaseMrkqDpCKUVrzYDuDNz27OooutkwtvD93H4ysYQG+rSLachemkXpWhVVO/udOXx9yz9wSwRz/uzkWeQbwA95aINe3KHhFD732wPinERIxwoNp0HsvVNjCOFqkE4ywNvAl72aVv0rGKVL0P+ZpLrE1w+hsoVD93XcBoZqawWRA/TbJlfwpXtXNhSBjAAFsea0Kt3kOq6tpZXdNipwA0JkehwIuY/B/d5B3oBU8LX5m67y5IhO1GGf2ZDXhpUDSKOCVQWN4O+rKLlWct4LTEiecmSs1vngfT4W6mYu1AKNU5bHyu2am83pXfkZoq4tE36DJqMcbQfJaAaVeDunbx1L10gwPfb5IGmHY1PByd8EfY7ZsNhsXEAjAAu18d/YHz3LiO3MXsCkEJ5ia2+gx/oMoaLtySVRSs7mPxNwVCfDA9tlq43+5Qpfz151ZzgJ5MEaOxfsPkAqDPTKBBFcZINvzojIraZDnhylAeTcLXNplt63775y/i5m9voOrOtpq70Uku+Ydjfplm0hdOrVbSpUQn03PDORy/8rBgVKy75SxUFLbLs7fTLZu+zJTaLe9RQ8d8ayfbymsq/12k5oy5+IME+yY2BRBBsaSD0wHhySATs7NhPpUnEE2qwXMhnum5o6218xfsf02LkLvQMe9uMcVLZ2lJGqrxN8wjlypLpBC9Ty14fXY6mdAs9Cq9bjL2VjgkKdBGZGmmJsfmQbdFzNFi2Qrf1xV7TwJm2yy08nSHU2Xpbn12XvmDrLEY4/2HBFg8fKtD4YupTqeZymLNVXA/7jA6gJeFzjoLHFJLQ1fJZk7XookXTES2dFdu7piNsUih4cuUqBcP2y0AqS+NQEM2tZGAbPnkYPQIKsh+R6YB2upmgb2pXZkCauHPwrSZ85e6NT1EZejJPBW+2JA8qgW+PVE7s4mcCtnKzFM9RluHT+gQlnf3eW1Is2ozxcTu5Hd/yvuzEiMPp1z+bAPtyQAZkhKTgiraNgw4qeUukoMlexVbPclzPFLTq3XXGzKn6Q/xJtyM9bvASHMWxx1sNZxbAZeNMwUCP6UjfhVIySJgn+VEbEyBN/L8iqyRJWl3iI9MrxWEKsizkvzvkNBIN/02fx6gtc4Vx6qF2Dt4rrUgc4EBheYFVyhjBQq06YVgZwGeDChpOXGDi00NT/HXteqklptAwzcQaUPc2KnPc0Jrw0Dv/4lkLYAMuxI1ExSzaHP9/YwUHfyFgFdKhKayRA91bFz25uAF3L/cKJf7iuP+LKUEdPcDnGgCoshr3UMUpeJqFCwscwoAAAABg73pkHyHiINijYW9H1kenfe+ieOyH2NL+W1fAzuPsZkMBVnd6irr5wilAzDDzLTF2+xULMTbFnX8a6mL57cFQqBW4N2WomtOi+toaGmPbrzZ2Lo3lCvg5qWjvu07vaX5W0qPslJa+bAwIcomI2xIgxlcomAnlYGhoMlCS+V7ODcnqDusRRp+iyO1o/kQOcWksjJ30Zo7++hku0u9oYpFpY6ZWhojSWgh/ENL9ybuC3qRkk3u2gcKR162hqSNPoCBHYx/9YPExTZScfbX33vREiZa8fZCB1Vmep1ySjzFJUs9MsRH2gA8e3LTuqoVclUBb1kXBhARGV/WYPfhRnS22Qzkwuhr9/J8eeJ7TFOm3SPLgcii7rnST77RFvXUlzfcnh9dkGG/yNsTS+0jmBlCUY0Q7sU+L0LkidVk/CDs0m1gGL71pewltRHFcd3cS73LjNz+6Pq4XsYCPGcbwx3OMiqrsxyKfvcha4v1MPBlgRZs+V+uPlkwAmX6b9ruB5IkPLBmXxYaG0IjeH8ruyQW0WAktf8SF9X8Re+hTFg9fOPQdU5ALtA25MhoEV5VfHzNob+LE7TsTQtBVqCDA7dWdesj156gf80uexm/cW+5HHCgf8pfUNWc1/QClnMQTFmL+jVg4V4jwmcSLHITOYDicKXaxJyCHzP/f4tS0wiv92ZQDk70feypZZe16nMJLcfEEbcUNWtfbP5i4pc5UoeWJJ46ikFsqlp5URFr34jdAIza170Lc+LVLBeQiZ2lcM5O/iB+Fs0ITMsk3jiEmi5R2MWgSQ1eJ3BWG9iuQ297+toMsZrQiI1r6rU/u6f2MVAhqhWvTpSZKaOCT3JoZTjGMA6MN4orgdXzyCTUTJAlaHTmP2HfwNFrht/EGyPGwbaVgMpea05bsPaRMteN0dyGTLSNoynePpz3bcakQe4zw3mjo+EXV070353cIVZZ9usN+Nz0hnMD9Om6zMX49aJab0H32eow79KIPM4/cd4r9SQb73gpruA4LOSQC9R0ETVK9/naPCUkzC/qHpNklZ/mjXmzTKvM167cTxv0UuEpMDF6wpOwIuDoik8b/k9U95Q89HOyXMzTGrb2JxURlMxUFYH5nxAWYWKnhiS1eCHBTL2iGv9Y/Lwu4yranwU7daVptbBG/JA1w7xsBeNUPdUTHktDEipEB4EsXTXQDltuBl02aPyaxhdRbnCQGbJdkU+Dodo4+3+Ba+ikvgCuXn9MLKpROJ3scEYMEHPLUr/06CLYVN5HWGbpee8gmAN4MOnI6cB/9QRbfLXe09JKSuWksvwQwUiPRapAE8mekgh144tUCedEw3610ITGqxUBBhLlIASG1gCs7V6XikhnoQ/wcTdA9opvJqFi5hb50lR2QwUVsxc5qnJ8TM+/6Mhc+Ta4sZjMm540qaeG+9lNiY/LJC9+7QcnCgChrOehws4LPWznY89tX5YPTDj4nx3QA6fSLALHgerc7+KBdBgH/MluDxmkGzMBwLbPaOtC9/7EnYBF/EPLbv2wmOExCBSyT2M9xRCIFZDdgwmR+/nXTA/Tz597Lj9aeAOmBEwJXLNrSyomDI8oDLT36E9oGoDfnNe0ryUV2iLrkhpf+rb+KlXPsoqyODxnNy27mWdV6aHVQBcLb5WZ730Y8ty/pbco0Lj/9DiLNIluFsrCD84ONPeypcmaZU8/CnMpovpn4fltoAJ/+y0JGfIK1hCiZTw1eqi3BunsiVWA0tapPrqQbOWkHCzxTmFsjysZhiLgH7kmMmGHpGtBD2x1sgKg/TVBsTHvIeJylpqZ0Q0oG+IhWm/b7XtgT2eGqoefZ2YvuLnBTFBDNDDw6ybgYPcKn3YX6rYWN+Udac8Rb4IqairkaYgw/r8X5arY05LU0qIWc0cx8Tw9z7vHuCiracjQCsuW2MF5UPQepyldd7I1ueDnOzJ+fT2jIEX0er1io421X9gGUdVNo2+GroLI3TQDETx2O6zoC+E/j9GFXj7miLu6XTbHuoomRE9cT8DeQto6EUiN6BbcDDAxBRK2XIupwfuHCQ7X/nHWU7mpdUkdCQWY52dCoLuxTHJMAkW55aqEdBbJuKt51WCpMVqEUuk4yCzn79AgT0OVFuXblTpokck1gKgUCzeshYu3wJOBjo61tZpBy0bpXU+VRlM0V62q+nod6h3I8fiE2g/SiQtKY/Ff+QOOF1/6y5KKKlvtlVR3BZrCkPgFENVmjvBPjI5WDrSJIbyXwBTRDNJjVW2zt0YbhhIEyHs5dEvPCDAIASIhR+xDBkuZPsNgJg6Ae4GBF4558b2xLITFHw2fUwa4N9aGzmm/6MAmiRcrcgLMLx5Gt46YGkhFiSl71nilX2ASAyJTmxWzKS6R6REXMs8p9LJpQ6W6E2Eh0/6Kg1YLreQym3bLkD8kSVgyFMVRsS5AbD0R8FPsEowISb1hiZh2Ghdt1R5TA0DiF9fdsNsa/qzusRXLTUuXF08AI6+nZZfRrdWm9s3j8OfgwC0gGcy1M6AVDYCWFAkIfW95wxsf6LFU5X1d5JD0JC4Ccxf2ETrqfKyVtYBN4HVDwk247KYt6mD1crat3hRIjDsVMLatyIzDoZ4YM/9mO2e0Hl5yNvACtlcUsAxt3q3k7QVQiufbm03Ua1Q1x7kfhkG3oIsc03SjPgNEmLzsnurkvc06s5aJwF/d2FRkU+miM1YKgHlQOrX0c691/F7uYfRoSBID5KfXt73Lb56CQn1QFMiGB2tqjxUywMmZvNsQmuNfHEFvgTeOMiyPV+8UKgACL59irf8Y8IVmxQMyITRBjMEZncYaOU5T9/HXFlJpMFLACSnOscyawRW0CdgJ50Y6WAtK1BL5rpD3B+Rr2mFM8/vFj4P8XpbxAOCmrZTvxZhAmp6H9IK/e5vbQajISh5Z3HmpAAmcKsO57VVweVR2EF44/lEaWxBkYiD9r6MnndJORA++YQRngPT2qVXIHRp04LIaphKuWY/P1HCEi4wmW9zmoeHryM2ipzOPjLGcD0eN/+NSEWAX13ZFynioMPdv2+V+p7gCWSLph6E5ni/QwAJgsuZkj427F7YNQ7x7EJMOLiNhsHAEdrNmGC1YGck4HLTjtu06sG0+HotBgPDm/couMqAWJIZafwQeDveP//4I/c9njMA6dJjJTyzwEzJd0qAZMOwJnLjMcen3dLk7lpxg4BIvt4nYWmIev4KB9S8uQBL/Qf22cElA0GsMCsa2b2TPQyKqmbIQ4y1KwV68FMzsfCRYLX987vXvA2H/u51ZCT2GTAnTvP3hEG6pQocKUfNXhLgNh5hO8nMf9rce7zNmFZY9YAM+rMBUTKwCYolmaWDceUYO4B7z+cyKBsYx7iuD2ARPbKyRq1X5veXqz3p3KZC46yH5pZHUYigl23GxrcItYIRU7JAjfA4ag6X6/IzLQLbZrPIOF3sZOK5i1JrleLn8kbs5gW0pcwCyFKJqZfcc1+rv0xharXBZivQvcc8GsaY0FdpoUwF9oI1s75VtSDgcl7GmOs7BjB0t6ANO96dymQqjUOEHbjKMHcsYZhFxNr/zjgh2C/WSqztVZcMl7eL0XI0rSbDslBdgWW7s6CoXE4wKOPphS3Zm8KVCcDFIVGFIvIqDISpOkCbtueWkr9LxPHKPn9YA/7RcFt+UsqCY6hhziscRIltKij26VBEbp90Z74fQGZfG/aY0Ls2I58D5tvl7/e4vGXxl67lIuI95dXu1k7ubnPRkY49miJA14v6XwcLMdMpbwKkD7TsX1tSBIUWghvTR1xZv1yRGHUfeHHMU9DjJU0LAZTdv8uf5UTJc4SliOPta/pJ9qBG0wRzvdNfUivjqGS4DsWk0E7tmJUMOcaFxUnkPDZfJvdco73SLTUFDmuj5oIdOSpnl7D8u1wX0DuoCqEddaGmjU2Vz7UCq61gflOhyhAzFZJ6TxVV4aBOzIue5geNGPQ5zNgY08oaGDPcHtftMNCX6xoczaxt5o9G7XaNLLuA/dl/5pGdmzvl9SnAh2WnFYlMHe/djJayf9OsVW1fvzrgDGJro1DDQI8seuZ/yWk2q6l6fiXITD6gt5xSDKiVRcxlOm/0YC4/9AHQ25DvPWgqraP6ZtouUOGrxiRK9SdpqtelCIP/rVL0QI0vFIFRJVRf+LI62JnVwINj86p7gKEuX7CtbcX0iMJXa1EUrWho6JEvhdRS3KcThz7+9PEY5GhxS0f2/5FYCmvBW5WqQ5MOfVVkKMW3vZdZg7YKoONuaYHgXBklKmR23QB3GjXPfhZ6VHSv6wJ0O0maMQQYz8cYjsqbFIYluMZIT+IclSVVWam05dmBepztf/ekrQUWBeAof0MYHZ+Mrv1VCCcGKi5XoqfXaOAiHr9nVNA4zRuERQ9iwWCAVBSwyaGxhLxB9kFBAhhNxhm4uKyNF3L7iQetNnI+Bf+/hTF2/s69Fg3ohT8fExbxdwOMTF9WafUj6Tlm4NJ8BE6E/AncgQ2ypYdslkb++rAN7K6CbMhZ+ziaD2Ii5lwNhM+Q+f+5aRQfVK4sCmWB4xE9q+RN8DkyXvp+a0QOCtTd9ElAAV1xGH+qdiG5FPj24PA0fIVf/kpMltklctko77q0cr2d71MYluej4oDONaJIlLVuh5A4hyOZVTEKY6TGLLJ2+TdH1f4/BKmcJzKv5Oc8wFOAwmaQHnl0KjEKwUIp49eO50lC9dxK4EAfMQm6HpR0cLwbDWKEVeh6hhJPj/e+uNVxmBxl5hmbxpUkfUGttUAkafmpNGAYKrM/GNdMGmUZZ2uTNN91ymdsn9ktJy0Y6mVCHFIiHUFsohQT4RJPqNnjKhSFOA7UqxN7yYo6vFges+v9P7IWEsv2DIozuhdaKi292bNdo+aeib8qRkFwj5u261tKnAq6UCS5VSkxauMGUpbu+tEFMR643Ah8TMtRxikDfWSV85GVGyNuCD9Re7gxsnfrB0vQ4BJ071LKTbszCUqedbI/WI/zia/rB3zCfQjQWB7kKMcjzBPzD6xTmiPnQ+sg7K7zyoTloQ933IArPUucQjU1bxh01z6T4FaWJSwLCBchDzCQWffBqbZGgEkvF4xaGbARxOG/o0tX4c2hZln5wE1ihBfqsMh7yznF0NThHEW03SYJZ85f2uBkqIhmZj4BoXwQXJTomrVmpHM2vgdeFkFtl2ATrGEi7J3qqFd/8BJax3IICN0t0BDSjIX0tOVjZt1aWo2y9a7g5thvVet+EerntsQTWVBNUhbSZPBXOz5ZrhkriXYn7WcKn4Avxj7r5z9yJDmQzq8NTKQ5BOZvmROO6JWxBITgNRg8v+8Wv1rVnWiwmkyZjELKbklnXd/wNg/vkYlOh7SkKhTQVCigSpYvxxWDUJxDjkjXNzprWqkZvQowKuwaZOBFSHu3LmaO4uDkpj5Qy+ReI68BXVw4AvHOd61nfIV2IiO+fNcxuu2/+h+RJpJ7NJDaMyKISj7YPuCqs0WLIGxkjRLEu/EwwgxEiBl1VTwwJ1NttcCVy4XaYixWdBxjuJy0XVFCdwxmYNPTi0JA4nt+dbAhkabUaAr8LoY8PRpQfVvE0mbQc9NOYcTmlKktF10RbCrJaxiYTYuV+JE8OhIF2n1E1RwMi7HReLgUq7/9F7/JtzbScUwCpwIOtxELC2gCTVA/aZ/bxHZbg5e6aOM6qiRViwbxj0XvPfM75bxUbH1El0iP/+XQE4jBlhEM8g5O0TvKriW6jRP+y7A0yEFad/XM7FK3EI2mPBvFt6ebLYsRpFAFudJjctCzlJXslcck0aKLTPboa6YZZyEKcDjVoLN5e9ZQ/iZTA+hXH+0fmws0BTg+ENc6VMWo0QpYvp+nbvznbgJ/zsx/5jJV0tMZiqe6OC5fcogiNED7/zmrvfOrep3wsk9NQVEh50C03Sr8SYfhafUr6CzL5SDsY4YvwJUbuF7In4GzMpDDT4T7irupXRICq34ii4cirq9m8VkWbpIARG6009bR9GBE/uQKvKPnuN3/wFIo1WOl+Ys7dISX2cH1Uqknp1O9TSjlRbQ4X4vNBMZWuB9B0xg+gcTOzL7juGZ7SL539erb+LuCT5nG/a0jICvS52deN2zIYXcmbfvvqTsobRY62H0iJkd0OgXyg4xDYXlmm+Qy/HbPqwNzYTGNJAWqTaCcXOvW/fMIavQFQoEMPh0EhW41rWBUnqKVn1johwG/HMw0gHwRRL27yrmCPozF6CZYiKYAyz9uhmvI7Jwisoz9a59HQVnoJdk7GLk6SQAVrrpp4t1n7wXYyR6GY5H1bwj0g/74uRoal/sQcmjODfgfzUNjaZTj7qALgSfhlZ+hobQo6D7mgDm6aE+BYI09VTF5z1zMKhZKqkW1IUtMA2UvgnYH37tgnu1yj+hHlbSCGxHWorhwVzJKwfgWT4XScfbXiR/G+u/pCE5CrCQgJcZLJzMCpvOKafYF94X4UkZ1uAJYX6szoqZxJHT9WCfrUY/F7ka3qenH1Bv2+a65dqB8wmhCDGrr7Z0JXU1h+CK5Ij5AQjvU4FbMcOqtvhJO/u2hsWoLntMvJsr7gFCCe3U8lXBKPXwXURrITf1Mpu1Rm+rHLE1NoYhQ/blgyUVgwFYUMNOC/td8e9fqzh1FjQtR+Z/HN2yI1L/07fKu2aycmUINQC5QKhBFLiX3Qze0ZmYqdkUR2gAhEF/xAlFuomNScakPXp5qRW34S+RE9LmkLXpLIVP/JZ6GIQQ2ivG5D8+l3usev3SaECxcVzDL2aBYsRHlBu80ovVSIqGdmdjfIb5viT6v9HlavLkIlbZs3IVpJ8ZxaI4RHhypAaKjOx1e8one31Ne8BQkWMgtwKRFmz7XIMdRMR4sjd2IhC0UgdTdhvXBcO27q6nFM20FNrcCn3ms5Mmci1mRohgszpEC2QQV0x3i/3AuZK5ciKST8083NL94iY3DyPlnQMrCv7zn3xNzCQlbWUEtfAlv3kqurqDONbB7MmQVbXZdogFR10lWNHlkuxb+5sdzSw/g+DiNirbWicRB3whqAB2qAgBDNf0Dbu5LYDDptDie9lmd7wSWT7B+U2Mf432X0s1jNTX0BZnZbvTT+np2JBIPO5CBIiV9YOXqLT6gzafzEPdVFjVtUjR1FrWq5pTLRkvgEKOYbQSdAo//Umv3lOgjcBv35XEyKxdjtGYVh/kqKXE6IiyRM9/USo8zgwxvzuH9n6H6g3+rojx6X4Cr4XXZe8mVvj4mxs7wWt1aUkPQ94gpeIKWmJhnolyLKlZpg1keDe0rXU4jXxNws1GdO7Uivp2OXnp6u6fU7xQeFz9gnCFkooOhGqPUUK7dFK4ZZos19dN0kjEamXfgulPAeJFrD3KYSjY6CF9G+Vthb7avi9FOeOY4Fho2m0l8gIO2z+3IO13hHnkjRi2sI/MUVdbMLyGslolcjEwMEFyoQR7hZ0o5VvZXtcHvFBdf9TZ9nK/aWVL7BHI8GpapmL9X1w/UMCM6SjkBsNIBBZ/YbWAIOulOxHySb1dXsVNZ3jln9CKaDo+/vUECKnrbQiF9XQd7RE0t2GRR9sC71w43vwulr5++WJfD/oIncXwqpQNkdbQTgcW/NWDGJF1csXV4OGko2VblfQeDp9I0c6Bl0CngNMiehG1Glt+M843KlW6VfyMV+Spipv5gBTK3GtHcbmYuvRzvEXN/qxoGd4zdZaXYLZ3XcveMykAwN8/LySfVH+qpcPRRlqEauIHSnkaHurC7KlsBaJLKCdYN/vE4HBsNQS92VRI+ezQpzf7XuCri+sB571B2nThw5xl/NjH+mqelXfeJgFPIBQtejGfECJ4hoIhI7XGDSZ2zQ+pIiNB2rzYwN9/IlKVcU628uO73qtjWtf9R7vIWRD+mb4ae9SyhO4bJ4XMgnkCUcHsVlVFJgXqhtWaVBVWaZwKz3xwd3sDsNzUFs8kl+ntGhdwSvCuzj1f7nx4blO7W3ZGx+9Tf/9mRfjJk9tDFVo6Lq5tN70PtPHVUsomN6rzsIOPRBnyQ0gTH3J45HsQ0acCbXKaNMPZ60247E7iINIKFviYlzzi1lGVVG+iJIhnBz+EDMSd8VISqr53vt3mrKz3pAogpIAcsyGuvMp/nCj2gXuAe27NOdme6odEmUNnur1a0F0Wi8UbrBugOQQQ2lEofqk7JoE6Mh8VYxvdppiWSj/dNZodbbc+ZeoJaKX74d2K2sa+z0QSaWSoqyyBRxR8cUOD8f8Iqu1Qhdxh+pQjlAHhKhR4aa8v0RCQ5c1Dduw9d8Z8vI82rpw7lxSPu8DjvFPs4J8jtlX/R0kYz00Uilri0UPj5DB5dN2d3c79xW/bMyBkyh7vUurHff8PdiUsuXcL4fjnOUz2qqIIwO62RPFS6GH7aE/MHCbnkzcgPyMK8vJEtSLdFKPCVj5EypFOk1EOP4ihCiawfzw2HD0vPReO4qha0JmKZrVnfjMbZPvSO6WQd8fjaM7x4YUhr79W6hqCuFcf666ne9i0L/f4vEhRIGD/n/gaftPgeivDBBM3FzkfD9CyPLbEFZIxAIwig9NQQAS75rfkqF9YX1rQACgsJFS952LxJCDCBP2Rr4nBEtlDkTykYFkrustkZijgztKXOy+EddegnmOf+KLPyEHIXALwc3MVJWCuedZVttGsj5jB4sITYtKxBfMWhgVLcdJzFwjEwqjMc+NIHB7Sn+qMRyzsUEfokp98cGe0+oWuXKkd0vbWUbygrezHZshQpFIK/e+gRm39PAH2VPoHF+08f+00qYdC2GtP1oS0O2MRqowqPB9O0N54ryQI+k+gAarevVArgpMn4yG2lePWfB1u+Mgzzj5f+svIXMYGM2/+PUenbhMMAhf0GVq7IPBgt0bYXBXeGui2moOxyI2B7SppSvIU4vxWJcc1J/S/ZS/ZS/ZS/ZS/ZS/ZS/ZS/ZS/ZS/ZS/ZS/ZS/Y1JwEzI2h/eJoLoOemDAMXT4hg2TBg5y/ROvT8+NlNxCSuiE2K4ea1G+RoJI3PNLyLk2dYwOyL7IP1MrJzFH9vVKQDAo4gVJBV4E0lOh6U+k9YjCdKPsDHGI0De7ORtV5EnSC7nSz4NS8rwKziZ+O51Sab/QjJ3YVYDDIGAMzb71wsfpwo+LeGf4MIe/yeNb/+A00Z/1mgMj/lMt/490sEtxDS3uMI3G3gBySLHNhYLFv36UQl5ysMxTPiM4hPdcIdoh4OXYG3I8KQZXvgZ5HGLXOclvqzxmvjhroRTFKMVx1szQOmVJ/Gru6MffN1rX62SogvRC4zu6LoIyqc5+s8n/nbLdcTq/Q+EFQ2BG+PpBopSVGp5eaVtB6TYf900sxujunYyshkdHRWp+fGOUs4owLVJt8tE1P7RFmqpnHor0MUHsv8FurcDlGunoxR/KDt2SQMaOv7MWPDHIXBacggF9s/4UPf5LgaHw/3QP9LrlymuSUjX+laVgPdufQtf0Zz25x75qwugDDa/upThVZem4eek7lssRTn6LRygC0JFFX2yFrggzqnEo3mP6dxNQrQBrlBfYAe5mC3Q+pSoBXayTO258iY4M/Qo7vitRgTxwlF4j8R4ASwlQHxdejFp8aZFEQoOZQV3sjlqyL46LvESYwtcSn44KBeFJ+/b+AWp/CJwTintsP4t9MKwRYAByWRdCu41EEif483FjWrwsU1qlrN5/dEN7XcMSIMcbe8FeanVUeqeSRxbKiXUnEJVef1hFM7Ip5scqDQ6AsCOyK6t2JGksoqFNfmb68smp/okO9lQkpYnQV0joZvu8snhDYY0TcgEYIX//ezoC37DxtkuqvuhkP6VyTSf6FryxLlQnUzXXjLkP3A3IsksiELfpsd0cay8I0GCv4ehCDFhIQVZEVIonQMg54MsGq1om8bV+sOJHnOVt0t0vi+uavQ4SMpFDem13OCOmU9bonXFGKDL75UJJKZAtHKJi9eyRV0NzZ/VhFeYggJtgdTc2PDNBXNblOL6nv5zjH7AHpi1DaEYYT8hJCxQwpOLMe9UfteUdDCcsem8Dvc1GugW7raPl2r/RVahJOVZzaI1DFlZEtcokRCvdBPNlDmXDtGdbxLiph1bOXuRNIgnV70+rMyNBd++klNVQj0DVKXYBwg0IXPW8AdGVjfB+3M6zvH1URuhQkbngjqrMN7a8EEYmGQkqcX8DwRODihkuZVNFZJld/DUUYqEVVgtay2izMWe0AEngd2/QGjPCK6lYp3qxq52Ty+iKBEJsgsjZJzLFY0W1Wn5/vb76GRloo4qEMYL1N6/Lkpv+bViOroAV7zFbelVqSHgDlvj7egipLvq6SOrggEAyA1rAyfvspZfeQ/P2EhbalO9ntoqCO23QLr+59JWRrnnR0Co3IisimBwd2Ax/at7QkGAxeUA+k4NZ/F0U7aj4DobL568WJg7eumS60ryzmhPH7LDdsGOWf9AGyNXw7PHfvKATd42SiSPg6Lhe6WRUC4hcZQBhGSUvnStlS2/1fhl8fcB+txYU9T+5Z+qDhMhcC/yfnSZRkO8oIAONlYH8hfBSvaYoHTFN7+r6ZIO3wpEtNlEAn5I3BFt21USFSJSlFNF+NbXm7qsbURi/AVGO5DvqGLeg6YuSxnSqe/pgmNeNAxN9zpnZzxRtYzO9lYNAN7GG3yiYSeOZZvuT9e3lDNEiPHIOrQB+vLShIyNn9s4jL8yov8ZfA+9MwhNBRyWW7R5o5OtpYepgykwSTCfIzJ2BoH3sCkEJ5ia2+0abAtuU35BosLyTzpcFbQ3m0lALAfuz5VGCKhRoDXXBVD7zSRkbCp19A7sKf0t+un7PH/M70saggKmrTk+WaayyNP2VN+K1tAPOAjPobCqLHcv3OaeNSu1VQF7aoVDn3ViOdczEBgErZFG+mze/RP6mt8KpDCnaksB6ozauzRGmP7JEvuNNVT7iymU/zmGPPrzQy1j3yz605flqVOgedwXSS5hBwte+4/S4taN77aXHtWmPvhygJvHjDV6kbfwJ1rYpZl++6QqxRv1/jpyWxrPeLoqLLBdSZcO3NQ2ujeLracr83ES23URVupwAS/XpkiYr6v0275spJdpX4E8uP6BFCvOb2Qw4p6nHkK4TDaE15RgtX/1IgJ1YYWboDnwUdJjbLnPZ2cmP4DLSTpudz8rnEFhoISzCemav8r77NGgQYKeQvxuUbVOfEuhMGwTVEWEvmJE53U8rINvzFL41FDs6u7BFCgghQ7Wd5Ke/DbkjelaqXxzAFkdv/O6Z4VFpK9oK1uXkdTw2w8Pgo3SdqM3WrsDxVxT+Luu5q2qffLZmbqnCVWfwiF/velEJecrvRbujAFfreXAAue32jSle+r5bOZlzoAPEozhocMN7BgW+FtcLRjVok4bpI+LXauv1aPoCzBaLJZVHsTp+zJw86mKdqcHiBTG1SyrrfXbqhEA65I0Lk7IKHaivdJlemxD4eJHsOWLSKO3AWU71VPcoQyvnOlMbsCw2ZbijL6bDgg7edflD99tkRnCZi4q/bdm03qEfiKfSapoPEaU+puB4J/MqGmEpe+Z+8HvXowW1U4vVmLWjAnTgSMnM4THMSzES9L6DD2MdK0MRwVGt1ohnrqDFVRX0LXwqJe5Bn1/fHLD6PedAjmHNr3Xv/653d/5vS62KuEQaXbAI5GiHDRfEV8i19V6zpiMTGvqNqe0o57oGkvfL+Pvcb0GqEkG9hjoUiTXNvtv+14g+GQ4xxf12joQyEzeyFFL2LopB34vy+jPuDmNC8rz7s5TAn+9A3oUvTX/LqA9iI5d9MaLY2XppMt/ccGCmSudJf+peM5ggaLA/j1QwNoHP6kFY/k49cAAAAAAogiXMgpZNDMGhAwBwvGD0JtCh1U2VRhbbKS0ZHlBxH/4jRLXwSYxWZTytAMPANMUqghoFGKFTLfp9cRfYiNf+8jygBSUT3zq0MBs3EceHdtMEoIAH1hDVEgcSE18tRslp7JWN/kmhxK9NmMXKT6IDDRpot/GwxxTdmA/gpXJ1u1j4LoAUDwmNxJAaZkNCA05yyVoN3vURXcqqg/4XDn+NYJMKndHNhPHKrhhRAsvvBsg4t0K8883zas43AJ9yrgPbzUPAifEb+JAtfWPz/6552Mxg6mi3Y12m6MAfIm2J8ROhBxPJtu3YVvdsNYFAEEjF6BP8eYk3WDCnGirkXdPEDP0beIHoiWB4CSMnOWxY5gb2hTfyuwcyg25wYsMHr98N5VqSs+PiVcsvA9BxF8YtNX4yEh954OpqrBwVAbM4MpIyyOEauctB2YcM0BFkq/8IrXLtI8BaViOuq6kLl8+AZ0/Xggqxc8ElyyFz2ZyuhIJ/Z1Tmc5wIuG4ahGRnsh+841wmhe6mlnqQDBzJQFzWDFVW1o/HR5n4D4DfDQjSnVL0QdXmNkwuFtE/ES8bPEPCEs0vKhH18OZiPDgIftGbnCxLVNPqfEGfd9nxrleXFKo1LTCK/3Zkb8r6TN0rxwHLmY2AAgmv8Z4aYftwi3ABhtui+swd5XIKr7+0Ihm6cod0+EzjsBZFRNC3PwyqHbJHvdJS36AhCZB4LSU9Vp1feKLkk/4QQRF4nl7xWuOpu8rAgqX8YbiKmfTN3KfUuPFN5n3el1Qhy5m4O5Zcd8wHZzFAUvdXqy905xZzuZzNe4vCXjhmWQrwGRYKr3GsoasQeXDhpJJcJJpJdDj0y2heuqQ/9AoRdmxSmG24N6qCwS6UCPw37aUJXTLSNoyneFnxMkh34N+vhqWfa2fGwg83TPYGruI+ijsh2DVevlRQ+iyMsP0pNlQjpl0hPrfNpK7xAyPJdfrZhKYxfk9cPhEyIbXlGAOFDmVqZJ61TEgoBsilx+9b9yxPZGBTG28IRiY51M/OwjiiFL//OMUJR4/1DALlZHlwWEYZZm0AyzD5+gBMQox5hQv/D5Ry3oTKlVf8L8u3lBw1Y88Ty/qnkAivaiiEiM14YonA+1yXOVQ8k+Gx8cCM/J0O+f0sKa9uXK06WzeosMuH9akCfWuEnr8fb4mVX1+/ouWkSySW/iuO7QhbkAeOFZBpAGrb+NZ7uZ1EG/McsjSbOAqW944apJmvD1BlsHn+HGQhIfcAhrrXTvAZd6ekXw1xoiqoNmoZk24rhDqeLXJA15mrE4sEZ7miwGmaGFFxIBYbWN7LTHZaqejisVUfftbTkZEFPRkG0+A65seO63V1f8F4wJ7hdJAyRNoBgvbrGApnxJFy0vqWMnwrim75Zwq1TKH/+3UAWBqDGZxvot6Y2GZbc7YNGypcsVZW9ZRyZtxqgZUrVhLVjHzLdID9UUHzEDWIZCf5l/iWZkWHPR5ka7IgX1QNwB+zMPB2A+i7X005jqQdWS/LVbGnJaiKMA2oFz6Ndk5lDhhyJdBim6ye62xcWeeqqXHLkvHc8drk/HgYpfJ04wNDxkK9GsIl5s21oVWqXEBoCj7dKbDGdppLtnzuWuQ8IeVyc51ZUQgA1PJ3nceUJkbxdiWkH47ySQToJ5jEMTnxkoobYbeXrrlcAem0n/tP2x3iFMULzrjFsSBSJNpmYPZ0jzKUa/HbP3/a+aEmoLI4QHzelJxAlZzSSEc3tYghL3Q+JrcmYBhpS/BVXHoQ/sWzWk89H1LStpqUr+/y+Z6H8VZlXN23SyLkqF9DgcIbv7q62kvp4B73hGaE3UiBCsMmdp4sVPhVOWO3UUa+PbrMuQZM/0Q2QtdASY0mREBWMAPgKtkbPl1JAOK/3KapZJbw6CMRPAbanD2SxlorhGXGz4yVVkgWg2p0iZa8BNZQ2DwmNTKmJfD7CbXKgvriK3RFvV+FgLbrUl8L8AltHqhRF+XHekqhsox/Kkj92r1GvxIZBZ/3/VepbAfwjghzPKw3SA71R7L8im4X2b2OumPQhvp1TD0r1lgsOccmTsFeh46h994BY/FvHG4qoNGON7L9Est8MzcL62wxmOOcNToZgzcZqw+MjGAV6RG1WXp3AafxStDR18rape2iLlQ5kZb4+spYAJkIQpc1zns7yfkOD/LDXLucv1D7HJqI8MJTg+m3KV0gMOT8c9EV2dNxB3Y8SY/yacv2j8D4TBipID5kIr+xtXIX9L1rtNMegRmYxoVCO5+LwmNA/MrUDfZI3jYk3dcfL9Is/sv1s9Y4RyKGraYdc+ySJTobqX2MA2y5gllNVwIPZEX0XY8WAHbE9IrT/mpOgMZ20V8t9LUExTFpW4PUpNn7pfmZNo14PWLwpNZ63Of8ZUpNAfG/MltDpLl8YWzo9q3Z1mx6Yc4E+Pulx4TroALTBCiorw6xHXVeshOzajNP4/5MGrMj01tZffwreIpAbrzR0Y2OPHHxJCTaw+szfvbjJDhq4ScgubtFXwOmzi4trUJECmg8WysYUnvPsuBBfFCSzxm0hfB8RUbFaNuAIATHpMYpGdU4BSWXQqR9baRPqMiFKBoVHdYATcy0ylACjJl+pYxq+IBWaWw/mkd3SgF52fiXDXb8X8PzpJ/WhLjc5OzcYCIkmam8xNTnrf5s7i9l7uX1D0aaGCudnJY5A2oUADb8651jG829NuPdpf0Bmn5+e0Ohr2FGPJnPTPOrlq/ep2WlH6F4kHl0WIMSPJaV8yodkZEndKB/MVtlsivhHyA7mUzhCR0GewP+ycK2JsWAv1icTAYVp087gvlOa8JN9Ro23VF9mkBqXzU/sLdhgyRmVRlwCA4eu64IM6atbUmIh2Ppi28flLTZb3LU5oM8DWSxItvroA2e5Ob7wjtpmmG5chgGJ1u91D/w4fcf/MAoO9IF35Kgs/MAmOiElWzuT5YDyw0VOQRh0XpVrZL48ENllkXNn114Z6m5xQHV+qMjRLt3mUnIDTItsTMW4bFkoqE7bYWQ1W8xE/RSVoVI/C7J5RsNxxnUCRBY9mt1mNLVwu4gerfsXx+4EubkA6RNZgZ/aPbKv8ZyADl7NT37wIom2kD+Fl1fq4ObwqOFCD317b74YXWzm+zInlOhf8mHmYMPyFoKxvZUMyMoeTl4ZX05b3J6WgPLdYybgE6VH8tUYhGt5q4FvJafF7MtbUG60/QY+hYp35PA/LsRtXvE6p8OSyJqFZaiy0MjH3ynB1J2vyFMG75NGdMf2Vf3ZcGNueL6orpv9BSusOyIt8EVNRn2rMkaRT34+9r8xgpBwGVmHFnji1QPFg8tyJhTqh+MDY9y6DFNbhQE7Lf8QZ6VI47ibXUbzVUmAlngm6wxoHuISpXHm5SyZtGEJjwcSrBGmoH20nfcnbAd9SQEjFLGswRPKkJpi0khclv7Qm1sBlClyeSzDvDCNnm9X7JBV9JQ8i8mCXMSssUCXPGXM0iCNoqJEB+VwlKj7fSwoiLBWtLkPImCpla+EtEihASeIQJCRcPTQ1FplfKxmkO5BUlhA2vJ0Feu3SN+YqH+HtczJhOGFn6NDpPl2+YWmeALEg+kYtmeQU0LqbTMvfNsOAH7Jj0TnBpvCydvqmeCrallWPYR1TYU21q2Japik9pdwLs33JwPqMFxjF4X+CWCSomqZvaCVJDiOET+mddfe2ukjIXxPTFvPzdDdbcKL9BoyZW6jA2DVnoY8pgo0gnv8UQ4dIpV62BYD1y7e9Z4pVTErVX8+nV7l6DDoj/2hQbD3xgSGJiQeWlZHv942qkIGANPi/Bz9/AE1VtFbjiNLO3YOYiuPsQVPbq1KH6s4dOrALZExrn3o3lyo7BY5UEBBqwU5PzZUPfsYw8ZIrsmb0cTskBOXKqnT2yFXCgZC54laQBX/uoSDRD57+EtKLaCvlYjidK0gxpe2LY0N5h/+qfn9EE2WnMe84JFuPGh12hXFKbrvTNQkoHXZrfa23fseR4EqUog3vLM8Rr8/9sNGdJj7QowxQEUUS3O+Y+yus4+miMqe2peurYtuwzjyapISkzddbl/XdmTmenJ8R+LX61qzrRYTRWjVM0ROyJIPjwRZqSA6VC3fOGW45zQcwblYQuXg0ksJk1XbXs3if/GXTe+MQM5cH8D66glnCV0y856Z/LB+nMYuRefgt2Ku4DSE4N2ix2JeiDYcX+D3g0EDmg5k2jCdyd1lZLfQerRsduFgGIl7/VvHNrEswBkatgczmtvHahqZ+ZcGchPa5/+ZbECebr0ajhta0UxoWpgBF3ohrUDRA8oW5bAt0H11KLXDbmhn38e/9M05HMG+wKSGW0QMJUX8J0pjsuw7si+jpfzNjJSSVmYPccUpj2xtF6j50rcvEH6JcbHwpLzLCllqJRC8nDoOJWKscSTSJc2mMR7Blb3Brr8ctU23uFyVBzETH2IKTXPXxxbQwCKwsut5dPtNZV+AZSlqcKjPhotvXiWoVxDOdDDBgFRsTvo3rumhtsZBGsiVrmv55dzFlQ5XfRnFEAADwDM0k1JOTLI3qEBoC5HW+GAcUhQxjiZFLg+7CiIPqwqdwxQRDur8d6lqwkCzKVq9XaEF6TKSHuCEDEPF1qv8/qM9iyv+SW57cWlVkf4bie3XhZFEfy5lNdOEAAABazjDyI0fT5+Um6tXTo/Uu0HBUy1elWrVL8vMHLJIJTHeEh8LNKTexk9trS6LqDPysueu9o9J+ywazd0EgkEK2JIvJ9YaY2RYdlYR3d1q1R3YFIEPLhTILJAY4+OSX0uBOp6sG6kyiFmfS0OrVlVsY4kLy3mMrBHvcvFPhNpNuB2NU88x1lgicvILoPufm+ZFYQs/TwGF6tzBDqmUsKaNQkUT8lQp4bIyj7FQlX6CYd+3CrXHm+ha8lP6+ZrnOD1AnU4ruMQDNAAJiWWdKGQoFcNmRn81bW2IacwrKmMeF+S8zZyqepALwGR9Vw6T2WXrdQELuYMFG8J4IGHCVkOa6vMzUJIiVBe18QAK4gLnz30+5Qp8VLCa0ka7AdYGMmX4h3bReXlavzpf1fnQjgQxd0cVvzLio12VWeQ7E7Yizn56wXCnPFA02JrBXW6QNsyrReuPkgs8ZTFL8b0pueAveVQXOlalvbqx8KPFCZqwaADXoGIxKaQpsKoOnL40rBLJDfu0mCw7lLAKFRXqJE4wq+ZY4CbiK6WElWMz8TJgDBwgbVsNv3OFbMhLcr5mJHTma6iPZnhUOKwPGtElRMlKmbSk1btFbviD3uumF55/Gvwi7h4gHMp+Nf4NZokxB4FbrGriCbwlTDIPGeQ7g+Zxslc9rc8f6OQRmXlX+qnREFw+pxgJcXKlxcqXFypcXKeI/3pOCrIyf6UlpfOjbEv6Cs3pfMx/6VLD1Cnu3C+83HKy4s/bswWQcfmQTbbF7OQ9n3IDDPpH+qXcQ5Qfacz44QfZsNzmdmzo5Brqgbw50bIyjsgj5/sZEMTTga8F3xVwW9xJ63v0uEAAAASFjQ36aAoJmo1ACWUP6QJjs2tKze+R7II8/dO0IBM176PfY6LlKOgEB/aDo1rwPpbHMiLTo7swFDSt6PcuyEFV5ulQ7cYdA0utStrQ4nKHYtoE+32t+0/vig1gqdMI7q6TIAcIS8Ao+Jx0lono6VmuRX8V4PjSO6+cc+rIMQzDchI37hniFdsGTDVSFrdzrQo3ZgABea3FjGYyJoPLx7SDxLvRBipPGl6hK/JiC49AlgMbfGnWDzSjE2QBXDD08GimH6ugFjZPT3e/7UFiel1q01DIBYd8p/JWKVSsWmxcrnuOcuGwYfVj95aXYAAAR11X8BnRpd6Z4uL4xgF40fQLF9Elcpx40u83QLJPRAu5JVv9Rzm/t9C+lfIw0uxmeD82vA3Z5Uka/wgQhdwMwdaQlfqtTYm/wIXZbTYE5UnxTf8y/r4xLRFsEe/99UGX50/x4K9I4eGEAAABRakwLtjq2OIECtetEDTudLFSEyPa5uJHVqYJiVpsflnE2k4A4gNo6LwlXNjt/UrTKp/jVN5oZcIVyyXxfUsOagcDlPA5pbzyFzR8rZROwxEn/Tvd1lBKRk1cWPnLMdav927OKpE1DWrwRIJJhyy6nA9oaTpi2zb6SZEEry7p4b0zRRa2eJIrYqYhPY06tfjR1NpJhcD12FWCgwxlLmRl8b1uGwRIZQj2rlGg9QP9wm8LH0tM86kdcy7YwAKaQmVM1pwax09QdvqyZKiIiBj9XqyMAqtMLMQjh/GtJ5IIeOI5XoeaWS7MaoP9DQBF4P4uMomPeu0yW4Ug9Wy9wODfnQhPar4bNPYiO9Y6Ps+Y+1Izvv4Nrew4H2iygt7W/wC2X/AZCN63uKfqcCtqUpBkNL7C0JrD4ZkMdpprQOzy6vncxo3tfgWHJFtAUwd4udT/eV35AP3PoaKGW71ByJRA65YeYCuDrAcerHIDXyCItZIYZn8hFL8MoMTl347AoalvM5nePue7hC57qvV9MWfblonpnhvjUMhYGDF6G7U0/U6H2KirIhutWDcmEBjEuxM0hRPpzqcyReX9YU19tTzh1vGouRD2qEKNoQbDBDIQtGxOROFTMv0I7FEfTskVMAAAOT5pl8sdMWNIYCHIO+Im+Elb7KWAAp08xKtFk6+T+6KMb4nX0ov/T8eWnc/O3exu8Xct3j6RJ+zqBCrnj6Nj6dGlYh4+dReeIDfBqMqOLUl+Q8zLJ+b0KZ3/vxZTv4UAAAAuAOyNjKNUMZzIcbaS1jEOLtLvQ5Hh2rBFlWPVx3b5Jaoj/qgnEGCoe6lsmj8TKbVpIrG45Vuzk2W/OnQSsHgNZY5w8QBVG6Pys7b+ElmC6+/vhYQdAClqW8XqG3SaGWbd1L78uSGq3HyAoheuU2TaerhfuApvH5MopabTfkE/TtGR/NXe6zmBrR3X91UF0v2Q1Y42z7s2O20kwsaJ1EX3U1H0PEMEbk2Qr8ehsQZgXXWp6updeYZ/jlZ3SqUYjf9iawO0quSDfY4dWjrU7JArgboMIdz+5arciLsj0afgtrndNMrXNpkfi36FjVpfG323O/ykrXVfLiFLwGArgPr1oPy9edC6JpVziGLhJFJVT3NhCQGrERSuq+TnKAYMjZzPPo0Wz0stp3NmDsHqjpkNzzC+U8mmjCY3WHW+5ckJB2l9J9/5FPUTLde98yeIevBCuQ6rh0kwkPUxHLcNjVti6sW5VKrhCyK90dVX2SFZEvNwH2yZgfhqafZeRHvboGRK0+L40ccreQLviooq/PImG1jA0KaXy/M5RARHJzUzCTAqIKhCkzt2OxDVK6Z+op5NRUT8hHuEcSl4qR5Bz/TW1mNKrZSlZsl1XcteEmRogNd/c65yH/C0H0JDucCWNOTSi9h21wJcRaQo7wohkwDwVLNLfBaspXsWQzNDknn+3XbaRxFx+KsR8h1fTFtjUVlBQosRbmyURx5jSz3HZuPiIBuXqI05WsrxUmxLgf3pLshVSenpvDYNFd2LrYNFucqqBZEOWRCqPihiNr+hXKtWJ764cgDVaJqN8WxUv/q0rf+nR2KhFbFSIl3oYgZEdBdn2+hlKdgLKEpjWyFabS2WdGQhZw40j88qV0wxpL00pKhVuvK6X3rQYEFPvNar/I1KMyxiNsVrbOkUzhZ3tw6nfKyReo8PBCmfTGk8RZ9qElouUSoZQjsdtmwPcaGXX9SusSOM1DurNCXxnpt7AAgQ8IdrwX5qGy3wKmTpM7AAsp78418/knC4xTQpfLxErjhKtghuM5x1SzevZEh8vbzme32LzxThR7gVs0wj/lFRMWmo/ZEWgdCkxL14fjZ0u3MAAABb/3jtZZ1WB0DxhNvaSjmcU0bYJTUHGtPkjaja7EgnKPOzxFDsxcOoCMu64mwZTmMS8Zv9XfpI+XeHacfZaqLzWwe+c2BWTVWA4Hpr003nyN9d1K0iAR+vnLXMmxMq9H7MbBqj5g1PE+cVLJkGuTkbIEHIsWN6JbExiv+hBDRG2A4AAHdFwE7AYkBdprWJEZ4TO7IoNDy/Maam2ePV+uZMnL2qXcKceeX6/emkX5a2/jmhKbSt77WC4mom60gAL0RgFRMmHc6Ma8XscsgU9jy3sZWe/TTYNP7jFXd0s5KzcsXZXBhj5SCQN31YV4+xCcBBYfTmYGjnsi05nxwQPuZvvbFtmK3fy601zeT5swVcwZ9XgAAANE8iVz2zwKQ1OhmV88QJAh0heetbQqhVFF978fPgAH8efHjyn2YZfRR0D+iQwEemLvJzornSweoj4Im4pLdrU+X9s9enVQR3W3WtwAIore9VdPwfSwbNLqz13nshRo5s9Tait5gOchZ14VDzSFI1Yagj1esRHqrAz/E/nJ0YYgAAAA4yvnKmwgAGJJarYIqD03z2b9A91vdmZNxsWfavC1vPAs03yM+gv7lKm1xi7rjVPrGqaoDbm0JQTDCXb9j/PYu7zPzA7WkRu13KI3rzWf+ivMJrP/RXmE1n/orzBpFlPHPgLYv6CNW2uyPlymG/asWilu8scD2arF9IWWqDhsDNAeeQ/V86wMUCHkn6WIt/3FqsqYjSn6+SsyaVBXoHky5MLlskPQr4WItFCwA/Yxrc4MzG9CuH46uqjmyswj38X4kNqHsCQJZzvd2gszQ3tIGLWS7dbbQK1QAAAEK5AaWhNshOfIGrpLBTwRKnbE/Y3ntRhLrix3wuK9FWYYwcNuNOEPEzR6QXTyBa9dAtRvAPjq8ZhOv4wubRPl+3Q3WUUm+HFYQt1GviPewZeMwt96g+zuVuebn6ydgcVUMO2QTBa9GT19CLSsUYP7pGPWEm4m8d+auHpNbGMLKZtDkC7HTiyiGYgq5c9V18raUKLDwBaEGBpGURS/j7m7UqIxnJLoMv3GSgbK4nAjs+mLbjRyJXNIrtjAeZuflrx+1KHvOiRyqZT772xoe6jGw8ysVuJ3LE4s/zXYPzhGHddbZi7/XzSTuLtAf32ogLPaN6x7B9cQU6CAupcEkAPYksVcHDI8oeDv1h2uXnLquMGIGI/3Qy4T56P32UBYUEMLC0VOrd+QTw/mvRlJDcHLMBI4umwgAE/04ePRMiPRKA0trdCEM3Tp7OYdH3SLNF01FIjaLH9QnW5sshlXrKpCp1O7tqw4mZopBVmywKf6N/Vvs8qxZnBO0Tcu4X7wAFJLujt1KGfZwK8L4D2g54Mkxlizt4V+lwgAAAG2xxK5vAZHLEkYfXU03lo3PQEaEDGLoj2Uu7KslC52B8l0sen1PhJtyTLUr3RObc6JhAby7xVUd3V4mZeAGkbBhMYgOGNhm42ESIpMM5xywtOfwkKvFESNc+AOTtsbpdClhqB73ZlJsFJxeLKU00omhu4PAUHQ67emV8/5DESYcqMkPx/Z7Cel3vnrdji6hJsDqEMxhSW7yyFUUXMCxzon5fdpyOJbgh4FOcGgppyY6jMEAPjzTpGe1FsGeSrBUQ7G+B+8dECuExjHH0z3m08rhFZXCGJgK02yGjAYeA3r9Yy5omHfrfG3kTLO3H1E06d4I0E8KlfuA1wTfliJHqRvOzRvclxWptApNepks6LxjBbJcHbz85dWnsyxXsXdvZQsUIi+gQ2xRWiueziyw5GilOEdmpjM3wdZip/P/xmHMpPjv46R01m79qIMKC8Ksf7VrJn4MdLMfC3Xj7FJFsT9lc3DoefZiZ+EbrC6vAxNwUa8jti8yB1kN2QH1Kxjy9fqIOLkx7PDxoGjTIPSOpAdVsti1fBhUfzuF4gHY1Z2rEdHU9v2GUq6WMqaOEdC/i09HV13WqzWo1o8hE/on8f0Ys684gwHp1hjqkQO1UANr2n32Ek4TVhJjshFl0mDFuvTWg5jV4pYrtgc5rEQGtW7110xEBABCyyYzemUxG5QTRnCjzYefQXooL4H3lL1EwcqT9KfpUBfcHJUdwwNU5+5ZyW8APdy2Xd0UXbuP+L7IVi1PvQ42Q/+LmBJv0SwWb30oK1EmFgTr1S6nAGHB3gFfezOh3ovPBWkthztM+aEpI5Iab8ZA0daWkFFWm0FTSiKlQZFaeaswF4qLCn12XiiSKgZgh0bxLTC6X35jNsxHCCA4QU59KyJnwH2O7V+n1ZjTadVUqbz0ppZZktET+hi5sqU1tDsOaxhqNuvrlNizD30Uy6C0kyIXuK/QNtthojqT1IrKS/PCq7ujHF2Nn/BPl8+M4n5qIkZHmGQ/fDKOOKXBkcgGJRBnZf8kAzYqx6M406rCnvxCmJf5UwdzfPTLn3ivSecZpl6UXaY3Isq5DjG7GEJsBwAA1CzYLeUxBwdjkCyY3a9LY7a3winKoQC+hpwniN+Oxzx13moJhOytsEjgEImn7Y105qiVjBLUYMJFJtO7nLP05223ZZe7DkKqojSBBwr+8+Ni4gfHyyjbZXgAAATdTpUrAB4q7QQf5TXpazeHVDbf488QwzO+MQGdvtly4P5xTfcrplE5EQg6dufUchml88EUMoHdEuItYMIo9gpHYfQyuQWMeFWaue6Sd3i52Pf1UjlEXuqsb8pQ4ono/8HMaMWB1c5k7vzCxGQvM7y3Dkb8Puxqsm2+UXJ6R8MHX2KTGHnhg+VaqbXXB0sa7qx8UAMG0HPiOWesPlMSWGkAK9qSvBUQyT167dtSJcJjhgFGWCO73EsVY4M5l3JHF41COI1y5ZrEiDv0PPsUIy3uIM+Bzft3PXrWWYuUAX1/41/HdQhJzHb2x4HrmQ/ydZGgCWmSZyK2pJHPGxSlJzAYGg4q/biBrjZ7KkPeLn8fpbkgrcY2PNfWPTsfA5yE2ymM5sx90iYrfQyRWS5NjA0dJiEzIb0EGOpc/yfKx6kbeBj7RsOLOPylAs7UATbKqdNImn80MB64v/RZWMYCfJ/uYzsWtj1An//TgQ6q9Y3XfDuVi+1HIxCxwwC3EBEgFY5mkB/W7RvFCoLXR3vq9uTTW9pro2vdnUIXY7u+rGlJ+LVhAJwTJxfsO75I1LgI3Uq2UzqpWE+3NyyJNWZko4/Fc7dWlxtsZZMIO0LZVgJB43Kolcu3Ifjrg1YeLqaSyZurOx5tVrwqQhEKfs+qaVptuwPH/MwGUIAsm3zeKV6F39t3Ns8XGHe/n0obOlrXO8u3S5L53whO2r6SgzX9P4m4hnlXwaI/hJPOSNPBfipj5uaA3q1JgUurM6ExBojq4IZk8T9fvKAz3mrh3zNIQdqdUkdk4pavR6QQ/zQxAd4coAHUcl8AqrWWoVP4bwLPtQppNZasQHRA1B5EtPuw9BR/eQQ9QnYDW0Us7jif1lvNzxhdUFLFy1kdhOgfxFOr4H1jcyoWI2KAHV91540v6yMLSooJFshO0/zexlPzgDT/+MFh2BpPgcJpWkOHM+fyeAk0JjQ/hICOP79p98N62/KZU2whS1j0Y2i6AAA1/CKg7HSINbYnqCTEFZvJ7NXuKOTQ6S1eOWss7usH/gomMX4FgZtWGWSLWyT9wi7g+TWX36Vy7MIOuKplPBDoqQBIT5/7LdsIVyo36D6Gvg9f5T9n7WEvElO/hQAAAC4A7zc0FhU58uAIvosa/K2DYzwIW8Rclgq6lwAnf6WdmkldxenvHK960KkxWD72jfxFnuOidDm36gWFBCaW1o0r/GleFIltik91TVedxlevtkpqlDkfmrtE8cVJyAnAQKM95s2qtqhbthbyCWXIQAABgt9REabGEaZ8xRzF+7zTUxIDbA48GiyMO4FmlVmJuQUYtXghYvOZm0sncjePai1sMWeKXHe+MSHUNbrhxoVjRumo1bjZrOW2vgmgzCZ27Hfp4fLwUjz8Rn4XLgoCtMQe7slDoBYNSNLNQ2mDIjjk68ZtVV9ryolSag1DH+O2YK8sXXFjvB8FPCzqLpDO5Pgtr8J81sDEmyctNt7mofPJkKNOR/Gj4pajMhDGtKwY3T4cNVDMJmp0nhsYGli6rXUL1Y/nB6yWRc6gJ+uTwrttw2yqBWqAAAAhXIDSzA8VbSwRn6vCiwzUiaTQme4rGCQTxxOUN5D5eADUrmziMy91Mc2HvnzV7OyRQw8x0CLG5s9/fwPycPZgGX/MpRqdOnMOidP4hcDA6wVFaVir6O7SO1QmpsOWvQfOVVyD+i0qtur3P+8mUczFFoiA4ay826O1MtxQs0geyJ/gQqHc9XvJr7rh5c8AYkUdZqv9EuTXLdCuwEDmIF6VBGKhH45y1z5ZESK69kCKKqPhrujwOngQYpXVrd5oJOENKofq9+ktXcLfa/NBVaxa2wE4kl+cqU5f4wTPWm0w/6W6itJXTq5eB/lBRdS8/P3H7NqnmACz1w+vhGm+HlYSzUlcXa8026HfkzM2LImL2hokSiCDWH0CPI+LoBhvSLTXW4jI/qLxmYrENNA8YJSCM6I+n6U9faiW1+DCGdG/ovNkyNMtFFps+MdbDQ8p2hqA61MWTb9lFFjf4yfOCyoPuu9ie9hXE0mTwhf/poniNW8Br/u8H3RlYOdQpYR1e7krPmruucu2ECGMwO1Zvats1tp92ONmQDpipqYi9QzDKuDBrH5K5fcrws3/cuq0tu6inLUt9eo8VGq9R+W1eFTeSm9BPlmCpkzrpA2rX0aqP4oAAU0AAd58Og/ITXU1s2CJOeERYKhz2cdAKTxc/R/nY1/neRDaGTe/ZAR91H85muMKOD2wj4Ns52jcgrCw8BPxqAitwte0tLSyP0LFIyUeWCuUckK2cRqo3Hb6y/9HKM+xrwAxGzdRC/qTREIKcvWMkXv0JtSAj3HW6GdWDXb+ZmaGEvia+WQGpjvbhN7qUCyXLRL1o62C8yNimKgYMSozAc4yc1G9EtFdn7eWYedKTDd+RZPi/Q4M+rwAAAGieRK5oLCpB8qT8lGUd0NmsQC0y6z3MtbUEjQuuCyJ5q1gLSMr2vo7gbkfLB/YM66Bho6Z+rQBIjUrGbZX3P9QVKRDVvcn9B6IEy0HO4+XYVt7Id74roW8bn40RcYMrEr28Ll6j19GyIbyRu381MN4pDTw9okKVtojdX/8YJY4kMWliyq9D/nbtEGJRa8yeo/Wpr6hChrmaPbembyfq9oTN+lx8zwiTa4bpjVhALCxj5lGYYjRFfJpbYaNyd/mzR/2AeHkNx8UAA1i3hgAlIAuKo7qoKIcEUk9tXVTCTAE7fmOAhz1njiYBghAde7M6AAABHVOlSsCAVkSlgTCDPH/2uLeYbDCuy3ot3Rq8dyu4iQIX4rSHl7OzW3yK1j0BkeEDw+nGuR7T6w+jvrDLn58GsLmrbIGi420XBhD0h33U02DBrVCZUZhrJF0F4zE2dkNSRp/sWsza3a97I7SUrf+ZhBe+31bfnVxy6el4KTYSLIr+Vp7umlaw2AACWYAHg0+oPtvSuOQJeJgG3lf34/JgMwQXchqP0AMrz7KX0U6a6uPms4zumrPSsvSpombxucwOG+GaTfnrBP3O6Dyo+8t15UWbWUW3hERSMOhJ5yVi5kMgJsKGlm56HzpFezEfOlzTRfYAAAAUWyQErAgFX+RUAAAEF2b3aO5d2wd/6yv40vrStbxbmDAI/5pQNrKTIxUv3PhDqNZidcL1XCfHHdJL+Xj32jAO1ofOE9frhH8AAXTfUSECSO4//0/eADOWqhuADSc23xjK5O2TAO8PM4leTJmtYuzZpk/tNxhDmxMVN3L/G0flxTAsn948NgBnNiupH4CoiEgYlI6Ybb87mRZn6sT9v8Pg0C0l/+sJ32Lqt8RIj71cgUXIkq0ak/sIUjBqwVBl0zmwL6XwNUWl5aLFOLlf1hU0lOwUBEW0F3TsKrGyJoVzCM7JPOFROVjwDqgls91fiH/V+nlSD9mepduYAAAC3/vIAoE5/DQQAAkH3NZedQAAijPGC1f0TNwAVQb3ZwwXWCBT9ud1dTmSkwJULWYBvlAUiYky3jyS7/WUdHtqPF7jjoIwmcsexJwdXuRT0GCH1itmMnw4mvgc/lKtqmU7PUbgRSM+hu6YzYjCrewCpvTxY7do5oFH/h3szil8BglFKeD3OWhUGOSH/BXEKYvPSnfnhVccdOwwway6mIEX4HCKce2Fel1ziJsOmgwNAQyjV91NKFGYYDY4zERKGbaXrYaS0Kx0F+Qe6z9gQQKWFOPQcBI5SjwTQw+yOQS8y10p38KAAAAXAHebmgsKlrnUAAPelGekmUyGM80KfQey3jibDy2kUVwAU5sUZ7IMUDq2wV8JpfOY5amHqrG+gADNLeGAAyOhGi5EKGTZXwQm4bgEGxxZspbs3n87rzr0aLTjQa8nw4YSJMIe5Kbsa3/evFRNc+FcP23eDpf6O0HT579+fmH9dqhL/rX/JSX7rZqXWtrHewxrK9MnGNYtT/X6w25jbunkI4mijZFTFvUhvbszoAAAEdU6VKwDI1qFwsZF/nRVwJiv2+zWJT7lxeKDjueaqGGGCdPUJZ0/8d7wLRgG9VJ43yqp5bqE1FR7TAZF06646QvsLhVx6gT+tvEpjibEb9pi7A6ZfuhcAwbtlfA5MASqabYhCE2nyxD8ln56ueiQSFWQ2+v1TWrS5PqCB+VqF9C4D6GyRXBG8eFNAVmlaRvOKw2Z0UGyZuD21duoRiGbPuz4/cXdQs6Lvm/UHztBRRGkFss9RXtufwlTTmWpcyZRlgBa+h/dyVnKuGjVKYRigclSKGg5uV/IaAj0JxVzumrl+PVoSuRP6OaWOTiZrNrd8DL/dsfeLZaaH8+Nv1ZPLV/gN9C0gRycSDUUCDdn1ZeWvgDv/5S+QFYE7qapkiUpNsivKxh0L7ySTred3kEJ1Vwk7aIPdYnsbnqOuZwGD7NuRE5K9JqXgbqj7YaAJ6QgWdYjBxUfEDFjOGj8ZUWH7SzXB7C99sYQEgy+is/D2zMi94WxASMG216+Lj3wQcqYDzoxkQlppuPJKQadNCyOd8pFrWLDh+LysT2MrD8E94DWnppdahRFgz7kuCXUW67hl67Klm27Esafg2AHyio/7pX8oqAACbYAFJLqblUBKQhMI4syX5QBEGXjC7qkqqwOll5YsgxiYcL7HPPqgoplkHjTKrLkuf0XIM2x+3eq+7sSd2EWi2VHDNFy2hM1tF0wi+tR9mm+LO+3S0L0XzKM3YayXI5MwAAAEA7PvhIAMdPxEyobffhfUbHURFK95wGavRnIJl9N2EGt4uQuoqgeq/6yJ6xvU5+Vvhy/FQc8STBgV+sghtbrLMJaDHSh/V74kQkyFPfWX1rkjNVhgdmzQrtKWCMX4Cox3Iefnif9juwdBTQOGIPXJeXdhdPtLazsErKRiY+VHbTIUjmpdZdBIoK6RSlipqya9HRv/heUWryNVU/xZGbbW3lUEoqvml15Bgoh6EE9/h6zRY42jCTBA9VJv78zh9+1WA8oZYIXeUu4LxyLWogMDaJ+JM6No5lqpNb/7oN8Mw0QkNfLRMTPOMw+LHqKAAM0t4YARyiF4X59Y1hzEZ3qS+d+UE41vswBXyBtb4vnEEq4nEJHB0kDelX+S5V7DEd7YbIN7c94RhQv6xRAUvj2zXhw8dYL1oVOgVwbwD8OIddf29w2RzemjtF3B8ms098yMN1KwO+Ed4ySOpkFnaqNUo5XvHgHZfdT79UG+Dimg5nCZCyCEnRCm2HCMAjtgdY1ER4yqCIovQAHEcRyx2m+7vi+kB44gwgAAAKLUo4CgAEb9CyrFWvdJ6a3zqKQcAIWzz9P6XYZFmuWz9HSFaOAfbWCJsv32ip/GgJNbX4AbNqb7bNXj2J0tS8kk+DR1J+jG1P/7U6OGIGvP++ZP3qJlFPzzOjnb04UgfOC9tjp34NusGsrdIsI4f5mpr1Amipna2N4vp0WRXq8X1+LN5Hd6+e5e6tc3DiM/Zm/mO8r2OZkREcFlBIqtD98hgnD0fZ5N15plHTYb8kzVAADa8ALPWG3QSzRQHz7j+CY71mI4OowKxl0s37tm+cIQhgKyQpWO4M18BPc1DX23YZZ6vnLxwBeBx4NFkayUPGA3myhxHmcsrWJ8K9nmEu4SXX3e9qdrjO8NwqQZmgCdjdZAzxfR7HKvn59OY+835ygus/bXN+PklaLztwBmc5TLdrqe/3Cs0vxoVld/hhAgr6yQ9Ajib9rZ4RL5KBCHKSzf6R3XMqAkYFQA71Vn52YTFGEMonh7c/u0TCvbkcmYAAACAdn3wkAQ4NdoWiHAEEUwr+0W/gbDXzch5mQCi2nKp6qq1rmjpgW3w05hh9EMnp5mLefNlV/TxUca3Mwh5uB1LRVv8V9EsLQCNJToAC8b6iADzTaw26X57IQhwXUwXBjBmuJs0QZn8zk9EKTW5PuntQs+rCmC1v0LWol8z7pEOWYv36vcxLc6BPrdLMMNID9yqQ6mr3cAadpDQB+aqqXuxT39sGtcPftbB20upAWc5aF2Z0AAACOqdKlYAMLYxjQ79NWfdnG/CG4LQfcmZuIXeUvlFwuUg9qx3eGxvszNXs8VILhZ10n5QSXRVSKwMsW22OVC4jaS7HXbpB3+6kxXmszQq1fZBQl/PsjinazMSi+G+Ub5Ptwv47X1CUj/k8hn+U7GP3uXdGKHqYUp28t5Kcq+8poExq/o4gLSDYsT5cQ8WxZP40iKCYAAUUABDrg+OaTEIdS4KADgfYbgE3WOY/LHODz0VxDiT9iMhXiKBfpwmV9MPJw11e7Q7U7oP7tUo7aNJEiJaKI4lGf2Qua1yKevfPd0gL/CEXJmAAAAgHZ98JACAhwv5pi42NN4imZjhMEiOXmrcHU0oy+1/xE62MHw4OL4iH8E3dkObzr1qgU1a1lZLKtL53a1lMo+ABFDUPMTGNsUsn8tgQftWlkYBjT1ML/+0Aq+Qw5EeHxAFqDwTZKlIOu6BOMGHoPn8BLhpw0SVpNVKjIR2JJ99rgS66QqGUYJtVNnaBM28ybfFYETgna+6A7JAZeyaLXHDf2bitnHunsIOKE1PaWHWpQNhOIH1VJsSTvvvPajgAWgmgM572nenPYSQBBJCw28KuzKyMzJYlj/go8NAXJhSB+U7oDOwEl5/n/53PIJxeE9WpMUtNUoJRdH30Zf/Y+Aj6C5hVbsaI/6TNmvvoPYFiLI1+eN2Hta5sEScRiv3l3pJEQyGBgM51QwWrBzoHsRmYcLvzbBl+mPzcCwyzOvLgLwkwbkZncLWlRWd8xc3xn0F0/0XSRWaOfiNXqn8Ra37RTKf1MyozTt1vPlNwZCey5Xh0s1LGKAQ7V4IOIrlat6hpBDEJYbTsOOFJzyrjrd1LJfEWrpYHABMOKcPPr8/eDLHOW21TunSPW/x1pYVE5FdJLp3Vq/ssYtrdiC/cHUNQjLHPnCod9megfXe8FGneRlJ1p/lY/+b67CvIMTYRMTDZCEINi2DaS3QNAsafxrKmuCGD/dfMndyWpU+zMmKrVvRVh3n5EbgXESoMQOyoTgGgRx03f+2/9ri2bvKjtpV5mXYgAj/MhtBIybTWCOzg5J2fvOqw2rGhALtZULzhmpxc76yXED7kID+3MGNHouutX3HGZkIgax+AKa5kiQZtyUuyVbzIcsqEFkn7UM9gHn+2qf5p36o6TLrLmBucDt38rWYwHsoEDPUUYs8I61wfrUpbpVT3xle2DDWCxJg1vUhRWTiw7dkq8OyNASwhmvbR8zDg8qEfvSeoCtVPYDKW38Gbr8Ar7o54QtwaXI9N24XAcq0TJ3BQ9SOMODnyfW9SCaty8V7OWqQNquxfs1zK8P76L6GNnMNqhtMzAv16Cu7c4Lc3HSC4Dv2VNyXtxh75DWJfXL9BYop+EBnjlIGbj+x7339O7JWz5IAqZZHmoMRSKKejc7lOplbOCMdmoegmh0JWrMgXEj7xyxdrEykp5JflH1kUqW/zaVH3PGUiyd34MyjWsr4sIsCor/iQzeD2p64jsgfXWAABrFvDlZdp8MjJ8AsvXbCLqDzg6COG1lqrmz0i2lqQVzh/W9eev2SgZ4VkJcR4OU6n60FQVyOUbQjNqRNPC/qiSi8iTBaIAY2IZSLM+qGa3+Gyg55zbgoGkz63xyu891pfuguep1LPmHEO9VKXYRrLFHud6AR0gXOwZ0J7akltlfO7dmjdpxORISm2OI0GmS2arf1octWMXzgtoAR+TVeVsX2FxtqvxGmjk+l9WAAAAaJtgrmgDM0nfJWFFLoMFnEKNJV1HMGNxuLQJbN8BLKhVzYDmDZw4zXrTuIZP7w5lPZVy17M8mTCAje+9GyxvYEdzfHAjmiFW1nUr4uMj041SbnTTA0KJ4T0m5k7Nymy6Volg1aU3gZDkgst1AKDi37BECK9wbVYl1++GaQF/n8q5/5z08sHN7dRB0YI3Y6mrcepZXGLnEELHtvGvZiYt1qhjeLzSCno5GZVuoyHHKjrn2hWNU0GsSXSbniW3D1uZyKQipY6WVeOdV+OfK+DN/IqvdMIY4eCB4qqEEF/JxCJv2y5nuzJx1lsu+igjomnYfY5BsEF8tZehEM5AJX2K1yN2qW4iNSlngJ7Zvf+luJmvIJmNLabccO6QrWZPTs4F+DfSBgzdKQRJE4qHCPyO9i2ngIwqppErBo8iorj9BpUBkF1EY27LDYIaPp1WG5TFNB/10v0Ph5nKvgwjEGc6jXbr3KGlvsyNVfUVimiB3KPCl2FuXqZSVns1D2IAQRRcotgjup43MDnCMb0dpY3ZsEiOomH0pB4n90/iQG0A8IYmkd+TF3dUAANsJ6wKmaBlOBNCapQ5DC2kRqOD2obIy8y2cQ+yVHf7OejQJ08CFjDM7n/6Akc5TI+/FRwWSI2GLg6Kx0R6UgIaBx4NFkTSgdpidCbYjlks5VcxGAMBt6cmVwxrdswdFpZeE+SOoo/qRz9VbmVk5WnYq39OyLeYGeLXEKYvPQdJexPxsOHps+zoHtaVHzcbiFCbnTcptIHRaBUg2M/PIGvfJuM247n18X0Xkik3E5h7KS+PDNX7eZuxtylTeqVTsviU6N4Ll8tDMYgZ9XgAAANE8iVzQA4lF7ccQkAJ/VrNo7ig0P1662pIYSXczYYCclnhEvY10AAFnUNeAEODi37K1Ubej86yP+1jngFASKMPQ6FgRUqF4b4h+EUnCvFcUnGrJyq7bZs+Emof8rt5JM4mItvmk+OXbP8JbkpqWIXeBNq3MO22cIPb6CWvwYwM0AGdvP0yXGtCbK9R9LPNeujFizVUyfqilumWPf1bbK8AAACbqdKlYAR7AAKl2ZwkkOUToYoIMa5pKdQ2YQNKJ+dlKt02QS4AKtSFBH2lZT6AG7cTqtOWNJOedxx59iKZ+JXUjaFitgunaqzbKpjd3QwEErDV3AhMogbqm0obt7DYNGFL3IMChQszeRgRdYVwZg6h35t8i6ZGRxFxKZlZ/DUnqH+ZiLXidDvt0OPzQb8V0W1hz1VR0sKxn5WWVFZCT+d/X9jGRwh4bWwdZqAuWy3KDK87k47QLYI7O+WRhTJRLLg9VlhRF3M7zh+Ce06k/RHGFpg1UDrFMMkm4arycHL4AwsAEwwAKSjSzgNNQKjYonrple2se5MdDIoj/WBtRf6Ec6cY3F5UitxcPnaY5K4Gdxsxj1YqJxPcAwtcA3jbvLOC1zaU1aDdIhdTL9pfJRBM9ERrb9a4ZDCl3QbMaBGx0yUSSRq/zFJ1I1f5i9B2dJP9GA5HJ+Sub73jMrtfOyjA87YcvrQNuEVc/SrSms9K6bep9CZ4W5dnZEFyq5hF2HeY2HNtPSvNyGmMlYaLIVp0HmiA8+bGKSlDtX3Ga0Kit/+C2zKPbJN/GN/86O/Bg3kvqnzQR5nm1PwyEHdNLruYBVN2Kqtuv2TuJ+OPIHeF861DFiykE+kiPFtnVWAHJFirsS5C7mJfW750bG0zOTseRmjZeQqWin/P9H++BBOVdw8fiRbnPyAd/4BRYVV9Q1qXLRPvyqmkPNxo9ccRHOZyebjW4MSJ+kVJftFGb5CN9rSGC4DIzrshHlH+oAbGR36NDaxNrOCn+ku6lS/lP8iYylYjh9FqAajy6jUJSsutwzz9s47i/O9MEaPglOAF6lX0chgsb6XL4XxysK89bRuVM/WBllWc1M219jzNYawYuZTlDbA8Ub0nA8qMG2nRWbP9Tt/E4C8MsZVLfj3sj7m/wZw962Y6E2sYlmDLzxsoRxSlITOu+IfjVepBmfMOi7ikDuEezX3qBdCkyRlY1qG4/E+XHhEKMSX+0eLBYMsvOq4LGsZgnl06na+lCfPxrZ3Fn06gZwcTycdOg7vicfXfcgLFnLYiVh6pK923ezS3JwnSIPqW3J8puZfbMP9rixru4u6tZzAsbKpddGBCvKmFDsrLsAYP6Cp9j95W7AtpE2MX86DvoPFPmdR4F1IvVf0/6EFb04L58Bai09dxbN8qN6opLeDfUc+pkXxavKfuGTo66Xh3u1MuVwrgJSSOpX11EKUC+lPbvdaHi0xUsmkZs7gwYKww+0SpV9wpL2ZeKp7V9gshUD0H4DgElS7jSwi0pkg1bUMH5B4J2qsOvSveka5109HsGgc/ohnANvH1eeXDeipQWJsP3E0xNpiv9UHwPZLWT2HgP0CiGKiG113APKxF+wqniGfI+8ml4K5JBrn0n+ry3gXzoNoQGqizgWxjVXCydnQ5SG9r506tDOreDt7F/m5urXTg1IogtuYtfIYcuEO6OuteCIKYnAoNXaVQ3+io02Kg27mzwzVG0jsW2+zjbkAwf24Tn3PMuyGoxcQnJKlqUSLGRhcALopy4vRTNxjsoxC9Qb/XGncSfl3fjKH6kPHm7izak2kFT+3k9v5/EOkVxxQlpdzQjmqhj1lXBnOa1MhNvR8kvpbbVrv0+WD5MjIJ/e8CIgl17xKsVAQOAhFXf/ptWkAg/LwfTJDVQkGXv1ert9shJDhDCmoARzXx2Y5iM4dxyBTEBfqf4EOOeYNhwxBOQPT66bBShq1Lov7P6N6SLWh9G2iiuiFn9vpjiF7goaOawuxT/vpf12Pxh/1k+114e8Gfjq8/ux70u25YoCx44PIslqGOs+XiJzUON9rF2zSwH/INJ7Uacg3GdZ1m1MqpXHwhiRT/gjxuA2G29TY4AGYi4nQfSDen2ulLBhr6gE09BbkiACdqhs4RpcDd4u9xD31TrdwHyC9PNQQ7Q5ClaW7AZWRuZTf4xicfnR+8aHgONy9fu7HwUjSToit4G2DaHu761DHHsNqP89MaT/ggNwP2dyAN4GJTtv99qpxBxdG2+WZTmCOkPAUkazY9inYlfy/Z32zvYY66pqEj82WNAA8u7wprLWNMHqByaUnNOPErIgOPBoskHF+jxMWuvB3Vzu7nam6+2lIDHbrGeQyrEH9Nw4GRFFXVRhGbNT5+PwwSIk+SfKRw5FTVXW3AVoRPKHR6fSd0YoY7MntD1HCVl0TdKGEShpKWOCdS/tT1//4AI52kwldT6wbLyKnUp0bSyuW71aGWSsvNI0XpED+3CdE0SAjza5sUkmKaethsl6ttkx+upVud4F6ZY7u79KNHjTSinI3ux86GXQcptFes3CHGJqfwKKx95NDAYGl8oFpRn/vqHIBhvEHRuQsf0Pii3Q+ivme7yeJjEAs9KlpeoouMOx86hwpN85Qj69eo/ui4lpsTtDTXN8FamrNzOgkNHRaCVrS1YiiFqEGW9Bx1I/Cxjrex0AZ8MDauunMB0Le9McU1lJNmTA5qPqw4nam75O3OMeHf6KoUUb1/skbd/bx3Bihd2jJTKY/6oUfNPQGmHuUuZNK7XmPvXdu/gh3Gyjyod3H2084RACk4cZ2+PrKuItPSaYbmVAe9jPqsufDXKgLCe8Id+nywPLhbS5YHFgUQAzw577qMYqSWKksOjqTAo1yUIutsLQENDzjYXmMkySXBUWPlrGVm+mgmh+cJJfR5wKyygZhMjWzC8AlBhJtbd9aojBVyhGLvD/rEmulMdxhnr3yZznBk5/opA8DfdC3qHSfDzt2PFwIwL8R1R/dKH7FJff4Zg+3l0Hgtj4DcAPDi86dlJfIgZksxa4rIBYGo3s52QhY4VNY9fXLcrYjZ15XTR0KZUOs7TEStiXgT71oE5vqLh2hElyY78lxBd/7JhpFnOJ+BX5LtAbnZ1bQsW6xAH8zTO2NWIcvuulaeclrOy5LYD3kp7R4k7Z6tL4Nt4XzoQpZAWk9z3RxOndgSmUi3x1Hc+1Kg/hXLESi2P+Tusyw1oXoAYr2elHX9qdvvWR2bz/YppvlNnBvIby19x5lwn89jzlxlYM7zPwvhDUsxLlAWXZn4CoFKNWAm9PcSFDniPK4M1PBZReZZglUjah/WAh7tWvYbDvrvSKX6uraYcwaGFv/G0FlGsvmQEXd9sgGOmUt4FSB9p2L62pU87zUQjoPflj5DFsg79RSOGucZ/cUy/ja5TNJXNko7wb0uakxsoTJGh15h69Px04BTmfKta/kh83z6EWqTTq20ij+UwHfkT43EHAlLjIUFllx/y/NR9tY7AV6lbloF+K7cYOUiZjHBlfdTHtQ5SJ7t0e6h7w9+qi/aM6Qmlkc5OgIq03C6Q2z7UzfLp6uf0qr/KwE3GB+ao8nuUj36nchjNVFWQliJgpfrBsXG68xfuvbN9pUWmr23Smw0MMZODql1ACOLX2fTiAv3zyxjBkdi7HpilMuFJXZpA5+NqDyRJq6sVTkyj3wPKJuBk3HhxRBqiWxQZwryD4JKXBgIU818T5UCX4TA08gZ7SJq2XVeg9h2lGwgtykGfYPbhMaQzHqQWS5w0I7OgCpNuXDB01Qm14nKzA/PMSfp/WoQcNOiKrBRK0432FUxOG6ZF6abhdwVOz4n20nC2uzVMwLxIiMYdJFg4iXpjR8uVvUpMehBDfUlpGkH+UItzihvm9kEWJEKVSDSpEMqEhb/vE6XZsjBO+OBiCbs1HnshsZ+hCxQMNeTMCRp665SqD7nBGzCe5R5Il1/lY4QU59wCfGVf19bHU/dbTQ/ub1KU1GIjqHtObvHwjQngVA8QQ7w6zYfRXuzQHWnw9NxQJjaU4qD4ofu9oN03zQB9AAEaUDrNAXob8IBEXhylAbnRRGO9W2/2zTO98YnxOBARCLpLVk91XReLr9K8HmnVTZMcLZHCpb9m/oFifewe2aBitT//a7HIfrKNGtBFP5xBrhXb9eELgn391NkcuOki6Pp7icw7/SEOGFGbj3w/9i686VLfIMx1ck1bMyCtsHKi796lKG6d92tPxlgjERGhcce8n1fiJcal7WzAITWK7HJ+DZ5XfguvdjFdjPqGuT8r4lpyUZCjkbsff34YS8DFjhgQHpEXmM5ECCmEJObPJpMcttvy7M46mQWdqo1Sjle8eAdl91Pv1Q2j834oMIfRuo2HXE+8ltCKATer+Qb5jN5a2a/5vb+0KX2YNh6rCNV0pw8HzG1/XBvl0FDhULpw2cjgoCzronrLHfpC4W4TR9uduZOsVF1Aj8OAZFCT1qKiv6WNrA0uct20FAdo/L/OCGgAzzortTXliu4iTmUp4uKBHKGI9fiLjNyS2H1jZ1fi+llXO+p5kXWbICQd652yQmSdlFGe87G6lovcvLW6Kq+CPfj5joVObVx6GY2uuHCibDL/jdcGD13lwfhq07OU60lGUiELXk4SO8hBY2sFd8TLZ+m92rTrmPtzL2aAyOnBc5LuoCGm6EA2TtE4cwFJxSVJr+u5hdJQnIPvUFuP9SWl4b/oC9v191BXJJWXC4Ev0jqigGxu6tBRHkb8Eme7He526EOk56dtj81UmhXIwQEcl3/12YshRV9GRSipG302BNfgmJDrV2fk5gbZ1dXb1JiTAhYMf7VCHD2mrNJ8KrWEQceyVYtj2zSdZasGjprXMVtlk4eHGBtuzT9Wwv8GgNtohUOIDfC8KdnbKsfBpzNnPGg+E5s3uvnCN2PmBoS6PtBMbvA7T0F7VveNMeHundAwPCE7wZIaXiBKiwJlHtDy8FleQSry1c1LDM0PkOVn5TGp041aE8BROZFhuxaG+il2ebcZUOOoU+PlgB4Iae4YV3vbU73YLy/TRpqpw8f6FipbMYoLLZSZB3+nRlLJPH1SQf9YgH1D3AD9oOJI6Ovn9Wq/l7H3MBmlff5t7PlpFvMWideJYRR7PXaVjLDo3PQxCMX77d/z27kQNmJnNS8pgbOAbD5NMefItdkplvlT8ZSDN6gZp9RvRDkWSoDnRNUpPZhCuPEEtRpOya90LwRz4b6cTBORgdbUHpNYPBtvv7wDu+GET3tHJauWtvsISUSRx43dPGr4ber8Q3Lw4UPrBT/Y8UbDE0FzVwAMe8D+eMjVK8i4qih0kK88G0nFKVaKk7PefzFrKqusBMd2jMjZ7jXAKF6mVtFqD8A0MoumVmgPd7Rv11PqwHO5IGcZtoofATuT52H5FillGarDDIDLibtResom2B7GWchVfTVhGjhD9QdYNRYDuZKU95peaQCiW+0s0FJqz8fr8dTTFSydpOd+FBVqp8wv/rkzq4pu1y44RvqAD5ueULlKxc8PQi2TdY/0bDdUjyjznrTjzi/UGxkIhl2+RFdgeB6O4fWyaFMae0OVRJ1rEOswap/KTzytmkOMfxRq8Sr2wujzf0OJa0wRRRdKzPnEjIVb/UTLwZzgn0CehAD0U7WYC8kp/7USBrVtx7otxW5SkycjGsOBsqtqkefBjjN7p/YxPD35A7eqsilhxK66IXs3fWG2YCW2FU0OJifwZab8Bj6Qg+BP7UZmw9XSSMXOVQ3MKpYOyfH9vGb4rEzzw1OkurmwarKH66mW0/AB7dFpKKdVa3Ko5uLWdWcv03f1goa5y0jViVtHZj2LS5r9Tx2c7/Ma5XIa2tWk6WNXiBnrFWYzuwX6rasZW6K46fzN0ZJJ35MClbkl4Pm1zr9VwU5Mw99jQeyT0T01SLdstMuwibeIQCV6TAtSV55P9IeUPyenNaup9S/3uXQbfglpLhJ7Vm0HCDS3MvA21eS/EJrtVzNLjofY9RDGPltXzLLdpZ9WEJJ7lB6uK5iejwOEAlegLNIj5xlpKDKZdoJiATxq5TFg8eOrbelJ29b89HTX+ko245OteqzgOGjFcFgaEQGM5XwbgN7N1GoO4z1/5n06YR5LJLzuygRAv1rNZShU/3605ZZtScczk6JAXomJAJ8ibb/QUFhQIAPi+qAmPc8m7m5K9kZ0W22HaUWA+I+MmvBUGyrYNkPjNNcA7HkBjbKBi9cycvhlY4m7Z/WYPz/wWPLHZW7ZqaY3YLWI+EGlpCjaoB9xXAI1/t/O79eUt3fGzF2OTLWVbQZZm/hnpox279kjfznlC/MybEGxTfiVi0rKtpK2sVMkCZOxWzw8XzezV8S4OjX4VrxHEeBBZXzXXMCQtI1pBtS1ep1zjLvd2mz4ye8WnEFYNLrq5iX9m8AmMjZt0kWe8WN83qV2jRaehUCVTvj46g4dFpSZrIvkGsh09iVW+1zF7eq0OyAKNULPzaP1l2GP4j7hY1uhD/fO91c0lzRK5hst4ToT7hJhxjFkju3bzRZalVO41+VgmOg/ufkPqEEOlg/EKXqwUwf7aNkKvCoW/+qG8taEcd73E4SKQnsxeGVTaQlOBYIcAdKjJGwj0Gd1p/MDcUM/+/kkeQKm9Ydvo8D64zADl9dhqaNpdWNbMC3eVTtLkLGWt0oLvknZ56Tc6Oa5aW96+6SkZaT5uDKgCuQtyj4iGqrjacfcr8n04fdr01Gk5ln+ew9mcz37uj0UaYUlKJHXrCVKHvjzC8YnCvdEmkNpL/E7MywhkUBbXvgoh0+STXcs0YNmkXZ1RsWBp5eX6sNOmtSmvm+V3HPdWuQy149TwFZ5EsbvCuap6HFpOX0p3d23jflRYNnOVAYGZpgRfzr6SvFpzULx/e+KSIbbiTEW5qQFWdrfU6qXKhOYcYkQNiKZxyl0MnUjLYFWBBPanKDgHY5P8mBfJqM7zlzwaFtREz3rnsu1C9fAxOkX8pxPHnsB3FS9fEZEKj4Ss+f1a4LHrgS65pqcGPJToW1vrK1/iWIRzWSoW7diZ+txTrbuyErROy8j4VEy0McwQujspU1BgmgzqeLQ3ISVU6/YeOeO11GYBgXc9XQCeWU354jxeGfYhyXzu1it/U1iRgraxvzXO8Y5DzNMm3pBrvhrB0p/WZ3ozSQNJJCkt209ZgwO/2ymEG98QJN8mIeX6z9KaXAdQ4frMDRWCoWkDh+sXfMkwcSr97HqGKU27h+a4aK851q6vm6BKAQKmUjrhlYAC0yp9YAxTdchzDUv1PoHFaSUfvFFNmSbIMWqKU+1yIJJTbgm1qKXxAUnvh8eBSVqXOEnw3UM/wMNycDOS5y4JYiNJjjiDKXLyN16vLinygu12fLQCXx6Bj5SQk1sjwAQFXdN7mu0RtFZlB4QEXOfqOucuC7cOW206uc5r6v5toF5Ey49PRWZE3iitSqigEyKkvVYYetPmc6mkzNnT1yBZAPK2m+18/6aACFYRObDG5Eu1ET8R+GBdnh+25LRTwUDL9xRjrvwjnv3SkwCbCKukPOrhoLhndddJn14R7way3pbdSVdoTp8PfHs1IpdlYU2VLkWZUeR2xj/aXfoCVxH0wEKx3d+8O8+j8gHWlMdDE/n6uAL+qVEGRPwaflJ9vK99HuHxIIu/b/yTqdbHmcMT6FMW+8P4YaFfWeCIDoHeqWZ0LnTZ6xnHydK3FTeYQV7EmDn3A8YH6A7d7IRuWDJHGDpfrl6IIbcr5zS2hhW9d7b6uk3zQz8V9Im85ivHdGdidEKbYcIwCO2B1jVD4sZJrL2FKAAFMQSYwc8tGk/sJzCrQOtvG2p+VOVWpDE9S5Dfve8w5WvcGfW03uukGVLq/M9LMy0W3X7k2iT7Rz5iokGs6Mbp9Z5YIFXc5eKdP0m9LPgLF2pPN4jpJr5joPXPLnsj1R6ihabIfSUIhhX195CXfpfAMOh+zb5Kg92fXHljVC0q19Hm4VODXlOjGaSTgwwlIbdlI5f5UOyWeKCs5eQ8dYPrp5fikgFq/Blc/p1heqBOmwnCc+5XfhXgWnwOxm1jAqOwW88aSwT+QF3sMGHfzevuF8I8ftNrBD2Sxzh6sXjp8XNzO1ekTabea/RZjMu6zWkCWKDh+pTJy805UQ5zItoW0WP+0XaatrVRoZ53K9/fThlUmiTUj88l2HJGBDqoA3sIS0YbLUThuqkTisKol6OVpQHJKNSwD2ioTkFLKTh1a5chy5HM34iIXB07EUukJOp5BEbkznjiuQIxgsTv1Ft+6lXM3chn5ZXGPbG2ZcucunpeqLvZSfkUz46Vldwtn03Y4RKCRmcldYAzovqDtq0k781wzJrnokkmCDfapARCjgcNKNGiFSMU7vvm7Lln2QgrWQoaMPvp9F/C4lyzSuJhuCCbtVVmUEJZQytj4ch2KraBIptx0j5biBlIG5ECouZbOYDrbhD2/twc6Gqrh81SPqqPFtXIeKqxzMSs0uvYPBdWUYsCuIgyS0U/cXPBY8C2f2DDWVFNATyHHOeoV7nPMOhPkbIxJnFpTY1GCdkL7nK2PayaYn9tmruVghrEzPuygMDTJDsRUALY1ro9ngQ5E4Q9WgT6vbJ6Za3NmpmRXSd/WJRMeUkZ5CLtyQi0Jld7qhG7bKLLE1zb8AZgmnbUsOvyohfiDOmQKQW9qzWX+iAd0WUO2eBx4NFkTucr6Qd0bee9PxsQVbX5XYyCfb1VtK3KJ6hyX0Ay1ylLs3RNIBFmXUExIPEYfwWjh1bdW73DtLisCldh6Qx/MWIaZmsVmpZaEVr4jn48q0zLnKk0wAHQZ06CVFXIJ4O6O/VmzaTzjh9Mk3SDvF4hP/MTkhbSpkimF9a2ZhRBLYkDTzA0BB5NfNr+lUf7Ro6O8wBayatrBoyeaR+nk5Ug3Is84yasDY4DEYJK/Pgn6raBTV9fauZfxG8m+VDuTDCMkVqwFmhd6TLgOABKZun/2EMAJ1QuCf8M6gLvbAVcXq7v8V2q5Oyi3ajSSxCNQAyG983yGDsstmY+jmXSjs2LtUTwXnYtBzQocXrJ62vDIIabs6rApHJoHda961EHhyJ9Jr6egkAZlU2fL3YbJi2OZTCuFdlpuKEnUqrx1Gva0GcalzrJFt7KTv05gHN7FUGImnmMYJuWz6z/qBQUR0BA0A3v0MQCb7mfiq3xnKNvzsSk2u3FuGBi8Xt06VfxQ4O0j2VpvfL5B9eXdEtWJFI2JF5p22i3BkWhQhieNUYi0yizfeoyxE5FkFWKoqG5idEk+w0aee5WbPg7PDnv9Ga+/1AwAFCfGLRpwlayuKwv/xa1Gy4lmb8LvHoti0o+BNQS8/F2DhyRI/4qdyFH9avBCWLlrffdFiqA0Dp0nsBVmgUuCuCVxBMBVsN5RpPnnN6uv+68wSOz7KO3WEmkGBkMPiSz2lMxHyF0MSd+et77DvMDSAQ4nzoSpxvvpaXToOdST1my0SRDryf2ggoiRcyYTjTOvkVSnTntYF8Dq3p/NNg5hFm4zN6IeVQvuv3877VU3r69D4JnGEk2zinXGxq/4qKLgJgzHcOiQiZxx5eTrM4Kb0fiUORdX03tdYz2isCPkn6Di0GBIxFxPUuiS8MpWRA/jBZo0ApRa0TZ0/LnzF3weTeN01a3j1/w40rKPfVm0YY7i7PQM2+FP93XKzkiw5lgGzKJ8slZSFBWxXhlvQ5YSLIpZuATJrwn4e3o0DxHo4cMnwSQ2iiDiZRVc0NEnHYdQlLKyrhZpzwKnCRkkNhNqKyjoItw4PdukQzlTt4sZl+JMVcECtlEOsrRn0tIXIOJroi/ITIBetVzRwjOq+qlvbwObZKkCj7wzk7e4mZ3N3qU61G+o59InA9q7MtESWfUWvx5FP4u6MQmqnF19Wk61SHsbSSH275WOZWeVooxa4WjqlVNJLp+cY/IULyr36FafulAZ81MPo4W6XvtNgd5oFG5XVFXwdbMC46GvZTteGRPrap81QcjC9bjd71158948OUyLdeJV+EYBrwjEJcC562hhz8SKM7HAuoHCa7w8gkjQLBzQIV+NYbZtmqQazXQtsBvNp6N7VurKPmhnEkUFTzFtuN/H2EvrTTksTRG/MP55+Wvi+hoE8r03Ql0IMVWtK9LSsM85ObHw8qaCqSBNqiDw/hdFbjupz48e+KyUSv12TtiTyiCW+1DcGp7mN48dUE60e8KqD1InGCwkdEGzT2vKVgDzCfuH5hc7WXBF+zpkgXlVzazqnY5WfphLtwNDCKlCyNrM+24t4GF3R/nfZGgCJIgymsg2w4xtiX79iJ5sd2WuO5kWkQzM+1GiXRa7OwfGOQwi/hof9ShZeZ7yVmzzyLEOQkh1tSBUz1/zjIJXglVOKSu2iamkW0udlrTGE7GlikVLftFyd95fdvGUutUkMUPFVc35n52/DOms10Q8T/zKQaKIWIV9nz5zzo/iixlUaek4Jh3VcqCi5aXV1H8P1PLofR51Tt8NXaP7lzVn9ZXH9iFKVuO19KwWpyYKyIK+5I1Fz4e8s848XjMOqq1gEsuaT3an85fZLf+vkXmZUou8HEf8jIu7+M7SIwAQ2aO99o13axD1NeGYkfYmmF7phTJaI9qkbOHLTjn/YeKpMXtNm/UFamUwctrOZCddbcLd9Smt9HtLrcKoxTVLkntk3t/5ZQnHKMRYMIqFhmW94mr+Kwoip66b6Vr7MRj9L8A/rQlC1NVXi2XBrkRPs76n5QvVdyr9QDMwKtW6T/kD3RZYU9aac/BCxIN37LP1/7V8zz075u/otmwfiiK1gfHPGVHamx9XD4GKWoudq4WRB37j9HuVeuWHy0q2GGSGN4oE/XAWxz25bOWIwLamLdgNvcNnQH85MO6Pvcb6eK8DWq2ji/kbjhjGvj1GfhbVTKmkCC7K45rt+hB0mMymgTzK3bMgC2xtvjKhpch7MLDjqrZTcUqYpD9OK6GyiO6KIiudC3WLEmlBybIVu52JZEz2MPbLMnILrafvgb95GUfZAgXsE2QTKF3TMfUESa8qR0QdONqJZQ0sRwLnclJ7q/3yq894Gg/KzMHNZtswzbqazK5AaUpwwLVUge0RnfoTSLBeQNAIU5AX+pD1unXsKPYbUydVLtgnOe4/O+BvIA0YSTsSWjaPojCXR1dDiqYULJDHQYawda48HKRvdXch8KYZ2u/fuMziWksQlrlBbb8TTKugof+tvcfX9Qlw7IYnuY4Wq1gtE04nbm8t9EvT4Sy8M4Bsb12QX8knttpNySpDH74gj+qrA2jV3FPhr+a2w7tkSuDhx7O5EB9ADdih0T1Z8FdLRT/niF3EaSG4PlSpjnhD2xJiAVvN4TRirY54RnXZKmDAQlNYT1qlNaySNEmKTDWfkbO/1Y9QUrUHeTbi3FnTnlNEsljsIxfalUK1eusdD4eZQlN8hIxIo6qLxb2p2gY218LebEHa++O+6sdhEZ5skzZcEVQJAZq/dzo5sycBU0iF5JDxnSyfDMOAyS1PYIQVs5FESPfnRn+ogO0jDYR/rqzG20YhEEw0wYzJhSBNrfIwAQOSnRw0JyH3oyS1E2N9NY9KhbSnD24YeXhQM3w/8NRUnx/S7XpsgiJKdqfswPmeJ9sQrjX1ovw+tQuPXTKELjZxdsp7L85ZSta91iNHSPr+EE1DJmO7i4g1Ol6GsbJaBA7nwMbtC2u/eAZGnlFfSjQffwPwdYtZP6FtyZm0t/bQ6kNyt3Axx1VnGf1EpjvVzf0Q7VXnt0seTEN9J5jYSGsGB70cpjw6e40TtRNuKYkti7TCuNjv5DLcw/WsaTpfsfrcvG1yysheBS8OiR5VPp7gGAnqTQHegIwF8JxTdh9mNZc4OnxBdv9urnWbSEjpwosUcNr6bpip6i0nwuifuOpRBX3jCyB88G4YUoqLBYC9wyW+EOuTtPAgeKr/nyUvxYFccE06neYHvBQbxSWWVuL5urMlGvBhDDzsy5VfFaLCyQC4du7t0HQ9FMIy2wuGu/rnlOrjvktxrwvAP+tK7hvKUityduG/KVNcgKIyAls3YyAdGKoyb8yo6V5JfHUunbnyA3wbTFbrocJfGtlyJjxjdgtXY9XTJiRKknbfbAc0tWGCnNXrX2bY03Q+f2CDSwskAtad0b6JvJ5brCvo8AfwNbPcV/YI3l+S1XtTe1BOW3zgH6CPSVDujpLHnrCNTqQu737WRObo9CwoBt3V863rRbXyao/nMShXcPsKM0mJqykXUZVmRhlx7K3IP2dyAN4bGaG+ZjoP3eYnqH1rk+uMZzgd+8to4+qe3h3k1Jm9qCwxZCCa8jS/+pH511TLDUEk6WjLOQMtp95gYuuyRCgfc8oQy1sKgsJz/XV8LW69WibXotwfsiaEdi3U/4qPoZsmdEf9ty+Q4WtMQ1azkvVrlQgO+UudJr6IlxCdCsCKbty5kaLbQ8zKSFHbFGYRW4KaQhrAcsX36GOJsMRfKuJZrzPVte7/UViKxoudMcXbj84mkrco5cPbSyGn+dtEoA2s77FH/I2/dI2haPeM8AndlZFqVCt8wyGzCC4k6yjAR60OJQYHF1qOFHYCvNgOSfLnRpgnekFeNTbKTFF458j3v45zRqMTScS8vuSvbVHju282oLKkHA984GfascFAejlrMkFzLqnRK0NNopm5+Mbth3BFqk85eoCBwEEWTDeixACaaQi6PL0rr0xRgmUy4PDx/0DC50vCH39trVT+EtEHhPKbTRC5JKe9sgsD/CX+FXC86aNm+zmuhMMA/RGZfNg88/kH7tfnKHYrGp3K5Ktzdk7f8YJz2w57xTWKvIVP79ssP+rVjAoxI8cOM8rDasIHlvp0zFKi2glXz8bUErhGcVOE+uz2R4iq0a3r1hhuBKtUYsjn8uWnKKOBH+8JFDQlIqnnevK/6SlF69NYrA3NRKCQqCL780LFb2YIA9sGpq8ecvSBqCQpuZWLLLCK/ganpaKGLQIAO7Hd/yQW1HsMya7nTInIb8blXiLvhM5pMxwpBa+ImtZUaZKKSbOfXx50wNkFxTQFhU6Z/0J+Yf3wAPOOeEnp6q3XtOhMukd3ybavbHJnOqyTtkfuEr1eTYelwYwL9H5GaIMlPkQrk3VSOyEjXvnH3E7FbBc3WKuMNw7oZECCrEPQq2pvSigVxg6SGk9A1/B0IoKsvnWn3Alp/TQc/z0pMzcz/uVOLk9Ghw89aVOaqDj4nEAP4CD832P12gJBcYyR3IMhAY4IKi0ZoAV1TSn/7NXB3/Io4yjSpr0+hf46uG94aJ2IMZ6DXBXOEClHIjhf3F+KB+h7d5vzIUmV1Wr/I0UWjr+33zCFE8q6Tz0OnCIosPzVMAVHitaW4dnKmCh1bjVNUlVfK5MpsREd9XJ9zfl6zwazCaFH8jtgCTAUaaTDikgzD31X0FtKIcflvB6pURCnW+MamoWvJFGrh0s8BaAByq6HVVYkbeKSg2CGuViCINBTThLWl15K8cZol3B9OaZo2cplt8zRRXOeWKF9bvc/0WF/2fAu6HJA7SjzE6zjKPmc/IMxfFdswemZyxm8j46nbtLymZ5N9N+ArrV5L3+EdtvY73W9bPbNzFLoCohmJKNLu6kZqcwBoWG5ymc7/w8M2Ikwgi38Ljsnkf3Cuv691oK3mbUaLX+DrjWqNFIeFKL+QZl7qYFXYEKY/B4Fd3wmsG9uvPPKPDc4u0jFsCT9ZtfsXhHH7OEVbOiCIILfTF5N+Oq2GMraxjzYjZGC+ylJl4zo8V+cjlA5UyI1xScD1jvTEedrKVN6vNdAI9K+F6gvWJBFyBIor5ZUmFDA2uCWReLv4NnXUtE62sw24jsDlTSwnpXUATDwb6qXRr1fGmW5LJnrA+JyVmm/Zojj023qZCOlPMF2KdyYGw62Zhr4NVdITg3aLHYXzeYQCJ3H8rbVME8I/Z2OVOThhZSYiQFRct8yKplixWDBh3DIhmIVBZAFeUW1R+3kG4Zv3z1wecA5NLmoJJhF7+vzIlRXKsiC1DbULhC006QcX452TC4k1MD57g/sOKZNRZIKSBw12C4QYsh3BFUvYng10CqV0SGSvMFnCPVMZ3tcZxglHWVBbuzkieoozRLPHlUfhEtTF6F0jn9gjEdfaW+Oqf42InpKDyolLLaZamYcuQHV+QivVWzuktuLP9EgUC2uaemPZ0AHEgDxfgyHenr7iccpGHmrNOmEzk7L10Fh8F+x5HnDeQt+v204nVHpjSsobssxyD+LMbdNKuHfLk4Gj6mexjPJmaVSh3xRoO00k+hdsvSmM8WRhBwh5EvTT80TVoUr1jp5vkI3duvf+Qnj9z7OGvma5ka1qfSEAdfoe2NGWvdDaHGKANamwfcvznjqOKQRee4D36qDWGpwb11/BKkr+7hq88LUf1Kkx7R18Tvh1ewdeJCM1p92ikxtmARwEmYjSyuziXYgXM7xa4mcqydM/djMF1vz5dIi4UtSODGKc8c+dGU0e42fq1MioHbUQj8zFlTa0SFOsYoxhFqo9pFqlwBSHopaKzyvsEJz7vHkBsjZO5Z8mr44LUoHQJRQnKQ+U8CFv1h1o1+G52gwk6XmVJMUOxKqbUaOzTlzjplJthcSrtjb2TD5EX0+IG8pENfEln9KOp+fw2VmGV8cedkto6h0aSd4h0hS9pg54nbGoZHlSjnS6JRlo7OM7nOhv0do2vqGHoNX1XipaPRo+DroMaGGyK1sYjq0ZWB4mLo3p2rTZshCc7bd2ggGiTii7ELiLeq/mSxzi9btzHIsxD/iZS590dcYp3fOHU2HgWcM9PvRhFOQmULuhY7xaAvBR9Bi8PE/YFau0WjgCkbQI/y0yMzlTHdsVdsgQmXDOSaFYD4lzPD3CiqKKkpO4sxvJFjhiTMDAwEKb4Bz3CdsE2v3Y80FldUf8P4DTMMGcVTLTOx6pJoS7x+RD56Ij7X4YUAYvgs0uKyrcIMHc3lOq42GziWQUOsdkhYQn+NRUPk1JEAzbo8WiHS9j1uMOcIlTCghn783zUHCS3lARevMwToBTuz7E+I8BJiT0YmzYPz8c6L9k4A5ZdKInZBEZbOghyqWADN0hIHPXa+65GjoqZjwyJpOq2634aN3VWc42I2CpT/Q+KLywJlszJQg21LIaxP+jeDow2MOx85bW0iB0SSL9PaDCTpeaMSjkWVE7oICvCeq5vjICaQWC6B7nDDmmMiahg7WyYez1vLEWuGvh2Gs6VF1QwDOt7klxrZxLmIpY283sWzktTCME1ALOePGxQnhcqt2Pvel7dKA1N9XdKJaWPEkQgEZrvrHIeo/WVODEKuUFHJhKuXYBseQNayTvCKpcYfwtxnJtzmc6dHDMwAP3JvCxrnrhHBaGz5JR62C4mT6I6LxoTwuVW5X1lJpiFP90yguGS6xRpXw5rS6phVG72UoePIgwjDnWjh5qzeSOIMkS15bd9/4mRqg0ol7XkGbpw2HMW38CF1QEvYnMAtY4FsbgCBvW2IxwrsA98syCc7Y7/Vgx3yWVfJPeVUSGCRt/gSlwItTv8xPsdRNJ5IoNKcM8J/B/FrMWkg1w5fk2tOw5tfqMOeZQkB+sC83WUNTLubNPIZX+MRdvkk7Sf/uKXNzvq5Px/VRXJELmPNR4JYkLoM1F1vEozGyX9WMZK3fykzd5Wm5+Uq49FPRp+HHOJwnyRXg8KnW++uj8s6QEVESaV8RZIF/GRu/euUaDBz12svx9FmTZTQoyNi/Tqzw6JIcx8twvOCO7D6BgEM9+ulLVeEP/oVt4QHCd08nc420h91LieG1WBn/BC6XkwP7HABAESzN/lFXpbDOzYgKDfBarmxOSX/cnMZGNL0+pRfq94Xb0Q6a2ImMGIDtSt6TdXM1IvyZjoY289v4FzHXEJ3uqb0ZLIHXdMDWfPe8Gi3ohQEKfPQDbBhrPt959zsSg612cRBIomr1bKFUKK+6vX0AUQUc+CQj7EX1mgKRWR54KokpKbY5iwD4clxzGb8KVSc+ubu1MQBBX2hJYhLBY4KbXmADRRsa9ilknk26Jlf+L7sAHETjt48a6zstsA9LOw6b1gYHO7YaffGIBRHu08BbZBTOF4rcVv7MS/TRqKO6OkENIKUIBTabwwEqedievvKs9LquPixwCmpXy3zWPne6a8ifl6JmeZpwl7SFpAMUfXt2ppRdo0RUs1RM1SNcsqf/llB6Rjc/Mtp3an0yIsSlbAI2nMCTlQLH74F8nJkdH3WRkLsAAjpdiDAfE1f8VqjWRSYu+G5vH170N1FyRNRQd2Ow9ts3vsyvTu8WbVQVL7IM7OuQKVCqe8yr9Bt5yGdksm7Yo2T7AAC89h5KR/UvdqEyiJFL6sAAAABdQkYGl0jMQCU1/89IaWlBJ7ATHViyDb1ZBO/v0ee9xYalNUcqAU2S+eYAAAAALmOX9phQit6dzn7hIu7W6g0eRKorCtoAAAIFaxeMZg7pRNRg0skqU6Iwd0SfeIXUI5gAWjn3zqwZG3QZ0idmD3nc1ZUD/k6nfxhCAAAABHtSKKjlaJJI2ACHsS8AAGhDP7BdFIX/FsZwfixtS0jyqlByUSv780bVGDEWOJ20ztMS3ApV1T1zN0j3w+5OCSd+RL/6ysH7sDO34cvBDtB+//tJZv+lVX8/HRd2u7JK7Km0zIZ5IiRkqj3p6zacdyDouS7axNZEgBIIzSDHCOSLi5bIFggWKrUf6aI1IwPbLbxjihXa1V5dQPNnxEz2BBGgytoAks0oeZAAL8nijuWUmlA6onGQoCXcFUysKrkfRy+TAZaoNJQUY5cu1XmiYum9x9tHFclAFDz06lZnpPhz5kRmsiqO4VQKxrrtmgzSo5DKvZFPv7/F/Zwv/vpK3YgDDmYUH5t2VPyp1F0ocd6pi6wAYpsBH67VyGLaGX7TikKeMXDBmzgJZLqNPKDUJ3QovvBEAcTuYohR/83XxNhsBdKRDzJpey1pscTaoLBa7LZ/nRRAmUqSjjLyZWOYknH2It6Nzjx8p+9YoP5MayaGdF6ydZdTb21X6Qoxn0WwVTZY4lcwjnQcvfma+JEEF7oBNizg1kUaJ3F+fcejlCNcBRfFi/UBuP2Eudn3+AnV39qIfNWPBlm1roo0hJ8s7dU3vFE/W8d6nMXuBz5YUy00Svfra8s2V0KZS5INRHsnJS/G/btAd5zzM4Rhtw6CtZhlwgYQgQFpn7v/6s6ijHh8dRZHZiG5sGGOfmGgYH1DTThiTjNdufRtqaUBGVKyIQRPycAWAttVbXqI1bj8zrLkDIOSXEFueQVBvcY8Riqo346Qp4Tpi9Ex1bsH/5AINnWWR2k8kmu3NsvnF0dAdODt5Y+IBVBVld67ImxXjOgNC5Pdm2tafN1yewwDJLNM1xD4UetbM3/HpsGQrQpckJSczGMUrLQfrJrfV3gICmEfAoiccTSm8LXf0HXNyBz3+EphC6FdkcaYXm+Z9jVgn/Wh1wSgrCLOffNtC4mbQu/8cp547wdHnYR8SId/hmJa8/Egfvmygkm7i+nyifeGDBwgTkHbRt3Ejjoo3qY7gYMFZa2+zhldzvNsN8Y8FyyeITAKWfNHJVZDJO+9MK4351LkMPz3F0h9PIpwAvaDAQy8GJuymiNLBj11cijSD6i+9vmmag5efgAAHcvqbn29Jx+n9D3HiaNS7lBM1qoJOMRAE7l8qbiOWq1YJ2NP4cwD7zpDefN6eYz61mTeMgPpICw1MfAuQDxD4nXdEHT1rQmOdr5Kc1w6ukcqn3f9jwfLeyNFsBQZsbkVzSZOGXQMBiD8V2PtILDlOFr8ONDKTkACYtHnThsXJt6U/5ekxmbo+UhU9ayCeRFNZ5y0hSoO54iehh7+76xeOcuhwaa9nLdfbyRvCo+KbHRLkOVXsbk8z2eeAJnpgKXgyEZ2Ap/U8m+eb3GqgABbk6b3yPaTA3tpT1kpslv2u/DFSXjdWKwVEDjFJOyauXDkUqRE0rnJWKPgmFFTE9JaUQ5ghbAt6Zz8FPfJJ89NFSceRhwdBvGKm5uphHyn/6DYnftVkTgj2k2evGi72MvaL5V8Wtzno9/mHug5/AybvAK0bX/EapVSZWr8V9PloTvc2hOrtAfB+PRqqWHZCFNZSFTsF+sZL4ho/zgfG2o1NVyHbOh02rZpX7ck1XNFGdOfGMjyRXNFGPvYpv5oLGW8iWkJ04uDUuEvRMtueT4eGP/6OYwZw5U7H8gm/y/H+Afk2Sf91Xyorwc3WEstJE30btFcGo1QbLXaL6Urr6jy24QkraILItD+CVcqWab5buniaMYfyjuJYckzWXUvUU53ZMFl++4j8EAD4qEMO4q5BB+A4kX8EbB3soWVx/5ldKYOUBBAIygr2lByyUCzFjKP9ly+HoSdSbJUWGvmr4cRPI92BAObnoaJt+RqIYZsz0cwmpKMtamlLJu3UiNI/XmPE4XTjqpZF9e3vKRgvC0KOi9rvaImv66jMJWYhOtoH2lyfn+hldAg1NfR9AaPVNGRQNfJeOAj2FX4JN1XSwEaqbxlTpFRI23L0noAwsRzNBPmPl9QsWXQ6mr9tZqdAq+OJskTxR8hfJ5Fj71+XY3YqXEIPwaoCXGpq/uCpqAsqTXa5GFxBrImNMB30+EieNVUvpwt+A7/AjllftdGu+t3FoivOBy56cN6EQydH5WnrLXeub2Z47VmfftFyWx8LuTpve2BrsN/UK+Nr4eFzsSKhWwB5hItcF8ncfFteGy8/hjA7aPfVq6AHDi1ZnlUMxEcmco7U1bXfvZsYccnBHnLcgGSCrdWPrGfd/SM9qtmw6qdD7gEXW4OlKAAAk96SfFiCvJp3SSswt0Gins5ufx7mDAa5Ws+jYwylPHA6mB8lfDqjrSDpuK8f3bAPH2lKj3eg/A3/dp2DYo3mMjAJak2Sk6DdzmyNaSVf9Hp8y/zWaXwfHTEMpOCcDgEHLDCfqvvSdDuRBcEmYrgRBGf0Vow7lEXw+mdMROSOr2x4ixoQA3fzRkJyauNR+5UgMMS0DtuMNdkB8WSlXLBM5NNw87T+D7gvIZgJ0DNjZrg7RsXM3yvXL+PbPT0qOGxvmzc+amu3kVeIDATdl6fzu4+tMNb9qqWQRinaqPAeNCXCieuRxmLGCMBrhUumd9d2Nsb80nhXMIZNG1Qpws4sD2SRIpFZs9mhl9FWuP/U5gNKfRpwfNu3mpOy054c37ZXo/vRRjhIDWg+m9N3Em3624v0vlVG4y/Wn5dq79mC70y7oqMyG/iaYTs4bgQwFXm+Vh5IZ7858wINIK/EiGRux2HmxvUbtVwBV35l2LAjHFKt7Y7Jaon2R4GwtEzRDEnQ7j1TlSQQwPPue7Hmp71K+XJW9pOV1q352elOYbrJlEBp4ezrQjxn1/bXHcwWNKkv5VItFVA8/uvjzpycUA4WXJdfQMMQP4qmQBEkM0tKQPIiqYre6homM4D2Uu5suYCp6nuT3HZFCjW3sOC5pMwTSsu/6H8+aP3OTke7VYpFXaSBDWPOKLN+2Uo0++Yf3WgtDclUftRnJL0g8cm9RKMr1uqdrJJuvFPEl0bqRs+MvOfxN4iuiN5taQtKBCeZ96KQ1UmpBN/3pz1FNbUFSzn2MJpU2r+WuWdRF9wmT+xaF66ZClb4dI54+i7kuBbD2SMxnAwjVM3RUpcwmiD+bxUWBulHarZFz+oqxfXxPnYVQjfW3TPdVWS61DviSkYfvILrcmgHr3ZHK1L/gEXIBq060fhH42cHUajqGwfnDQphNJ25eTrMvSubXuwMVYaMAS2N7Cgmlk59MjDVfpbHDhRoT5+Cym2hcifLuGE+2qQtag43oLFl29no8v2rgZ8nT88q5i6HQXgXP8iJhCtjZmIT2XKZR3JNZ5dsMaHIbb84IAApPT5J2cSBe8nQxQVvJRto+GsT3d0iA4xIata80ivq+dAICaL8ALV+uitrPuA8F+91QOuSTgJKSXkaQaKPewHrtX+3SNnvFh+Li3uOqnOjWFkkZzqV6FGPHvd/tHv8tFVWorJzchKdF+ZXe70maoxFjiTBKn68UfbPRSlciUxVk2TYaRqmow4jquVpf4/5Y0/Vwwgz5NIuhpkTe0gLzW0sfVu2CtUw6PZvXOapaVqPXPMQytQdCDWNHLOuOPj0rBaEiTECCCSM/fr/X1GJ2AwpBIkEOt2Gw1GPXmxjCZ496lYdB+SJ2K/5KVWPtGe8GqkrORSPp8ozLECFVERBTY8rG96fGtfkd5kkyM/i71b8zjSJ9JDyKiwwH87N1GUhT4Qc/ymBFswarhiiCQgwip1qv9iaCsxOcAVal6Jd+v+uIRRJ9DpKVMJwXZmSWcGWCXQziJsaT8+sdEKuUuUpv7WeUBLuaOHNUgKfQzatyXzHsOeH1zRbPQdHZoXBiSPU/x9gXP4tGs6EW4tuWEhC/EcEF5G8pLoET1VprHQ/J6phpOpUKwvw7MAK+WC6MRyqOF1+fTZI1WBBrm4Bt0jtVXmtGPyp8ns3lnYLDgFjoq4bvuoOf8P1E7oAUwj4v44oHW3SLj24FRo60vdA7VYmEkwaKaSCsi1IssqWkmFDO/bDUQYIVmT7+y6KK8HM4fp1Xz5oGqc3D98oZLSSUwVcZL/W0WoZe/KDpp8oAYdwYQPVaA1DBLlgs7oNqabusBmH0XPsgjiSJ+7Rigv1N9ovThPCdHDYjImANVJ6Prj5hS+eJY9k3Zci4fd61b9KPX13ZX9xO3FEsvgTRJXmuOH5r2DX7lfxsxlIkVNo98BQCG0jJih74xVb25NtUWwyKHO0wEtBWoe+6deQLYPJyBpkmUddQ9mKZ+XZzMOw7e2FEb+5LRYJSifNStpVPlWaFBNBpWgOM50NW75OVKtr9Jwgez5QpuV+XiHskvtQA2/86hn3S1e22f9b9QUAmC00kSbvHOaBrIf1FAYkR7xt3q4/XF8U1C7n+HP57RAY+mCtbYRtu9SJLYjG5SaIxaM2uW22kVmgEwmnUUl6DtIbjWAAihM0/GAo/XDdc1rGaRyGdP4H/5Ka14YBMuLzOCDHNlWcGsqfTIszlVY0kfmSg1Bg/y9LBmgxcSsnB4mUNJFrLLDih4jTJCns2L0XD2+SBWO+7GhvfpnTpz5442BCWdmBk7MBtEzHmE1X1dh9IunMT+Un6RbLq/Jp9cb8RedCCIvNZ2d6at/cjBAdTfFkAA5wKtEmFCOZZJIMLfa8WP/SDLdBqqe2XOgu3BAw42nKS7u24qk1qDEOIMrmqaGc7vQDD7ONRc+t6797QxNjh7JnrGl3fIX3B1hgIMqIulZ4zbPwXY1YGb4YHIKp9ykmifdLJTr3E7cUSy93MD/+88xNubs7RwhlHzAxZFUxBCJ6sLkMkT9aOj8CCwDYltlds7ZogYyrvJhf7cgypF51IzlSMzRncOYzfICikyXskeHNbUvDDZ0pui5kWXtUPpMZrQtBlTLSPezom48puedRzCLOxcxzlZD5/3YN2ijGXA1EvB8p8rdIaYo1A3kR/dOoYm3aFl8Uu7bfeXJvNHleFu4G6jKo1ZIGIbeoAUaaRcfUPNDF1uzVjjeDyWTtrce+dL0aB3Aax9avPTQntMESydChScW7dWwsRXjIY0E2vwwKPuCG2APCO8l/S4dhfN1LCM3F6YO+es6/pVYLSSLk/2SWo8MxBK6DdfYk6Zk3Of1KmGodmdGd6ftSzppglB91xdvw2wXu3Wf6SSnilKt1fm/T8KzYdCVKWC6s45EsMcnkTB65/sNlHXD+V2ex2JOHd5C13KKvCajmwzgYjtwlOojcRY7aZ9sBOTjWPqzVnyVMK/khzsj40EsNsXvAOJQL8E6u3sRsOtimDBZUewgQSDS9YyGN7LoCeevOLibh12wtz6x7tv213jCTO4INevjMqU3UOSaUrAUoWs/OHncgKqpAPUdPGGIC7H4d2Z1DqXpB5ICELYduPuuKKxCm7X6NsTfs7vsCIwZhMwHRuO6kwxSYb/iO61Mran+DrykR2TLWViBxv3XRbrM0fE7wT34MCdajVCS5M45QmDHbYzhVcOoOpTyGUPs9GH43peg/GNKlHL6oXtkbpUS9UZrOrpR+hVYfxhDDyPOckR46wp55+0WYfoqqS2fNibLPZGfXYVGQFKIxQjCIS4O51Dd4KQmrPUI2ivfAMU8f7REvC72652936dV/kPjhMDwQNrDf+jj2BX2vTecleKW1jYQ86HDjoDs/MVzOVjFf9AGXPXYXERWprgKo9aaWlkustJYIPCw9h3rPa1iEea7Nn+cTQLE3qOvoCFcMw+HUDAWIFbJojJQwEHD/uuqzlp5iI0ZiL4h009HdP8zjhGHHwPd0x7gy346f43sPemuCdc4twmrrI6/yxw6jXQZBwyz5CfOkPd59cHP8zbFV6X3uY6Vf+OMoWiy/ktVg6z5SSHCjjhqBbqJ7phtsGR0Ta2DYd4r8TDCXUX7AjfUtUA1rtiF2wBbB6tYNsf/LDFnP6C9NznG/WkQRJfjI5ytaRw7mqMEWCFXT9roB81mXpc/v9/vh1OiJB2nuD0lOMY2JdAB2WSPRfENIb+FHB+Ss5TPMvNYEhlP75u9zk+ljxFM8QStVoQgUFrRcm2FuOG6h2HMk7f49nQXc31koJq9U1bVAdwVI4FFGD40qrQM7ybv+kWv2Ppm1f4zxsJ81adgDckiC3pwcAgLB0Z0GXy05fPsRj7Nq1jSlS6++ADJK2AHGil9fcQH6NZN4RF5Qn50I7nAFwTylf1lWRolagKcffHrzi4IACtn9YriKcZxl2CejmgT1ldB6EION+IR3OdhaVuPAVP+aCvqDS0JKoPmuig+M8Vq0pClbDiK2m41r84gMjYyuKp5qoGb5A8Ge9cRJSTUHUjRbqwYVVhVcoNPUxgfA6fSFtVi8sfIUuTDudctg85ZR9L5DgiYf91mt0JVktPOlMRvJG3AxKrfEneNqTpMOb2IEa6J/MD7Fis2C3Uz6T+GXVDXcw2ms4YXPnksGL/JkYviOIXXj1j5Q/94JDnb9YHKuqTJ7RR8tBx53U9P5bg786JU6Mx5CqOYqddK6yEQiOC/oGBg39Txw1/u/SWSInVsKoic+sjh0Xhp1Jw3L5tFjiSEvhijS1Bs0HuitB+/aIyZH85mBU8mDLaapWkilbbBYNbl0oo8EFyy2lJ6iUw+kirpdRfL7b6FrcS0LW8ylbWESVX+h64dmVpEeh5TCZv5XT+tZIvaEm120B+mt1tcJfQ8+b8iXxtHL0Ar2kc5IRekeOlJI1hEpCxROV0DkpFq4T0Ec0QTT+X4yk3v7zJ/MtFU6LYLV+XO6xo70xyfhHUhPQuXAZRKa+hDBI2d8XmW0lV0LgVC00+TFg09C1ivDysAvEOrQPOLn6IclZKQYsFivdYixwSZMyMFnJwvxyIOzeH7Xuc1nrC3m5FCWF9UM6pKfylU3et0WsK33Gp0RqUw7s4nHTjA+JUJsJ6A8bMiDjhBiy/72g3bJRS9v0jeE/13DGOpELgi/swEj8bOXEiProQ63zks/zW1AbkDU1tcBv3PbLtu3GdH+/IKDumcPRY3qrIpYjTMzEMzY+TG09VrKdD7cjI1G4JWO1sOO50/eFG7FgcBaQGBuUuDS0FzCFSFROgSVEwglcvcrhWY3GL4YZ6XBgh2XepYQxiXvCxhTj/tDn4yMjsZuRZxA957zgGhxompJ5Lw7InJueIlPgnSaLbCW3oOjYx/rMraXzKUAADIyd3ftaUdwzbf/vr26UJwlO8iU+OfwZFSStzd6U4x4O6yESly6UCnJckBNW2eOK5JOuCCc1tgmdp3Om67W8vHRAzHSEvc3Q32J9DFOlWnNZo6Y92YVHMq2swtTXqO2YWCVDpynYXTMsxueDopJtdviad29E0MtFZvV3L/DBVuzzLuadtbJFrLt6pjmhFsSv22cbE897eXEYV3j9HrzLxHoqz8erI1zC5m6YtmmIRRbxEPmvCAy2Jz9iuZHBAIDqmXeupX56V0m0rp1ipsoukirWJtinpIkant5kMudxk6jUWULCMOjcTB9WRP8hC+Eec1AxZFYM6iwul3LyFFn7c/CYrkFgyN3PMeT+THZj6cvJdJ2cBhsvBDmcDdG43Rlc5eitB5xmOV11RIqCIeGJ3xg0PMMtd0DfYkol90SGhxzUobNQ2QHAu/mnxhpcZOFjgMLPU9PBfe8AQP3faQEiWua+tVET6Y9941z/IlvUFHixekvwUULC/4DemR4rOvhdKA9mWuV7TgLtZsRyWXTuJjsu3kDoOBzLRGTfYmlMxdDa90O6MRB4kAHrydZITTnY94s984N8OdVHIXyFYOML/+HBqdnPoOnp0keH+saRUnQOYZ0vrgyQjMvmQ35l0RLPgIrqjdypLHfsQJxJHMiZhxfYgTQohULVm6H471X88Nhvq3pRp2z+RLbyN0PCcT8T+5DKzWUmFTyFyBhJYYpAb15tscZB2WFq2C8hGl0AWKorfkl4UH5wCFLKmBoCVVgk5i2CtlGjQM1hPr8+3df27w1jNolbcqR3ToZpt2vnCkV43IpHcBMR9JWkPyg5wwe3DqJyDGPT7/gQzbh6+ODADGHRJOd1VU7FGtDxQokpcZ6qh5kbeI5wbLa5XvWMGqkpC9OO14iXS0Qy0+VSnpSji3wpMbaWK6KMNXsUS53rlrlSaI8AV6wrhl/oqd6YSQt08kes9wX/qcS4sbKpVzvuPXjqPJcUJgwHl7hZ6dXSv9/CvDypCCcQyt+ZOAajpZzd5G63XFWXyqq/gWqz1g8cLB5zYWDBARCPWcdJH53wcWCObxSlamoDxtcVWXDxUWbHAHIEiXlAckooCAdEQsndPMZ//V0DcVmpG2tLlfhcTXA0CuFRzaKA0OHPyMHN6o2ZthrPoebp1RqoO+Ezbq3yZpR+zLg0QXr5Lk+uIYOSdSkQK1rBnad9JsjCQ7qyB4OYfx6jowsjy2f1jvxv+RWJB6m4Aw97FxICQGLfpdnyMeHmDrvitRRE44VwzweclNvmoVVUN6yBx8U7GXVDLEoqRBbhwmgYBA12SIEimtHZ7MSVPl6PDnUBZWsMmogRYmjaC5w742HPxmbVsxB5iKBOxIO1co1C++anCAFsPZKKv0lC/TzyX3qvlcNMp/xUOEYH5tCG8gBWsURW5kLrwNLKNm3zIZvPd9tGtQROMLWgZStSL4R2Ix2N6VThV6YOmNKvhfRwO/9MbpxnGAxh3vJeHxMFJx+3Rn+xWar9CMWPl9Q2lLN04zaBk6t0uMryNxQIYNJhYB2GVHnAh6ZXfv6masQYPEmPLfDZgRmL8539FEaPk5OcNnx29Zl8BFX7MQaJF67rlEIeRWot6T/lbwsnYZEV1z5VprPB1YSQbOoiWuKI55N2/In84gknX5yfin1byKM1UGpID6deeuHCXdnNoz7Y1Re6U3VsPN5L61hZLUOSZ8Rwx+D5M42rsSisTcdzM94Wk0BQPNjqo+bDO2nxxoA9faeGs7L3HdgUPpxwTVV6rvSieisDRYdpWK5hAnGRHwezb6UdInizTuV+qM8e4+krhjaLyTv9zmoaVZhWWQD/DfCxJFFH/Pmy9Fr1k0O7VrScfkyZOgxTBzAT1Nm26m4czfi7yikvtmRl/udvHgKRMAqNqiScWROEwA+lLa+9t7t2pPdo8gAWaWRGNmlxRKJx1N4fLhhAiNK1jYrzEyQZo0yUIMjYdJ4vAglVB7KnafXGRmFaUCm9o6yv2D3VsjOjHk1mjD7GZcMcWlXhGdlDBtBl81Olst6YV0NP3PJCyV6gHmf3b0ImryeOq3NJMW9Y3ZE9oE6/UavydJy1pTDeojmt4O7LvcQ5RWXM6121SRt/89UKXmoojkUjNeHdbCjWWiF3veLpcDeMdVzk0nsenJVGgRBZFO+jDOvdrjfr0aUkXJCupJOW3KyxX5JWLYeucuQrDpxpo56nBmV7a+RzKltEww3p/HXn4Cw+auzwtb3dB8n2yjJiO9Taoq7Tt/G5thAmCknPzxnXA76tGx7nXm6Fzu2glg26l/wKlqX9VnL7E9jUJeJylCL533yIJn2LZQ+wT0EyXw4McYWHWXXXpUHMwP9k367105Wy+qhyp0in2bOVMeS9A4jOmu6sKwfzkP82PX5lOIB+qcIjv7I7f7Gpms/alpaJakT4+JQNBPeRZLj+MdHPpDuV3HeUYfnMQpgqlWV0Q6ERDRoxVNK8VhPll75oJPVMTs7ljg469+1rSLPoOLl+Y42Ezs731GuyBHLMp37DPa+m6VaEzurNCv+hk5ETLPn3lGUIrTdXM5QXdP/ZlnAyLRzHHrrqbcuj/al0qhUeuArpGRD2KsTcveIwglxRI4V+vZCVqDuwKkFssBmaiv0hsBgiLmyM2ywWYRQ64Dco05ccwladu/2+5U3aC6gnO1ZB+954BwQfbCFR0cTsALzFTrjH0hpSeipR1/PaC2/CWR3jHGZQSlLl77KptYCXkqb88zgfzsApC4sje012hgps+Nz+VAojyPXMSs+SeMb7S47DuWUzLHBzaEi8azpQkwoz3kR30iGlqELQfygFxNDJn6ZvtX9GKePMWCLRe/Sy23WfuUoe14D6SkmvtqFkKQSY3lkEecL08v83bvzuBc+13By/UkfavKgkiByZ/ZHbQrnHoI+BwaJlMW3weW9v+xNocCWkHHnqNqaBum6cF8WYtbdIoozlNjOYQDvIFfmMODj4pO4qM3wQCjoNgQoSZrDS2FAlFlIu+XGuyLbnqdMphRvEacETT5q7P8QKKQA07Z/aEkSy6vE1b9ePE0YgWe55GEufvZIE1em2WNDZ9++JzUJL1MdzRUud8hESbSpKDYVzzX56+GSdJz+rRFRo4ZTUqwCJGn/klWM8ztcQmsb7EYj/FRkTyRW8XcxwHfSZYMyqbwIR4xw7K7zxGdd87degqeBOPl3CvVUxHGwMGPl6FPx15kqdCYZAgMOYJVwjX6zx4MGf2sbmDabVM6eZpl8bpUn884jbMBj22cbDSDf4dA9JbvBLLihBjVBsr51sl7TXKR7MLZRBrhjRV5l8o0i3jlVmnuIqWBXwvYHPKvrlHTjFSKQY2VFTtHeKgw3qpitcFzk7Cjs9X7zxq8H3oTKhYpntk1jjUyfAfTX7gqtTbXHiGx1IDCJO/4zTGJ7mHMIUe7XpcPJEkUldb3THREEciqSFng7RrcOaaGzBxUq+MoJ22kxwGcDW7Z3pnrhqVrAnsSeRPBAK2MeqL0IrULEPDp6uYuesDNhHSxECaNT1/K4c5Mfkl2qEKbYO4pDFLMPXjWBahUbtK2KqvP77ZcXbFzgNUZ7efJlrFWb44AON5en9GvfXlaUxfa+DnVbxihAsahxla9E1HvAzETowYdwC0L2DNjQh7WjJgR/XvTDgxipPii/DXv+/4bFrSR2cdUTE79vMlqW030vpP0f63BzgRA44EmZWeuvFNnxgtHKQT0xX8Dg6GZ3NTUn3/KZkIXXxVKzuj3vtYIZocOyTquUpBlYoJhMg/lV+EyGTdyEz0xJus+JF86V993gR0YcKdEl+c4G4YVL6Tf4fyBElCCfedC4xwdN6pSloEDIqyvCogHEtOpMrSOd8cML9q5Y1/K5pUPYcbUU4gPd4QD0DGC5mjmSy/oaj6IdAo+B6BoX53YuEvCws0FGgTtulx7vkejSNhs0K7gBBu/0fVGnikYAq2IvHa3Whp0er+fB6LaKIWIWOtcAie8XKP9aJ+b8VKfnx7dZf6kzXEXroZyQzuHpvJL3FMsNomBxhWi6qIUYQl5sd6MoGqj9x4NBb/f70wAnIzWyNtZVwfqJM0HldzWrB+1CXId+XnFbxD3pZ4bhlLZzw/NQN6zarONVDua3wLa41Qj6Ip0vZhWX+7UT3IMQ8+vr9JGSqHUMIvjEOvexBZqSWOi8oVR19NENSJNBMfB0KCe0BhZK+gADYjZu2MJhPJuHfhHWTi4j/jC8nGIYyjABC+SFbCAGqZP0YGLpwD4zG30n3vZe4Y40xkc74cHyJguqRA7b2k7Q6UTVrtS02pw0Tr4NzLuHRXYAFAl9jAN5XiuBYJYEH50FoxlQxZvxFQpfka2ifNvhTRYQPHtt+MVrmkAoykxs1yX79JB362z0Llu+1BX+eUO8vo37DvorzC0EQUoTsuwqOgaHuwqH4qioPaF6+1tFeZg5mE0OIsGhFdnR+HnA6PI/M9DrS+2AO+Wiijoa/p+G7zKxGzC5JZ+EgWe1Rq1nVNtbXHLns5O/wbV/r75u37zJnpnrsbafMjovLd2izitw21Cc3n8Voma4R1bpwcxd3qHV3QdLM7X8cXMOFL6gdBGJxKA8pT9R96seDLN4VtVgXVuLWZHWu2aSdEcfrDuiy9mvBmcLoUzZI0Ay0OxlioWiKaaCzwE9tZlJ9WdNTq/0vTNJjUiGWmjNcjVLXNG698haAq3OWYxQV+WVpDW0c7fzdGsElIODTJWuBlu8Prc6DFn4QmfknnxcU/y5qXUUQTxSzH7a4stOnwQyjWjwCKpjy4dvkDa4VnzoWqFrLvJuhyl9HtmsvxO3W3IqImRNCGTyahPxa7vFMbRReAg5Ft+pPkggoE9+mvH0g2M11Uv/tJ1loxwVm/L9jtbMxUZh4Bg1SQpXU13rRv80EW7L5DXk8TjA4IC+rmPMd07m/xpWJFfbR7g3hJ3fQlIafzVxw+SOF6VFStTJhQj8P+TXBVV5OgpqjnXEL42WH2XtsVv1RwvZc7wLz17bo5flrZn1RD0JymfNwIT/9GeNgNNsBLLy0GQtqa99rVBsjq6ZFnIkRVyr3kq4KYk7eVrhXJynGyVnrdFHixnG1oCrusVNI/aqnxLD1XkDNyLnIOeJr2FK6M7zxSvgsYHqK0cHfW8JjuAueg9/lpJ+EQtdXaFPApl1fgiQTbJVxYN6c/8XEcqD5uaULqyLDpYb67sqw63YQpqp9IYsV7SqjhwyFPbkEUDsp5+abjIu2Ncc1CSGH4OEIEexwiJffhFuRYG+fGPUorlRv6in0N7QRRhcPCcqoNnCcHPqNuhBU7EH2FmYSnPGxiUxguBMva5FTu6QuklpokzJl/hRrwAPRGRkeNBx9XpabfJFuDJ5bEbEA7a95+d8wskR38rM0D/uY+diVUnFIXNjsABUUFt/7wfXnZk3VPyoEHbytHwFqposcNOQf7kxeyX7f0UqYAyMc6IIqMiY0S6G37gbYdgdBjoXZ/jDtUfPO84CLwhgAcGBWwjURdngGvfoKnojQ1O+S3RFGfWqY2D6pMt4+0paB20bQ7EKBZzXaQPlmpiyXfeYSBDhqKIr/76Z46RgwCt637x3TjVE67t9pR7SCYCw7WKAHizLYdyu4Wju0Xib0rsELM8uhEdhSwB5/7SER/y0YDC3VZDPKNPOPA5/OgEzIu7Bjz7UpnsAe/u/WftwIEuED1J+lcj9ST8mFBqZTp45CkvOjMug28J8MMrLg7vZT7LzrT1lruByL74hulqKma5WvSacSPLW91ge/Mutr9M3/+awm+9b5N0p9TsUp2gUv0C5dHwjFpZ98G5TDxMbVM+cAKfpbflLFldS47beza9VU3fl4d25R1MO3udwr6halKL2dzXG0PmU1uNHobPHyOFIwKeiByncNBsikv77UNVKw61zZrs1TWBBm0YDPTTX3WBledqVoigJugNn+2N2ozQqGT8pZ7EcAcGmEvgHJkQlmy1ANWVtIx+pfw2ZypaD4wP6xzNC7ga03tWv6EASdvMnCCAwxF4ZiM7YvM34AGKf1OAa2Um+6SUF02ibMRdEfO9Qa4v0dBTs3GDiKdqqPwdTCx0wGKT2bjujZC9hGu+90RhH2d9YOYYQFuvG84ywzGDNH2plgdMMqWxNWlaFVFyELAJdQs7qDIvFFzzwq4M3BaJMw/IB8vpgIf54QoPqtPfDK31FfuTscE4+pclOd82fcf6FdWwDpfjBPfzPUfdcbG1ix+nKSjS9adjW7RZlx/tdFDBKoO1ZK5qx6raL/tReFGZI4w+MQGiknfcS48WspvqNybXeSsPFR6TE17/da6YLc+J4Y2BAvpoE5U8L4eiZi/iGwyFqp9gN28MoDY3IeHVxxjuWbXtBzLnFfJ3o2CEOTzFpJWJHseS614jfd6XoAgMioqwCQ9gUSSQKAufkp6iQJWnj2jQCm8vkoou5JZNktF2V6pR0JRNcVvrR1TR6zGuCWEyKvwyDgb7GKAaCrDFyAnX7UViWUOrBtZa4f/7y0sQRMTjoCoybnDLM2fiFz+4wPQwerJeF4CiRKYLbtf79sYGz2FgvkCoWJGq5aYRKo4vGCUgrZ9aQ44BtkXJ4oaz/nnE3dZg4ghRXjcHhiU8+pqWwx79334VYJM2wye+zZQ/mnutGnVlbMt+SW9fGU0DbV3KEq4rvfb/Ov8StZzSfBRcl5/iNMBZ4LK99QqxnWY5NCHq+s4u4AnQBN+TdhlKsney55tXRKkZlWivs02Q5h2aR8wF/olMM9Lx3mEo5Di6vO874WAwEBhf4vJyYaxD62HwISB4AFgM4H5LqAxFJA7ft3EZmHGQBRpBSBOBmtzBsY8bXV5NZQ7q3kc4gyu+zqDKh0eMICCrOC/l5mQlms7ADidG8zg2LHgtDKc7hgGq9Z4LfSvvjfrE3XWGrBQ0MN3pS8kpLiuE5l1OJbLNdSRPmknYDeguieYE5veDemxnKLZaudhCR53I9haz/Ygb97NCV3xNC1exEr4RxyMg5oTrqXaTBd6pVTupqpx71YmRDfLlVyOqUqmlk9hn7TWLR68hkssrsNSknNt7f1vcbxOMqkOU++WqgYMLSDOYLo2kjqf988AWdpcZKrDVo56zm9GitW1JAcKvGbWFHrnXVOF8oRXrPYLrwfv/LJeGKwRCSWKZs9G8YxBhd3zWtCj5drkJ5UAhwJ0uCdFnNeRILNubm51MO8b24ry+ZEqjD/EnVEb1FtUB6q5hVT6eM8k3QkR08hnNtJHOvkFmCYXETY00hzw+uZp8P24mSTDi7mqqQXfn/H2snbm0sPn39vw76wgtyBN8joVVkH9F5m1mtKC7Vjtdfz30VkzxwC2/QbNa4nKuHC3e49j10z2j1GPM1jT4NvRG8YWmxOszhooba+RlBd3MpztficjQI/h02FquWq8gTPpVfrfLgf34XlqkXNwE4OyKbi5aXCVPaLtwcXuwV7xoL7fy4JiqmB0pv0mIrweD2Q8qrfGl3NUP6mWDlmtBQ6HD5M63eShcPW9bD3dSIyAlKWnuTxjBAsGb+4y/v47BWKxrZ2sOhkvDu0g1D3m4lj9d5MphMoFR+RIAU0wMnLMWS2GRLtyaxoJI625NnefNOce3SYmLtuR7szPZtzELoPxt2XiH2Kc5cYgXKa9riJJm9lFQMutCVIHtKCDAN3cu+BwcxC5XtH/72YYj40EVz/jzWJmAxwRW03awZe0cesZlQkUPoyH9tO2UJSRgH3+YlBEBBdlBGQhEw4bgmFQCHKm7Kt2OgxvmXKOcrhms+gnFJP6dUwR2+DL/8A6llZCNGdiqXjyHfJkvgsY+f/Cbiq6qpEtQYRAo07LUae7HhgU9+n8dlt6bxNkXCTehQoi2k2gn4vThucxE3eyY2I7BU/YEpfes/h9WHA7Fi/fiucDk7i1rnB9NqHmbUjN0kI8lHy4P5tkL299QcOJmRlFucs4MrO7L65G8w6YfbaY6G13D1s6ElKdegW93gEy6mhi6DLaQ+YyFNePNd31uokKGlAhfrRIjL3QHsmlWtIVDi6CYp+yidgopX9LJAZmw2+fmLt+TF3QIrdPclyP7p3meRZi0Pp1eShMjZ5Ah0QrXqs2vMCrgiw3eLdpWgqGkz6P6AyceCYevUW0x4LrK1hD2aMIeIknTPJcRpKsjzHD7r4eFa5e/1gRi0ZdKAP4/cGNMwnrXsXYVGa4aGK1gMufo+oBCvPt44Y1r/ruTIQPsXn7hhO0I5n4xnEMCH5uUd5I2oHus8EN314+s/1aObm8it6OfX61wXJQnTpQA7nB74C8KXDXb9gy/UJ1rygKw1Lh1nfa6ID0Z+mmY5124PoIEIAk5nNJMl+mfCqT0xrMQSFLejdGv7Zr3zyv24LDAUgbFMBmBjuiHGw/2rpVpqHItBtrXv485EJv7SCOVuMbKyNfuv0IUDDfyqqTkh0caIn2fCTJjn9Jkifhi/Oi5XQjSJ0GR3HfD4QHzbHvaUt7CjaLRJKcEvQ5UCbj4ao2wUEvL9wny7ZCVpipHSb7hhgRA83l2GVnGEpcelhZUZEnkweLlGXN62krsG5+Q/P62/aEsFcAcE780Mv4Pz/G8gFZI6S31moUCqXUZ7ENhk2tLnp2aOZz39UKSLCQBcqqH+rIXsEnQCDbgKoUswgde1/1ykaDeSpggyKJtMdDa9wxQpNPRJZTczTa932eweY+1LVgouLNSRJLHSM6oF1Ec491fmx16Vn3gEqsXCN+LNUZ6giiVERgNytn21Y74KZZ49/vJhUqostoU2DQwP6IB2VcqUnliYpIJXwkTRgGK5kDaLxQ2+n/VuOTePu4C3yFaddsHhmSEQ6P//qUrceblCC6JMKGfO2NUayiJa9Ahg5OINypvAADfF9egW8zmAhhHyC1xZppv7gaZDpVJcIolaW3vux8C5+cltfVwgRe6ovCWR13qmtnkgl4foTw9LaEpYlDoCoqckE4/2VENyH8lkAGKpnpTMpCbTeRMrkUVHhm4M48hj5GNHeg6wvtUMZuCeYA1iwOLEgdWHGLy64g66Mfd1UVmzRcFtrRs83zUQa/sNXtUjumJCWbn8mJoj6xfMKhMgQx0sTE5t9B4EhPIIJiz7cz9Hxar/aLa0mz+ZM2RCMtTI/uSq/2wkS7rbcZIWK0P3xeWrxNNjWnWOriojOYU2DNTAVoDJTqxq/p4PaDSCJWFpeKrsh9o7fZVZ5roE7w/m02TpDqho34gaIYeKJ0+qhOoMtoXujp1UEsTrKrC94qHb4M7lhNVDUN2LlFm+xxOlKPG8FrDzBU3BEbQzdqaf2JFklGIQyPar7hC8ZYd0IncKh62sjb4sYq6GtY+o9f1LsgG+bw4BDRXUDwW8xcR4BaV8EcikQtGNf13pz1CBKqVqdcE2qF3gkoShxvKbxwZiYIlBbr88Mkho00L9GYqlmxqDIhicgx0q+7it9AcfJ1vPP+DFnNkxFQLn7t7D9oE8Erwrs5DAsSDHGtRIq3F0CHjZpDsA8cB98CNEYRavBLJFVuID5oogD99nyFhIlH6EBf4m3GTLOZPYW5lt8da76lXd+nAtr9H0LGTItK0vA34i/VgxpqSRGr+GQbVf4kzJs5PMiMc1TU2IjIRMaJ2xSvERolce68F9gQntYc1ppShL+odDQVPRUAE5tpZTekoA+5gDvxBtyMc5GRLW+8iYYqbh/3uBjJjztISWOylr2kl2Ub6lY5s0dQGuwUEqOgZCM6YbdcH9VoFWshUjhRtB90BpCN6unf6z+GfROy1dC41mABsWjPom1bsATGPrUAIofGVGqn/FQ4Rgfm0IbyAFaxRFbmaQi/B9ZV5cc+QP1BhZ8ruPx4Ol96J4fQEbtiYz5UgChyJ5Upyq9ZuWcVbEH0qI+Q6qNrJZMOj391s/Ikur0Bvaw6Dqf0Fq6t2AUFOm+1B2xiPk6dTnHWgSJWlQI5x3saDUxSAuURrmn0hj6S9AeS0F6a2R7wETXy+0ZxpmZ6BQ9cxr549CVlOXCdpjGE9S5UFMGzD4Ezr+T2JJcRRvWnjyXdQfJCSGCKyrkZKHHLor4qOi+Te9IfcrjB9PzWGSHpY5QfD41suk/yq4QAPx6f8aPPw3qnmrzYOpxjkSTf4Xzysnuq6Nj4t+pFWL1bnAlHdv47m1jOGruN5NnD+olGbN/YtDGttLf/7I8L5o3eaEdC2KAoPqem+Bhf5cps0QpphOzomfAlfr1KJT3Qe/OSklmi81X4fQ+PjB03y9QweRBfktWOWiQPlVz5Kmsz43bI+z7g5Zl8wT0buJXWyR1iZ91ZRUnFDdymibQWwsuVARP3adNZfPvbhMia+5IcPboJNM2nkBBGd2IkPsVnlYjRjlparzLMTYmBOGxq0eQLaScneGs18Qioj5r0vkR+9Fu7CvHCtq589txtpps0aYwgUwwUv4mgtQCQooA6DjzuZrKPxBeQIe/HZT/jYMvmp0trI4LdItGEWL4a4UWazUqw5mKBXOArO5tWletBC1+k9cbRnEcCh61gDfucQzV5rfcQqaeVTDXVsEswJ0CAOuxaRfJzTSLrMkH0MRnN8kpeXR2z9NGOxsunfXrug8Yru/SJesun6VWrDJv+OvokNd/TI9kJo0ep3yBOEcpWSIlAKDPP4Kqqfr+TRz/2uIG9jQC09udOzRwsocmD1A4rjYKRke2HbEs9apTcsOrRKXiBnabN/PEi5F1K+WCT6R3yD2XYWpey/nYRbvGz5GICcqFlsFq/B25GtYsPkHw1+RtL84MiqvROIcpHbEy1E16EsqOzV/1NWhcZOBeTGjybs/6rro6cZhJvHXQnmqBx+ZF1vyPBUN+WoLvZDmboPPp1ZPQnZYMG+raJPGhSBr4vsoSG+NgnRn59KmVr5Jrkhemaep+O2y4FAoQUQzqKXAC/AeMQoOSi+v9BlnL7J/zdphUiStNk/5zKkieGhdUdA32JKKhX0AVPSELRePyKff7UjHWGb1B3rza7GK7/yVr+A2bwTTWwCnf8x6ksSVVGGWpYMfxJRd2tezYZlvaZm8Zi5YUZj2uw1gy4OzmfVp9TGKW4adC5bUo1Jfqu/SwprtjLRgTlWW96/GQRUFK7Obr43jYbcNg133tNpVhwXPwuThRkug1YSlO/7Hlr5XO8yBOkEkV6M9HKQra6H9toQ879woBQpM9ATdZ6OOcesj37iw9kUPrkvk43JZMCeLzcww5GylFyJ0IperrPAx7SM3OC27vwR/7kMp5XXyQCJQHsqB7fOcN9vv/AOehJdaqwb1QAeZxrMakdlD9vGYIjHPIRFyQsAOo2j4TkjtUMp8DvF/WfiWiVzA2C/RfbbCrV+vgEfvOJ78m2g9wuq5RmarqIRcWtJMl+mfCqT0xrMQSFLejdG+ZWjg9gwPJoJ9d2u3C/lj2g920UYQ5ZQyo31BRwURGRak6X2w//+llL8zeQfAyRQvein4F+cn00hzDLZ910heFOxlSYB+2w7a4juOXdBeNDmb6tVGjHVcR7Zww+GpoKWPs408s0vBL99HPEKQmkqrxdBrl9C5by38SzoGDF+nVN9+NvIaJYFqMuU2utaBJeRk3dlh0vtODRVXs0YqQ4FlcqpAmV5kLomW0L2GiJjPYhsMm1pc9OzRzoLnNzV8929c7yOllFkL2CToBByIjQKUpsb3vbyZCYxM+1IkMOxTK+nnvmNcHxZKzxdq2OxvXj2vnIB9gQZjcHWqydJuYYFSuXtdYnWY7LkG16xWbALawdbN40mcYQBEIjrJUrBRE+MqzTB/jx39/Kj4vsOtKa54KHDTRLc9j+L5hk/Grg5OQz1rYyAbPMmGfTH8LJdQBtvU3L3C6PC30dzwxqJ5mujy/Taga0mfNO0RrQWbuGVK1675b05/4suqqIOvKStyK/G3799UY5hLCL37sUEcnJiEwJIJnHrruApTlmAc6CmRd+T7L/gRYfPgvWmgzKY53lDEIcx//Dira8zfaoVf926Y7pdI3TP5/yFHrb/5h1FgtWIYUxIq/BiU/xoYkb+/xfwm7reIS6Cazs7JrjPd/SZQELN4TVLpodk/WGtGPQpzRsAymTm7ycjvRKLjT1lB38WhqrkKrbR/W+xRfBEvtoHjKJiaMerAV6V/WErwIh7vpdz5ZY45rROlZ+tZDOWHjhGPyzq7rZ3N5rrBcz61lJPkSGQk5McpctRsU3N1/53YMlZp2WRCYptH3P+QCbU4M7Xc6od/eHeA8V1ckOOh53naGiz0rvB/YNJxr5j45GztL/ws+48A31xgDIxZNXc4nAcd23PMZSTp0rIZK+opqVvGFT1+6IKBjBs3QGUBsQVtalXGEuIEWzwHnKDx1o3s/ealz+brGhkkHSXZIuU95g00zUbZEUXvx2dfB0HY6YuT9jeBZQmEZ1q2H1+7zPMl5PjaBv8waV7MWfL53BfRZWsGdvQBOdNwJ5N1KFE3KZ0MKG4h1LSQaltWt7GTRpVfv6U/JkJk0Hnc6IDgsgz8IfODGbOCOdx9i99m1etKr2lP6ZRuyobSvFsxeohuphRYHRVnuAlzNGm0Yi4tl7Ukvz4hSfxfSCrNT7DmzU4pdWrWQO5CemW6SefKdpYbF0uBjsNGDDH91Lws/HToQiHXrRGPfzce/Vs0VMPDlz01/xOOHv9IsAmAYJPWUfWA1lISYhXJaLGG8jXhAHhN6Mgjg70Wr5SHiHL56VJtVBDpw1kLgoTGffBDZdTiF5BXVBGBAzRYUvzZb/GmQnwRg0hDRPM0wFN04E04i0nq5w9vQlRiUW5ObEEXWpmsGm4GKCYpiNLtBeRtiArRU67ElpFnHAne+9NF2pX5Q4gXd+lw1E5krfPcuOS48MC8BKDnb6Khj8Tjkuc8vNfD3zNMOWpekyPPp+qaoxYFE61lgQjTENUdhx4xXIoIEz5GYFJDq8U0gprYpiMuYmkWZtXS3TJEWT1T+9YF7GWOmw+rOHzWYlsI1I28QHWRSy4ZxwssdxtNivIgmmCEGycNPyBnnN5RNNkZehBGUoXbQRX+TEmvclMNY76HXK/+mV6/zCPIyW4dab5MtiQLE6Fs+c0EK3yShS6RazE1+ReqRhydyONlIaUeX9YDnGdTY9hHwt/wRPbleiY2CxG8+wRmG34WKgyh0AhWY90pMVQTvQ4irjl4TdTnl9MlU9AcVBvarB+h0K4gLhKkYBZOSvORg19m9WzoKDtyFkIbVqnycXUipWin1coBmy9I9DGPkP66WJwah90xN9sCXjX+5rKWsGCtivspomaKFKY7AJG0g/qQseutjjM+BM0ZR7ygytZlxYbQ1NkIMua+KxJTEyru+FvVQVVgHPUn0nVh4KpFX1eEX4zw05+XOLNRD6YSboZ9agq+0ZzJKCQwL3jApOCLlNQep8zLXElntLSRK9WMBlCDHiLjmGlsrXGXgYXzJT2yD2R4H+nLiWYdUw0K7wXEhOLC59F94SyqfFcM3fzKC1R4U/D7VgeYVvIkfqlhfW/zhOzPVmZrom3P4n5tRQROeIZPdM/pbxQdF48GnMJlJoWmShfjMbsq7n5Cjj3rc/ZDrFfFph/0HliD+6kJWPpzZfKDReVL6sfDvi0Y3hLdtliAMxEZ9tokGXoYiloxHYSbxSa0S/y7y2nKu5yUyohCeAzdUahfwPNNglWZFZwDC4OpqDbiMkOCGpOBpn224NuHCSHi6pfsIbpbfWiAh+Hy7H9NzYQCh22L6pCYTd3uMnrVFMQW9F/se2TWccwquj3jXHkb4VCt+/USGvtbGGAG+6UTOcoAqunTTmWg2KAPLn/oFNvtTI2kRHcWoNUAfKmkfDZhNxxVaN1RgsijTavgaL/dgwCJzd85UwD43KkyvYqxxUCEgHvaCdeJrRCsl/uF7MqtZcx2iQ5PPHhodznKTfZDj3TTX2ag8OW2d+NVxZ7gMEzJW8qdbD/Qsd9wiGJabvZ9dWABgPjw7Tkv2sa0A48DJPmdXSCGQ0e7HsiD+dr+kZJtFUdgYup4JnfYsZ0y7JqNE3m/KnoS7UTvfRoob1DUaSb0Z+DcxFd7R/alyPppGx1XyrOWsmwwl+MGB5spcZAlSo2O130KE8i/exrjI1iXXd70Aph5J1/f5JUTYCCWtvyHek/nckSuCX474cmkC4wJ/NStDnuArvwxbSOhOWN+wxlRgkgxLKZ5lLYDJaFxXoRZrWty0Uip5THTTZQQgIgO03UfpiymED7u8p/4xmCxazOZEPTHkbc/q73VAOCoQ6o6W7JnbIZLchZ8YdozS/xWAfRpD/2qHxKGFEbolXWqHQzP95DQ6MV660sCFoU0bNoQeDxVQziN6NBCreP20NRyzdU4iJ/eeRgsKWFHnjKBqFWlRCckM9cMjZgvF/L3BnkIDl/GJLohiCQooW+3boEOJIjO5Fmp53vafbTsxQgAhEkmOBwm73Ny12yH2LZOpEm1UOp88b7iJSxrVSIbb6v8Bn8VHV9V5G4WTK4DCdb9ceq3X0+hdqiVjgHDZxPpq5zLbYER+m9Y6BGClI2WWMbMqOR0GuZJGNC6gtupqvrKtnJwI+ot72pzDlpjMpxL9uaYz8K3stoFkE5HNNCb5Dk4xWw68RHppu35nT3i8qLG8NXI47ncoDS6deJTo81bysfhL32oYop6pLkLqEiyPY5w5RPDoTBLr+C6d2MYvSdDS1e2bTL1td2hMc7QtK7SU/lKpu7kqrwk+Re59+xK5/WsS59Cs5f1rokJrAfBaxWX+m0x0lin6/RIQjEGXUnkSxIK8YaRFrXqtAYf3DtwcZsTCDu8tzjHG7oLnREfoS/p1dm9mKj3+3Q9W1aGYjEpL+wKL98mUxeN7qCh+3NvVkbG8wTofyzUZnRk36iFuYFH/CcCkevSK2ME/W3MPZWql9ZK+XTON0Em8NDOgavQkEuME7nhzC4XHfuE98l7azC8IMx37zhduwOFJMQ3hmmpUpf86BioxgKwjWHGW93PXQQi3KdZjrK2iqPmDcspV8JD14grY1uqKDjCfgAPlandNj2BkqGXBkY5ZqJUrYY66P44vk764U33h59rf+xsMOvjTOEX/OU6Y+3jxXK1xsJGWC8tychjbEK8hF+qJYb0c9+3g5lZR0PR7WTDbQxtv8V1YmB2ZqoM03ki1jHFPvTL7utKu5VZ77hET01ilC0qS0Hw5lLzjxzEF/AeQhd3JYrDR9XL2mwSzPz4wZ2VYE6C45GsK46TBW1AlOxCaYH9jL4JoKbnz3HiGP7nNwSk10CHDphhLi47HF6sWi7GY0MPotiQI06JLTWUqV6eMUcMui+0xutIxhBIHRpAH3hyPcscxIPewMffWzYBJA7BWobUx0l+Ff5Ix8d20hXqArOKDh8VuxqyBAh5oCHFYjCeXLIDJHrZuXoj9Qx0RxR0wK6881ncycMMZ4BceBSk0+wlEGeq025CDeMzA8lvLf5PQCvHF+WhZyrHikKMA1lhnF04LSPFDZ8X7HFz6wYmkIntNkYJYasxmwRcvlQU96fGezeapqv2FKmzVaAn6skjjaWiX+1r/Ui2SvjFRkH/N7AdMetgZqZFtiZd18YBKMl+zUuOZgXSSsbiqh5cT9Ll6wJ6XIvxSyAXwkB4n0K/yYk17kphrHfRrSfESBhtOZ8L7/eZPzSVRZrAAEx3qw9uO6yM+8sOMS/kCWN7pGvx7tiKEJocz5vFGJsmBw8woPhK7JmfVxzekZRVLLVNwJw3DfyFcbaZ5pq1e0qAOOBdAmBwIW37bDQNJHzzlA/keyX231sinl1y4rMcwbtOaB6aUcYtMdJwgLLMteqsjvqU5p0CTDUbBin7YqNWz9BEcYAsFmxjl0/1rzcKZdO6llKlOc+ssPlggXUFiFFyO8OYwWuv9uJIlrkQHbWbnlMJsX1Gfey9ksgHXK6jypr3lBTNUaQPro42fb9gh43TXR0ioZNWo+y4aCuz/l/MEubiLTWm9O5A2YZ85flUa1gX7bmIqzayHfQAZtNeNeT0jXqvc2g6vVXZm59kYUop67CxmxDLxVrDd3NirKLz1Kk1JCJ86+4AHegx7CurYPYT4ZEfYFTWlrU1bwDKcBp3mVyMQu64a/hFdLECnhykUTtqYZ691XAeaBa9NM4ocjJXhhHw5GRir+nBgVWG6cJhb78hkYTVT2ODl261V0zDjQQey6zcA1sWu5B4JhbiwqmS4lS45h4xA2fAPOgZBaQH/AUYteIvq6rv7ZjRBnhEbwGbPj65q+DqcMASSkCcgZfU6+KbALKU/8rDw2ZdfEBUXd7550TfX2/Z7DR+7GhEitXhmlyZ9rNzELbirsUxAnzAUNFn/brPAr6uESNYecI9scrBPF1fRWqQ+oruEWpU7bAPPXKEX2Zbp5dAI0PDXwvvWXGRupboPjnPWk+5V2xdbhRMQ8Lc5I/IW7H+BBXMqKy3ZZ8cXdT8j5VKsRvq0mT65VRWT9SGhJm+mey0oSGOpeIa5CjSRv3+isEsT1SDqen4RMUPes/4VvOGOhFlbBtkIynMLDeKGgo8ZwY+HNUWX+b27xrv5+dvYkbj9d3JVL5vq6G2R2TY4YHVFlal6TYAGDtdL9WRtJe6f9aOPvBNxL84kxBZ4VT9ZCEOrRT6KodFuoccVoRu0M7jQhhUocJpmPy7gUUVsWUTk9E8xnpSoptEvR4pnvTg2YvLkb1dhtUWw5PNBQLy9sWMhev2r8jkJJqPW9gDdIU3xup7+kjhCnylZCFcm28bO7HsK7r7+iQpBp6h19Q3BXSmXY60gHkgIcX3LdaSubtMUFruQnZH1IKJrhCHjdmOJb5hBTEZB/hj3aP9o/zuv3is6bLwD7OxbIIcEtE4spXDMLkID6IyIOyqX7yyL4HHi/tZHS5i8uu4AlZ0J7XKyIIIl5cGIUHJS0RsBrJcfY8PmkrizrtfowAroLiPdwF709wTcWl/4sQ4taQzNx5S8yIbFE2GFT30O8Y1k92Bw9fSKvpOQlcmdsqZgBsVJeQu9ND9TItKDvSKh+BdMOvn2rxwxXwPPSBgs54qBYIzKMltEKyYgT95F8Cx1jPz1esYuCtDL3lWIvx1acNBJKaEuSK/fgLG6Mg5+S58xbw6/OTkL02H90+fQt9FcDbmu8GccWgYcWUZ8Il9f6awCkW+nhAAF3tOYhrKN9nCc51KSuw9ns0eYmZtoQ/MKBukz/XwC01qwm2iO2N/s/VLrIv/2z+zN4NtcfnaX7BbOLF/POIe0AGmrglZf9uGleGd9kD14x3s5qOaiMw0EfyTOZF9PSJlNQKMqSdnawhfgJogShfgVGVAJQHjXri/VutmpM7vcFX21umqbLdA9oqFpkwry0RuBxE7Zjk/W4iFkrnibHoIsTao9qRKoRWKbbIKOp5G8ahDWIf4Cx3d+MCnPDxOESn7RfEWKpE5fsMkAY5IAqgkV/HERyPFAdzk1xs1K6rSjpSMi+gGtnyd4IEi8+pmN77KVuWiG2vFpKav5AiI5DfUUqI0XSe+jPuti8UDtp18sTmN8qPMWQi4L8E/g59c//mfTG2RcnoQRyRe1Aag8AApuKwbK7zVxkG9/MuQAEzivgGAAYyGFvJwOuUpHSAABE7JCVq/fqnwArypDRivsRO0mTwVzs+Wa4ZK4l2J+11IIgF7gmZ9y2KtrtQfO1UArj77lu+z2w8HSRcSxoCOBTtW6gZkmJOt3ohukS2o+hGc/bMcwvSwGRePxItzn5HtA/vNUSW8e9ylI4f8t6GPUzxNSWeeQDrU2Zsah8BE4YCau38VMKJrlR1TAcCwWipsUxN1MGRli5XYXx8HUKnReJVTYCifqVUwcmz3GGW0TQBC39b2mqKXJXeZNtJ1d5tiFRIN5GH3JRCNwH3tihMh43Y3PE+DZT5N3bYWkfj03WWR7+7GUg8ZWF2bs4ljq21yflaD/rdWBi6+5IkYOZPzXjnV0dqaCIGZ+LdgYbdbJCBdnn25OsqixWEC5b9jM8sro2Q9fDDNfTSHZpwF0KY7HluQ41hjUSdwg9LD9HpfPo96nP7d8AieePJSxezB2NGnI7/8AXTD3CLCogOdJWF9f73WCFTHaX3WTDIssbrNp9nKyzYEXWOKFCbpP05/XHRR+NnYKaNMfWP24e0USPmGZkBg9321h0l8adPqkt97pIR5+AxqixaDYYg3P9LZee/z+/DZj8I5vC8dgbfEIdX5PkHK5c1PaNAf7+RZ7MacdMqZO5SNxBjUaHmauh8r8exCoGiYUcJ+VC65lJB9P0E2Rp2RcGfuVwfBEOUEtusOhkomrROrEbquz2uKBN9965DVlAUdO9Pr8szQANJ6ZOy9dbzspWCbcBGYN7godNI2yr7ZB9SvaFn6LYB00CMuxfSptxjI0XwFdLsvgfRO5pw47GZsgZndAwnnKhi56LjsN5VLvr04/t1TVIwTgAgNCQBoc0Dd+ew6ByXuv8bA7Zj0dvIu20+lFq+GGa+mkOzWu0WRwungyi2lLYA2JwiRrKusrscDjMbZki4WChQGnwARoUVaasPLzQAKiAAEKz/dbDqVacsjSz4W+5cCdBPUgFPv5FkBQPwpjXt115+nwXQyBpfXLPnoAO57VPrw54yv1IenkqpabYcTv/LKgq6Qz2v7qyisEDx0GPBKNcXRZeqDR+moQI4Yhk7f67FxAQPq8IOLLpEqpCzzOZEcWm/vc1Wxi+ug/0EO5jlsqeLIWLEM6PNXbaEx4zuTakH2ylXipbgUtbITe1NMBv+ZHoxIK1dV3nAP62NqUv78dpywihHJAy9HPRrU85Iz6Y2aTYy6GuBSyOXe1B41rZMbWz21N61QTVHk0F4QUbgNX6liuVaaqVQoa9bmQ7a2u73PUEUtUrQLjP+M30qgGtSBxYOKwT/TNtMrFNv82sJMK5sQvjnjShkl1xrIEhclmUtJN3le59y+n3Tqksasb4EhEedCcZAqLxmhm7Z+r2LXm2dBjO6XwvKE2cuNeGkRbM7nBax8ZK6qDvC50XbeyA06det8fEjgUyIvSDHCIu1Ok/E/hJKCus2IRs/TPq4Dvu4Bs8+V3i4DRvvQI1jWlOivwVHbaoYgqHxh9qzYGx1EEanYhrVIF25a3g1tiW79vMdpztzxqJdusoDFqJzAdx4Id6V2WK5PTZeE2ZhZ9EV0Vo+h/+96/aUsZ33NQZMd7cCJ7H1XbUqJNziNTA4lzhDy+bHjfgb0PZvbcGxjaeW1qf4tf3PFVOUoxAzhtUBmFLl5S6kJh3vodVLeu4okU1pVsLlHG5gbl2FhsVcdi57qB1SojGUAWy6uy2Gq5jWnPzPF3mPk3CvGvLEMFPDVKyn5i53vGufdiQV6j5PopIcX3kSilUmqOpyVdcmQ5X+WmToYSlAntm83JFepHY2KS+UILd80gsqLS2zRFqW53cyJsrrAvLobE2iEU5yNXM2lX3H8EZUiAgRVWEAAOSPMArsUxTXGqxBf031QR1GaLCBa3J86CwCKYCGuvZuG25ufuYpa7Owkbi8b11YeRQQVSLXAcC2EBmwe//hdmgFW3EmFF4uQwpR5P/AXk0z16ZwlYbeNTDQo2cYadKKu74sM3KqbhFmP8tfZwimmZgx4RME5/4ZsAq2QoK7KJYAlokPi8nqtU50u2w8OsnILqrDxsWgqiV4ynzs5ow5+auwy5xA9YCCTTAK4M9xA8xF0jE2Qp/z2znUblpdTcNATWcX0tssi4j9M6d1q5s9LfEtJ4tOECRBaS7qFNYwlPZspo/x6HpmqEKYuLYs7U97CMe7Eji3aEioPQLHCQCyNqPEAR6L6iQX0DM7qKz25yuhNS4r4DvHckN2hDoFMDPHy0FExLqkBquQwnVBE4oHW8GtinaKLyJGkAMJKo/5Zox8mvEmpvmu4WC6UOZkOTNPFF5W5uMno2q+xgOQVOUp3mdwYDPBRhGPmdrToj6SeZZzQPnyMcFWKFrrCfppVcCCWO7GozHEm1a+6HBZDzzrsyri4i+sqaTx+61oGrxpGHJCmcsd7Ij7LlaUNmF0XNPr077GcillaDaBqRebMcGvx+pPgqw3RjiRU7ZNqDDYBmpEfASc5gplWrQXMQIzCuJ6JHsTZj6Av8VwMF12BUJKsrIqMtGr5t6AdyaIx6QYvOahAUlDNau0FGckuhHYexT0JHGyidhnPu/et8X+OwPPGYCO0r1DCZ5ULxckepVgghTjSYQJUJOyoYhXxIs47q58E8LWbDWmS4/++DlpueeZy9eek0tiJhoXbMnnHA1VXA/7BaUT/VVL+VzXDBp8lsVpVMzzrT3aaG668pYgACAGktLZze/dUZ9iH0uurZMrTiWTvehcN6QLe02WjU55cQRvx3RQxqUjR/27pSKr5wDSfamxpClkUBxMXo2PI3Pd51LGymoUuL8jqNKoLPb6PwZYM1rQziUdr3DrE/DD9nvL6KldiArRBs5CkcDrzalIfytiy6r/WfOabC/NoyFHjMYEhpduzTw0BnwB8wn7iPtxR/8VRtMKR7ArK4BA7oEf6mZ7/QegPawuloGhwGNpRdtpVHXt0vCXFVPgL2u3Ya9c8DfH9Bj8PxhBZU2L3o4vovshdKWCG7tPD8v/dtkpdxHxYnUn6zlxHeGaImff79njJ8KM1SphhsNIza/pJ8EFjh3eWGRyW9tk0AR9t74WSqFPpHIRdKXhYK+4tQUMnt+MeZwPfVEVWyO4aqjVXzYwfE2Q8tRdaBrWw9DhQUefMRJTSshqxNZVxBl3bw/vAgxRB6cJBRhpiBTgTqkhQbnIf47mOgefQNyj1xMM7xYfTc3XUAsQOAjAO199AwAJq7+d9R+F0CP/tKVLNLd7lZf348NacBSdPiIX3Xs978vrObyhDAa83ImNPZlPvmDCwxTZ1YIZsek534UFWqobyww8OUKxIpco5gyxIL7akJPur/Dg2XK2c4JLl5JlPagz9EWfA9k1Z93ebk6WWzaz7QprRer6QKkWqRoXEE+UEl9P7fJLJlivtkhBm0QZSqVxfeCUUbLRm37W7IMxAyOTXbOxuhVjlB2L5OGPflWR5Pf4gY9/F32nv3a7EGEkiyFGfAjFCrVUu6YEc0C4JGkt62Bga3YHiuRpG6wjE7H4XpWMVyfYp3CaGXuMNV0E6LEuQFyK4T8A9t48TLiriNM4lZbacHmk5pJHu8f6Ydi227uCZ0FBMgEU41NNiI+1gvKsduYybXlhN5OXdM/eAJxe/AhB4O7sT68KSSg7Ci2+wADw4+0qHjwwzwSiYpSI9nfJdHJMQ3hvUg3gw6s/DC7p+tRFz6EJmmWpDpkhfm2Sf3vP/e/HdRmONJObgPUXr9tTH2HVdeUZkRl+MJi1ULGyVBnAVtsGm0K9Om1bfjCDla07J4Q6VDk/tfggjXbzCkexjzH4xNgVG2+N47IePiaT+hCbRgCw6lzGM8Kty0wkP40sqzrxorItltctUpH36VG7QsIDhTrR3jU8GW0p6czJ4wM5zhxELelrdRBu0ssgwhc+kEsVwJ6cahJ0FMZa5PqoDvLulgusC0xl7xHQ/bGXk6RzxDijF4HQ+NZX9TPggzdSs+RsGpMYzGnAHmXt4ASvNwDI6NcxZvJcIm8XwlSGk1CSOn9XmQX7lPP7KJdMJjpXP6cWdahEcZ8PTUidnf7FpIWIuASdHaGnrGFnLprEVF8maeXDedjR07jR4R3qBksahOtnDPW5TfTvGWkGQzwp/Ahcyqa4YR6fsmvs45SpRPrhh1A6HLZOM5sEcA38JFut1q3OV3+HwxBFP4hPWybm65UahH+tgRH0DNc2JosbuLmQ75NGVucyYbyNv4MGN6DEkKqrVY61Poi5spshGSYBJ/ReKChhUV5T3yBUOZiccVak/nKZM3iB3zVrnpLBqVsdJ76cLKM84H1L1tni2Zk5sDYsUcNgFp/5Yu7+fP34u7xRqtqnjUNX7KCqlA5vtWsHeB8AeA4pfya6fqekbvFbKed4dk9g6zIFj04GPMY/ZfSYGDjofncdblGqRvRfPWhhyh55BDJObI+5PDpSpk8cxMbCwo+/GpG74Sot2kqcqfFNpSGPV/6UrfhCc/49arn01X1I4AKEO/CODD1UiJHglrAekCcQ7KWyFI/0JMgTCbmiFiozTWVzwm5ohqmBwgmqxiwzV1mKXYCraP3PGTKXZ8nb3AJrwIxgqFvE+k6z5zmEWeBZfRqiWSf8Yrivnl4K8GgJdhWHrl+zfAfb1LpwOWKIi0OFF5pyhisSmBmvXbij99OePhRv5zrz5kBZVp5wTLJsKC5mYQwG3cVOHe4+DKIkT5pjGbow/uY5qVB0xQEA4wL2Z/gyZsn3S5j5guZG31gw3rFHgxb1U09HOZ4619RNxpMsEHxMurhV69j+YMLgy0Pqc8pOhOc42eqrLtUobeuJYy97w7zcNLE4I0pXE8EIn6Hec1giw8APSLo7gOQ/TI5u0P5swBIkc3QpA1bhf51Zyw953w1XWZyEunGkjDcPAaVZHlNfe1zT0Wq/dmjxbGx8MJkKD+4tiWwTW1IZTiTzkGAOuxXer8gugc9bDdXcGxpRQMdX63Lmit/IwUMQeoujZKMQtqTzCnF/H7VQ+H/HdNXC+bD/LNeJWRULAxgfLTXUtxZzUn6zIztJR4pAobx4XGdirwF4mEzG57pfG26045uXOEXxDNVlyS2RZEoBIxfK7j14O/xA0hXhwCmoW2yC8fVu+sFt8aAc19vcZfcpI7F29RKXAqdsec3xwsXOPQgafispZhlPNaIcTj85ulYMxXI3a8G4WuPhRQmXY0xV4zEO/RhpHLqlvZolLRT99M0LwtF9msAH/G9A2NeepSAVzPHcu7/ZcdrOXv6xxRnu/K7XBPdzjEhwK2V3jtxZzE8wveC4McbmavjRjbFgvIBs8Paa2MJeCHR+oU5cEPJ67Y/+1OTagXljXTFW3IMR4yhg54vQE8JTnwYGmMOk/o+V0sDN6C5rRvNCUxnIZDh+DmZvwRJg6qTFZxYNEoo8a5vRYOt8UrLp9aSTOBo57i8nVf7iTPnkL3c3240yWBwqRTk/NIQk/m54m/VByWBvDMIMUug2oUyEyUNpbF6JaE7dGPcEJmrZ1T2ksy2z5C7qHexEkZu3cmrihG1tGS103hHq0ZAxzb2H7Su1G/Qtvx2ejMxyw6poVaOeKT90J7GLitBkaYL44eV7pnXueu5oW+VAF2O3QcvQS8MIhL9qhypY5H/BI8WsDT00yUgQSl1MwPlj8OvnXJecDAnGSKWEDFcXofOg1AOrt2+n9DKKluQZxYzxm0LypPv5rSpq1AFMpFVwAGbP6iCIZTQlzgqOHIouB36vOatAMlxdS7mVScQXvqap+F7CNgXvMRX+yREsvYMD0WZQFHKCm3yUt6pmOzBeqlrUMgmx+u49UeYGRjjJa8PnEuJQkG1PiLjWGpvQAIKmuCQygpxZsgoNkFUSP/4VAzuH5lowcfzT3YPOwX+GHm8lAwdtm6cIZ8jNa84+sNAQt8PTnPi7xuanLTFLQZcr2x8O7eZH8wiYWxmC9wGRZuZKKwN1kkniyXe8+8u9QTOOJJ0Nv4nQBa0xjbGMPW6AJUNfvqJuE/3RscnoRKvWgS1t/xQfMj9Z6jqwgmaM5iF6Vku40le1VLmBv5qqwiQbz4oqmeFVjI+lDU5ezFhiB7Xu53vjM423qFB98TSxO6KEFnvst1Ko2T3Xm583iONvCabUQtO3RcOKF+NepZGGHoK8RORXfB2Oo1TJAFoV7QP4QJRAddqLhamofmoOwqf5TmIspKLbAzxa0IYhifDNDcXd3O77DvWC4mtTT/2n54zxLh7ppfyklTrhW4fRfPN0p8kZNfaNmgDiMMsMIPPMv+JjHjsmfVghFuizCciEJNonbP4QO5NCzs7+rXUOwNF/IFfFScOz4N3GZkvwsCO9AhNnSBAUWUqwEUKNQIoWc7g03/aGJD1qtpnyysLOGNkdeUzZYklR9T/GXQnIbqj1dqb5nHfKFf5ORe2lnEEUkDosTkKIkv2Wpru8vvzCA9lU28EkqHnuQ0HOFF3mJoJZTZdkQej9ewzQQI5G42M2IvZAsWjr3hvhiM63FoZtxbopqTDKVMnwZu3jX8qfAGI8iqdwiLMUrs7R6QJ0YgdNFlpxGH5AbD8GlK9QRiT3jlUUr/GUEbJmzIMg66sE7/g/e/asY5ApqFrk3CZpSRUPD01zfvY5Ubv6PYYoDzrnaQqpU5AJvINSSIlzPSDIZ9JLS+vTXHsS0XzHamdtpbFEuIAPJcGtVvDhxpWB6Hbn52tcN+fIILYenNjI5ZoZ42i5KJlrUs/p1Ypk62Sn+CQXgisnyTguhjDrcD3RsxovzC4xQhgwLErbIuT7vlC4VxCKI1ndlnD1h4/cgeXZY12Hthjf0R6B8ZuyseewIbMctbtr2cTF2/VD9De9QBj5kPC82POAcfGDifUSQAvrVnqLMw2PRP2Zl4e92hRcjDYWg8WHaQej/4PmAv9EphnpeKa+0mv+kFUNJ2OPkcw3Co+7lNDq33FU6WxdYqnV5iDnVe2zkI0u78vOvg12hrtSUEWo6I5QgZJAJpm0aVicp15Sn66iY2eNghfTE2LsFVxbWRv9uUH0245+4omoiuke0AqlBmQOx/usDVGfoCKEwm5wYS65F5qSOwWOfBjrlt+FX1IqCPY5tzokRBXtMBWwnGW6kb/Qkz0ChbvG5cLdcFgD1BSf9lUGN/5djY8lKeihR/uXH+NAQZV0o/WPeMSmkIwabfkQ0Kjnu+eKeLCEEIowa5T7E3PpUZV97jeml0up3rcVrXA4yvS80hVGUsOWFAZ3YgBltFDiF59+WAVbGuMgxgdZ23CsAVPr9VOO44x7b4aXl1TVXI94cU/JCVJnOLvYDASj9AM1uM3RTrPQ/ycDv7i7zp7gWAi+0pmi9jL3ryvEbkHbO9ShLVOB4V6i5yfKIt+yFFdJYpm6SpcbSAqPYOiwLAM8yNzIHUbxPBR971D3w0gastjkE2FmnEhOC28loex3qipX990WtrjkWDF9mJYM7u7Yy5ZLNBUpvs5HbgRHTAccxeV19mdBAESl+RLuUGYOok4QoXTtW1pEMLfjcf6uV+xJ+NBUP0RmwSkWpLdxl6oOaE0B+4rgFuX49jJr+jREPimxDlQbCjwZofCLIX4Zq8O7chUkKemcbBVL8+igAajkantN3SVX11OZj/H+OMU/+oW7EATFeVRkO/4cWJUw5Na+WkovAGVOysvaaR6gvQkl8N6D98GzTmdc280nMpg4NzJwO1EXxxxanVJUODV5SrRJOvM2t75lfEaUsoINu9OYbzzUPDEOf/9iXtFuv32x4/A7sqC85QZQ0yGbsaR0Nh+2u4coJnPiotCS8VWAm1fU3a8YpU68oZdglKMAyxV5+P4REeCxaTbvoEceYP2jRzaw+iUMm8mhGMukPuwgZdFg83bQldddYCPd1a9zaeMwgZDz1fsOj6zYD1kp0Rbhe5kpVVRlcOoZ6TuNugv5i6HCEQAuq7dbLpoNWROBUcTRajaLldoBN9nH2sVyvT5YmEpwQ50H9aZ8jXSidDlgHoeiiVnGJaJPISO4PKDz7pyV9dYCvfJSgIDCUm7qTPXBMQjwu+vkzJ1qLwYkJH+gy2hFF3Ja7yjIAb8mZWHP+ntNkfg2dx2a6zyXP09YBIL/VSQ/v1BER/9BxDk+WnfwE1y+2Y8bWWpcCkP6vVp7qxn59cWLSJyaVuOUH5x0WJF9JQftRe243jzvDOwk6ZmYe8z9MNnFmw7lEXtXcIJGp20tNji5SCRNzgXvb2er9SKmnI+7AJ/hBHgQjRW5jTC7CoOwAZFBNTD5KuGeJnJPoE/SEVxZj9GckbkUekJD92Rp3h2SgZ06kIjb6ac9TYxRiHvPv2ItHqaQYBAutJFdnYR0BjOBYLGClRXi6++P05LTjTxAH0cMnHh4BMZFZqrdvIb+B33NonPWE6aT8WdCRHlaUjgAdcKeCCWkC+6FTmZiwABabOfX0lRWQohg7iuB6iWfF3WX0HGUxqBqAHIUKDv4A88KPe3UWuy3lVlLOLdRN7dSmFuZPOge1qxThrao0Dh0jT/bY/0H3weT/BknOoVoeuP2wPSNcDEWGysPBKioWZWaE+O/T+Bgup9Voi5dt4xbJNOAAOZKVVQhGSyZzcmqVMX6sv4OvTCqiiKVcPdArrxUeGPLBs34fnEX3mhQfmEUvXGiTJw/mBZIwNwsP4oClH2MrbYWbVHdSIVsxMIAD+PLJe6vBZY9spstbPMxhSX4LvpPx5ATMa22ie83PSa9yS+sA6DhTU45wJGjNpp9IN4nCeY9sw80Q9geuJmTPzLIzn2J+hD7PyzNij9FeJ7+BwzSq0J2tP8Q9K1oOMUWiBRuv54rIfpjdkbv7Ndwrh1/1KbCEF4lq64H879/YOxHE8fED+O1fyxi/Vl+yS/lpqHewZpwiIq8ccj12Brk8ymZMGuSpyD+X+yQkRDvxK82UKK0YSQGGX20JBES9w64/a70OgCNQQ29qyGf+79P9TqlFppeHmk2M8Z6MoOKnxJRYLnV8bxO/Mm4O+hlJYWqcx2oZh9ZyNDKOUyNKOOyhYKiVrmKzOTURpL75SIyvvgJgqxgAFrzA9f/ZwIcNSJLcTzEHmKps6Kn60MR2f89QPv5+C7XLtyht9P+rccm8gIf21nVvWnYvFfnOv6k4I2Y0m9S6cI7WWRqoYRFiHlXFVv7oDUdFZ3I+StK9Jth8VShjHxouW+vq5iNRgNyTAegOBFrgdtwQJQWexRs3p6e+zxBJGMisxIHQuIzKX7B7fDw+OZzYK+WRtb2jxFH4wr6KHfLDUL7+3pNwV7HKbvsXXE2WDNVgHkZKtkUCmzZ0x6Kva4SQpsoRKCG65AzReQ2pTiq9CdtSZesc/OMfW6obA4U87opZ8qgHM2cLrQEtkmuRPiPyXD9XI6odpBNXpe3U8GGMfPSz2UN7iNK8SdvF7YtRy5dz69Ty6VEPy56ELIgxzeweFJjjTEzPwEqUAFPBXRux+QFsOLolbG1kB4dt76vN2y1u5D9ADEpR2YOga5qIpEaLt7mva4l808/vCLHFrTyn7WGIKAzRiSXjWSeFLHOT9hUch/SvMLOEgxArXy2Nj4YX7fSUJ0lD/M3s43ik5nAOteJyXkfoFC9d2ZOW8GFEXtgQzh8TvHfwCYDSf0fh4LWJE9LQpKrVvB44dHB7QaBXTzgjIwavRi6p50Sghuncv+XqfEyY9v4i0ZUpZRYtEokdnrUYPT0/1JtaTxTSqsdL8ub3MGKfsPIJ2mbOCJdV16YRRK4yxTQqbYVyWpeidSvMKiDBfG/QiN+QeN0M1E8Aq3ZSw6dWpoCW5RGI9oIz5gDWbTmeLUJQQeArm943vP6uqyXIBiqCl3dIokjoFprvilixGCshA3e6EIZXd07lghYimarMijhPrsrr8S5sn6N88DVR4o6mfFN88DYdU51NPyq2ZCPwVL2ot6PNQEiWCSpZPcRUxM683rrOZsO3hXEVZfSS9DeU1YYOVzRiwoIrZRj8LXEXiL/+Cm7bNcYoHIbRuheknVNbHCJI+fXMsAFN/2o0uYNgqp8HaH7KiFOwLkUnzVdtL1HWxW53P6PBuPca87afByoZSNXp6BrzU67gEb2GNL0QB9DhDTv0CmttzO5yalkShmHwfgk7N7RjHdZLii2GbnUgRUE4dY7Q5+1zxWtbbuUFqCHs7kAfxuFBgFIukJoFitP8K5LevwXHeXkCm+T7T11ylUHy+2t/hnRMP9GonHIZ/NItBhviS/LAw/rQ9qQJlJqvxkei+kDGPGTPhcH4kc3tzq1cqr0YFW4AfaoqHi57LpybNmby+B5yNblOlZS7Y1przkOrbUBr3e8YXjxwkVW4gPmiiAP4XcsvVZWGannxAK8vVac4bXnAecT4wrhuc3XzwanFInsDTQOAnYIS0tOg8oNQLL1d96dGx0gKvchTpMxr8HzcU31Kfctzvhp3WtsiKxDjzp9sGBdmmGysoRTYaUe7P6X6VjfQ827stiT7pPi+DjYpLezNTtPAYGOBY+sfZN2HKOod8+eDWgaUwrjgLT0aXoS+isG78KJax92qAqF/fns9s1P0aYL7rYJ6AIDWURgUKhPw0PpdjsaOB5kfTrU4h/Cvwa0dHgEkSLaSc/sC+2IGPMjKPYishXjD1iEjwC6C/AgDdxE2tlVayGrA1O8yEmYxJ5SJs715llWzktPGrJuRiu8FDcWfcAD6BcRZyxhHnfsiMxle7KFg7apaxnyegYn7D5pxcYxgldcVZSWFW+yIrx2UjFZj/XpaTyVJ2NSHorgrHTcTSm17UkFrfJJb+8vnEuFFqXwN4xuOSwlgbmLzP7MzmXMnAQ9bQyB1Bvtazi2b4EQD38xGfsD/+sWswZdxEk/+mNZMsazfJBaCdB8Q/aFaMGGiPdOJNoXui37barelpI9uGy8hoEaGvTRZHCl2d+Cg/zgwfU7szRAflD4W70+xJVye35APFm9HvkeIuowSlrdj+x49iFdCMdCTEqWWnTiqv2OtVQO6tifftSb++aflwqkAZAmfn2NrQ8uSf6O38Zhdsb5eBP5UISpngh44f53t7xWM0gdP/G9maZs+AdRvR6Jt7+8rg+jGne9Q8wfJi4wZW92M7lK+3X4TPJo8wv8Kh18DeXTV/m0ZjISh0IBn7eY45ti294wMFMgTK0d4/OZf62NJbXMheBssFi7PEs9Dy3KvJXzEGXRu0m78gAZDy2o7cq8Odc/AwNyOvQCWCJSHpHMoFvE23cNhatIdkQv9RPT+0zFZQkOTwxudrFkwikZKKv+L/R1qhp5NDg+l0AdUIUhSIwJ5K218P/9iq+Tfn9FD7ZKUpWLU0N//vpV3DSs7pWHHgrXnuU2eQYXBIRc6paQL8irdWQYAkSKe0CZoUdt2NqSmEMY+z/+DklwDwWjEMhca316xH5aOtlTxSTYYDY56bTJNNP88bKGICMMCLmIKbkZpAA+Fqq604ZyCJ3DcIzdkWFOHC88UAEhhpMZxd4TpuTUwtuxSWVIG7OrCXFvoiuyqUHGxgHqEXWBe8eikYLMAdIpYY9wjK9Xr33GhMg8JH7suvXFEmMO1aw5KRmTMxBNS3tJ1mGSKTQGp4RNLFw46zXOmm6Kg31ShmJfsTkIxo7uTf6UCmdHZmpaZ375VfZe2bI5FY7UwWYVrIeciYFaXBSNH7c9qXqOM7hzBwu0WXDaFOQwYR4JTjBtly3gw5170lwo/MW6wix8l8e7f+OuuzSjxTT2mnFNMsiqqFnA+IA16GSCtOeuJrcTe+1d5gtnXWTYFpeYFohgr0s5YJTp1J7llOGga/WxM7tshU5eV6WS8F4FLg5xOLlGbdMx0fHZzumEtaOpFsKVzJCe7LNg7JWmDKV1PcXpR0UJLNt5tsjdxFpQs2mUCqwZZM2wXlYuDfOISgQQadXCqgMyN8B5bnYeBdVI7ONO9fNUxCUmrZmDT5SuyLkdVyI3NAffYmK3xax9fydrYAJoG2V0vwfcdSVLtclY2pKnDEEylP9YoWNwzTbdcOiosZUFjsgJwc7UGyfNz36yz3A8dNxiq4+7n31SyshGkToMZ6UaSXx0pSsWqW+S5UQM/BEUBQfU9N8DDFMwDaS5EZfEXSL61vhPyLfhnTw1ngOvQrnvcVebwUouIwPG9maZs+AL5ro+PlWvXL6onaVyAn83Se1q4QGujGL1bDGoz/cxwlIcKNmkvvd9Euy+/Y+SrWjKGJdisZ7IEpVNjuv2Kne3+JMmY8eoRBjzXMd8KPRyNkKl4XkgrvFF700+WIPQNCfI9RRaw/EQHtDNpDSiLYBwHSPs4AWHyiWRWG0KoJtuybUE2n8vJ5Chwyi/JBbKrMbm7R6Okr/YdLvAK1/V5vCcckubvwVl1/uzvmINdFT0ENHgwTpLdlXsjjqGtrPkLSNLLaYGpdzNDV6O0oVH1rmmfe9Q6d34SGHdixnN3gXq7U/iThsFYQfL+sQx3a0nq2l9V+MbfzEgCmW7Eu7rgaWMgizP0L2ShG1nkCPWCAlZAEnbq2pcs4g+uOt9ZZFuwA8MEdPOCMLCu2ZcGHjknlOpJWxJ+hHS21KTSqhLao8h6o/pgGODY/7z/dNwfbhG6ZQ0pqImpILWZx6sXPT884jsV+xbYT+zOC6EUgOoSn/Fyf3WfEgm+V+mJ5Uh2OTeKFAscce7g5xfUfEOz5Zxg07URa0x/e8tAi5zEFISivRHOuPImQUNWnGBBjIA42v3dIAn3ESfBrLdJKBiZ/xki67DnRjpsy6Mra99a7+eDR/m2yM25/xPMIGoUDniwiZel8SKWWxAaMzx/oHit4q6ITRGr1usTxkSlDiBtmPCA3/pp4BGUmeEE0zkNjnWaQJ+g/bEJypbtQiyWQawa2A0FuHuW40e4/nlohMN0EY9fZcwhou+ildwdyvmjS9WlU+JWuhCrujTK5v/qiKfOGITNI/vSzFdp29uk+WIZDIvJb2pOZmUdx17obKXNtABfFNT7EYe/T8Z/0aF9xKRGNfeNvPrEuPsIcfwRcDdgYVg/fA+KkB+2mC0NG2lgqI8REQAuwLCrprB6jWCEnZ3U6PqNGOT/h8xIV6NnoaJhS7RptWr2nlol7ZNLN2eYURJCcNSfJUdeVhO/k4MSjn4gA7bpBwRRPR7D5W94ztZl1cG+kYKOQusu4mENbmN7jxDMKUDXhtPavQhc7nwdLlEyR7XggpWY6WsvB1sjBJ6uZnPE+dfdoN0OCyMLQN8QKbh8QFtIg5B6gWtETtMAPVvD8DQSSnHI/zwVubSDE+L14C/5Sp+cSXZInoc2aP3rSHh7hZcxgvxCPF8qDzNuGjQusYkLFzP3OMX+7RxLJwWfEGbFDbofzYPQhm63Gmrfny7GPFwkQEbDnTuSs405wNSfa2z4STyrPEkwIhmOQwySlnqBL44WgZ10AwM4WJ9BS6M1D50i7HwwIumyDCn1C0uLYUAZ8g5Us64bHZ5+XBGfJ4gmg1KI8kb0BfIsB/ocGcBDlOpFMlRNMBnCq4BHQ1UgrL5UL9TGgVnt+XEeMILQbIEGrJ/95AFRYoGSXc3nPB2Fkd/+fDtgDEQKS9Htvg9gVl6NEU4yGCILpO9F4G3QdMklE7nKy5mSR3okFP8H4I5kiypcKqsNbd6h4mj1x5DGZSHVxCFA7Q47UyS5GiEuyxDsBXVf498aL0OAdaKkj8nCtVhlIbIKW/JQL31J1xSdey7Y1e1KolyVDOAPuz/gQvaMW+k+ldCC7WrAcrEQIC1HsCsWPEOYYB6vZnOqN/LbhSushPYHEgb7UqIelb/qYcq+pkaBhajR2e+jH3ykwuDpQ5DU7Txe+l34IQN63ABrkL5/vVQlNOqjXJJqva719zPHfTnovOCNkrBqcyLX4OpW4wOruH9/fh4SF9RkeAHUFk2w4Mhsm7aAUea9c117nFRVo+N1TYnwYUxJhhpV/YNb5/dTW+XgW6GxVLFrHp/KA8OdtTUk8BJZAaXLx7E2hi9+26ZKhNTrpUvWr+J1Xag0ts5VAqjuzKIv34BI5rjmRBUpghZVogoG39O4iB1qrMTGOOvWBqf42Zc2fDLJC9ACtRELwNKuAfzfQE7lDRabKO7HZk5F40MpGz1DJjIRchfGanHMSEtrAy2y/UJwyV8kjkwDNGdPrz8HSjMXv+w0KqCs9UQuU1XFjY5I52gU1k4DawT0zx2T8B23zHg3+I81bZjENSR2Thkr49N8YyqscO3E57Tf40Jh46qpWg+IcKnWhV+mW11/pXBuXkTNSlRDtHexGsMQLAoakWkqr+BC7rhvjHgy+FFkFuLOZCga+dyFyczOstyvYBMWajKxsroKGb7hmS1RP5JFfx+7PMXixCzfghAwdWgSNWj4FcW13azJIe+hHfkdYvQ50crQ3TN2vt0mAG3BlBBcr2ETdrbS8j1E0l9CsFWEXKeiVaiy7f2KpQdiTgYerWPwAbdQPy/4imsxVcx3/gHCkiaYyQ0MUWeUzXjlt/XFKxpzFNVx3FaYThdJB84wEgGqOQfYsLDQ67MvoeVyFBBs+DCg9Y9bEf2Yn5DzLG4rI0p5yU+a1hdUZ/mo72gqw5vDWcQ/epC8MTYgvyD7XCQ5YGXBwf1YOqodKxCizUU6j4Aq+L9GsgspRE9wjf6fd1kC3rM0Ol/g0qRI0e6nJYSmRatg+F/twsJDXDJOPDuT4b2hC3inFJuFiO3ZYoEDDz41aoo5bYtwuxi48cEXVKNo9RNeYGwSYwDhstMl/B2/bLk4gGvXYogguPGLUhFQTyTeMWDHM+xr6EKVW+3JwsJhrFA839Sa4oW6Jcu+jf4Hrf9h7q1uo14jJ1wu2plAVdZQHl9khnagF9DLdalhLIhzEleEVp3qN9KAf8FUXspltzvtpPhh9G38Qj4vD+Nt3/2KEAYBJY0tAvdnl3oZBNI1jqHXIYZGiiGrKLjym7F4s1mNQWyK1tO/Sn56JWqynH7ohLaED9v/+ycCt9uewFu/VqWdAXDR+reSVG9SS3jo+TyFhdLxdy6B6FJtift/1/G7aa1f3HKiXLWtnQsncct39qDmbbNIFrrMTBcRQ/LqABYqK8jRd6cUpEs9E5nDcAERPMoaA+C2QHMDaBi9bOBd4+XrC8vL5bCV+fdY8ZNleTUJt3OclUwOb/AZ3K83v47njQGxslhPQgCCoxk2mjOjcj9a1yYZkZXnvgbN9M8dfp8/frFTjGW28HP5q8y9gQi/wQp9gdN6xwya8Z6eTjojhn9SbYx30Jiz1oMRB8/JGkQ8OLUw9Auc2CM77uSLjjV3GJgqR/I6ovKVk1/xyRk76qSgEemWsil7kraWQYL+/uKuYPQ2B3yuFnXbtH0l7iVVjoYG7UYTyRtB48hOJbk5qKYFPhJkQG0KHizOmcVT+D0Nztru0U60iO5KS4GiC0AIweuxckDvtgyjFKSDG7C9XGuc5ymH2k1BkMBA4TfRNk/5adYhzPpvcS+m6CBEbWVE044eWsYMfn4PhAFqbs6Dr8Q5BPqRWE7qanJ6oRpM79oLFSVZsMtMeA9ixPm8Jj2JIkVJjK10rtwR3O1K6n01NlADwvRLbX+bWDGn03QakkYAqRhm91bmemwrCt6r0DjvYVmAxmXeBbrf0qr6ig5RGuEoOEKFTLOynizOFNbhzUbmGRJKNUN+uPCmJvIP4Bo/+5wphWqG7VKdN9gY3MxmAp49EnteR8eEXEyrBgs+7tDiYe9+mbZS+xVD5jrMsLM1Wv7hkfv6/sU82hAf4I66zoClKJCBq9TGwflphkDpSGq24J81QKKgPj6kKt3YFWTDHhIaw/UQXBHytGNzHyqtuTa5EuqQQNxSWRbw0wzCrBEOiamEumkLa6clzS0PGz16PhoQcqBZ0y0olD8SK08qdM9VBqmpYDzCLScCdsj9jwDGO175TvEYNx5V+xrPTKJAXDMaOUxHmYPv2YnYJAl4DAm+qCONJfAFEFI9ALMmquAv3DVLkzEzSgl48fbo8ZLgDvWqaq/vkQ8bKzvGYzNl8lNSpzM/QgkKg2V1ox81cDz64sGgQpfoPuM3V9PO1ZgKCBV7QjAxQFaUbA3jMniE4n921hTNkR0QHQfvuaVFD11e7a0c3gcyVgVHd/lJ2bESwoJbMXn1KXjnXvEGiAXOmdDNa5qixApog1NSlHiBgitBybzI2RdVfvCzP6aVY9bVO64cykZSC+RnBTr4bcNvfIsCmuOsmJVaSKJcRGDmwmLIhoJmTh53JPlyQSaap+X9pASHrLHCPaMa1vJ/3k8+iyvTKVj5a2cPYg/9PeV84buhmDCC4DJ6jsNo1WgOCSfaJGjTlHLCnOEwQ/flMyEaTltlGqJMRnGTeYY4Nmcx/EosMNSUpGYvfhlpmC8k/9TQkeMSOaSXB3lTU7EJBMVI9nKW5ryBgG0/4894EgYCOGU4I6Ce93jfFOzNRlGklRMkOqwVyZVrD1rGi/BL/Qfaqp538maEPm6rp3yFjIk9b3V/1EIserPfp6zYqynqfl8g8blb5//sOTW59CmU0LZXlsOYgUTAtCdNokC9wlfejlEH6nGJMWHuIYcySHieXkKZTwCJXNE/5MTIDfOeSQiH5G8TmZeryMOpt4QlgD2VZWF5lM5flMjyUhm6aSGSdI4QUUqgEy6PMrqJZzk7ufHvc5zQIjZ5Dl2jAbYNHREpqqHi96kS0J7v9Oq5Xv0chP6swNJCfMDIdAy3BOFetw81Qfy/7jJOz9QGlewF2NcvirHMVfXnJn5CNAYJD2QSCB9isSyiHpAvfbAHQVoXT/fEUuhbyFeF2AUWa/fMxQ0Y3YoD+vDtMeI+5FshRNVt8DsP9xZ5kP/mOLkFJTYJQ9E00hjFctV4UGiQRoU1pn7DLz+5hd/JVKBsYzNL+LIa9odkEd7TtLC5tT8tzgcMivVj7Uw+zbg7/HuNm+sDz64/Q5rjIXRPCLO9zWl4QkNLt8UNZ/zzdD3jrggBnT9wCXJA4BGIBUH5CyXXVhdNz7eBvUx/4HWg5Q9ixTrstRlwn8CVFwghca+d/KufPF1gWBjGAw90mG3KgHIfbQDB1lJ3n5CdEpE2NH5xVQ7E/WQlspKoK6jPQSYqBon1fAuDj9yEkRrMVtRDGQ07aNc+0LuqiP/wiiN0W46birG6mEhD+CSvhfbg8MtCPwUkZ0z1JBSiUsQw4w4Yr/8x5idh70TrD5mX05JTIJrJxDPCHdNUFVXn98ZgDtIYFD0E9HwEwWRfumasq3NphGHTMnSkyOflwK5+rYqSzZ7oiRyOOncIybOMAtxHWrptFJk4KGq9lechq4FMXYbdon4sV2JhHaQSG4gt2+sFuTA3+VjsPm+iuRgrpy2Gc9m50ErddR1ATXDQLDfSHEgxKLSFRA5ixMj36mKTrR/FXQyI2oJJdYTKaBaqxIo54txGzPOacJL1Ad8bwyKLHuhqex/cjeNDVjtPQw/4QQXDUU/+JrMTovRPoxiDl4cJHmcTWDO48EF0CmOcy+q3BMF4hUTRtfslbKwlNvhWcWUmRAl2O9oXv6dfTLU4nHLqTS22XIvxMvQWnT/BWREu/4XhkhJKPHWBF7graXC0KgiAw+g6U7Gui8DXrcbDanuPrMAFn79hXhZhr1db0OhhzuaSwhyjAu7J7kj5GaWmr/5dKHk/8mGf52Z13hXOh5mtSGa0oUNI9zpd6QT76guG6JNd6HdsUtA3xEC36A8ehrBvLPdoXZDFB7KZqgIff95OndwIp1I+lLNuYpLue6L02suFSf/bfhHyoolvseQesN7jfHpv2SEsNo2UME93Pb65eCMcJiW7p52zqINHtk3VK3dptiRdvCCjohX/aBFLTFC4uRgAH+WPUKs6iECxJeTLISFsAw27f3mu107rtDceM9mP5Wpm853ptYxqvNrY4yZKXetge9/SykZb1MZUSBqK+s8ju7w9eEKlsbAMecOpqgkrccuUSpcezDh16VwRykJA/E1AzB4PKzwsiryEkoPVQKN156BBSisorutcXbUYAT1Onz42fY/nWNTrlRQBXRNGVTWycZxYl6kPREFa6cDJ2KiX1yUMHnBUG8xxlI+UD6Y7ZH6YarBRwLhOW1vAFSwGfT4n4HGXGVidi/ay/swbZk6/BsCbIo7oAYL9NZ8KL8Y/3akgpScwwX+PdbotOOWYOLAIwdPSGl0UY6L80KRsaEUZXCttKgQ+b2Fv5RpFZC1lJK3eUWDW4GYNCF0sEjVbCkNNWgHVdkZxte1FY+hr7LYbW0dPeTiWTo36OVRY5hRKR5IhsMpEGi/m3cRdYxB5KlWVRD6gfI099Ntrm8g02MmbZFlU977cvGafIMwt2NCBMDuZtJXJdz4klCuMHl6kTbozlvezyqb4eDurM9s6iuWc/vTKnzlqwABwH5A8FySZI3gdwGAqXH7w2yqjap8u7YJ/XB6+2aI4VDjLW3n9l6ZZZFJgNUNjXDDelUjWsPbLLYhdP/f7Oi/8OiFmCkGYTHGV40sScdHZZwN6/x9U3HiBn8/1yhrPzf7tQS+M+R9K3gBK83AMjcSapi8IQClvnYNjecnQw8qoRL+2wGHBhhq6SM3oZDw42vVBQCLeaqaPaht64ljL3vDvNw0lNctVwoG+mGFyPhIW4YUOozFkT3tfhWVFPmSiKQmxqiQOyAQjTrHBIpNWRiapQs94sl2XeJ5O/I+b11Be88+7/HznSEBphJUaPdzOPDlfZqbm6ukJMWHFoTfzx1SCBIBoDaTUG7FcCiwBZOzO1mAV2Tu/e42pYqeI+mn3tGiiBVyHlvWjhSM+2lNtUpxyJzrcQOiVuZnXCIUPSAmoPhBYUikybsln/eqy9yduz4DSQc+BNG/Qh8UWgPfKst1KNUIhwRSXlHukDqSVRf4SBn11nr3igpqfQqh2oKO21sIs+hmmKuQTopsRPIXXxyR2F0ClngMb534eLsqcBw3u9L7vC6QdQFBcWakIJoYxk/mUj2YB9Dj48YiVQMjHBnF3Fh1TBsm8CGhW5D9Fux0RBppI0xOatOc96YRxqptKN43y3VpMzOa7hjQXQQESpDmGq/Jo6B3dVkpu6m+ftAGHf17Q1SuburqhAhr6xbOA+skvf+7u0tfwEeTtUqdRX81C1hdj9ieDCJPkDENAHMI5cNmGt8Ya1RZ8ntbY65VkI0x/WW6rXjXT51x7dDmLl0iyTEnA+vqTD6ACk3or0cmjy8iPsbtTS+pH+j2WRXCXmxMoM4NiyvD7JAR86UX9hyz6zaS5uBF1Vfq3mMF3+OWMj9FkVywKrh+keBQJ2VF3QOM/fSLRk4borhuviF+45d/2GkV9KHVJ+b3fCZwlhAVnoDeXQT7PZcIocVyc8tubCCh44hb49J90qSKfp4nQD5qn82d7FxPoK/k9gTEFFVz5PVL03c/n1GOAyd4EihqKwyCI/QE/8Y38sfdA9XP4ILiT2UkVpjVWbZmPAhKYXcLCyQZR1fRuB88MHRS6etmdx6tegeLCqod/Fk94D3HTTwfw2pyZqk5S0SqNLqgUDoKRY2y9Lwf+xboL34HrGgcdxefzXzNQ3oFEP0UasK4RES07nZYrVy3w7t5kfMeqnZQD8PEqBCVi61o/kQOhoWglErUsLV/yVqwK4HXwNDXB0i/5o4juwbs6WRbfcNk/Sob65CpSuxNnufgQ2qLfYUruZZzdcy0O6w7JPPLus1LNIx8qsimsVsx+t7vBY+DwYKV7JERqgXkmtthXrhE9detsbiDcP01FjwkDduwGLEtXjX8sGNxtZD/cr3T9ZYDZa9CrEfSXv0/1QdOmakmInjUm+kyu0lQhIUc4aMmAMiie5i5wK0dH4IT94Dsd8PID4n/VQ6h8OLFHausE131+yesXKbWmmeDIeMCMkwCPkIHfd6SCuBC0kQhSBy7hqz7VROnTcPCwTRZWuSWOKcBY4BcagzON9G8JIC7C3S3Xtwa66FSGr8ALVZRsFoZK6RU5h0xG+NYSK+VOGC2FvrC3kGjz6bF266caFYr4+zeJDWQ1H3j3K1zbcP7l+KP4XNqdxSCSk/HHkoaxgf+Jd8o954Be1dvc/0gwPOU08srwTwaWgZhYJzznXpNGvPp8fAa132d4xyokhN6UQcN50DRf/w7sLs6daTQHSw4CkdM060i9M5GqVEOlng10ecgF9qQ+is34WYK2htuUPxAOsTo76vDWYcIWijeW5n3vrtW/a3La82ii4z8HIihUZwJPGwpXCnfRI9VJnCdHGjNpSRJCbZKXlHg+LATHd5kqZrHB8ST5MF+nZOXgt2af74ZQpJCNmKdQhpUexXIxztip7VaZdPMR2ObGcyYCuETSLzCbuuEwJYwrwQcXP4Imb4/O6rGmojQL4MFjeoI+C1ILnm4PwnetUuiy3wvId+pmV6i1H8DkhlqYW1RDvMqOAPCz6z8Nsi5M0K99ZAfL1Opdxirao7Qa+tZfZD546OmCY0A9v7SBU4Bm+gq3NDDKLXXDStJj/8vwSQs5OACSak8+EugTRVO8ylzItVnEotUJSFNihnoADnAGI2cChKj6jIwulGb2comLDD1rkns/gEoJ9HeRbTT25Dpj90b3mOnUnoL/LKI2fZkedQwAX/eDaSsEozn92WLA+iy/ter8lUvDTB7ldhgpYVWVwnszb7yKZ/D9w7fydqQMXQD9QzBlbNCccJ8QHGGz5zGB+CIETiqKQywkIvf1K0wuD3LProoVzT8NpgU8joCnQNJpxZCAaHG1JsrThCOOsH++jwZKfT5XVbpxVoHJWehgR+OIPlXx7P755HjTxyDxTEKPh/sM+y7q8x02zBGbjczfZEeg5fqB6QeUudFppKWyehzOKzTuV3C0Z10ofxFWEcWpmJpE0I1dD/NHaUBvnJ/r5I4NqbD1FAdXuIogL0LXU3wToueGCohTFkWdKXDro+oFfJcUxLOxXT/YyJmsZblqax+XXdFuTKE6ZZkSxoPrIzrdehf4nV19HZ2ugyKIxfTEBiDdxzHRA2232rn66ffrpCMTIBjbFbboTkWq+0xtsP918rAChXgp+7hfjaz8MjTA48GiyJKBfqUXeUdl4B0Q5Ibsqock+YFcJmW83ZYn5rEiHApv+Jblp6pZzJLSL+Tud8lAnc3zwBsuZG9AdPtut5v9Z2G2Th3gPWkCPexrI3+E98r6ySRuNvq6gwFfIxnYRJum/4qK4OILwClZ1sAUfmOtILaHWHqrePZe0UYE1J3Z3t9w/oG9pxasAxI5Izr9vuDN3puOKs8ed45cTd0bGYZDqZRlw6+vgYQX1QrmEk6kFOVrBHmoXQl1Wwv3Ncn5sMMeSv9UwLpFPABOpBAxaf8AyJdXKwc1YAbhrLSpu0y7txgdoatmrBibpeb+b8EqjKRXe86uLZyAPJvuy+eo3BseGRCUt4MQR6UTKRo2vcVFHbDO1K1nBLE6zraz8swFxLHhFrHi6nBPtHzqAkl157MA9X4nD2E+7dZx5aSQnXpXOspdBZJCzyD8x4zCCORsUjHarv9SqJXxRwxyM64GOL51qVraU+ahw7qjU998ogxgeg62cngZqDh5GYVRZIDqhh7XXNo8jBjfSrJVTeb2bZx3NhjHd+CBCCHOsR7hsgw3vd/pNXNoFd2qBDRKh9cvx4utyEdcI/q+PBQVqJQeNAUOy2eENbM0IfdBgSajyafB7bGW36lH64PGJApGc+zQGdJPHF3zERrkIG6oAb4LO6SrRQHl1SJzb/zwaoSa05uWpM5y4+ytiqQoQBku5OpyBDD2JPwdLxy9OsF5vnhrCfTreC/D+tVJqwOABMVDBzyy8ykjbhcJVtBm58Xqkl0XaPcHTEmtKUY4pO5y403Rif0eIwQIeiRMGrihEYz8r4uQ/C688meHVJqekIWKZoXqLCgKAzo34NoMibaSnMVpcXnfwgwpXUntEb6JcDz4TejGfbildz+MuspL0O2CkLZ61u3jA93pSL/s5oF8F+riKzSVbAoUiBw85si9ieHyMCCP9BFsTcwmxrqXL5ovYV09q+ELwqHIt0PZfduw8Qj9XNPn9/xnM64E7efe1YqJFo9GDlefmzQXLR7mgMVvXDfjF0qsiYVi3JBOOpVMxW3nLhYfnEiV/6fn8IgO0ak9kYqqUq1UbxfIPI655V0L3G0ps0PkjfKpP+w0QqJN7HbBbF+g2786dS6E8HBDjsu5P+LFwFC8uuaYwZhSpb1LccggOrg2nrLl/+Gl8H1m3ZGt6l9euee3ovqIuPV1tPEQ7xWOO117PN+rSrHQ2LqpZgl7NeoiGZ40fbs2QiHCX3NYXvo2nE64p8zbXhxsRgG6B6sj58DjqMFrfV06ZNLYXvwWlk1n05yLwkqDucXxkXg1dXnmxBDQhuGB/aocj3OvsD5LUbXLUxuAMKirmk/HWB4+/ghmAD0s+El9mePHXlkpHSW45eI3bpFVwL+Ot6+kpOTGLCoffqlZuNZZD0cxIJZutLUnOS/K1tTsJuQhPPZ293ZFbm000c/MUu43ReF6mVxIQSs468ROByc6Ckmg3h7tLsuVNTnW/GrR26WIKof2Q+YphOFpdYgz/+zwBfUd8pTGOXmmcFpsUgS1JQTEy57joViC3wyGnipKyvLfhmEJVCb6p74Ac70/K9qEXk9ogUrWtmckOVDDY+aBDVR2GoSmJsBri79+/BA0gW8Dk9I8/USLtkO7VWW1rS18U2qoewymAPr3vrHZZsZ2YuAaW3lhcBryx+WwSVyeFwbjx3dDNkct6S6w0j6hzEo9gBLQeJhz0/B9YnTlW77ERIje7HkOoKebVumhlC+5DReoLyCX8fxWZ1ehv1JDV+lB1oyU+BNAp4lQDbZsDnQ8P73a1zVFmdEhwT/zFSz9SQOe/MBfXazoHCa09gchKKsivoi1rFyEssrToj0hZEA4DNx684PpXXAkO9kD5UmuhRv+DM/LOitqcJZe1dwFkCcTMgZArxpRvEAGwlND4xAaKSd9xLqHGUQZCPDOD59Yw1o/5eprb51e3vI0UwsQQ12TtAA7g8oVT3XpZ08QHYvlV7a4rJQW1UT8ipqto9l5AIEt2Vs70tS9xRGWQrzsY+O+lWJ6YJGISipC4GaNAgFoLCgufkdZb5xkmchbymqBMZqi6FfiVtEbGlQmOzA2/9QU/Kq7yYYHCF/gEjZBrdEZWQIxTxrhkmjXBbETBV07ZQX7a9AmjpNEVwgBqrlhKc3DUIu1lwUY8SwdsWKiWiTgV9GhU7AFm5BRFBnVI3/qmbPbsQiNjuRm592sR4n33JuzwfSu+ne7DcNdwwoudlg5gj5rFeYPeTH2ioLMcUFBBzKJWlAPXWnum8GS2yxAqd1R9I2kDXpiNDhQ43DhAeXSkiMFj30MS/9+xYqQmtoRQm2nkfmtznZuO7icPNfDcmmOAipG4MvPuJJM2E8J25u2TEHrm0t/3bBVktiVT6xNOrF9fLrHZKvdCTS8zsRXfFyzvPamWNmdDCp07RWviIr93auIH96d5biFMT1WRHD4UygkiSYqiFZ5QrajbB6xO8YV9l+hbiaszLo4ihjvuL4wvZ3KQoqh2/Kiem4yC1wpfCoFgX4rzevGS8WM8WVcKcwiNlrd8HrDxvDguS/b7LfjUOqqgBCJpuRzgqKT3udPD9pS8dlGE5jkuWHA80E6l4wCwGmMddmX41IaOnMhYSbDq1sSZsZ74+6ZZfoOmO1p21PHLpAXDaUiliYn42Mw8lgh1I8+6jhWJl2I4h7RsRZzxJJ8V5a8qtqQejjG3QFBlPGJzzTnLROlBGjK6xojG6CcwoFo9bNEvgEa/S70430kMv0A4vlWJQy1ybehpmCXqs0ZVyGVLhhTDAoE/DmE3WDX8sjEuOHrk2D9hhiWAyD/fKzzdJ/W1KZlUupDAiSBAFJ/plo+wWZAJ+ZL7oXcsYvohR44vuYwGOyXYl+tFpAkWN5Hfyp2HC+kOjCTez7Lc93PSCBl8a5n6+WdN8SGKdsZkRjHcNdcwV3/c7xgUHzPjWSxmXnFXeJMib2sNnSBUDlod/8gP0LZFYbXJaN4yfgpKydJnKjD34eORwPYEOzewbeKCVM/4TjkeacJPBCocQF9r5h/ROg3tnqktiF3MEwSpPm1E3U4uJLNUCF8X7RVgNxFn5soEqmkB5Ts2Oyz6AjH6dUBWEduEfkH0QUD+Oct8JteLMLEcfQrriLbxFN5bJFFiuYDk5xgnOvqwC02k8gWa2ylvmoZJQLVhqoiWdqNuLXZwhPDNDTiQS04I4J3D2019AC/T3c4lYMl407W0uNuv+csrCAtrgvKFSFRbeMmq/XiLEKwiBRp2WozgpJ+ac3VfsLKcXPogs54hQlK1jdbbq+A8nqogvlMaC+lZwHlQByqpYEMzbzQ+MOh2Pm8qAauUdNxYVj52zsrpqDIJgK8A5rWz9nYjkhvsYs/ofLTkofUwdvSKKxNEMgzcLZWaxFHJKkybLwAnayCLQ+nUu8Ix1pC5nb54rIlTXLPYQmvM/kfJy3SzQtTe/OPUba0D+Q2+PpBZSb6dXxWzvSqa8PuhKPPH2wOBGjXpo3veABwJBBu6a85hMxFVA3nUBvhQ+x19toppFEsm6YEA8kT5MyqERK+Wt3QnH71+1gZfBfM1qhqb6sc6EbfVqNxWYCt2WXPwTy0oQyjii2BOOC/ujXPx5rHiBw0BJUXYz3YtdNCl5Cj/2yBFjYeWUys3jlltckgjPZkXkNPiwgIPe+ang2hlVFWWT2Tmf6UUfYNgyfVZ+SBt73gh1BWtlB+wO97zpGuLHPjzNVVk0WWDrbQbf6ac68wkRbquvUVUUQPKCCZl0qoqdR/eeEXdikgF0QglFr2xyCdON/EEic2/88GqEmtObiH5x7SDOlTrzdsCo3MrQE9ZatnRBVBHv5MisLgJUpI0ZoKPraYklRrR+kmXgE50QUO6YJ6cazedD5p+b8N9CuZYgd2I9KA2Ltu6cpdzEpdOPZFYnJ+Zy+3sSTt5Yn+NWA0BuVa9KqWCcen1zrKmYAUGw26mCm6Gcq1l1gIL8hB0XhdBWk75iVWReXGeHRFC4CWky1HOO6ICEJhLg87qQCRks2LDeKgP8Wv3/JeCFVOZBXr/qizakUWDRrybqDY/ZxISG4//06mEVTvgOXJNkXO3zErVfebcz8xHHT8t6d9TceljGmSubUwIJTSlz8VBpkukfMo3ZxKKVlMeMcfeUs9iAiOHSFJNoVlEgr4YtDU1pNuuTA3S0sXqoFO7KuRRN85dj+3o6DfIn5NfQ/imr/v+nF3/SjUoxuSTLgyzcrmjmSfDN77qfX1YZTrcFgBKH7T049YGkT231IxOhAL3vmT18dSc1FtWYDVUPVNqC+qsDPJTTFls+1ICLsfy8AHRnl4QDXZB7a2gBda0DrKgG6ReESrdNxEb5iMy5FGePJSmrnzrCUKLFOUlpZZ62Saz2wz6Xn3qrMSF4IraOoFt3oqAEHuEcDK4N4OFmOmUt4FSB9p2L62pRnjJjQCqjsaBXaTOIgNPyHa0V8f9+IXL+5DQkwilHJe5psd61IDi6maaxdeyEyPwKwCHJUnuAI3W5aaPDFraJnFqEHEyIYs950SWf9WliwN0qkIzBvoriBCmjECoWLiikxkF/Wn2tOixf7LbI6C9lTIifTtKt7cXRCQu2k2HdFhWvjzBN3XWtHhieAF6aTCkVP+OvTr8mcZITZ1KTXyp9kGkDHnBixL6qz6ucHdc+lQeOhjjodEdpowqixgoq5/cnGdlanxbMJLJNf+vsuX/MEHbakHVLySlOxYuzkNv0ZQHaOFrVCoXd6VP4LK2fD1H4UabxvMaLSaDtHQg/s0CiGeXwJYMmmQw3rhptX7R+X9OIcwL+hQUP9ChChT2Y56T5ptBd4viqbgJr38jS5RWqcKPQlqXopODNbmnVpW9UAQSJCU2vOjvew+AMLyRFSqwWnOFXIysI02aiS8Q4v8Y8mIUHenck51cN97jNLhcbI9/qiqfaWcxV4ocr/a+ev96Ju1VmiISuP4cKosYKKp1rNcnG37ejyExzCC2zwDBfTApHeLY0hbdTiY7vewIafoktV++eM+rcHsXT/HFdaaqZW6vbwg2ZJUWt7Bbu1EKOh9kdASqPxojk5bAiYHCUXo+pXGC7bHnzs4nRIKvz2IwFQ3UQYhcMYOPXVGJBLWud8wQtEt/jd4gQYW3xXinZDnluwpdx+Vmtnybxb5ginfiRV46lWD7hYeBmboyT+n2I/kfAOKvBKFF2ttmX1jNT1UGXjoKsApSQvLI899kWfSPJ51n572k1TPznScVoH8V0BIewWav9b/ScCqOPNL8iu7Myk3rg6IqviSCnlSw9CY9aMpG5hCw7cC02DTqwxSU44+4Xw76DM2JbxYIfe9rL73Sxa8c3m/PHmDf2A8IxFULQ931Op+KAdNPhDrIQ+kaBff/oLNbnpZWl/AuVhD34RGESSWrbEU5uOkc/zVbmv4nKNmbds1Pnl5w/UOX0y9T7URa/JBP5ckvmaP/tqmrUAAdxYuXS8EWFfYMZx/zKVfyP+KMzHWk89p4ViSu+bHQtQ1Zfr2ZFn8VQenht93zShEPgHRoc6Fbo7Ou22B/BHbXCWsrMmvlXc2kraZWcFANJd3Ep2IHiamyF76dMWtOVVYmUZFWB32+K82qTEOxSKd/DYP73/HDBQihh/mdJbMXOv3mg0B8RZaC8aqNAAB73AzYxcBe5ipEREKzAj01q4eV2iOcNPMBfhlSj342gKGIRAkTNlZ+o9cywQdQCTwMEgPAiiVpvh20yBx4NHcawkKjXp92p1g2APCmvRpbyAwPLUigiybhQTpAQDaC+mrm03Tvq+srWVWeGgWw9tk0ULJBQNbcDfZ5BU9+VEuWtbOhZPukU2bkF9eQTLJrE5rHmmkQC0553kjPTjnvKpcssEZFd5dmDPI8HVvCmWuGP2o9WljWLo2rMhBRoprBEANXXBts/hQqveivG/DpUBgMtFP5EWoo3OpNiqeUtq8M/moID03FkUFLEtPMvvoORPI3QjWAVTNUBGFswqlOMwpwBT8ZYaXyaYGvx4Iv/DdNKkke7x/pkz1VqgWkIoo/jQVU1juxLmcimdbJlNxDKFBLrSuNFKnpMWzZbaNtzMol0wk1mOxNnLD3nfDVdY6tWPp21JCTPJeeClHTMWdIZ0Od5MBgw/AiE5p4gN74wU6k5d0eKsC3Ch7SAOUe4GoI737UGN6h7sZsLgWXqZHv7fHiWsWvTtqh3cK7P88mtw9UUzKpw5n2iRfErtjK/h2r1NCYF2jS95UCDispMdb7zt4OP3uO+/2hk81N7zBbJFnNLVfUfoNksDIAVnxseL3DCpIfvALaN94jWlEIvBHjzE+trsfMBWC6abDVb/dx4fZ50peKm+oEvvgVKtvLJlkVHDEWpq3UgEX2TnlGtbZL1xe7AxHmi0a8vCihMwfR+jjW3aNICHfnG1i/tQn/6kNA4BjoyCVa7cqreVVGbds9yZ8tuzisJ1CWCQlHhK+UqmAHUepOIAd/gfcfC1Y+sl+Wp5Mws8NtN992G8pUCcs/S+gtNgQmwNroxR/KHGUu5HCmzKOcE7O22LuagebU8tl3K9590oXr3UDt/U/cSotC5XNefeGWIEa2l52W1+cv47sYmKvE39YO/D22NLGc+D833G0zw/6lFAzp7XykcOZ7cC8N1+4ZrHoEwCNVQGn/gcYD1tcZ4ZXtMPhlWMVrxgf98dtDiKHlVD3r6MhkGLz8Jv3nsHPioqMy+qJddeqeA2Fi8EFdvDyiQnBbZWGlMVu9H7FCzfN3xM5TJk1KrtsUilFanEvEurSmZjU0aEuR7llwGO07P4E5vWhxgHoM2/ep7SqWDW12ufIhEweDKl9BF389CA5oPNOMWLDRsxznqmno74MyXwt75Tx8yFK4phNdkzytRUO+9xmE/sabQjlvOvdH01F8B/mnjk8HKAV85jqRUSLmfhOqzcsKrfa4WHk3vAozDgw/ly6HFUcg3i018aKS/Mhn8BRSY+sjSVpmJwBtAgNskgzbeSNMZTDyt8/05RmjvVB9kKxlXM1llw3yR9xMKJb+r/+S+MWwGo2DCTvvQUNChAXywuI48tQ846ZaD2ooL9HLBlOqa874n3kDT//BeA+9SuRZb5nbV2w7IQnyEF7wuMTQorGVVy2m7c3BJdn3f/DwlRJeXiCTk5xZ8+YTB6jC15UcoeGWFrdWEUSWFmkOOh53naIQVtdBGKtAtKHyKLJ2P5XprkAq4lQqQ69fJ/0G9RtLuv0fsnYBIK9UETIzHuILjtIGODHl6cKuJlc641aHWx3mQwPs73bB9Ygy2EWeoVK+QPfPgQs71vyMOiHQKPOHUvpFKOeBFAk03NB3ZkNhJcCsbyEdtGAkct5TMIK0yZw1JqREVIbOGXQ2PS2cuIOSVMMJx5k1l9eZ0iiZKlpINS2rW9jKj+cJcYZXL2XVm9O4EZ2qbb18hpJD3h5QTJquPTE3CHE1P4E7+q0oFgDzj+2FOql5nmASfyDswyGfeDOb+H3tI2O0Ef3guQrfhTFg6sFy1tSNhwlQVrQbDWy66BsFamHJIGLzCounmRdqmIucD5++O3XdHA5WS048nyzJ6EvF+AN6BiaA6zuYyJvXBi9OV9naJr2PeqM4YMUeq0FyV9MEPbREWc+ezGOEFoylzh33U8oN2x+7uPNsoEu+s0LfIzWkp6ksrpBE/Hltfi4jd97ogyDwTGhmHKmbCc0kHwqSFNnqJa/UMSHo++e6CEQ40ZoMvIH2/nLh+dzkKPa5zGHpyQP11M9EZaDr27Tp/L9OQ47+Xve1xU0CyhSTeiq5GOSFeUTAS5ZN7tWI+hBZDnjFTxY7NGvbePVgQT9Q0bVjx2JgM78QYQ4+fEAAAXOvlZTb+GlTu8yCAAJbSWWLWwf3OUbnLLLnSPBJcLf3HZq6YPy/R2SEKy+cd5AfcxTRcjBiHYxsAUPK1tQlaz67eLNwY/SDueWSB6YCvAGFnmhflS55KUrO9wgkjo2Pt8kI4TWmkQ7+ySrN/4xD/cRVkrpgV+QWGvcv6bixi5Oh53TT4kkz0E9TCbHU9MKEAiL/lXDOFCCe3F0YErqjZxHJ7aH6XFDtfh7aCSSla3ZQQLykCDxL4RnTdD3nOPZbMA+h81/GQo2iaMf5zzekK7Zs6w22l0YyfC3oKWpXnVlAoEi1g8/uLRafytFxIQeC329n9GQZcnxOElvuv1ORnpEApaQ+AxGeOkAAAAO90el1zkN8w/WWKgNXQVw3NoTDu3G5vuTPlfkgld6HA/Qoy5jipi7g4inGN1FWXObUr8/ydAUMiQ4Nie05tplVnnpI6Wh/CVh6FO9wkM+09tKyWFMPs054khsGPeO86RGVYhIEPP3fAIGhFwWTIMYpmkALgKUNrgQxI4Qdy7XpBlJU4RWsKvzdmWtp/P3Sy1AnaPe567VYYXt3sKZubd+c230kHkuJNWDI5l62WFJhZ5a6Yl84x4O1WqGzMTFguafYstBrPUod+bjiEQ9hgnqmu4U0iZ98IoiUxJXQP4GK5eRUBbfmgfcRMT/hSTnct2yyb/Is5nxI4Qc0X2CmPMAABMTsfHweNsYAAAAAWHm6yjqQ/lcn0GSdREEbGG1Ce2QoCyMBh27h1HVLB9QtYQzx2e8mJGBpaayRUT9UsBGJP/OukHcH2QthrKQ3HSMlUvqw9WEAACKO8goBgANxQAA/YFKMUOc8Gwflun6ECLwymT8XtGFbo3KBpvP/CwIaYuELsb2Z2nIwnSm1jJbOyilxco7kS8kj0WcVhXiKR9EdkFqc1t5IL/A5Wl69cKh/6tiBKDsqIyu4bFbZ16cmTOo6qHCbrd6SSOgAAUGVYrAxNqTg8GhJ0E2SQml2Kf+wjZOklNJRgexJGJk15sTk1LwypDIWAwYt+lxCkooLl5jWDHXops0CLCfHLpEVuZOBzv3ABlCYcrvvPNGFi4uJ6XIEemLqR8aOC6guoc5PewSf1K2pTYiZqFE0s7eAE6eCDekwwgAGxprVJUey6Fz8YuWAOvAT769d11RpCP5rHGM7kpDNSyQYfh3AK8Uui2o01900mhABGRuIS55amfIUkAnGpXAlJjHBd5tgFEi3jGw++AhhjqHsN6NLdtbryYsEj7QM7FPAj0oZAp4s4DNW0pBSKm5u3ov+IxdS/CXEEqClhU0QpYOviaQdV5hN7Lg4CzkGSpA8l5UE5spOG0AbQtonNO3KmnTKhzFbHEBNMyz8AAGGr0gep9UPJTdpbMAWtQzxYRMnoSpqhnplvoz773hinM6A5lai3ZF92SmiwH6mTXC3eWtVJ9AyArwzNYD1lyn8plZ+G5PwtNc6nnc9W8NM1mRy6/IrhBsFsB96fwMw8ouUljo4LijXPR2w6j/4Lp55EesVoleeuIdFutEd6dYbrHirD6qhx4nTJXO4PRxgekwlSyl5MyWLUN8gAABgU8f8vOE8LpOFGnc1NO9NFI72liLbJC3dgCZa+8rfoBF24Zh5uoOmwQOVtgAht29Iv7OX5csVA6uPzsZ3WsrRX+n4khsLBwE4+fktpCIDZY52ExGkahYeqaGBeDkvYPkpSF7CpcGfuAN9EQTZGeKVYyXwGuhWVlUpqEn/iOaVWVmXZ61aAF092dQ25I/DzbEFz0dLoNiysOTmE5xPW4kIvnUdgBqM5ebB8U9eYCDbCbZ0FS1KcvnMf/Zb9U41cPswC2I62xqCUAjYKv+mifQLSR7MxoepMUw+o0hlo23HX+GmtDP5VAeyngIJMsYA0IV30mKyEK6lmAhVAIjSBQhJsb0G9cm9/6tiVD0K8EtPaMGvQKiz2UUDGYqybHBV9+wmttZIoiHoPTVOyTffNb+AYafZ7Q0B0mXtGvTjONJmUN3g5FVu9HHXGMxrdRtPGNMx0Uez7moiEZyBzPcTN7OSDLXtDuNRlL1Y8e9zNaL52X6CGz9zerTkhwNuw6weIQClqPwLBhvQOA+HUDmUBN8dL7IYSl/lrBL4jec0pydeDWNWitTl36S61Weh7z9zRU028d8n4h1OM21ClWshhxmElT9G86m1jl8iDR3QrLpp6ru5yvSp7ozqa6BryCBOIe3QxEawRQZ73bOrgWSoqmTiOpgNbRZKXa3t3bZGYtDgOpGpuUJHvdPTBXBD6hIFvJq0WBQkZPqNQqM4cZS7hVXCJU3oRrSYaHRpUSv44/NqQwAwFm7UhMsREhjqAP1Tbvr4mZFZ/WOW32T1QoTzx1ZqH6JWm1Kx8uLHAUR28GoJMe+cbjZ7+ULKuUvooDXyzrvBPdjgaxe58x4fS78I7yBao6DCLnmlI2+g63TIhKQf+cZStuvW0BCxuSpMYDSR9WcVtj3NqXLqX6x217P6vqVw9srJVL6/tHb3cIYVheFNdpJgeEBsrKuNTdHclMujdCnEbSstAJCiFgiEyNibutkIxvVheSLejAtagpK+KtMWlh0gmrQbC3Pfy404qNM5unYrbwaZXQ5HXVhdkpvH51S17ZNCdH8D194c4Eg+Gmg8OU4JVMZZg/F5O9/dgfG9m0qdVkuzh1P6JjdMAUSewK8BZox0FD+US3rWdO2JCleGWksmfVAfcKotV5A+LZ1eGuWWFkA/WMWFTdTMeiN+1KihT/dsblYmp/6qPryomqte56CDX+FTgiMUXY4gV4kLChzaKuzUhgfweNouzfQqxuH3Zv9oPIKDYzHa9ZlkkEQQ+dn+lvgh2WGNvmFdFDwmnLCjnbo3SoQnsGL3vlPzY0vGFgecjHdwN7+ZKZfgdrT1WHkn86mXHoPbLVLBC/15ZHG6ZKrO4ddA3N5u+nVhQASvXY228SPQVwXRhCd7/1PxTlE23M5twdyhecpzhypgHlaIsEUFq1puiUYM4UlDlQlt0b0ARg+4w/B4atyfv1w4HhGasLQ5+byeOPRLMcSDOGO+n0CN0oXW3Esw6qzPRwRnyMOT08uny8XiogL8te11WJ74BMJeIe+x1qow7drZiE7JfbEteenQygIZINMLCjQNI2/F0qisb0Kt4UxshiVxnpVBj3Yohyzn8WPif/ydOCp4oFBbt4s6+jZrZijqTemROjMG3wMPwV1xDSg4leI5pKYfcGgOPBosiuYXSP8Vh9RnRN3yVOErQE7mgQMkr5gFU91vyQM665Hh2Kkf25DJ9tIlOMbVaz0uQURBM5gwOEd6kI/VXP9LpWb7fv6yWkcIrIw/Q/l84b/ZyC7rnus7JXZ53XnG1KEPmH/Iz+DygkvKmcrFZbA6Qhxrw2OFWegYhs48Db1o4ng72/elH9a0BUqIE24aJTjvJu0jnEzXoIgFx/qEVNkmE9RUjcfWmsfZNTx9IF1mIM4KmXyn6BhXPkdfWlDd2mPEzOknf7ov8FZJ96Hlv/PE7QBOQmo2ZcJd/O+yRyRVmHaMYlqDrYtK0cYGTNAO8ODHBIwR2C0BZk0H50aJg2XtidWflPu1zcRborYQMSmgpE5NHgHky/M5RmmLFmOBd/5FXN1Ga06m/jfxuKW7U6TxeSsqvaFMEkVxxVbWvMp0tcFWkDbjVTOaksVEIiqDctEksHowCyDTSKtl02T2IW5siYf+E/9C8A50qFR604kgENhT9rA147pX80q/KrLDCM+4LKZn5yyImWNzU/wqs8UYXL9PCRT+sBWwkzJ3u4AF5rkG4qVhc17y6YvN/2gjBG2R3w46VbQvP9xnrrry/IAAYf8uXA8CjkK2nHl9nBR9iIoHxujHQ3tw1d4/BJDZ2AewaCT3aS4k77CYQA5htDS4rKtwgwdzeU/Tdz5+IJrR3DBIrAwRL3Zd7DtMSStSGcDN/I58uXDQQw1AShAf06R716YXIuuDa9UsOA4KsYRdUJCzhwjVWV3+W3GsddZi3Fc+W6MPehKGG8VE4UoKG/btZy/beUjP+n+OgSdeZQ8wEktkdvSx57g9jCWz5NT7XE7CXCINlcacezgz5BVk1TPkRRa29HpMiQgu1ADUgtDdGgTh9RiPbLegWqsxAUnpgVu7osRDUhwIRz4sVsH+weyK9BivB3oFOPBssnDsmWzSanQRu7P02Y3RYtxw09RnLdk7FUe4GOmufRnB8C8qwcFsheAL2u/+jG6OEhYFWqbeFoTaWHgcYitvJU+cimArxgR0rLPpuESE4r1ZLZpcFhgTjZorjvwVHXZ5mWlLdoApOwctL4ipQzEkp90zWRas/6GLUmjSW7yq/lG7/bwenvSPml0yPcc74xftmlxb/PtgUGAsd0dpCs0x9Cm/Mpn2zWms1ZTsOvF3qTm+UEDBPyfsds1HVCilyP1KJ8MxYXfAHUkdnBoM/Ux/u2Ds06Icdn4BuBtyMYbLWJs0QGu2vkC9CiJnvfqlneBRm0GQ6bi24fmL6HDvEUNV0Xgg8o9r9EHUJJ291IMo8bsVMgNSd+48NX6meaA4b4yhD/pduRUcigRrYGXnWK1SEj6WRYumXmzWuh57hTVu+uQOsbVv794BzL645VYYQI4qlsvWN0gLAX/VAyrORRcvxePZGUL/s8cAEb/rQtLrM5pB+1M+yZWQSqsA9uJCLzgg4MBGjWEYuyEb9fuDTVxualTPvQefvaieSUf5Q/meJyGPyAADX1Kf5GZyPFum1YzjOiSiF/cdImEP5Yn6PrDbJHfI18oVKwkf1S3kd0AmHeUZEngeRt2q9lTnObp5G54aK7rvrLb3Gke2R4aQdV3eN7srjv6noCfCIfFMnJPZ6fgY3h17XJE04/g/TNbGUmfHvjkbPgLFm52dXJfqfQOJ1AsSEYOb5JB+PIhO3saY9MiR4Kk7UYgWykH5VDk84FcPvGOdJyiZlV36WHqkFLoheyn/M8sy38dYaRVNtfvwnG58+fl6LjRrBQDjujmhEWvRAoe/3xDClfxBF8R43+qE2HJiS4KNxUULDPCgCtZ9lCw39ar2lEb8cNfj7QvjL805XGWKOMDWRCsIp84p1mXS9ZC84oaXDQV+Tlk2BaXGL2/gihozwc0OTEQoORrTNF9rqookqEqXpnJDUuckl7fmwGs/0Z922cPWQ+lApa46/DU++M6Orx+kUoqzZAhc4p/yZBP+JEkU7+PxDrbkXen770qta8w0LX71yy3EW8sAm3KoLV7gFRmYVdL/Ye7jimaXC8aQ0wVMewHcm68M5PgW7aPO/XYNPjKBnxK77akrK3PU0Mfh9cK52X4yhKS8cFGmeDMl6SYxjo2rkljLAADprlEzHhdj+h9ZhQnLWbjL7/PgqCZMsowqvPMUPj8Kv4DVwW2tC0YdUwGJ/N3uPpXmh01UM9UpKZVbWlcietEACwfYQRHZERm2bVyiqOla6pWBEuIvzp2BZnkOil1dV+oGNk2z5me4wdOFySxwWiqlK4oAQfXLSB3rystuAU8NSL35m8DdJn5fQ+9W+yH9jWupWSXmgkUpHTCbT5VhvEB4NPECTDTRA6tx4Atk8GHihUny7U/bkPD7wNhu9EpvddaNJQLd1WiHhgZf8okxeNl11rfjVNveNxFlksyZejre5UO9KIMlE51PZsnyl0MPpYLkfy0ueaKevqgcP1910KSvYQT9q5uehemvxD4945Pj0GlgA0k15ekli7gpDmFRp+CnM63hRLmTdtuG7Y/utYlALcctLzm+1PbhyVRs+0V35jyVvKgRjsYcs4k9d+GDyVv8MhVHoz2BR0j6frujUhIvKrYv5CFQYemPi0pHYMwH4KlxTJn6XNS5yigr30fFonwYbf3iztZJhF+zGOl/o34Z73s83jqdAk+LZE1eu65KKu9DQOB4wYAzw+cNiXt9JKroHhjQx1KNUBIbhp/YEXymJLVzt0Ji/m4JYMnmpT814wCPsUu2XlVQMrUY1WT+BZo8Gd0kyuVZSl4nYvdw4mkATy/p8iYL8NhsK6ClLVPPY4cGF86d3wmj9sp0kcTKAZZZn+8pRHaWiMf4PNrGLt5uXomYtOhS0b6k/zRa6BNOX07xjsGe79wU5uhlKgs8R4UpHKBOlUAWvk7M8KKbZ3Qz9sINSOBpqWRRGwTpm4uBtlzYY480sXHoMldhUCX7NG6I0jrqi+QOLivo+DzhbRpsF2C2Z7cqF8S4xE8fgypZVhzBAqvAt5/gMW0Y9EjFJTURfQi6UzORMao4jSN2P9xnK3jL8dRK5vrHbEYTUC9lzvNQnoLQ2MAIMwYRUTCE/dHmt4fXfus8U/oAATYdQUsMqIYZ++UzaKm3+xkYwwyAlhHMnX1LJXkgm1CJoVE9B1u3KK2w5AbiT3n5HSO62sSJXagXL2y/88JBq2QvbCJtnrnOp2pABL3pATBd6bCaAwWPv7AmuW/15yyL4ZM6TzpV/RGx0w6owbZ7OsL3oZhchKDr9cA79Yzk2cXk5HDM+qn3KLL6VRzJx6G+5uwsNWF113fhvjd7L9k+Ysz/fphnu+swCo/cvFpkoPeUMQ7ultt650N+q6tYOODhG1dRBwZPxmZ0n0XB9hZ/jwtXzJs7ONjqvlZoJjqfFRyuhFn7f26ygEaiMTqHk5ldriQkzImJ+ifNpnsvvMghfg5UxbfSaYqLuZmpBHUOWxLX6YG31kN8lMIWyByaCYblTvEKHz/+rHS3ZDtLKeSAkR+I6M8s9taVK8vaKn1E2d0jfz/KNot6mxWr886XDywyIC31TQvttOS1jts45z0wKDc+X/9dheofX8YixRFQBpSDqc3yRQcOu96L9cNNBeCvcFzfnPo5hPCGnAPTQXDviLhfdHSwY0SX0WLpf2r3SLzhbmrMlFN6vC/bFpOsdxaFvbOz6/80YKVSrQMtOsyGeCJzRd1G/ljAlnGxTVDTemyoEknUXXoysdzpGfPAuZuBIuTrlWBP9RqUd3xqPGNOI87x+Thp2ngDTGw4yxFB9GgiBo6kYON1aLelyusADt9YEJmcJo4wg8A11zQnBw1acnTEDNDa4B2f5y5uqYkQausQ+N7Bu4jDYMbfPbgpwIT97Le7n+fSsuER/PG2WDaQ5mB3/08gY96Kg7n9SgJBIqRNcTCDCynO2ETbO6LJXkghWMlXXVGDww02DOfpiJih74xTt2nnunEDTca/QfvdxmMZ6Yh/54R0JmNJWiUIvQZnLWOxDf4JJEcoXExZz1qgNYM63T0VnAvfG72yFLtUgyKdTdmOeg9/lpKKj6jux8lsO5lPvKpB2sGYMAdRhzEjWVKGOsxfrwkiMmv4l35/IYI6s9arN8L4jKGIdb0tpHM5wlPDZEuUNFvRKntfBITih9DsNivUnq+GmxuinAL44JkNkpyUbY8p3P5zJ4VOWZc//7TOCg2KxP3sfKWid6HVJzWzQpTbpv7g53umLo0YknvrlHaA6hvwLzr2Zw8Twyi0w9azaI5wSgewTKYT0M108I8HjElba+ihOcTzhhlwxFtkD2DYPL7u06MKQawLNTeg20p8ewayGLHu7ohTBUUesW9JetdZtdpChutIWq2zTRETWBxnqAU1dXmmqC/iFfknuDrEybfiF37JHzZbkLN2nH2Osup33Q/NSGvHyjXWwuzVPY3BB3pNElYvDfGOCvEprBXOuqCF+M4LvKxsKbo5NyUZjREqFjGT4OyKz3YeN0yDIQkZpijIJnrD7C7QrUniZiZVc44oJuafrxcqXexa0gSHgF3Rdk2jiCeyeqvb+RFHCmpd9BS0mt87vea42KO9sTo+K530vvCU/Zke7Q24cvKY6f0s2/s0oTSKeoR/Xv2PURxo4AEd1GVY5maXBUVHFvFyCWapmX5aXNJXV8HOYJpStyy6v786dgpyr4O34w563awUN2ZzGyvPshiksZPJqf4PaSxwWiqnp9/okA1MQeTnFojCQCQZ5UIatyqICq7J0PrrbrirK455vifgbYLf58JlAFq/keVTXjNM1pxBRTpFlQYinrrzV1joO+dAP7GXGTQDbwGEV6Ir5azFPbFJ6AnDixFKRo5aGvqAJQVj33/pgwOv3UGKEz9i6448BCz+Emh+DOt2POX4lvbMDNRW/acAjVCsdDW+Dpro0JTkSVTrTqMq0DatXuzpgRn4XnuXBgjrBb1alUegPAvRoqEvtqRAWkbq2wBW0xdmhF5C3u1bxXA8GoyBKTuLj99nwAYd1cIhxsXrsVBby+Nzr+ipuHnJSk4T+VOJvWItYaBvhuK21mpdj8P1ml6L+6lm/N/raeBWcmnpSKN/m74HfoDWJDPQm6hK85/ldR9ki+hIPObKLsT7Fn8M/iPSN+wiqSKGeFs269KW+rbzEmsF3CxonOOnKT9nI3AydnTeGLqC++ni3UQoxgNfvpGHo2u2MA6/kasK8CuARn6ei2Lc1+MXXh60LY9XhgRPeOGQat/v9Wooh/ZHTbWYwirwryWdExOEVbPjxOa1CSIJN/bIxZmRczjnuZx03jl3u2hqh13BSyiXHzoPuoSp98iRhP2cSWkyxs8ZIQhVeo5EfMEvs8bINe6m9NZhGa1YjyZwPkBRE/RTa3nuZR3S+TC27WSpO+7r3jCqAScKRkpfE3uNnl7pn61jI5UdNDXryuTStMrUlJBbpkfCtCKqNsSB+F4GK/KNQjxm+Si7LvF5atOuWBxS1ltgzKuqYvKiE1HMHfFe+IRFUdlqlemui9nljsEPPf9xV/XR/Pzz3OGg2mGXxP3s9Bp6YleS2+uOTsn2itrIh+1DGsYfzY+84neMLCHfOkHcEZNWi9VNxhaxBxizV5cuXcLlyEkxm5S0P12GM1sfNXI5Zv9I4aJ6NNzKYgkM98AvnDYsl+uj2I6HS+wytbHaKUzXxX6yn2nO8GP6N0pb7P+zQ5AmyThNUzMpG2PmFRZMffzm2+YpYyDIjaWcVtZeHIAiS2prF84j3fgPI7DlsuVyGl2XFndlmij/V1eVpD6AqQgAydXmcZ9aYqCOBXh7o+RehUyWoRsLHJkWhwc3Om02H171QZVVUhjPNUvdz9nFuphb/oWQ7ah9GHmY+U7TsrXMclu6E3A3IlKxKzkLhR+moJ+PtZ4rQSFonHQuiKlQwZJGmSYHMm7DXNrCWN5VnHznbE0YBLRjkEgA0qZalfOv2HzobPf807jwQtQGi7246qy/dYL6U+XMFc16NlD7QWC3CwABBWnYjoSquzj/o4p63hoCPpkfYO3TNSafZ3jiwjzFW/torn1qNYyQZQLYPylgeYIZMd2xVJczn3PFRapnzW8j3SwzVrKw5/idwhZdCZaqYJxlkMs3JAZEpUSFE8zkUXlF4ZKDGeUtmGHNsbyBYfpQe9hj5QKyUPMIT1UZhxcBpD0XviZo1Faavmp6rzdtxjvH2CI6qdN7yjWwvhinhlfUkbBgr++dSLTOoblqgfPmQ5fhxQuKChsVQq0zZAXdapAuQlgA9OGG86LmKD2ymy1t/oQHUQEarCaJK81iZde5JfWMKP4ByUo3QCWKsRFtHRkwWH+lrBKa9jGiIf7GP+SzQ0NZbkN2o29ZTwpfuNReEhgWH14AN3vtmM8KwzitlweK2xoki2UuTt+G2Tz4IzkfcMCo9dVA1Ye41Z65xdCMaVctFSnDa7i4EvQR+5nPJ93Z6a0CT4zqhV4osa8rR033Emofbw8Rdnpuy4/hS1w3GZ3QTjTMpVw8kLwknNfGTdyPt6z/g9v0VV54Qbv+O+40WknUZwBqvYCTeyeyPqPAaXtX6IlNNmMp8EHXoO1xVkviXkS7hEiJtbTMOobrCteR9DRjgJ3w0KWHAaoKcybYSBJs+nA29XAZQD2anCV5L1mcWyUKOC70YkBoPnjY43E0kQoxbPRnCRzHMaYXcMNeVBpTftVuUzvqa5ZKGYjydE4ZT049bIqlGpc01ddbFt11QL9AQNSCoEkvvxrpOxeDNf073h59oNUNT6xGv1pP/HEG/jU4VBeSB5231qy+I44vSG2MBB70/ZHpYY/5++syo1OvYCuTskOVh7Sf6MwSULqO3+fFJlzmDYtXGIHIjHp24OW/yC+l/BJDZylFRCHQVfYgllCw/8ISMcbdCFwswJVq4SsNUFhh8Dslek9tAc70bilVPUyJEN3oDcxvetSO+juoX/QVx8WMtJlrDmM28krZe+lcAqYG3y4+mQFGjRUllDKeGot2tvrrLq5/ScTsSSPAuemaOmKL9lfzRlHTWSL7GH8YuVpF+ldAUxPJEMolyzYWlA4TgzHtgE6c61gn6B/ghq84thbftTZcA7YvoNOx2o002RagwiJHRXs6fnBuoAZCf5PbCQ2N1blz2Gh/NbtkiQbzN/u7XWsf7BZHEJAS+vzyTFPaf8fwTts2mnpWbPJEgkkyHt49u0Bkyh6sw7xSiSulai9hBS/X1wBTrEJ03jke589mwjRQZYK0hdAfBRaKCM9Om2tvws69JlFQmZRgQe3ZZkQsdNMO3eSgNjPr2H1c11EXS5yRViQbG1tV/1Cv8mHgQr3g9P68iXcIkQ8FQVWNxrDvru1YPisXGWlho4DJeCJutFsNlVJn2eK6JGPMYdix0qYRhlHGiy41KkI8/idWLWVkhMl3DEVRHl8kYquWX056ZbMByW769dSqIctkrwLCL7klTXUuFNHg5CaZPGruV/ibT7bO4/v3XK2cMihHAWfRwExuSQhQlre05H3KgZKH6NIqhosP35gSiGXdO3Uz7NiN6WlMUZMcNzEOqOpCyx8GdrvFlH+BaLnp0upgtU+KccY0csYqfc4Gm+q2vo630r8VtuomrcMXcE3p0zf0e/bpGG4NLaHGQjKUeuLZzxAXw26qIxXrDQ+f4LTQCXdyXvhN4VIfZj5izDZbFIXLg/ZRkUQAb5qjD80tQyR4etHQ8fFktKD1OPYB21yKdFbW1qDbCJDxRwYP+DDF/HjHRy09/hewT3tZnFF/gu7/sowXjgtsAc5n5GflkvQX/Eyr3F+ZswZhDOTY0GJxaaWQT/mBk+yCpBW67Fk19MMHPCdXZP7GKlg0U9w8ndRg+60wsy7y+ex1NAOyur1l7DcjQ8/icER2Lyc2c40yRc6Yp9KFGkdtCKHaTzqPhjLaUorytHw1vLRZKA1xSUFRVvBdpU/aW1XEWyZyyHR2iP5I+DLlqoSIWjGv67056hAlVK1OvZX8gutyaAevdkcrU0xItQBhsN+RgnsywWp0l9frA7gdal4x0OI4jo14cwhQmmqxJ0sch+/TQf9KmExWjpQhNXcrTgnxmIvonO3ZnPTLs6tgyZ6kPOQfm98HInePyQPa2z2C5IiEDHGrbKuEv/ker9poPIt6iyNIKUG0dte3E+//QDTyXQlBdcRBN4Py5vZstcIMm30uwFM29/gV01SuUVqqkSUeHQ+rkJKRwKQTxIE6If/GdI82cRPS6/yV83AscWf1ulk73LsOpUFmieFIuoaMWTXOO3oPwci+sVkriBpjbtlmUdVE7+/l5mPy/I6FrkIBk5NgUNJyZRayYLaaHpaKqcEzckeEYz/xSHHSSlgjmTrIwLOA14Zd+2iBmtfEfJVO/jzxW/Hqbyv2R+R5PSP4hKZbRv8bH49gVpW491qWX47+DD9tUCyfY9xN4gZgjO/ZBD2IICwLIwNnCTwIyhTWvFE/EFJiDoJRFCjkVHr5a9AAk9vV07/Wfwz6J2Wr0Hnp4mnI/HV9FPICCbFkB/fG7JSjbW2MJoM4fnEZWq0/Y9IXnJe+E+t6Uskei+IuNmTbExnypAFGAHETpc8H3HZxVsnLuh3ghkngw7FI92SO+zkDd0iFDMuokjpr2WQ6m1FWaeTWiXYhqs4FfIfuyixPqieChlG0SHmUtCXqbw9rbKSS78of5Vg6OatFeMOuo+1EGtRiUs7iw8UlUcTe2MWYXa5VfX96OHnpTS3W9Du9oXGmUycC75wLh2dt/uSDE7ESTyCS9CiFga1FYBG0ZgMiC+eVk91XRsfFv0NvJRMunLUwhwhgybzzHGWeorjxbV+89oju6ZplbrCkKKD4yq/xyPETbFPjfZkjOnf2KngERR6VPhkgh7sZ2JH+czlfEYBo9rlwQjgdP/eemMjeb1HDFX9NPATJ78E6ejk36dq50mARWSKGbcuAHUyYGKlSatpwC+dZTsEaS6pJNnkiYOHDcJB6SZavd871vyUU/B4XC199bD0Djz6JdN0a5KmfkbZiBfAdEbZsp/wzg/hWTKhJnb7Cintx7sPCP2xxJVLMiDrqIB1VmmATAT6nUi20xBzTCsfeLJKjYAmV89p20whZcJ5tT1TeO4Kd5cW9lUYxRa3n6VeXvBUKDiTE4Izigc+Ja0AuwLgIj3E1XIvcwyXT9KrVhk3/HX0SGvtkHw8tI6MHcNwfXmKIRXQkm13Al2H/UHbnEMGaihJZvpmYvD6GbTLNtf4riy6jtbgwRp6eq4dsTgY6WM2QkY1AkAWkToMcZ3lzXNbAT7QLB+2309TjiT+qwkvUy82ElP16No7qDAPB1+xoLkPTzzGyvxNdcyLlpuDUy3D82uOt37h1PzDa/Q/1xZeeI5LuoV7dPE50kdupkjeXb4c37f2G/38NMksxiUy6WDI3d8Hb09yGJIL0S5ykqmB0aF3PNmYY6Sx3UsI2nSfaORQkndvshfpdUxThpHMn0U/HQzt1S1R+hlxbKUg/iBgDOL+82qfNJt33LX0p4LG2ptHb2CfSf22e7aWs8qumio7iA0djhjkMVsPRhnrcrNOs+VoKMf8vhxxGmeMUcrj4ueANY5lFig+R6I4k2XIMjL6n6XfWjXH+gu9ouLKYWfuacRZBx6tMN6Vnxf8KhCDeoIaLiuLBNcU46leJZ4qhYpHJUWEnBAKUG7vBeb9zYdGXsqMhMOTK4XE0NaDC6+YCkS/gJEje9fTkFoon4gAHgWjq4ghYvROD8dgDRBKkIhIAhqK85qH7mbAoTq0wA1KWrQS9ffaSt94B/mj8eT7Ew1PU3zWp+w3ejoF7J7R5JZBnQaQoea6MCaCxEn5KzvAWdcvf7dG3AGLOBauRv8ohXpNcVHHuXc92ob/rHVJ6V8Zs/BTgQ8OG6InPl5GOOASF/DnuFvVqPGObkDKN3lYAneWRTOEygqSnoID53RwdZ7wM8qxboFZ8yDoum4zBLCdGfqjm5Bf+dDKapIiQFBsyicYCzDwuxM1qvjFr/tgXuXXRVIleXlm9GJnnXie+Cmo77zWdEOgbMr/Zn2RPooPp30rinDhEmYrL5XtnbQTnMKjrsfeLQE+r/5mCz839CzY+2qsRBpLub7Mmakep3nDOCdId5OneKT7peUjdbBPW0e5TomKH3c/agSj83FXec/ksJb2MFZw1r8nwIK+9J+6ubcQMYPPhUi5IZKGj/foRuI73A97PkjwSnO11g+sKKcz3HPdNbKjrhPZ5n41i0V4jcDdJpNt8jMpuJBVOd00n8gf94eIXTxr0mIZJUgv/4O9Uf+SJKwaDTgZrKv1zBOAIyCllWu3161+gj0yP73TgT0NnDIszFQd+z3lCuDHcwfeEbrC6vAxLOaYmwVhlgZK81YS72CZLbSb2Zm39JfRZw8gyf47augq5z2YiHWUvTX/ists7/EaiSt+gfdc3ZdmZOyn17qhstRY9L5n53Ol9L1TdRT0MpfQtf+/pzlsh8JiTP8Q1nnYKDt7IrOu+GaACMuXw3OIDYBWSyWCDNoY4F7nj6Pwgfg5znkihXtf57auJPqHKs4ih9+DQBSrALGpT+t+5UERujyZJopriz8hX9TdVu+p7rhV7cV8ufGD3bviCHsqnPrh/WfUAXKPVmF9ekOga72rY+NrCQIDDGZEiT/bJl9bArRMELfglZkq/ZKNsRHKp0gzmwSJjkrvgZseNU49WGKTwpATTfUFTCpv+/w830adbP65HY/uifVnL7s0i0HrLr8l6G6um++hLxfgGR/dL5ZPf76ah2NOcf0DgTwTlMDWS+2BAiT7qwd/8zj7I5ag63cJcFjwk5JDFOvLt0EZ1t3ZZorICJPwAXvFYZxQ76IoyKuAL3uaSyjoE4077hHqCSXdJNPDKIiiVhoGZvHan/YtyuW2jzjz2Rdkje8aBh7ysb/+Jfr0dUgfHiMcc902efT6j/GkFOoHApuZ9cMm/2ZGk/zJMLdF0dGA8ktPpPCmOwP9tk7F8HBQzG2YGAe8VLkFZdaM0z9ayXcP5qBQhFPlJZyQ81z5jnPUClq2oTFM80Kgt2etataIBm3D1Ka3dk9s0QO4OOIlWwmPQxdZ7+jrNKEezXOsZuQP3K/vIA1iSiK3MjxpKMaIZUuHauHioUiBam9rtHu6XVO+alPzsSSizArB1jxnLMY/eQ7F0YcvGtTYkMmKKcm2yINGJEYJYGjRmmUcu/SyTnK/tdtkpdxHxYof20+wSWnHj4JNn2dhFebjG3CpoXLQiWPrE4flKlo78YClePPV3c8iYWV1AYstPzVp54rKdI5wBO4sWHMB8dPP1CGVBVDgPyG85EB8w4fbDIoSnyIaThXU0W9DlXAXO15WwjmMq40kvwLoavdnrQyYUWPVhKdtqz3ekPvhBI7Ntjbh1rfMApxkYAZ0gmHU1GnAz/wXl596S4wFzub8s07JsAHOei+FRF8qYPhzkNB+Kv/o3YaZkO7XqXriAGUl9dwIsFYlJcyvwqUxyQKKPUal0fsLB3PfMj+Zi+ppitpWU2ZbqkwBwC3Rv3TLBmg1kdxfB96vlak1v9Lcp/C5SG2sFPxZLhNAVHrwW9vUVcaNPJGmdCJmTjrxTApaSPHxTFaz69ZQo/9pl35ilx0/dGUtg3lh0QTrsUzigAUtjkGPM670zXpcw/xSNCFarfYsI4J8EbqWHdO8wwhb429ocTPRi90zjpHlSD5LMsdmFrF17hOf3vOCscPigHOIPJcsV+aIlOdFRMN2GZX2aE4JIMNNaWAKP3p/womqYbIY/MN0lVpnStavz42mlwRWanhl52dfqeE1HNlBnQRZ+yu6zGTfL+tBNqktRPWHQc+4amcaggofJsKvcgNDdbxyxFbxGqCoAUzPKdQ1tb7TYW0KZZgaAFZH1Zca2EDZFXAzu4PiBnaackjt4hsj8kPufTZdRmUAUfNVnbs6wLYhbabA9VbH+a4vVoAo5qKUR72fVuNryxRBWAsYNjuSsLJPByaOoe9CyfX0XnN2FwTMu7M6x6tLkUdrOty1PM8KxoNzovf8wfKzJztecIpPvPEixgOoprd6NlJVdnRD5U2K5pqxnitrrqUPwSm8pxiv1cyRDREm82IZiUzcgEAbyiDIlEy8OrqeHKpxcQpdSuVWmkJPoOLl+Y6QJbX7TGgPOGqQvVMOODwwM+BXMyZ29cElPhIxV40UXOo6JbAnk4ba08+7SzSYpTKboCr2l07dt99WAquLLUCW6qYHvlpZNzC866O1LxBE7g4D8iZIKCxrnfRj3c0XICqfcQi8J4bs6f8OdMAmUSyeRTdunvIs84hoGisM6BZ/xB5/+4yGner8zbld/eq4ukQoSBTC582Y8/lsKbqhx/YI+lp/IF0OTLspskRZxx417FfE8BmEnSRmx6JZ4+xavyPblXPAcIZfcAz2i2EvbQH8MtiqsPQ02XjNMtaUnNpudruWAYSHw1XatsCNrqJOhbOLkM9cmdxBQEL/wTKT/s0AADSjCrJ6ZWkPBAYRyCIdNKdP8RQldsR6Gj8/urhpQ6E4nLxq07qxOeMWbscp4yZUK16Ypivp5FCHu54hcnae/gwT2H/Fc81dqSZa3vc4LvGUupKNP5gI0G/sD7jgmPd9HyqgSRqBiAZQAB7WdriLid47GF6ZOGebXcXrgviDpThYvHh5npA8nNBrLW5SUhbr6OLanjl9aJk7zFDFSflm1UN77Jl9U7XTud4If13sNOHL+ZtnOCS26HowsyWmo7yog7uxGTWIqbJMK48FEaIU82HWdP5grH5045Aq2zkLO/2YrgXVU5sf7IzN1QlQDvVxXb5FJPjZ8XpOh0t4fJVs2LFaP7X/Soh/rCPxGQqiEptRKUYxCiP51LllZ91GRuJWhkcc1KenNn7f0VVzvoT9TGIsPGSmMmY/FON0Ywperp86cwQHTDiqHZRj/zsAGzvtT8QgjlnJ8NvBR7+GWpn3FYgntetOtkZjuMft8c4V0GzcJClgBKkUPChe2pq/nz6Gt6lf33k/bpeV6b5KaOqSVj5NpQsoSlX9mE/fWrnCP/IutuY2CHVspOkEOJd/tMc+lTkMr4nkML7gBcBhla5BDx3DlozYI90WMFVHyP5lGHJKkKJflCJV0Quai4vngFH09RYkcAxMpapv4IrhDx7gy9O/CGXqHbN8arn4q5zpye/rWVODDRgVA1zHhxK++C4fsf9ZsUZNvrzWT0c+77jcWzqB8VL2Ks0iHhYn0YEOc3ZNd8x214F/HW9fSUnJV1JZNybh2pEpCNCTdmnO9uKlYd/P9ND595+4sorOVeCeDt9GUVrrjv6/9A72ZS07+Us0knll8GNRKmgZL8bqNB0VkM6qOQRtM92pouvOkERv+0pXuIJXf+ws1wIMdyKCbJAC26UQFbrSqlLysvvzHVvf/zCjRtxIFZHjzGPNuT0wipwBQjPdB9YSX9ZmqFZtAFt/GyacRyM5Nkhdrgr7fv6ljz0+gwqGjLIPd23z5Ot/qDc3M6WijT7AYMXDixUXpZDusjQT2ojFhsp3S8xvW0qLahlDR+rMNIjP1O/tyGB/arjrcXAI2nT96v5WEzkTJfjfiYIHAL0G3jQOa+23KgG5FDiQu+fsGWK/LFLnrcBG+LKjoFowI31qSuSPAHEzfpjPWDqgONfavS+yEClqO5MgzbFbyT9ztWmbgGpdq+AI6WSrzoKkBSgZHMt6qZy8O/I4yIv0KnlQG7zugIa3Hd9xFdjmUpKb43cI6NBI5l+KJg3W0TjsoYxw88Mj0h99NVLYASdq3IaZkkfj0k3LWgRHg8yhhAiiVnG6RySXkIM3Z1N1kRqXYVsP3oSmLDPHZJakxBpfV5zaX/6OEvslNVcxtl70k1bizZYI1NOx0oX5ibd4JO8Lp8Couifo5FQ9MAKo14ns+FE7gDPfqxB7GdcDT/zDfiUXGuJh54SBiHtvCpVwnz6lEh1AtFJKdHQyB6CGAe/kK8uFeXv9WxUjd4y+8mJkqxGa2Iqs/I8Vt6xWaBaxGwJBsfj8ZA1W21vdveb09AJ4TCbMgtg0xaQoFOzmHdh4M4bg8OyilY3jf5V30qGUXLUbCMyBuF+nkcZQI3Q6HaDN2oMUX1OTzARYdluK90Iome3Xi+pWv19n0TbdDkC5ixXr0On2mLU2XfkPItmS57q9YFy+0qZTfMRBg3qlS472gtwwj4caadIUGs8uL4gluo5nfkcmiW5Sjo3XdKZ24Hl7UCAYMk7MwpzvDqLjtDm0SUihJYaC9rt2Gt9LJIx4oKRSmj0ELg8qMhAGfukkGDDBReM9BJioGifV8C4N6wCuboijfoxUA88dE2DmLoJGHlYtg0w9blfREx/GvHO0v2C2cJFhEPZjE32XC675eODwMIQV2AlWCZ/CP18shaw6ni77aB+0yOzYHFfRYpCUhfGVU8snLJTIZtPSwJ1wdAEoqrWkGO2bR86XJKQenNg3C4SIKLQaEesyNLB9Wccfvt1x0fJeeeg/uUFXETL6YOG8ORzpfO2PNXQ6aZ+1Bi3H8LMPyK7nEA4oqsepAgB64VF77chDZ/3QdkDPtMl4NzCh3eI98Mowe+Q8MfPMV/iojGaHa0j4KNl1W9nf+KPHd0Z4LrTRjL7zew7/z5AmdxaUVLZxriRRgtZz/4GP6DcxmfLW6Z2YqMJn8MUu46/5NTctFlMf8IoaR5G64iXosR7JA2zVvHFIelgKcZ98bhHMT6E+DScHFNTPaMdlryVlJZ93EOziDl8VZ5X+YipdqTLND3vfVX6M6yu0T6AKHPR3NPtWBEUqVDzH+hsfvaUqz4JZzbINb8Xux5j4RnP5SF7lRtpoFOzBTLVRNu1VFu7vFi2nt6+ruDVuYz7APeDyMy7yTK4ELOz4NDl8iH4n5es0ilFofpauQ8t60dBDh1fPiMKxGDa5MsxoRAusAAEBQu9ewcQjmO0h6sq7bkEock9bIXWPKJfOSBo79DN/0CSJVCCiYfDVujotEtDQsQjxNEZRUheLPZldBD1fd8OyYIofDR1MUvJh91eDcUw2sNGqbVDwqmpkn5JOk2XU2gykYM0RccTRyDO4AEF/V6F3gcnDr7rfIGABYkwDKt1oPw4dwZlucNnJ3Q8lRiYWy62uylTjG4QZBYj928IKXkn8Sj4FNGx/6puKisiM8AVm8LxfeX0aryAlNJgmHiJFFKmy79wDj0xxN62l4p7GPoKIOG0U2qey2WkQ5uGx09RESMayIy5zZVPmAW5bCPTl9Hcsqq3VtE7ELOfhVWxQEKG9eNHINrv+rBl4LhjnAApknavM/cmbYZ5HpVAJkYkyArp5vI9Rk7Rcrz3htWtBYkGxMQl0SKdw0KXsGWMdTditlEA7ZYEJ9nGTgLYwFroO6Rrd9WHxgM5nrhRmIcIFo3+cwUy7HZlm8MrFZeH9C8OT/fjIitqb8ra7WdpIzrEPf1F2iPCIwTPKeHVDJZrxJI8mqffKuJ3CnY6yYZ4SY+h3TQK+mWf2oKi0lMXUn74vCP3aV/Ymx69FHcl+xFTgpBsBnrgQ8bl5PCIaDbaE21HXRJfBpdj3uRUYOe+rAgJann0MHc9EhMfuV7i1I9h8mnAYCDZ+NzZMt8UVz9d426czf2Em8sO7XCvPgzpBNBFQauYLkVpAuRQRC/wngiagW8hKRAh1kKZg+OsuKCuXwZdY0a7TlQAy9HhwWw279GncAEWPQiF0DWBTQxnjq0z96OHIdUHS6CBsoDoxIxROpOlt8cagh+j+H1QCZuHoYoVwANjUbCiEJUjpHOKhIhOu3+md/TXvcUNbT8NbYt1tHS/CoqEwc1WvGmgUnM0qIslfGkNMslkZQ+/QR8CM3/d9IUNeyP7gvg+gbslSkykU2ZLgWY33JmZWoJT5xDved83z7V3zeWkcTQo9iJ/IazX5V41PprsEnNv9SDjxAUxoEWCQQrZmdG1as0yAD8MrO4I8FPzDcwCHY+7Na9qPGYCKMrE7WoCG4kSgV80ThhYj5cfvlcX6hSnShoJUQmJtMmzmfTl8VcxD7EAf5Ef9jWpti6SiCPS6eTtiXbFWYY6Y/Oke81++vucAcLpnyNWeYQu9gktHydptCHyCdDUQubFdtJlUwJ52gfZKB8+kpGRpLK6Caoe29lH4A1YO9MYrC4Hi3ZlK7A+J/1TbcgqiTx38Hi0Ry+jAdolRHfBmD6eRCkrDf2i0qUk6BdCupW6SVk4qfX5G0NX/CXB1krJ6LbAsXfcws02L89aS80FDfCPSSPBGxdDzvggfbpUQhS2G/MQi8FrkrOpXSQGkhAHszn8NU73BvFgs0IwSlfXvOVZTjwlAHevVecUKMq2ukgBPN8Etg+nLgEZHbb0gPs+7nMb4g+v6/0yIawLujKmH5QFonUZ9N7xNi5hXC5f+VaszpMLOf4YAl0aqKJ2vF3WEY6b3htWbgyfEFKJ+JMJ2vj0MVjp1JQSKP05mawti6BMI2Yp1CGlQRbB1hI5E+v/ft5+KeQfx+AJWjKmrad5H12Fz7wbnHjaqx7WFIOXQneNWs2c8YGzGzl9xIU0r337ccuEa1ha7BI6FpjvCbTWYgLAMs+LJkkk7ZuXF7u1UdOtwdQ6bgnGehftNqF9MmA+aVS+rFXRSYl43sSt3AAAAAADJQ27dffXtGNAq8QA2MCEo2AAAABW0nUTKuV4VFJtp7pC4u5ls9mTwQAhYBDid/9CW8ljxhrypB7Gbdo4Mn8jo0Gl++SWEbvh4gn8QuH0YittEEA0c7/gcsx632bD0qpvQK01uAoGct75bLiXTv4UQReAAAAkmAADJwAAbYkFyFkV8C6o8MpOmX0reXKbP+mwpNUmAobmgLMgAuPQC/p+cuXSmXnesD2ej63QH+s9n11AYuwXmgj0MMEBOSEauCXS+rAAAAA8iAAycAAbbJhn+0U4TRyUpOc7dY/jNmbQ7Wb3pI7UfhzXmYbWZES2KmFpRvk8RYV4UvCFkKFQmL/rctotQOs7gr6glW/PYL3Eg55DFQAwhYTY7RZElsqYllQBbMGkk9GJPF1iUbKxvQy+torBPontjnKiFxeCgw3LBSQ8Idvx//bY+vrQOogflDKuFHtcb/0S1jx27E+mhKJ9q3UTSEbVq1bfFV0M+DmOEciC2p7RPN8LP8bkSDYGDO8C1Zw6wfQ5pTVD3qM6DqQnjAn8MRwJpxNPuR8giKKnqBiS0hgQ+pAHwDGkB315h8Ib2N5Pf9JhSMGf0sLJx9OAUmtJRgdJA2sBAiCGBfpcYr5rskwmBcXGpvPAFgA5eBcSg4C30NsaMOF5Uw4a6DXudL6kmxSilWJbfL5eEKkcDq26HoA2LC1isXGcY5YKjM7k+xFSz9zy/uzPZxNRgic6NY1mkvQB48zKH0g6hXYkrSZWSY9VIQfwuYmanNHesSYoopgolzApBmE2O7Rh8jn6TftoWM8d9XNwstqfsp054Mv8x/x4ZV9us60D0C70XfRBQyAq8vIm2kP4IzTDKSgWmPl4y7szH0RJk3e2Nf8FEYqXa1ZBf7iyTfHgq7JoiDLqSYxVABuYiD4htXx4zJ0h3Jta1QxgU3ATYjEJQYchpeKFaeU1QJjNUXWjVJm16NT2qwDM2f+MMRrhbvhVnDwlLTO4HR4k8NaAxxuQ8Sqw9DVWJnVwjQwn7zsZla4KtHdYxrZOc9QDflas76blqTOcuPWsUvR5uVIBku5OpyBDD2JPwdMbiZgUyFw4CVsBZDtiTHJTVl4JxAjC9sMkUdTaIyK80Dt3oQhseZZgj12JLzq9xFEGHA8b9ImtWiT9UA0G0Z8aopuYdUF0pPCSGfrxf0M5NOEs9GrzJ245pVxL4PrlOKMKLbSc4Uv6zioRPf28z5o/H8ZJoXTm/XhivM8zzAG0e7Sw2Cv1Kb0Jomnji5qHbC60o3zuyMi/7nyuzvFOjfBxHEnJcUjcPbWbpbKTzGOEy1FFoLPLBaXzesH0HOgVSnRzp7sBQydEKkk54tOZQx8VJ/pJPC+PrOsnY4cHk2yq/HoqcDF4EVAi+N0FqerV4sFU/c0AzoGfQZza3ixJOVDG4M0TixVEaYkFn8AU1lq8IkUhSueZq1OOFuAxEIBWXO+6A1CizBlHlBC0vVrdRI1+nOeSQQt8yG9p8H8sTs0OLuWYhJKTrcIb/VvAHamhH5TxaYaWjMvctkwLKi1i5XtQfmVGJxiXOwxpUL+GD4coMM47Agy89Au+83RjfxIMr9FSUOueW6J/3vGnp8YRayzWHX9bCG9ffSy0AA62BLPiIWxR8CGnNMe9fOnoYmmHbCqflOHid9J1y994dN/njw0ML0ZhxV4TWHSCLsxvyPBPytKu5PmXfQGl5HzO4+UGrsTvc4sIZGO1nkvd9OFvwu1fhvjd7L9k+ZC/jM5QO+swCo/cvFp6MKLHQx7oUCYUgaDiLPQsuLp9QXKWD9oGcAhUqSSiB92WxaZ5vcapDFACJUcRsLcA3UYsNmqekdkjLVjd0egNok0Ft8e/mbKegKPtikdIhVgDSnEZ5v8ahoggNVivU3HB3JhTQB2Fpep635qwWkK7dKAnToxPAUc+j63V4PRfBvtKp2jIXP6q1cyHluLXWW42g2Vwu6hC+5TsuaLkZ5DYf3GTQIGeiDbce78Xd6uPmp/I+9gcrU5DBAaNQISzRlEAVuMEWVd1XRAmdy5GdOfOoQmiNVupv7IYreayqJaQnOtvMuB+rj0N5gER0hVNHqMzIBHP3uznBNqYUrM4C0FlTVXMhlTOGdaNIowQg+Mt5ewyMhWHNLlyMoOj5sPKvbJvDdE+m2bZojlHF7RZeA27z1xFUtFZRoXAX2wJL8V1hWRHtjrjCuV2J3WQJ0EwOD/GgAjytUYTEJIywpe0ucYo2DZPUU1Mb14xDokoxfACEn2ft2mUO31tA8z8dT1XeiMI2uacwYJiNdAe4sy25V8lUV/crpkez7gZOt6e3tOe1k0fbFQqlh90Mn4mpr3fDE3Mx5bsZS2ZchNgzOFu3YjbLVvdFlpbjC6nelcK7pL17sU63UUukWIdiwtJda4vOUxP4fMSfQXJn1xF3XlvhYkPAufe/H14rWDyleQ+C32BBlM4gediYt2cEv3qyYZu5Isgnl/485Xgdz61g6RRm7a5DyQFUZk0stx7UrV3CMHiPZEHqYh4iD7NIroquWynL9D0dil9quQM/tY3YsY8BLkCV8p3ON1ojqzfC+IyhiI6QfA+bnq29xqlG3KyozK//g+VHLSSn7cOX5wFRmASPQ/Hh+6lFV9+l5ss2w936JIdRfbFmfbfbAc0tWY81oCFingCyYXnWDXnYaVMvcoP/gybQ+PAPby5Ubqw0EpKzz1nGkd8t0Lvi90baZSlsK0mL465qaxXyZcabIIXHpyvSFKxii1DP7IHUwdHCgVJx/MKNsSlfjhdKgBVQi1N0EfClV2+QRLyPkU7SDLhG7iPGRXTAh0fqFN5XDdBvxwli35zRFNVa5pu3CKy3vbx0pQCva/KNIo15ZgDxW9SioYcamCkz9KZqMWqtMClDOiw2U/R9nG3rdOyYaeybDXGNNgp0x8rphHQMEHnjvfCOeIwlFc1T5s20J3YwO+9QPGI6G2d/gScBWO5iyxm12nODoxAtBo9yBdPvqiglhgfIfE7LNvb8jaXeth2lM5cI7SiR8VDR2Odp6xjEnGuLRFVzQGsjFd2cPKJqJi71SL+QEDsYcHMYOgjBYe02BkuFshj2dvlhCVmShOn8j2SDPiL769Lu1HVjeRkl5od+h1UAvnn0Q5jsRPMqDbxf6myRvhhWbRMs+2GiL8HBAa9BqftqlBBalfVFBAHK1tlCSXbVbLG11DZaRjfv1LYyTloTuJKuxUXaSxKoQi44PmitpCqhqX/E6b2fECVoQOKD4g/Tx4wivupI27H/zcunfKfM6zWAogxGaSCBkzhEe1+U1GMMy8wzTdwjh4PB7wJ4yNUidShsqw975uh9J4FhJ87aKZXWuPmxcmkTd9c5TUtv954nwZ8+hLTwQx7WNYmiV4yMvhQqZnTmWigWP43Y56t06ySBNzxBE6mW4a2cBub2JEWSodeCwrx95NqjVKVQvJiNV10rqULY2HDfYfLhBe/kzKRLmfEa/U0cWzZrO7AFpghRPfNkWX4yjDlCOJkktr6PXiiNjPdFUDCcKI3dEVL/5rxoUHwcFw9dS0xmLHMzmsvTpMLNvv6M305BKGt/qH87TY5HzeqyHRpI3As3Sfre25VTiR2+N1vVoGfs/mXX5QnNJPf2ix6DyqElGnVeRotucZiOiH96hJI38+0BQGz5z+ZFT5hgZI80JWSNj34j+MIwKiPAvqytqxUh8iFDOgpTsizDC5KzZM+9ZO1JXnu70M8ZTEkb7skwoIx/uASDQU2bggIFE68BJIhLViKLPbhbLuW6hzYUPUPuuKJMV0BU9xgVTCS5PX+alDEjxdV5yv8V4DPteXQgleKKpuFqTzAy8R4rfa1Il4x9EILKBxLaQVC6Mauoo4KQwj0IeA/rdQylWCgSVmPEv5dKHR+cSQeU9RCkrY2yAjwkhh7FHcYroCp2kmeLwP7+C3SKEgXJwVGDFXZqi3Mq3u7uX8BctbrP5Dyp1oztPUp9iedozU4RK2KuOt2iMcBGnEHGQW91EqhnqB4TI478ns+uAV0QL3JBJXLCWvHWccxMyxCVKpDt7lHdTQyY2H0TDE699rDvEco7jFdAVOOMXPEKMvyxa0eV7XFZVG9hCA4ymYuW9eFJIaVdAVZHtqRQJCDMSAj0xv5CS7vlFpfM6LlVFvdRKoZ6geEyOOkAq7fc04g/rC+fryOeN2QZnZEI4ZPx922HP98SeLiVlY4/BXIVtmaQVlB1fFPNkxUSwDaVelUvr72t9C3y54Thz4+JTSR1bsXboue+2bbmmMZ3GDJAGtz2U8J21rZrXTBCZQIv55L6XhWCGzYExX/1drA1gHnkbi8XuvDouA/NY2FkkZzqVxA9aMnX3BrsTmEHCyGR2UiY5xBld7vSZqjEXaNDJaWAiD5DB/2RBRvOh+psHYIsvi2XRmntIv4xKRlH99s8q8IQGS4LQsYw0dFbtgvgVL+3QX7Q/wmDniek5g15rSGSnfyfanAF6t2Lk5GurCOPxx/vmO0jmb79aXd+xCAapcN1RizpJbKic2zehlDi1SRue2HhiFhGEHokDaalDRaQ1582/AnWOMlUfac7wY/sLEpauxWU3y89k1qiA+19/TbocGiXUOYmP3c4v2CVnwLTSI1eErC3iT7BdfFj1nzKhe3JPSsA2B9UknuPzaKiTfZxMoo0qqZ7mjTqrqg/4yG45xE2NJ+fWOiFXMl7Qy3tb0qnlThw5qixe2KuR8MOm0SV+Y742452y0Qfdz4H7WC4u3+WC2TSEMRPzlHIqEphdWCXnoDAe266TBypLskU3E12LeM0F95yrAja24uQ/6AXWJovXirHmLXItmIjzoIuYUMqvGbHqvU+RTrLkH08JkFisoKlqbQb5v4v44oHYxlEFAP+e+lQ/trXh73psS6r7qvbiNYIv4L2g9jze54Rh3PfMjE/7tFZsgrrqNGyLH8cYwApF2hp7sk527Csp48xnpSSQZXpgHh+0FL2IK/yz/CJURWlrLuWVudJiVJ6aBO/Ar2laWZAuPqw4Se0m2y0mpfZgnSdXPTim7ybt0D2TyfxVV2I6PoQHUQEarCaJK81iZde5JfWMNXg72/OViVJYuemfUPPIvS3PhYLxFzO3fhWtklnhsg58LUGEOu9tQa9YLhijWkjs8fnvdQxewvKsE6M+HLCotewoepO14/oWwTGi2trdwhZ9qbnpRl+gyccuiMO5FB3xhumVSDXbs1tint+sk/aJeUrsrj4qQiJenGqyBOwdHgxg6c4YJHPDOGId7QYJG9O3JtMVW3D76Eevy0WaNTsKqBGiIfwzguDSnDXY59t8drmt6GmIBnjCW2mnuth1iLgRcXNXVORJKoFkTDTGl4UqORFHru405T3n+LEEoK6yb0qi/rDW95yh2FjEX45+KoFaloT7VLfzwo7Tnwejj+wDsSFJ3OhHSTtJsLRvVtEJVRJPWjGK5fUXswQz+/K2kc4cIikLHKnBm92eshVYViEPBjlNi3gKxMNLnYMLy22MsfCAALX5MpyT3xGJg3KshVk8oBeDG9Sgul3fu0yy3wfrUU84d49VwooNsW2giuRI/GKKe/WQilPJuP2rIhpVq4SsNUFhh6n/lU3Iur9CWvCJLkz3UkY+eCsO9QmWfDYQ18lnm+xnrzdsaXkSYLdYf6sejqM0YbXNGsFWbA7OBuBGepTUHEXSQaQ36oStohNkpW2EIgHRwmE2xssS7zIpJjFCfYFZPZKINQPtuzq+AogC1dsEmuKPgRfjx4SQeF3a/slMXQa5fQuW8t/Es5+KCoi2k4Zw6ntdlEr4lwh0GIw0n+d4Vdr8rCEes1ADgiOLPlxKLIa3jBKHZzUp9ZcuHlK9BKoXKt9NPBU2BWr2hxzx0SMSaIxY1FbYZcJdvjOZTIxF2k2uI+JUisHGxKsWxpQxYi5NoYkPsxydd54jYFxL/jc0fEK4RpYjAOOxAd1BQEep3NMfMGiFPkRHTZWULsCuip91Xxkg1o+KhQ3VTmWrkdRbc4Ef7+JYwriCP/Dh7/u2CHSg+ZZUHOgkkg3X2JfMZY6mbpSn/8sBpGlbfk6mP1sAzEmQWbQyS1s2IMz5EV7iHNsZCfp+aKaGYcklOBQsNOatHi7AnTVXepT1zMfbRHQTD6nlVje07+kTFp0u33IJQgtz3tpMLQYUMLOcMuE9vbxftZM6wIGDSbhQ44qcCYgUKs9VlMCvyodZVMqDjQ4u47M1SfgHv7DObpI9M978WTJoAN3VKYGF2Pw7szrQ9jwyhAEeSHGCt6Bqni5zMsevyYnf0zAmyZp3ftapxcVqVFlENja6N+tG9+UfP6wFiwHXtH0VOaBPfbagZYUjUhBT0AdsGJKNhsiTHf0WlntLQ9j18Y5te7VWJeOM4lk+0MD+bbWuzSYVQuYlluBEFq+J87CqEb626Z7qqt607voMPZp6NHq50JEbrcghtc/k427/uIkAB1e4A1csJaIYV5ob3LAqe4AKUn6Ss9HpbEC8/iTa+W5U1ZB+Camphbykud1Tf59Xj+AAqFfHXci8WXtCyiJ0xbBauLqmFd/AotWDHTqPg7lA48GiyJAAlQM2NF6fvJ0PlZHBpEVm2w/kbSM/EqbQneAKX6KE0ircHYm/6NVQ1t1Jjxw6vkcznSm76UYNrAcd4zVchiNxXUz3wQXaKUaJ7Ro+jTJy+ZU5QJeWxP2F44Rqbf0Njzaz/aRPin99dl0xmKZt3XG12u4YJgRxjJo8B4oIgPUwTKz11PtIF80Btm2uA44L45+5himuAfiGXNHDQMjeyMRI6S9Sdjj5HLqnqzwxOrtxrsABvPLZPB8dWiTOW+m654ZwFZFMlh4CKZtmGdn920nNb3ecMkcZ4Rg0xarcda7fjI7+mea5bthJApuh8rCasDU7zD/xfEXGzJtiYz5Uf6xhrtUCSA0JBzzbRI6DO6OMhLfOGRX4LWsWj20WFy6oNmxJ261j+ySwihOqLcVc9cJaHj7+fHvHd+ZOY9co3RaZbpiKof+I580Wi2QZCT+L3Ti77U77saN+LftpTYfvbigm3EuZdBkw2E9dWpEImUyqnrHdoUo9JE2PJSsBmUbX7IRj4+0IxXYBGtM4tpd2cTPsOI+NKnTTaW26bcdIe/RuJEdvif4obNM1sjg0kmoLlmDr3Hb1hBbkCV52ocuZ50aXhZeB+3LGzxXs5uPzyM6Wp2r582lpPoyi7tjV+TnVHQ7I6XpuTR0cEhKADgK/BZWkskqS23Urs9EL1lIpnb4qM3XFkeMSukznGUNoUBU5aIb6Pawx4//+6zW6Eqx3L8qsvY7qeQDLzl1auifzA+uLHUvJuKMiqU4L0I8EDJQp1q9OguVj1XzftbOIBCgyw6jOzIX6JBxvx0II0KJmmNP268+YM8JnqRGRDcGfY1CIxtmVduhkvtGNqfPe+nTS9TTx2yMT2ApxcRI2ISWtAWnOr8/uVFtXltv+8rtZc/FATyxQ6MogGwMIwzTy8Abp6ObgaxvAYbG64o5te0JkBRo2BABd1p6jh5Kjab1VmgmROlIcCYdJnMfXVQ3y2w1Qph6zw17t0e02RHmq6fBsED+fRz/2uIG9jP52rgdnDuZgfpFl16ow+L5Dqve7o3ENyGYOtZ+SYrF1ZZl+IOyB7qnRbBavzkm0rp1ipsouiJgBanrFVIqxR/c4yEXVGQSL9gZB4gnuXsOPlYBgOewZ7wpOTLeCJkSAjsFaz+zxuYuK3figPCkZm6/GBpLgKPCPwMA6jNar4wNAuzNHAyx+ltkIl8Gfj1vhAp7kPYCRQTIH6Vf8TZejjJrKH7qkqCZEh+s9L1077HNKXaFy738BIkYz4lxa4+FtJYS7IcOgSc/0NNVqdIxrOZT7vkdR00yUTaKp4WNJcErLPWnHAv00nAr/Tn4gObtujBTF2G9+4dtdKnLd/9FOK7ZnRztkIM9AEUq8+nSjOzmwNz0nMC53CRPV9u9DBb6aeC0cpCtoiMqoGlXXJOLlXH4ymaSjnp/46dE8kyP97xeuauQABgHuR01ncPWF2roPth9NP6Zr5d8HEqq/ul+vkoLmLRSEeXzyOkh3v5fgSxyRh7MrsZRT+DwvGZFofp3jVJFSMgc/52OgEg++Y1gEWCvxVT01Lw8Q5MgceDRZF5zBA00nGw/2rpVqXoqJSmxcPpD+goFOS88dfiOSbXQ6L78duY3hFgaLBGegLLaBWH1M8LivPFl8Q8WuLkA9P16NcJFA9teRgqNJrio49tzjgEhfw4qdk+sAyt0CilnAhcjFO3hK49yH8VTLAVfADKisO4BjFj81hpLJ2LUu5eQos6k9JE7U383hR6JSVGHoFYrQQt5xaCe5fPK3PYcQqRKlmYlXepaDFR8iyCwZG7nq+5awrDUrFTzDJZgbEYsTAEt47+jKpg4jiwfBEAovZQRW/EAPTBWvRBEk/QFAQsz6npgt2jXdaz8mX6S4+U9grpNZ5bJ0kckBt5raTb6wFdPt3HxjuWc3bi6SKcbWqEAaBsvAvmxbjX1/ojMzt2gbVsCplwh3SpQApVKTrp7zaPczTU2wMDIXQNBMaOxY1KNqDWDTowBF8eTdUkF/Cn1iHr/uA3bkboGy36QOo8ox4ESSsk02wUT9gcBoJBK/jYmL5OJF3YAeGRuDKAXIIip05TyYS8Otu7p+aF0GXBwa3vuIhpHeeCAbWv8VlWVehxYcbgTsL+tO1Ka8LakeCKdPG83ahEa06nClgShmogUFd5dxCNYw4D0HfoFW15vp2KFORU5EKuMA4618eGNu28NaSr2dymx1RtUA9KjaVKtbIQ2P39i/ANrf+EWIpR02m3n2Y+jrwdY0+QMtCywxZPuccVunTLgHGxuFEsGoe47VrW4bjhuokjpkrOO6TizMjwGNKnByltt4aHlVMrdYvkEKFfVhalDlefDZtKA28FNMdF+r/CNFFusmqRPvMpMYUPZH4+62P+oG7Ak8Bq44XcCfMGFzo+vAZ0y86+CqIuQb8sPIaPgYGh8v3iIgAVNgnGLdDj59GUsjRuER426aOrE4jqIRfQFnW5HyDSGxiuXcqoFOTT621ofhfsON+f/5WVJwviL5NJqsIk7q49DqITpLwVgxDoK1rOWW9wGB950tL9hXgosScSmtpyoEn5Xe4mg+PcpwGbaxl9S9yH+bCRrXDEtFifQ5pjN5K5IKX9Zv5CHm3t9jkgu22rmNGQ33lU4/ehnbX8tCQSxjTab8QvY9vEDAQuhQthsQzFtBNq87owXynhq+kes4A8EqygskUKoDwCQpqwSeXbwc9eQGP48MgdTivLpfXOxMcA4ZMywWAzEYnnXTq6pSwtPBQncTELi1hIqquIujtvAzimvSsEhfoG+g77g/ojkEwd2lSLaXNyEuPeV8WtQJcTau7mZntJHZtDG/mRQG/2KZEJGl48AE/Shh/l/v6yoy0mDaxrZbOH4PIHg2OWb3MnP3tzJ6RHncIgbyAKiSiyS8UrD6zlmbqAHQ1xOttHBh58kRJ3vD0ld1R8bG9SwaXR+V/2rjXJc5e4WyhLIiOLZzwXgTOobAJ9S5m78oTRAjyY3zRuB/ObDrs8RULoYep4jgGoCLGvPL0fpt/iIC2nNwXOBdvhY5QTdMFX6f+0yDfT54pGld5xQmMGTgvqFRIwIdfl0ipaT5IB7ohK4DUD4wXKLiB+bSZ6MWxjMBZxanA6VSlVzVAAb9lY5tvmxx15wOWzvh3sp6+BjuDLzROoAzxWuBGv1aL3dEH50FM0bKGRc38j6kDGVlM7nXCfWRGzdAKch+eaD3qu9Kh17/L1d56HJb/HW1ZD9KMgrxldedZTTMdOo1jLAexDaq2gfItKFHKZPMguWuqHUsw7ckgw5oP4SuKBiFKK6wImV8jwSrI+b5JFguJIAk5jPMZOJHu+BByXIngk2gitz8DbaszOscFuWor8lYksUQQ0VPRncXCBIiuR24JMsgCJt9FlZO8HslGuFE8Jf0bSBLHYpNi2FHPcdAa6mCkgE80loMRrrIQUZCwjqemLVInX9ybGN+br2dbyPmwEhVtO9mjZor1Fxd678UsxR3eer8FQQtAn2FSwaR+lwRJAfVz/Mpbw8EGkd81IMGl0f+Ob2lXiMYXdepOP4s2Yeu3WGjLfwNdJAhOpFQiJRizpoZ3ahrk0hmL5a6XL+rjuP46lDUt9uYbu/aOAEycQVrw+Bu52UAZkc08s1XVyU7BZagHi2SsPTuGzklU9kZDdTosUJNoaKStFGnxGZe/nKJPRc523XxNfarUslVvs3/dyF4bfAgogSdz6UL8MtvOww3lLNCH2WMebfXJIddxU8sCevesYy0FVjEU1XmSF9hvndjAa9eeL+k5x9Uy6vuxp5Kh8LQf8IrIBpAogLJzSb13x4FxlXYmpVi9wOqSt2C06jy018LEChM22syCxR44A5JGqE8Od0VotQNajgzhyl5SmrCOlgdXvy3epZWQG8QkTC2C2xCRPj4lGNnPenzEAJKYfLi9YUygb/llDTwwuE0FEwnjnExDRG3pK7/9SYbVeD2RmidVBMKjL7hFHDCQ10++510dqWt0ZUiBKcPvTxLmiMJ8XfFNMPUQ2XCIZ8AYVnbk0hZ0hIpi9g6hrYuB1jQLRpLCJq0jBD5uVqIQrMO0CFzO+DXNGqqFBCklWnBpJCsXYHc9OLDfVpA7AuWO7FYHvHVmdgmyDKvqT3gjmJ5LeqaTfUvTbMdSxmYO6p4JzEsaJcsG61VrRgU8FGsd1tWvOghL8tNs9cJre7FEmNXlPvcQCK9GwR67KC3+Eyk220EyIRhS/CNqcU8zPR7IOgbxNkM+0DhNLTo089WRCKw9W0xjVNUjOuVC0NEqwWj0NK7QI+xbspJz0t8R2W+iIz00pLwuIMM+edBt/7LIHgLU8Wr5RcOCIrhpiNAUCle4G4yaUTmkDk/XV/uHU6O0lV3EIxBtpcFO2poOMA6K+5yAf6iohOTQLFv7RsIJ6W9ayn8108RI4yc/n/do0rIj3MnPnbP17PnLMlw/ocE6YjACIML5Qk7qpCo+y99k4kWcFm1IUgAV+txpqELqEvQrdXQSsJgyBBB4Vb+vvWz+lqcdgOsb5NA2tCAb4DfumKYLVZycRRv/0Ndg8KN3zZBJxT+/YLaT4v6TnL4qcsw27AN1bgH/8r4tOjQcIBHDDJg2ZBxfaHPuxSnrZ7wM2giVmpGrkykUuIXPLDeNeH2RnO0gzmakFbkqnArz4mam69F5Y13T3Yh0dEalQj0YsdrXiEfK5VOLh3eJP4vOFyooRiH56hxVcdVpQpMortm196kV99A9YD6vrcktPZFHZROd9sZHhXlCb0/hOH7ffQ94ZQrrjvuIsatMWd/P6JfdfZvQrvhmZwZt4/ZaW946Y94cAQmS520ycIEpQCYnvEwAJk8gPR9vNFvP7wQXuJySFXNHeztkvPDTg1iodKJwwzO+0gxPCQlvURcSi+J4GoqKvHlAtia6GjRHDAntbzit6vKrnFswAYpPHM3GF/vujEE8CSsVUVuIu8f98z1SJZ6UZWJ//bTEEpYhTSU4XMocnRyxQZEfrQHsRszkoFTMZ5oqzXQ0aiqQovjLvXc0duGLGUkNOU7AW1s9lT4Y3N8clDx7ODMG/jlNNl30lkT4xgNSOVBYEXHvVq2c39F48Rupo9U2J1+wtXlJS8/20Wn6f+kODizxRPifI1+X8jzSKAje+2c29AHXyVoDeKTFKPrs5DFY6Z7FQKlbH/VE0DV24N+nrP1R9MRrROoc2a8RNpxnF/MHjcCTi0SW3ioZbdmEOzUoSZw2/fI3FkvHwX4VojsWw05CBpULdsn9msp8ir0/BpgFDFqknV0/W6wwNScgd7jm5RfnIEbz2KIu9DcHxgALna+zCIURCScFryiX20ntvdoFifS2qp2FF7p+cHuNFSD7+J1+9tPqbLK+9xYkVIUJxxXoO9u9Sati41Mg0X0/6jOPYuEXWyI1LrG34sEd6te1m+Y6V5a3sUeNpbHUAh84FJ8cdun6tmKVSvcUW6+OLysJdSmE2eFrcaq0TA8Evrce2BYT/sS6QVxU+xy8z8eK2nMp+lWIHCh6ONvMt1CDyf7NhAeWmuRxj06zmywYGHRrhjrp0D9ZybZLGJUNlpoKw9ltxZeQ1KdeG93WvNLClQwLaPcpqLMfk7L8XnA3oer6a02xZ+clioirgoikuyjDm0okoqu4Bh0M6P4a6VFa3QK1WODL2U0a49zWp4EI7oS78suJzxOlOm4BPufsNSI1AT/TV1l6kC/Qr38HG4EoAoMT63lfuwAgGVeDj0HUk7q7VaVTFknkTl6v19/Kg7Y/nivkkZkyaI3FZJatpzxM8BJc+hGrOhbHdUS4AgHGZ9Qg7mqjj3lFZHMUwl5Lf7wCHNmQyLt7KVwZOAzLyIuuAub9Lt56kcFdJuyXF+WG4hN57C63K9X6UVE2vox9KfgoIW7qQrm+18452hFoLPZru6GPK3RyRAxlzP1TVGLAonWqbBFy+VBT3p8Z7NwreRvq6WHsC4XNO97dvZTzjy/sCJXbiH4qdzWkcxoBAtHNTPMEX/HOyfozu1MCjUjWYmYF1bpvmb3LO4NyfJzk+SlTCgSVtpNAC9QmmMFp+89O2keDvhUilY186NkYSqEOtQ/VsyWiS1GWmYvIqu++GD43sO/dTZ1cSmBbbj9PP0uCn/U4i47Uuqff/obkTHSm8R3SKr1prAbqp5e32OFJ4MoTbR5XcWoIaAZQe1MM2YyEJ45+/rcY2dT+JsCxDgw9RHrF4oOlUC6bNgYX5mE8q+IzpEiCWB/jy7WPhYiENF8DzisDkDqpKOcX2sSjuDbLok+sa4AmNe9OzISwlxzZzfnYrXUPlCDks+QqN2biU8gZc2EXedQbMHlr250BUSIpkdKCIoxkGU4RGtdhXXVyHLlCw8CPkvCj5+qy10kNFA/k7nd9RTdTOaFAJN3X12IF+Trlq5NaXWw/in4wwFu23UR5SaWA5fxa/UEmZ0S7StfopkBWIA7gGEsLcSIpnb4h8m8kAIO4bz5n4cko1KCWQh/PZLeAZT6GcOA8UjWgdBZ2tg0mSs+ojiv5m5I0piXoTjgVyn1adTLpCrAWTJ6STu44cFxVz6vgGwuMi++WtQXCiFyMZqpSswJBACK4RTOUqkewFOVKYcRoGbpF0kn1TlgXDL4bMSOrEow3Z8effCJv/JlRD+ZCBykRUXGyPLYZnxiwe/MFqLFVVvZESvQAFqMpxZMnm4mH0D/Uj0UZ/+sh18l0GxCwVuvNXg0qvAbWEefKulZzbr05iYkd6NgCMhDW9hLjJdUY1JDCopoVz53u7sBPfMI2ZyekWXYKAWc0HCVGC7eH3fb+J1Ej1aTI5VhAhReT9dPPC6tEMamNOzyqULjZrKP1Jf+fVJff9x0gwAg2NLigZdBo9L1J2dg80w4oONMiPIHBuNL798aGCP0NSHTfK4Ke0N9dz+HjAjbrMqoc5MGKk9kJrgpNV+w83bWWN/KsrkyoYTfwNAHzWhZoifE3vXVJM2r7rwxNKwPlYAbuXNpIpcPvr+1WxDMwFk3x0HRVQkgSxTpVJsH6Wp5F8kI3v0LxGsmIcUCrud0PyNXc/kdFE9JFg2/rycdErpBq+nN2uSx1vrNKcqh4qh4qOOzejUHN8RrXfBnhboFYQDC9l9DMsb6FAb+5/UqE32X3SF8RsRyDU7Yvy6xYMY7GiMKynmmgfQAPCNpqO7KLbrux5otlDhPmHB0M75bD2VztRAUf4d33ASh+Ri5656TBZr0dFcR5GzJJivIV0m6zRUCkL+WNvizeS78FCAEPBvIJzGdAB2Jb6vkgqF+YYwzAnY03G4RUsWAb9LbOEVUQmQgwWKISr49Csc2vC27WKBtUDnAhkuhNRKy1iZXzVXCwA++DgCUUKKvKGiozHqaxZ2gZDJTLpt2jy9gifChmBPeGrPuRhc5gCcKK9hlnQfWhS11fWc/oRgVa+M8C7ToCwRX8Nm5f4KtF8fAqjHYes2VEpzjas9r1Z88mn8GDYmMCb7g+GTkTpnHePOJCpmbmEDBOBAB4VqtThlOJO+7kf6PN+7QarZUEqHTjLoG1DdRKqj5WLAop0RmNTv+LIGAVcLHHSPlLZu56bFVv6ynoAhNnF77yyuCk1X7DmO3PE/jat8Hd6vsCNd04dCCKoVSIYmR6oKsZjAWGKAO/u0A8FET/0qtKXI6+tKG7tMg8KvaYLzwCUQemB6ao3+wYQjiy63upwf3jrJiNZMQ4SljRVARYdMpu/zFTE9U2n44JGCOwWgb3P4XB0VYdSt4XzortVah1YxPxYFcAVQgTl+cyisI1goArGHmhIPMIFSrlo1OVRaqDwfWsxKyWHlmCzu/QS7hZJNXlB5egGLHPxyLNsU5Asmn9L4dgK64JLNNmJ2nG65+rhPmkDSqKXHBvOG9Dk7urRu6h7syGNPsKNEO+yueD+7k3w7C66iZQOay2Py0YHOFMun+6wGOmFpfAmy0FAmAX3d6XkjyzANBrnjCaa1kSwrl57GmOXUb/wS1X26lwq7CNnZ4by7P5CdxV1mkt6zt6vwR1GLXtmIT4tHlPjjEANbWrV5LCTZy194VYTeqGZhZ6521EiSnhKMRC8dMwDO9V51XQNgDu1Tv5p26uWkaR6rwO4C6mbbhWDF0J5hWS0l3RqlRGwDvbMpkT3JodRe9PQwwgIzyaN45foHqBHMxlg5gDv9x2eR7mrswCfGgMcOKmdiaw4/nS6kauzWcDAwK3ydCnZ98qHtYYwiFgwFWJwDkfAUpEfEb/rdr+bwt91NTGJnU785LTeMvxk7wjJbc3YvokzTlTl3pJERJ9Dldco8jWDuV/CsM1/Sx4ISxJrUORIAGqyGWkkFpUiaMTPdbz3iEE1B3kBsW6mgFicfqHW39+6jpLBsMma65HhmnHcuV6ye7wekTxDUcJoQ4XeHjoX48Q9qYBedQun9SXlTBGuBCpBK7LMeCkR0YcgWmaBOw1Rk7z56/NMPAQ+kImxVylgnT4FRdErbUMpSzE1nLtyVhrpx61dOarQpNq0T2fa5Yj6NgIbED1LkhXIFwV3vFUVbRgzm3C9BcObHf1g4Sn3x9mRXBSDtJYwhgjXMCJZ+W+LzjzCCWuXIJ14ZFD/nMes7gDgREsX48w4KP3kdXQukRTloXQsCftlsUhV/DNo9O9Mp91kg84FGOQ1/WKKdJL8pFAZjtYInkCHlmcWlTEtjQEfdwSO4umiBBL5xFQpSoRPs6NKQbPZn7PQ91zUeB8vX31G1MlFCxSemZdPSH70xgs2v0RsiJbz+U4mUStbayhjjgSRSLpehV3+3C66Exnju6SYPEJP9pe2KeqvUniM4N9V3yKtaOHW+yEwuJ5E0qmxHfUaVUq72OnlEysjZYyrCad4QjxokA2hkNLt1lc0MuMF+o7kYVTcxB7+Ii7XGl2IcknFf6iGZq8uTXn+WcsB96RNHh8+P4WA/6rhcRKbGCUEDgdB8HmiRDLMRHAfSQAbdwN1/VrJ2wrRnb4xoCo2AFQGwA67WyQO89J3rdEIXgyHe6LX4XMTB2gnRS64n2Lb6xSdoUX3Xj2iO54iJrWBjcJbVl8NFKeNjmXFLAZvRJOdaB6Bd6LvogOdKB2zXI8cX3moYPilgGP4+B3YHF+M/EJnu3+L3Tz9xP4GI3k4d0ziFXKWS+E/H1n4+XkBVBRdMGUWxo5x469gtJpeqj9qSQRlSuls+YErM1NPslJfN60UNUxXdk4rd7nhabktsy/mrn9dGLM32ZKrqTkbr1aKnskTFG84XwRsFjxTRJa22ZAKahdWL5KQZMNMhuHwIir5lG7YzsRVLlUuaBNAKe00WfdzTOJPXDE+TyA9SrYqgGJZPcKaoQBKYD3DpYv8lk6eJiQWXDjnicrLbeuoChiYfLqtSumIK99DtiZRRpZc683rVPbVsh3Wy8m3xNaJPne0E2UXvaWKK26N+LY7GvE8FjgDPD3Pt8QNe2k7C0KKA3jhjrn+ehoKTZgMPlk5cVGaOY7axtOV6fl+UzglrScHXGv9wwVq/+nji+zQe2vR+4db564NQGntRuhti1gPDJ4B8CMz1r49mNltp0000yuPbBukz80Ptmkyo86oY044ZiX4tnxITKU79oJzCTqVbbxW7e8vy3nkJ3XLSPcftHXbp9M8Hk6k3MVh6v/ertDhkLGm4QoWkkkB1f/R2FLL4uI+swHofiiZMTop4d0n3mG05ai60ngSHN+za/JySvbqcVacZZrSINmP2vzBP4FREzSJJ7WhneAtQpiPDDgD6yXvkw8ntYJxlPoEgHsqQlW8/+/2KHWRo3F1N6K0SOUDjUTPmhiTm9pV0e8a48je+HRJC39nvABQv5DQEihLuKCwIYMmiaeZrUADagJn1YwDq62G7JCJwGWAyDcQrX0PW0LP0sMrN+PDmVDFy0TwhcgW0EttrOISH0NwIVb7ypFd9Aw3GOja74U/CMQofw5gCa6RjTSuARGnbCedKv6I2OmHVGDbPZ1kF5sdwyeE46RMvFD9gj8ctBYtTcqpqDiSHYrv5BVLob7nakOA4xCcfr6qjPOWkKVB3Pdqccj76qstL7XOcVl4Y1FGLLOF7RuAF6zitNAhzCYa60yQX9WvHEJ1hWaq4O+KEGkbHVfKyaB+qFR7gLK9uYjycLg0PkoDq/eMp3x9CK0n3aKxbNJo0j99mGp5EdGFt4qDflxM5UKOLTQWbsCrjjTMkKoL1tWMxPwi2x9B/JrP9M9guzyje8dY1wVjXhL38wLoVL6aUhlCT+W1jAW4unbZvQfWxyC3+WkKhLXpb1tzq/RQ8i4BUH/5y/HBugXOlUDcdtLJu1gJhbOR1cKOJqsOaMbnYJUMfxbPJqKjROBzSf9hErFrOXV0kA8F7L+qgEMG5JPefgfM1twQbeqkTkjwGa1ZbzCS8Ca/IuNFudEdERexBAXAk3LwYuaRTfSQnd9vrYk3q4UA7idRhUI8rQMvz6DuAlM7RLlzMd4tWtg37WvOtJ3N7o4w184ahSX2jFYUlAHp+a/VjKbMdtfA047/KRPqW0/76tGx3nih/3TqBey53gXnr23XsgJtmY8Y9t6XmPGwIfyf2ij7kRiJlhOJYJfThB1AuJQ8Hg5kGyDTis8BqfBGNKvuRNcTB1blhvXzp4yYkckZRFLy5UYsOfFHyF8guadyu4WjOulFevDywOabBIcF6IdMNLUo+utb9gTK0Sg1q/AzQroVH5rPkznSocyzUlHD44xGbbv+jGGQHIBjTy+VwBnrE/vndXt8mPbgS50o/ribf9qG+WekUWaJJOBRIJNoa1Exvm1FwxVtRu2DG0/vPr0E7zP8XXXwW6qqnh4JayT25W0NoP1QqPj8iE/66N6Gk4p8dlCOLX4bBRO1rs821XRC5uibZ0EvpzkA5+XG9rzW4jRIHzQe5h0NSDU9b/w3oq2Jop0TcaL9W//bBz7XokFja0Bzh+YF1/dlpqwls/pbJMuD/GSSz4Px9tpOEY5/hfEGh10iwVZ1IqD/kMXGJ59NRkPoxMqOloqb+OGyrseg58LQXDb8qyuSgf5eTWbP1leAggW3UpblAGriB1lzNGXVW49zpee51c/RGGJygkgmFvRpzoQwuxsnTS98qsQASyGhuxS1FzKInVdjpOTosPaqUxG4ZLpwrAlZcvuDvIGHe6OX20xK+jhW0k/QQewON/eSBz6Z4o2TI2Fh5DqYLnovsUK4rV/FT4b5alM7Gu7l44QWHHR1COGRziCfR+vBjneDbJcW5EAh8v2rqRSAqmBtwMDW69TJikfxxA72mqq00/0QhJYhYNR8Zc29AZL7OBjL4CaOCxX3+etXBba0LkUdFNj+zAU2Rz5EQ9wj9Uv2ShMJ+8yI3deM+4iV6T+asSkChXhNRPrORSk9WBsxnxfd67PC4QgBkztPgSIK5ucphwac4gFgqilYGaTC9EZhXK6EbpeUl6HVSuzkzhEehIM8qD/TnuCsxmH8q1+xzTPMAO6PUSLheDNTeYVXnMC2+JluCpXcvlHvVZyOnCiVAgV6/UefTK6odzi4qxHVnDqCWSNIZU5eVHu5TLK25FZ1YPjRYJYtPGeC33h4R07FwcTA/vXUtMZitrRrunNq2uXpJhmORrKpHEd68AoCmgUFJ6hijlN7W+ueyBTghwfLYcvkcQxQcHS8mp9vhKADJV/ko06ryNFtzSmLBF7atAxGKWT2lfDhKD2W3u6n7ENJKZUzVXnAkSq1bAALnUKPK4/UiwLruqNOz4XkYYOHe170RAVfnXpjnPUkIQV1btWBuFQiwLTGkcC83XbTEaf+Ggrowao84BeeDotkvvOn8vQRjJ6frcj7KTI5HNg54TOyMuIflSEHm/JySihsnn8QOUqMWiVdgmcww5RL+jG8kB0uBrS42wOoC49jEwc4x2hz0DIFeNKN4JQSauSG+fVb/hdQUg/lwfXM+FcaXMmNpO1j+P1tvdxBJZF2aXi4ZROj0vJOd2Jdf2EhIiJbpF5ho4oWVdScipva2/S7PWPXvNz36rKfdB6utNIcV4M+sxUVZxpLO2liiiYrxWCso4ANR0wRLArh+K33l3i/thzfYa0o0EIhcoDm9mXucyOFDbTDGabY/BFmr4/f6xZ4mHY7Qkx9dMRyTv1CtCcKbsRkF+JwhFS7mL2hSj3/ytu3+aRMcHQ3JtiYz5Uf/Qg2hA0l7tlhuJ/V6aZZYjXphOjmBPzJ3WZPhAb2psj6K/RDs1x/egwtFRqHnjktI4LimjNBnKRsGaMpVFJaXhXNt+yTMDWpDCAdgR8s8r99T7Li53lA4P4p/V+zt3IxRg0YrUSqqLYS5t7jNyHLalzikSYMiFOCHWYObhvbcA4L20w+kgGfXr6tFHrQNI1HKJOubIsm/yKV/2mYFqcvF0Ycgb0kYy8Y11pi6uHBhOlVMpSHhZIne8Tp7tGIuxeVikSVg6fqu5+F9juZ5eDE5i3jL1dF/n1HDJjq6rh2RThUA4I9hzSig2xDIcH0dH+V1e4OPZ+6J6GBNYEwzD+M1pYY8fdTxe4QtX+KZ14bSpg5AlNYx18VlcFO9+Oi0+WhJrQIisgQ014nYHMU7PZWSgprdGZ1fYel9YYowu0/+cQRS1A9n595OjZqxDZKyIkLw9b4kisKUBoJa4Kt1Mh/LYzpnuFY0/urJaXFf9yiD6+yG30othFccQ2t40tMhW6b+pz82h1wT9p66cuhP1k1CrMOicE3MWTH8Ac6+r8gUac0ilIlnphlZAuk627HwmExo38lrmCiqfLWdb9IERnoLjyPFW8enddOgpTCe0LOZwOXryvHPS3KfscqBg2uXaT8bVYBUbZmigqK4UGWvr/dpuZGmEl38wYebNtzDIeM3MsVpBck8r3vG1ZALbxkTcCPeMft+bSjT+6WiTZgslaQT/zDJjOcg6dTw0e39g0GXId3K/1A9Wmxq+5ZIc16r5JqiIo09MgWka82zglErDzShFazj2g920UYTxV8/cc0gnVAPAOGG86LmKD2ymy1t/oQHUQEarCaJK81iZgM7FJS1h1MWnpbSTabXowRs1suckC+/PDWhnGFPjIiRoaHNI3BWpjtaed4qeFL9xqLwkMApd/c3w7B56sz03gxkQidU26dXHuQ+pTxptJPPgjOR9wwKj11UDVh7j50cUBjSrloqU4bXjrv3KZjjpTyfdyQUmS9xVKhNMfMU0pTlUcQrD6vuTbWc9N2XH8KWuGrceh2RY/XQngmEsc2mYOPyV4JYJfppjxlZXbXnDcHcphx1QSMXFK2OvZp7Gtt95crXJnb6YcVhbo9tJB2fvq89yj5+bIfDiJ5hkvlvpTUdsyJbSWhCAiQI9yV9IhE5ruJXgNOZtEau5z3aQJe/g0I6gQAtr5DuXo7apL0EI27r8cmx4XZpZxBTURej17m1TC7KQ4GKa0xC/G9zhN2ym+ZDBPjGfS8d5AK6NTVs6vUslxYhv+nF17x7MnKTBVFgKFoKOxz3vMKHcpyU+zX7PLtlYdzdU5tHcfHFZURD/4dTCGqfuJ7MUNhAPJn8cyrz2Hp+TikK5sWnUE9CTP//PMHjfagQjeHLMhf7xwm7cONjq8NcFR49F7QxhaZ+8Kz7/xgrNgIzsofSgWaBpdffZno31AS8VBrBayZ0n0K60lHyVO65ubqj3j8iHxujj+Ljiq6xR4HHRRLO3hTTFO075wnIc0OjEf0RWe3b1NOnXCYZWepLGDNUTGHkMq3Y6pYFcK1hYrKlNorE+P9KnqkrMb9pxmJ4tMIsJNtZAKedLX8sjBAkO8tGU2ilW84X0G8Xc/H4IDptCuEbgL8Do+qsjC5KqzZQ98pIULj+qPI72LTAhLOiq3EJs2lE3Rxzh4r4IavOLYW37Pz142WGJCEEQN8flnFGmVfHvD1jCBvUjykIHzO+F129q5b+JZz8UFRFtJw+L88HmU9h1RGKbjcW58iEs1U2uHlIS5eF7E7IGVvtR37lMxx0p5Pu5w2FRa+L1js6ZylOVRxCqvGPBiebceBLOJnnuQVfBXANdgQpDUoIbkIuMdO+pWe+i6QFUuQDGZP0GpBC1wJRtCdCeHLwd4nlAuSvpBzSqtprtRdT612FwMFijs2LkQy5LYOrL8xDrZXYQgA0TCvmddMg1noz1/iSiLfe5L+nwOTfuwriqVdGw//LO71WqOH8t0faJbecHuloBMCNryZ1AutjcRUybHBMh22e0xXZSTUS3vj+8+iyregkmhy7TCT6MLhTbI2P0rfFVUc5B3tAqceRb2RJtH04JnbVzfeKohNPOyMbxFG5M7bzoG3xK3PM7Dtd81JnayShJ3aQgFWilroyGy5uEJcZqAIy5uDKdIFzgbvjQcQw6OLvMU75zwnQRn/G8CavfO8ZKIvXISwKUGr9MvRKQNL+V6qWcj2T8YsviwDPz9VUzi0iYivLmQHLgbizSfaHNZZvgoPCQp9B1eKHkSaqZxu+IbZtgQfteY4/8jLetmHFyQ9Ss0k87T0/UDpx/j9I+OrADUtUh40WZJ2QCMjnorQWb9Zk6b3XTQWHR2l8VNWfhJuFDjcOEB5dKSI7ZOt99coUqCn9R8uw6mVKLdUO5XNCJ0XDaHDzxqLn72wGU2cb2YHQj0JheGZ5oZAtxQCaiRr45F4uf16SRo9ZvU1g0jWjtOyHbj7rjA+6NHhxOmLP6ha7Cv7pLqVfIKuUhklsywhg9uHUTkGMen3+q+iHCx96hNJd5LXh0VeUJWl4/uoqAPrxd/qL0trgP50mkdRSmMtSHh1MzakNjcSx2mNxrOwGzCsSk5yqG3SPzqQi5D6+qXUbYYRk5KC1EF6fSM2mLyBOqn9fg5eas0k3YIBA2VSlBycM0uHDMRxTu92HtfD2ArwC0r4I5FIiOBdah3xJSMP3kF1uTQD17sjlal/s6JSrTu9DVdCvP//92giV8kj5Bb6HXJZYUZ9BREyjKEpEPOhvuRdHylotcVkAv6aumm31TA7GekxJylgtcrHPgU0XOLWg7S0JFkEJ6GPvQ3y275Fs37nfdZHJV2M+f4gUU++5qukLxpxubCbC8rG4f7CZtsDjwaLImW3W+GeDRsbYtty+xNH91i1+Utx0lBSAojMzLGWZp/vh17SQi8+cJ/YBSoRa4Mhasje9h/oPrrJVepShiPoJT4Kat07fQK4HHg0WRLKrdTwV75MjUVbhNqdogcX9GcSPpc3I9HqbOs3zX/Dq2jkDOUl8LfgYAsmfBidYifF5fERRbNh9JuFCyzk1iv1luH6dczwpuXurG6JTpR2H30HoHQNseGQdjwmdTnDGZUrY8c5n42ZxHLxgjXPX0KtikMUKSC2k4JIAsAhXeMDBXEtp4SuxIky5zK6hFuHnOww38ktoBszXklG+2Ql0UstLaump+YSie51HwOgtTNiBwbdyB6lWwPVLaYkkPzi/irNvGEmHx66pJ3PDyIhjy399T7ei8iwVOAHQJtV4fmaxCcOhftYyJgJIDMkLK8OUI88scOgZ+XmNDXPAleqUNuiewW+7IRv2F9ov6NHFH3S9FynfsVmbnTcB5nIoiwT9qeCmXGd3zFA48GiyJJWlKt4MIQ5R1MSpD7d6Gq/wPCDwxf6lYq2Ni3idrAm8o6FHYR9TTjy37/WYi2aRJ5M6HXGtV1oT2yvRrhIh9Fke+3+LGOVU/bnZMkt579D+BP8IDrFnoUvTL5e1DECehuNbFwX0Idz2+V0LFqEL1N+zGc7iWCALhxjiwnS5TzmpoQf1aUXrCJJ5NDlu8QQHMQfCFv+MeB7dzlGZGx8i4zEeF9OWtOXqZrqVrzxyaBaZoE7CTc8hZSCPk+bFl+++LHICanpcww746K3fZtaigunmc582QWBHuxcJoNCg6TyRTvi1xvfF7NLgatmb19AR6OCWHGkopVbBE9abJmddmru9IqUwe2eGwhN59zokAM00IL/WLZI0LY+lP0ScCTCAvOcitw8lDpmBN5nOEanSY5xldb9qGYCbD0Ew5uQMFzDm+g9KKXreH4YGuFgKWDtixUP+DbDC/hlOapse9/5qYQWU1j4i+P7i3EAhQKF3VUN0Lh3tIzeqmqybbA78jkzD+BDIAAAAJZ0zdumCCAA5wAAAANVPyGo/umsZ9SPKFk8AAAKacdqCqHYTnVY3rbPB/w86SeASqiB/QHwGQNnYhVIiVDRxLz/SwXCoyg7PGYBQJfVgAAAB0QeX0yEBxkAAAZZRPMMAD/QyGg5V0K/oZW3F6k9SvJoYlYVZvp1gwomk6DF54xAKDSCNAa+R/EjEefBXgz6vAAAARoYoASACm+vAABx+AsqCydMAAXGJ0XusqvsntmdCLSiuHQlftAYYyffmo9Y1j6IowN+DgijFiBWqAAAAZWyKwDBQBBGAABKTeQfJfU/SO2ua0tQy6jR03UC+KEgkgCcS2Ofc02aXJA9Jcu+7NXQ4oAG5t1oLBAzySfPsDwQyti0IvWu3IMGW1wwlAbJ5HJmu7NeWzIdy9JzrpFVkkLvbg8kjLCEqRxhgIlPEW792snKMi/kxyh5BTCJ6XgJGtogB4ti2fjN3h1p3aMObQvMCaz71YlCPBpbts39/MTWidJv7TvatEM6D2hA0I1cXnBFiyMBrQXK49sAVaVZmLTONsDgdJEH/LJCYhITwY74MQfFKkNxmFTrtMSk5xr0j3qjEqTVOiLw3OHI6DbtPY/iRiL3IhCPnI5MwAAADEWCyIAvaAAAplWmw6a0OUi0/HJBNItKmcFjCsfF93wZ9ipPVZHJiirZwE13IoKKmxIiBpYtlfgfWbPd9Z6RU4vSXURNZQ57M/7RnPFq4ZAfT4GreGVxDpVp99yimojQuic+hogzjABddaOc3QISl2GTmteMd2kKlSqWXa7xagnAnIsGfhFd/ZyoPyJZo73gm2nYxqiEXMOkiJc5DG8Y67JL24MAb86HDswNy7x2LPldej1tiLQAwAzgzqE+tSjBv1P0r87kt73Uc7bMZeyoAHWVdt+a8DwmqMYpwtMtunsqzu/qQces1866J3LD6/+0CzolNJpLbLbuwxaChzddbkA34hGbxLnbkqdMZRv5d/9r7tCi9QzTBecqfmhbiRU+SkhZassbKggexPUdzUuLKnAPulapp7/KSO6FAl9jfmmiNtf6d3uIMDfz8eW71WEyDGx6jnwzjn8S/RPu1y7UGznAfiafes62HWR+8lcC/IYCTx+ftP7dsaA40Jr2n6tlflt/V/uIXzwC1m1cKeDQu7kndhB5mbV8eLetGqR4Obe6ldWxd3IeSiL8O4jhAPWaTAJoBREX8ebxiTfinzJDwG9hmCyDwYJOLimowRNy3WreOL8fwCyUHFeQK7YSEP5EDw/g2IxspLtCv1Nzy2LtTwUS5gUgzCbHdov1b0FobTRR9oPULs2RtP5ZyLBl/k2SZ++Ot5QGX/xVVv/O+U4gdi5OKhcgM3JMkbexBIbTYhf8/qNrS3H3JFhy61FIFZEC7g4+lVX4B0cipGo0jfUs9ZkO4JGFEMpu773Jhn1GK45tce3IhmQJccmsxh+Jo8ZbY5G8M2nrxold8zeBn4jS/UI6Xd0RyUI8e1JzKFzh41DKeuSezi9uFP0T5m/JuHmuWCVG9FUQFucm4p/V9ZUXRXKQsgYOGaggidO/tCnk6/i/RtplLedKbHOgQx8gXvVXUZTxZQZ0xFiRT6lMTS8zPyhB9hQZikW48UHmV6//Dqa5cDyn1pT0OOU7OnAZoIjvlE6jbgEJ98+KrWK/gf/lV8nstIsvkLk0OTGfUsfvruC6vtzytkPsztsUiLpczos39SoycFyG+hc3Oss/aSJbmoUQeFmfaHbbfT9VeqevD5VKxm7c2x58lNTnAZLzBlejcPbWYFY+vgP4fnGXZ63CaUflUoOHw50kVdTAhXwj0bylQPuzIwPUs2Vk/YRqo9spr4gzZ81t40XVswG0mhp5g2/7on2/qaI3I1bfkxwXofyObvNAb18GPJg52xZ0Dy4xCU12mXR3X7/8TTvMIXqBEs9sxnZaQUMxMksqKHfCjfIyfOdpVVo3INIw0B/LjLBQHJ94zWfAXtAEbBL5fJxhFxM8O34AycxZ1LTuTNbtOUD5ZqYsl33mazds1oidrhfNbwqUuDmgkSLBalrfbgM4Sk3+Ua1LJXkgmoZIt5iGJjO1LbHmotixRmnJCqtywpaddpI2bkjprJlceuxMW7OEySSnukSdqT02qlorG5EZYY6ATMi8jnj6yckpHtPoCYKmBIJ79F/5anVp37eTSy7OjTAd9PhISMA1ZK6uuRdvoxgsYvj0FBWPMB2UDvrMXsp9mBvE+Z4fcxXj2ZPPA4/hutJ5NateALoFyGzmni/NUwNQtFYgrD8fnNYjZ/OtwVtqE2Qze095B4TGqg3E9cLflrx+dLz+Z8E/CVALbpZRQfIBZP47JSJguwCKnEnm0Vs5OP8DGZoabkFXeFScH54DoX7Ds2+n0DNx/hF7X37D3+BLbF/KCJkX6MvURhZjVrX/Eaw/twL0eqk+8bxh6tfdc9LmmIJh+ms637pJDR41YhFFR8TrLTny0ix7KnUPS5oxGiAqbTiGgdMaOdHyGF7XvmwpNkQb2oDC+qARGNPop4N8L/MT0RfqC9zsE+55qsC759uGmJA7PGHeiDUeQ7OPZzR/rJY7379aZpvXkI3qU4+u6DWLxq4ktBFqG1rF2vwENVcBzKoHomOZZ+Plu9XzF34IZ62j5wxoABiUuf6xPWEMDGkHre0eLoRbJ+8+r8DUVB1r0IY8nD4pbcLtfhcHNjvOAvvx0QyKVjN7udqDfwZ+qXBsxNg5JbVbWZO/HFCyr5lYUkwaw4EoEv2A48GiyJZOBLys+L9/P7QjAZtDaS2q/vr1pAYymH5tJ2WEtMZMg9kh9RMGCQAkFKWxdvnH5nNmP6HIyAUFgQw4OgihOiyH3EehZJZy8xvFgWp+sB6GJ49OZAEG99RKPe6en7VbV/dwTUa+gmy2WJ4JM1C72lsbflNgdXOcCezpYceNMy2H6FfLqzsvheyauh1syZN+bkpk0s5Ei3zBfzcpMekJwv0RlBMzjqbhCFnQTHEfnMT+W05BlM18qUeFaAwHIUl5zwgITzpV/RGyTpZQdYlL5vv0Ggvolql2WBWv2mUwaBk9rDWabvOn7MRY9uhrIRbGxHpuuisJdZXzyGaORxsdV8yXrq9wkgEY5DZkBeRV3qatm1oGcAjElqgvhUiANhBm7FTHkajay47+A0bDaPzmUABsrtVTMYlfu6KcrGhWjOC4YcMtAc1w2BtXNYOjjXCJ/R32glfo7Zd+adefh/LeqLMci2QF3w2vmugCHxYawwtz+Md6cuG9vJPs9+qUVGz3udMo7Dxbvr6Eo1wxXfDDd0Q5JVFHrHWF9xfnUbDnAtTNkPbh2cklKl78+/8zb+UP6PtIV9i6HwcHx0xDHqS3hfIo3aQCdkCDeAhRA8wu0nvB5iqpOHuU1LohgtovdcUVSwUa3YZhAgEo2iNsmxTNn5v1GD96UBuSKNAE+9lSGz6WwH9/E1OhfDCY/doqAkwMGhVrD+jTzjd5oxmGJU/o2Ohm32sr8BVPe4UO2ak1ZJYTXcpwPcLtSmNvLkUbD87PRs95O/8CBeGqpcxlddp2XZuk4xq3dVpJCwp95CjCyYlS7Q8FLYJszvi1UEIdZa7Kpi2+Mn3Apym4q3R6/F4lzn3rbgAnh1fIczZKfTjJd6WW8g+Xva+qH1EVK+LfH1FcOpc/Pn/K16NRYJvDOHi3ilWMmVe7gwiZFS/NUnwAFmeV7c6CQi+BK2e95u79uR83jeNd+JBVM5kOwpPrivSLS/AP6xAHpLTT4bWU9LMqTtqp4/2egFm3uqK5DL3XZBS02CyKXOPqXJTnfNnubcnMkBf9vvxlNv4X0FxTJM4eHrHTgA2bZ0eKVKi/XPqZJZY2BJU6de6LEvCvWiQwwLTt1WSdm9CYjNsts4cfjf5va5GHUUA+BMIkZX72j4XURpXEVEr/fKJD2dX0Eogv3u6tHzzXA4x/V/8FxgXKHrN0CQfGiwSxf0KUty97mqm7i4OJgf3rqWmMxW1o13Tm1bXL0kwzGlaYo3iO9S9RW/KZEyApSU8J1NdPxxHisaPITlJkk8H5DtPCocyiB7X6WkMX8+WzZQ49Q6NZu1J8T+6ex+SN+ml/1DiVlO5K0LvarP0h+QQ5hNmQdFn6fOjNYmCZkdM7qRBmQpbC3FMA6zETsC9AvJZ1svmAEKujPPaJ181+LywyhzNrhLWEVYL8RNBo5Gw4axoJuqCqi+QcDQlPMD0lQumML10Lne5mB2TWV2C5ViqRi7g6DePh4+ICMkSqE5G9KVPz3/EUwDP2Q5RLtZ5jzT/8Yee/ta9z09baB03MqKboFZKysLLSNAKdIVHfeEoi91/xRdWwFrKJQwjPn1g3X8x2Dyv1oMzMev9a6Z41dXLG4kKs5OcKclEVRYwbUPiEgKmy81B6tUj9Juifqr705nTLv2pR+j5sjemXjUxd+iGXM3oSVNdnFi/PE+m2np2iFiwal8trXuens5tyS/q7EwvD02uwtayZ5+PphYJbV8FgODQwNG/Yp5QAVrwCpGWPuwqJ94aGNBbGVbRT2P78NlSppdfRMALLBFWzbTc6YMTIPs5B9aa9cJOYTPv+FZQpoeMn6MGq7QTP9KTQYDHfHblgbWnGxQL8v3gpvroweTiWTyH7+cXjXlQoObGDIbXeXe2M/qDzQ3Ma6jQWLHrcuPMmvE4k7UVH1p2LHsB8C0AboFZKz3WWkadn0EbhEvgCwkFj2BLiQ1B0u2x7GDZhscgyAcvB2hsAYo04gauuSyGyHDrZYfncjZMU9ZYi8wl+3ld9Qy8QBRUlYgwC6hBnnKeX8+ZShu0AaSZ5t8YTYBaX+8kUnh1t9c4cZ+Iy7AU67fXx+y75tZaGRY9HaK8TqpPu1+oCj59pGGtTGr0pS34NqKzp1FvAHuonnHpnnMf1mmgrdOMAeombvaTa6v9VHSGCqkND0UbAI1htkXJ6kNxa26Rn2AursBz1A+/5vQctdPx1HvzLwZwvGfW07gYXh5sz88pvJ/iyVtjmpw2Qt0MOh8DI9LVuKElc5w6kz4RGXE7Ybq3yIAlTnlLO5E0HS3u/EMY0/L1Aas65GvwJcnIVQuA4zJLcgrOrPl81id47FnHE5Iqd9/tHw9I0nM/H+jldK4siwsCuHeaFBo4vq1QIq5tmGAqyAYGmzW5g1pKz7IHAjlVwxxWr4WhghJ3ULFe3IE4bAmbTosyTNUL3hjFW/Sa8GusMuA3diy0PkSnwSWGFrefqv9H7NoCeq3jiKkdTysoBGy9NO2U/Bbv0rpt8SqVnfT1agGFNlxBMd40TnMUVAL1gf0rwzaigqTTF7+wCbQn8Dm+N6M3bNJUtKeQfC1+z6913tMucaRakF7jI+gTs1l9RblLplteLMXvpVXnUhw2735RowJbY9Fuxfag07sCRDLVNLgoU9hdRAYkwlwVjfehZPju82QnrlVIsBXys4SilWebhLBWYh4s+Ie7AK9sWJf2QogHX2yN68xknPVx0NnCt6fjvrJ9ZnH8s8C0hqO4lPBDmssK106TCXvfg8fnyCV9YgfLBVrgO/AFeXAiuNTQokcGzkW/EZceM7ivopfAEwjkbbStNVmFPJMaUYL6dK9nYcYDPQo/MZNbCfYyh1Z7Hrvf/EOV/trwb3CKBoHypt++8Xao3+3eD7eq6Z2WB0tyWrBUs3MUQVqvVhxRv2uWKiVZGYSEMrfgk7ytxHeavZmMIAbFBbSrFYq2i6Hyd6iKDuw3F3wEkTWdQ2Zxsr5Dc/kpmhnO+uz1x9WHCS6yiB8Ep538K1wq957LCEbFYvZCocn1rE5a+jLIJ4UQYQNpa7DTHdkc+ruFX2wj+vfB/wdN1eOriR8x+7SQaQ4T7OsbUmHWosdRy/HvejP5VKmTcySw+XASvfHndXNBVFl8YnOFkUSwiSWoMIiV3paYctFSnDa8dd+5XZqsbaRa0CT4zqhV4os2fPGi5qN8Ld6wMIdhb8rXXKj3OH42R5ED0APhubR9F44/JW4F/MVy+pMG8Mva1fZWOjuq8pBU36iD8l5xjvqQV4Nj1cmCWa3ZAB6E2h18CKCKFE7b9i2dPHD+XNAFeBSepQe22/Osv24AwnAihc+Ot/sBeQSWRdmmU9zOPqLmMLU02eTxwI+/SB415SGy5l8NrwsNqMUcB0jHv0tX6MgQIYfAsU1pROPZrM2zSTvFEI9LvDvF5jCPtLqEesNUPI7zAES6oHK1bOQTvPGGUxnpLnv5zfJYxgZ5Q8tbLFrp3/HcAzV4iCSBT4154UAagHIfUie8fjLLQRMSXk47CD2+5mv4NTASxMUS3nQCCSZTBC9k2t06rUFtlwYvylaGbBJxRnVlUbxLOgKuRsZ1dJeaT+oNGy+zpA2v68EiGWW+nOXOcx97k1AzL7Jq2s3xQwu2l5K9RcjA86a1Bf+GwHds1UwObgeuJ6pHtkjD9e+O5zuO2jNkyX0uRftla5G1p20Qw6yk+8neXC5RR9xQMgb1I8pHh/SA2Z+69KYTK2jk7icGcQg68V4RJ9zxluVbmTsmjzQ8yt8H6sLCEcjuNyCamSL/mKVW5VR+LRQRYdfs1lUSiBki4hXOfr8pqwQxCoVVpOauaOyZbBXTOC9fLhRphmG64EewUMMyvxfHgluI2WJsFQMgVxzQLOGS7jY91M5Cz/W4CUN8jy3rxKjSx+WmTIQC8IDgSPXmh7gHYnrUk48+dKHw0OFN7gd40/m4E1cpdYHRc4voOJGzpO23KHeWQ1iJsDw5eejb92/9xDDZzoidsRQJTD6hEmysg+ggJBPSRGkTcpIVuF2JXZEESA7/L0QKm1JvG8aQI84wUkj3T4lR51SX17JrOnc0tbdZcLj9gAf187SDHSHnGpTtVQn8mG23+IlKIkrxgd/OpFqZP5yc2CUKs29GcBjKGF0sg75p8y+4CHuBkQm5Xoz8UGzedTqZVsTZYGVGDBgRJxbP1/dkOZxBGErOcdSwacqVZSmHuoSxg5J5EqRsZgNlb1AA9Nge61QLyk7d3No8kyEtSTzKNDiD21b8O+QMxsvozNepnUnBBkbzliWxeToDkuDjz4/OKR3QRRaW9rHoaDgueRDulH4FBY/K6GJ/xb6Ud6dItmKKRuVocNoNAB3kogzU1ERuIKiOmHY4NmV3uiySvNEoX4eKcoIxvHff2vCnH1A+MALVAl8PlH4FtZlrw8jKkT9cG5xbmrb7spKM9o/FDgih5tChD7KdsQ2iXazrAOo88RZv9LHw9qNGBNjhBozaGVr2Qp3H5ykmHK2LOb/2dLKAq0Pmi/0y2tVCV8aDdjsab18crEPAaObqxK+Ej/foN7zu2GfZ3XiBEDTLonTFWdqyzo0KmM/QOf61xdsJrT1/AzK4sjGdpyIHy1xuMn18H56P5UmqSob9FlrmMVx146StRh4dt2eNzgQir3EQYX0tlgCqlTydiR0N+q/Ks/XnTSVoV7N8UNAGw6N1oH0czPjJDnmWHlcPLAuGUW1bQdnr8exkvf3E2RGbF9gd5YgIODPPwkmtPLCPXkQyuTgso70LRefzhUi/QvbI3x74AFsj5KjS47JeFWJrRAv58Jh1PQbMWejdZfj3mYflozGUwln/MP3vRyhFm9eisPrfe7tE2tU+o7uwC+5ui0UfbXsL9YiT+RzwX7I7dhZOx8CNAYnRk36GGu6HclOLHnRJpjtCWGKTJVWRHQofWlKsrKrvnooyaWnSgH8y40NC/I8t3Tvmn6XXjbpLTp09qm+oF9UBu9y9S7DOJfmKE73dLWrCPAwy8yr9rCTS4IQb9GXkkouV9CX5xjE92cuwXbMGcQWZ2F/U3M+NAvMG60pVm5f1MbNeg2NvWwuPSu2+pgKKxu1Q8n91L5sKuf/FUabZtw+3suSF+dONTXP0KpzQqO5jxzuGmiWdseXFzJgSal4Ar/B3Uzsq3To2QKN+9G9z/H25Tli0ChVcXiaxGmyvp1hWko6jzx6JkKjS44djiGJ6qKZFOf9SS7tOSxKciZM2iQSVojjI1+yd0rBAZ+nMAl/kGZkpeBF7MxkzqNr8DDOYD2w1Zy3vx6FlOFsrvjIU2XAQxvv/e5vS9hmkSNF91c8tFZ3KZqCv/gHFWHA4nWPmhdcTbD0KHOu+Uv9OLM96XlMxLf65o3wIDQ0lUvrn8IvHfZ0GDw47J0hVLA6Bvodw27L2BQ3NUdnlbzO1Hh+Sfa79BErmBPF4qMpwqxYeaFouAbyAFu5CChLpmI0DrPm01KyIDCGNCH6J2iuvY4UoxND8GiC/3p5CNmQ9Vtp5B1GgfNTbaLdjEbablNL4AWdAZhA8sVPYECspm7Zdm2rqdyUqfV0fXMpphc8rB89ZKL42+Dyn3eSS6njrsJLz/QlP/v6n7p6QPVliHDDL8//4BiTnG5sl6AjZBwXC9cufR9J2tIBj1oRy5SoAmbiKF3LQV93KVFlHrnaPonYowJyDHdfT3gk7dcmyetJS6GDyV5M0OmblhM7SUViw60INwWNyip0OLk72irELeADtbkC0RKbzr/kqe78qjr8voJyltTSUrTZmAr1duADejOlpPcbcvkZha6H2wh2xdQLQP3UOxZbHDqgHmM3iMF5LqDT053yw3mn4GxmjD1ERrl6dlR8/ize2DYk7Y1ZGkXmB5DkdL/GZ/3aHdvPlYAs29xHTsp6udyiwXBHf2GFpBlLwgtyBN8joVVkH9F5m1mtKC7Vi9o8ySCeCBqf6Z82URXcMHd9ncFcAvIbGSgTXK2sdffg3PzN8+CVvnc6rU4nMCW4hNmnYjoSquFoeUT/fdt/BI9GEXoWLrSlGFQt6hQb9LEPDN0dCQVIOkOjNsdHEQL+NLualkNvneRbEnJ2y9+2LvFbWW7E5AuLZw1dvusLd2J3fsrDrsiUmZmadcBJjFHo1BdQVpwS0TKS2mjQOz32GUWjgeZFZyLgqQXbXvtmeUkUAoVsbCnXWHtpUgGPPonVcgBZouUh/V7wIMFYu8YmkCXJRRWD0tjiqMTS9ZhKgB3/bA8iksPsDRGtERMb9qZVfrseqzCHeObNXoeETgewDAHg8ypQ1zJTyC9OStGjSdUhoTsaBFMy+2D/Jb1mfpatXPK3P+DdzfoVrMIiPFWrEorXlT6sN/sFkgFRnu3rnVlAn4YKz6dwJcRoUSAB2FpnF4g6e45yoJgwt+Nx9iju//SU53bQQouLNkui3JceUZxMDMBtYjlGMGzHWppCHpin8h+LoV2m7vfJjthMu980d+52ZXTRTQwScLn4CMvAy5UG2sJYQ8AcyuWY9h4klZGvwQlx1xiQXNUY2IaCATAGJOkbv/FAgZVFCl9uBgQjUxLbH7d7nN/sEhH/lNNQHK5MAU1KHM90sOzJTIEwP8psPPRbJOxHG0utlL2qhd+NfN2OryjmR/jMPppZ6kkKrLW/UaJMtgxXIeoUTpRM4eMPjyGsR0+UN15fXvfqLsJwy2/WZXxzEociBPwG4m+RGDIkNpmD1orMa+dV1/6sgdMwAK5aKqhVVn8nWo/oUXKAFYJmqiBIS7YqhV28CWUMqN9GZUJjALC0pyXnjr8RyTa6HRffjtzHMc9oUm6Ay1d+CiV8VURfb6kyhxMW9ddZxloLdjdSZBk4TXWDQgfSzaTavtzTGdxHMIuKwVwHIq93JLOyHQT6ULcIlAfMeKjDw5pVDzc+/T8xFYEBp/vRJ5rbHWO+LCoOaEu5eQos978jLcqQINYKJCZRvj5tLrEcDbYQdqg0VS1va9QbIfd9kIrNp9JNEV3zpjQy5mCTj0j/g1YQa5Ip+/qQFOO6/zSEoczXlKJcu9BpzsHgZ4VUPb8ODS6DjWuME4p79sXbQPDgDWyCmtudeGQl518SyPw1AFl4enk0RFIP0mNrYzoUFA5Y2cCR7SOGka9LKTReC1lF5b2XlWGI7nkazexsD99LGDequy9AI5E1sv4KVB3joXVx2zWrfvCOr9yHZniHElPnNcZCeyjeVCIrOhk5UII+Y7OU2ST64UrjaIyaG8rm07CxH/L27xUB7XbSaYzGBZIW+tOgMOw7pXaLjNTpr/WP0Jhj7Yb5UN6r0XO4v14XfK93FdiyjeG/pRr0fqqMB5soVqZSPbsvFEet36LjLSIDNOWmklMj5FayG3/bUzPko/WGFxCHp3j/Jw4ngVr5MlecNb/u3sR9Gcb/336wHblCJ1/al05eCHzdw9mO8O0QoXYH2yjBskrcJTze0Hij1NyfZ3eNL7ZD0/10hIIsQA6zNCpY8MROlwqwQJH1zkpwQGcHGz/k5L98IgHEt5nxw6i82LoVOpDl/1RtCLptKMc9ivvPR5x3GeTNb/bKMvIr66Ew9VqCSO2gK0X1BEUJIrlPdBSOvKhTU3chvKhWfo42gpSSKH4mNCkIXrxbACiIGBSie7AzHBiDhAFmOUcXz9zqBARA1qS/flo+Y2KQInXxiQSU27Qd429PtmPV+dPC1U/5AXYQQCJq9or96yCTAo30BG7cK59NvtW5nUYjExAWiWrcAuMGMe4aRa/e9zIP2zUJlikvopd2dTkjwUVNRbklL8pazDALPqr1+KDIG78ADGX5wN6ClQ+pLuxn/K0af4OFxFeJvLkIvyXgVM7HaHMpKx/VWOqjUjqEOO9guhAMWFHlp8zZlagzB7lSR2yrJy0Nxg5ewmFLKBMW9KfNOIdX/uZWZ5COkLWFdywc3LD757tj8Z+ToAJ29AEr9poWnnSeKw4qx5ob0dNWYwWWbDov8yQHm5tzy6V0Y/WLmEQ5ie2P7qPYwpxpxnHzWDT9HLnxArQP4WqiqPyy73P6ZBw+cbA9VUNK9ID9jXb13BGzU1NvEKv7uPYFzr0gP1WetnZHsEIvymNOa3ab0GVVsuRgHNrIQ9+UYSb5QTCEDC1O+uHCmFjApgZNpP3dIvoq7ailH7ao6O6pwHMCsdxAFszJEc31KbeZLnaRgnIDRy6W9NKXfHTIsV6LJ+lbaM7azQn0hCbsEDjwsywDzpcB4WaCNjQAtPBkuQxFIWHao79DADwI0WHMB/O2VDYyR5FWXmFXR+d3Zuaq/A/R1FycrCzU1dbOpzfWm8R0+yrGjtaPiurwKgL8HB+UaDIz8l2rUlKO5uUTFyXHCCFhtWUi2TW8GcygFP3zkM8gIJsWQEa/sZ7ehtf8kqpID0N1Hy2sOvtEDKR+8gCosUDJLxWGJYjILhbgrGLTWUdJNgIo7axI9mKBEQm2eGS7zdQ+WBBZhLaBiRQZ4pazHlY/an0S5wKZNEJbchiFewyy023/8C8IAPsaCASqsuozd3ss+xqpdnQ8miJzCPcs8pfodeOWZba++7z7cYCeWcn6LOOiqhsoyMQ27kBrbsXwMQ7/WGf14DP+5iu9+hXlRybLlho9h+xsyTZIt3IHQ/LepxC/Melav9uPgHqLd+petCseZ+X62RJVY1GRVjnQePJuoQNKN5rjgvhJ4zddsunlWiKZsveZ/VixyaaX+1E3QfNN+ulmnHJZgnp9T+utAt1gWTxAs1m5XNL1rXbVJLXVXMChe5zzKUmWtyxIRpM9QN4tcywYwsdAiOXzgLx6gP1s+SXMiWgWUDGMINHq27pnNrWPiJL1gCOcGP2o0O2bXhrz+BcYHqopO+uqwyYTi1YuSNYBOM1sC3n6vOq2dFiKYUfyUzRhyR+TR7TUszQLzhvN7fbplNbNrgA8cj6FQ4FN2F9PBIBPfxK1HRmVQp7c6RKS4NsyMvcjj1oo3qCEuSPSvMqlIBYubvQ4NFyXZhUWBFo3+Oof8E4bk1NI0j8zBOaBGAUS2Of3aHLsWoCmXa06oxf2WaXl0SMKfIryDoBm8Nx7oGOPCBVKaYB+uwy6y4kF6GMWFvYR8MNjdvwhAcbl8st5sOIpD9xN027VhV/Eu6uAV8Pi81xR7/o8xvPjXX9pf5fcfiO5dwv6SJBV/dfqzR3FLI6BgxTKoDrjNJaNiA1YcnqdeYkp55VCBPEh3Bu0o/npbLwd+jHR1q2kX7XUFcpqVfMABlFaoL/BcFp4uH/NOK3KO06v5YWKvfElwdxpsANR81YRSLnnpyNLXM4MHJd3RZion9Y6BANf2qpaQDyQEOL7lutJXN2mKUOb0aztMxdtbTnhItjQ4u3OMMSqfkqvBKhhOgWQTjIDH2UQ+HBieap8ShQWA8zJq2nnG7r1XE+/HxlnEF4K5YSEgX+HLkL2d9Pa2DsMw2M/3fkq8xuYds8NQ+PAT2AwtDbIdjUHLtbIHAXj461u/k8SYCQXFGFLj+VfY/uyiUbsBdaCSCnf7FB4dtejW0ajx3ASQe7rXRprh9nc+kCqFrkKtrlVGI5thADooB3wWh13I4gTOyj2c2zGNMn2ue9P89tKVSnjYwhWJ2IhVig3CG4Ja90KM/AAo/H8aWgRjnFAWDLZE7u6Q3IRuefO8ffJf1j+bMoIg/YnupieImXYDfZ9XlVzi3eXqzvShmwwOjdbu5Ys3NQTTliWZdp5ViY7CMrH9zIHVSUVXzlarw4vOvXRWIQGV2QzRRxv2S3cvDdVUxKLcuUpX1d1sF+Wq3mTU0l/kLfOQ9VK+EVJQPmQMi2zSUQyESbnbwGEAbcBifUOwcnDSc46WVKiDlYLa+W/OchGNP1ZUs8R3/K7JRrXadWQTl+Nf7pceAAAuOmT2Q9ZCXdJXgMbEApa6EfdDg+YMxRRJfoMwx8hayzFygC+v/Gv47qEJOY7e2PA9cyH+TrLO+xh8FRbocY9pVcY/gN7M1ZFtL6yO8D6SLd20xiOgSr0dPL0eu8fe2IueZMA5QcJO7PvllqGVHQKBKUz5FSy1p5GU9ifZ1Dwu6nntD7poYxokMxwE6vAz++L9gAdrwmFgJRN+wYwPXv5BjT+nJaphNSpol87tTWol75X0e0FSqil7j9ImJIn9+VNwJ5N1KFE1Mh1Q0KxZ+F59oGIgF3S/Jgymib3KfZtXrSqNQfdMXRQulcx+6UTSGRdYrK1HcYz8s4M3m2s14qu87wSo0F8v70bJN/YmYPUGiuPXXRULumDpIB3x6/DbKSn3twQNPBtvVtKEmHfutzigaPk+ilGkOJKRq6Itk2fsYnmPBDVGxuY+b9JscyThi8b2YwyaZ+P9Ul6j31JZ8IX7VK0r9J4lfdDo12+iUwp7o6DuNxAF2xMUBAUuEUu1JKFga4HGLcPQ3gMaB29fgfVtsZ0d2tlKfQkAtfcQM34d0nkUgkvvIXlaz0vaiq0fGUM0gGKGjxoLlX7pxmQvpNV7BZ1LZRpNrdOFlS5cj90OjXhVLg31bEwDr6xkdBrfyn1LDM7ULRBfRD/fWv/gbYiEUJmXg/kQLiA+cj3O2+upiFaRlv7LkOMUQhmcFaNQQLWNXF44sL9L2yZi0VdhsEjWouP1PO6FrGdXBaHJj6w39ytn0JmYMl/yttXXGJhhHJbdZnSiyB63f7Zifk53swIchuToDsSOcezkoLWDaH5Uzw4dghyTkdmLzhtTcIb3Bmf4zTI7PFg9wj3T/xCNVnOhaMfkWXona++RRwa+FfSdnbd2FGGj0aCeWRIE/KCmQeq5feKr6nC7/7NqOz888oVbBChyH74kcqPFFmRsoTnh7aGYOYiIsLh1rUp+56PzBx3wJ5m/DotUnqPHiYG69tbC0dghQSpQQhw3JaP8u4LERQOfJiUZ2fY9sIjFV4DVQ/6AF5mBdK4lJWFHB4RDFQEXgoI9US07meSQIUOQ/aoF0/Xu2xKUEPO2g9dG7Ns0+d3giBGN2IRisO6WGthdkb2OUHvkpjjfsxsBsb9wAyFeyTHw2YZ8hhDyWfDUz5ifo1F0F3VlN1RIQpUaV5CpZZr+aDPvigkqVSVeEGnJo4VraByvXWoxyf69s93XmFPqhBfrMu7a0MgfL6TX8JybRtPeilqtcubYdro+FcVhwObCPPKMdLbFFNob2OZJwxOH+6Fyl4xVCCryDUT51zSJ2vtRLDFGYDs69plqLN5mRz+luGJkg48G2PDCD0WAAAAAA3MFfFji1HR4JtKuix/qk+hbWGAAAAG8TfD4ARsvuNkugHn29gNDA7F783zydutx9kY6fS8AABCO6NYKmDYSflWlIj7Et0aAAAAAABLp38KAAAAAdx+psxAAAAAB3/Xs0zt+gAFTfSt0AAAAAF3dmdAAAAT58cUTwAAAAcEASGwAB3GAfAgAAAAAS6d/CgAAAC6iU1dAAAAB2BwuxAAo5BEaAAAAAAQrGwdirYHCB4qLVnbzRiSvx4M3F40QAAEnCa3wAAAAaPj0ZAAIMCtE0SAAAAABW1qV6p9GUTOBa3QeZthG8sPmYubdhh5zLL0sdRzyO/SLNLqrbRKlm4OUmb2hcXFxbkmp8VvkLi4uLi4uLi4uLi4uLi4uLi4uLi4uLlDHVS1iTM7UJzJDo/BrO8j/PYlfrSrOdykNO8iZFpK6WpNpFD1GJJWIJRmUbX3iOKyKuSF9696969696969696969696969696969697C8tyEXgRKJ6m3YygDtpw81WbwnNm81sku0JqNmuTkq1EeMBSqp4GR6c9hyB85t12kGXmHWN3sglLdv4Ux0WyMwwQ3Y6LZGYYIbsb9qGw43tdrLc/sVcvqXeJViwhd5uoUJxnHPoZRq3HclzBfxd2HKEAWfJXuA8NQRT7pPEjj0kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8kfJHyR8klS8Xe1jQAYHJdS2UTlIuzemMUT00R1oLNAAAAA=)

**Dragonwing RB3 Gen 2**

## 참조 디자인 및 관련 문서

참조 디자인, 설계도 및 문서 목록입니다.

- [Design Package, RB3 Gen 2 SOM and Interposer](https://www.qualcomm.com/search?query=DP25-20659-5#q=DP25-20659-5&amp;tab=all)
- [Design Package, RB3G2 Vision Kit, Mechanical 3D Model, IOT](https://www.qualcomm.com/search?query=DP25-55695-1#q=DP25-55695-1&amp;tab=all)
- [Design Package, RB5 Generic Mezz Card Schematic and Layout, IOT](https://www.qualcomm.com/search?query=DP25-63340-1#q=DP25-63340-1&amp;tab=all)
- [Design Package, RB5/RB5GEN2/RB3GEN2 Main Board](https://www.qualcomm.com/search?query=DP25-PV086-42#q=DP25-PV086-42&amp;tab=all)
- [Design Package, RB5/RB5GEN2/RB3GEN2 Navigation Mezzanine](https://www.qualcomm.com/search?query=DP25-PV086-43#q=DP25-PV086-43&amp;tab=all)
- [Design Package, RB3GEN2 Industrial Mezzanine](https://www.qualcomm.com/search?query=DP25-PV086-44#q=DP25-PV086-44&amp;tab=all)
- [소프트웨어 빌드 가이드](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-254/build_landing_page.html)
- [Yocto 가이드](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-27/yocto_landing_page.html)
- [Qualcomm Dragonwing RB3 Gen 2 빠른 시작 가이드](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-253)
- [Qualcomm 지능형 멀티미디어(QIM) SDK](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-51/introduction.html)
- [Qualcomm® 지능형 멀티미디어 SDK(IM SDK)](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-50/overview.html)
- [Qualcomm 지능형 로봇 공학(QIR) SDK](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-265/qir-sdk-landing-page.html)
- [Qualcomm® AI 엔진 다이렉트 SDK](https://docs.qualcomm.com/bundle/publicresource/topics/80-63442-50/introduction.html)
- [Qualcomm® 신경망 처리 SDK](https://docs.qualcomm.com/bundle/publicresource/topics/80-63442-2/overview.html)
- [Qualcomm 라이트 런타임 참조](https://docs.qualcomm.com/bundle/publicresource/topics/80-70020-54/tflite-landing-page.html)

포괄적인 소프트웨어, 도구, 문서 패키지가 필요한 경우 [Qualcomm Linux](https://www.qualcomm.com/developer/software/qualcomm-linux) 를 참조하세요.

## 약어 및 용어

이 문서에서 사용되는 약어 및 용어 목록입니다.

| 용어 | 설명 |
| --- | --- |
| DMIC | 디지털 마이크 인터페이스 |
| EDL/QDL | 긴급 다운로드 모드 또는 Qualcomm 다운로드 모드 |
| GMSL | 기가비트 멀티미디어 시리얼 링크 |
| GNSS | 글로벌 탐색 위성 시스템 |
| GPIO | 범용 입력/출력 |
| QUP | Qualcomm 범용 주변장치 |
| SoC | 시스템온칩 |
| SoM | 시스템온모듈 |
| UART | 범용 비동기 송/수신기 |

Last Published: Jan 28, 2026

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