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    <title>hsl's tsmaster 사용기</title>
    <link>https://tsmaster.tistory.com/</link>
    <description>tsmaster 님의 블로그 입니다.</description>
    <language>ko</language>
    <pubDate>Tue, 12 May 2026 02:39:38 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>hsl7</managingEditor>
    <item>
      <title>타이어 마모 인덱스</title>
      <link>https://tsmaster.tistory.com/166</link>
      <description>&lt;main&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
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&lt;h1 id=&quot;%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4&quot;&gt;타이어 마모 인덱스&lt;a class=&quot;anchor-link&quot; href=&quot;#%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h1&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;타이어는 언제 많이 마모될까?
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;휠 슬립율이 클 때
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;같은 슬립율이라도 아스팔트, 코블스톤, 흙길, 자갈길 등 노면 종류에 따라 다를 것이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;타이어에 걸리는 수직 하중이 클 때
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;같은 슬립율이라도 수직 하중이 클 때 더 마모가 많이 될 것 같다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;코너링할 때
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;사이드 슬립이 크면 많이 닿겠지.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;그 외에 많은 다른 요인이 있을 것이다. 타이어 공기압, 온도, 비/눈, ...&lt;/li&gt;
&lt;li&gt;Tlog100x로 측정한 CAN 데이터와 GPS 데이터 처리하는 방법을 데모하는 목적이니까 단순하게 계산해본다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;휠 슬립율을 어떻게 구할까?
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;휠 슬립율은 아래와 같이 정의한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre class=&quot;vim&quot;&gt;&lt;code&gt;    r_slip_xx = (ws_xx - vs) / vs * 100
        ws: wheel_speed
        vs: vehicle_speed
        xx: fl, fr, rl, rr 
            fl: front left 
            fr: front right
            rl: rear left
            rr: rear right
&lt;/code&gt;&lt;/pre&gt;
&lt;/li&gt;
&lt;li&gt;vs는 어떻게 구할까?
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;여러 가지 옵션이 있다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;A: GPS 좌표를 이용해서 구한다.&lt;/li&gt;
&lt;li&gt;B: CAN 신호들에서 구한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;A: GPS 좌표를 이용해서 구하기
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;두 지점 (위도, 경도) 좌표들로 부터 거리를 구한다. 거리와 이동 시간을 이용해서 속도를 구한다.&lt;/li&gt;
&lt;li&gt;데모의 취지에 맞다.&lt;/li&gt;
&lt;li&gt;GPS 신호가 갖고 있는 오차 때문에 충분히 정확하지 못할 것이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;B: CAN 신호들에서 구하기
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;측정한 데이터에 ABS 작동 같은 깊은 휠 슬립이 발생하는 경우가 없다. 아래와 같이 한다.&lt;/li&gt;
&lt;li&gt;감속 중에는 가장 빠른 바퀴 속도를 vs로 하자.&lt;/li&gt;
&lt;li&gt;가속 중에는 가장 느린 바퀴 속도를 vs로 하자.&lt;/li&gt;
&lt;li&gt;선회 중일 때는 안쪽 바퀴와 바깥쪽 바퀴 속도 차이가 있으니까 ... 네 바퀴 속도 대신 앞축의 평균과 뒤축의 평균을 사용하여 가감속 상태를 고려하여 vs를 계산하자.&lt;/li&gt;
&lt;li&gt;가감속이 없을 때는 네 바퀴의 평균을 vs로 하자.&lt;/li&gt;
&lt;li&gt;가감속을 어떻게 판단할 것인가?
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;얼핏 3가지 방법이 생각난다. A, B, C라고 하자.&lt;/li&gt;
&lt;li&gt;가감속 판단 A
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Engine Speed와 Transmission Input Shaft Speed (TISS)를 비교한다.&lt;/li&gt;
&lt;li&gt;engine_speed &amp;gt; tiss : 가속&lt;/li&gt;
&lt;li&gt;engine_speed &amp;lt; tiss : 감속&lt;/li&gt;
&lt;li&gt;단순히 위와 같이 정의하면 가감속이 너무 자주 바뀌는 소위 busy state change 문제가 발생할 것이다. 이를 방지하기 위해서 히스테리시스가 필요하다.&lt;/li&gt;
&lt;li&gt;토크 컨버터가 잠겨 (lock) 직결될 수 있다. 이것도 고려해야 하는가? &amp;lt;-- 이 신호가 CAN에 없다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;가감속 판단 B
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;브레이크 마스터 실린더 압력 &amp;gt; 5 bar 이상일 때를 제동으로 본다.&lt;/li&gt;
&lt;li&gt;가속 페달 위치 &amp;gt; 2% 이상일 때를 구동으로 본다.&lt;/li&gt;
&lt;li&gt;브레이크도 밟지 않고 가속 페달도 밟지 않은 상태에서 엔진 브레이크로 감속하는 경우는?&lt;/li&gt;
&lt;li&gt;엔진과 연결된 바퀴들이 그렇지 않은 바퀴들 보다 더 마모 되지 않을까?&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;가감속 판단 C
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;엔진이 생산하는 토크와 엔진의 마찰 토크를 비교한다.&lt;/li&gt;
&lt;li&gt;엔진이 생산하는 토크: TQI&lt;/li&gt;
&lt;li&gt;엔진의 마찰 토크: TQFR &amp;lt;-- 이 신호가 CAN에 없다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;A 방법으로 해보자.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
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&lt;h2 id=&quot;%EC%82%AC%EC%A0%84-%EC%A4%80%EB%B9%84&quot; data-ke-size=&quot;size26&quot;&gt;사전 준비&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%82%AC%EC%A0%84-%EC%A4%80%EB%B9%84&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;주행하면서 Tlog1004로 CAN 신호와 GPS 신호를 함께 저장한다.&lt;/li&gt;
&lt;li&gt;Tlog1004에 저장된 데이터를 blf 파일로 다운로드 받는다.&lt;/li&gt;
&lt;li&gt;TSMaster의 Log Converter 기능을 이용하여 blf 파일을 GPS 신호를 포함한 asc 파일로 변환한다.&lt;/li&gt;
&lt;li&gt;전에 개발한 blf_asc_dbc_to_mdf_csv_mp_ctb.py를 이용하여 asc를 mdf로 변환한다. 변환할 때, 측정 주기를 100msec로 한다.&amp;nbsp; &amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[1]:&lt;/div&gt;
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&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;haskell&quot;&gt;&lt;code&gt;# modules

from pathlib import Path
import asammdf
import pandas as pd
import plotly.express as px
import plotly.graph_objects as go
from plotly.subplots import make_subplots
from scipy.signal import medfilt, butter, filtfilt
import numpy as np
&lt;/code&gt;&lt;/pre&gt;
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&lt;h2 id=&quot;mdf-%ED%8C%8C%EC%9D%BC-%EC%9D%BD%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;mdf 파일 읽기&lt;a class=&quot;anchor-link&quot; href=&quot;#mdf-%ED%8C%8C%EC%9D%BC-%EC%9D%BD%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[2]:&lt;/div&gt;
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&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;python&quot;&gt;&lt;code&gt;dir_current = Path.cwd()
path_mdf = dir_current / r'venue_2026-03-11_08-11-53_resampled_100ms.mf4'
mdf = asammdf.MDF(path_mdf)
&lt;/code&gt;&lt;/pre&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[3]:&lt;/div&gt;
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&lt;pre class=&quot;clean&quot;&gt;&lt;code&gt;# channels of interest
coi = [
    # 엔진 정보
    'EMS11__N',                         # engine speed
    'EMS12__PV_AV_CAN',                 # accelerator pedal position
    'EMS12__TQ_STND',                   # engine torque standard
    'EMS16__TQI',                       # engine torque
    'EMS16__TQI_MIN',                   # engine torque minimum
    'EMS16__TQI_MAX',                   # engine torque maximum

    # 기어 정보
    'TCU13__CF_Tcu_TarGr',              # gear (기어단)
    # 'TCU16__TCU_NCC_RPM',             # Transmission Input Shaft Speed? 항상 0이어서 제외 
    'TCU16__CF_Tcu_NCC_Stat',           # torque converter state으로 추정됨. 항상 일정해서 제외
    'TCU15__TCU_RPM_Cluster',           # Transmission Input Shaft Speed?
    'TCU14__CF_Tcu_DrivingModeReq',     # 항상 일정해서 제외
    'TCU14__CF_Tcu_DrivingModeDisp',    # 항상 일정해서 제외
    
    # 마스터 실린더 압력
    'ESP12__CYL_PRES',                  # brake pressure

    # 모션 유닛
    'ESP12__LONG_ACCEL',                # longitudinal acceleration
    'ESP12__LAT_ACCEL',                 # lateral acceleration
    'ESP12__YAW_RATE',                  # yaw rate

    # 바퀴 속도
    'WHL_SPD11__WHL_SPD_FL',            # wheel speed front left
    'WHL_SPD11__WHL_SPD_FR',            # wheel speed front right
    'WHL_SPD11__WHL_SPD_RL',            # wheel speed rear left
    'WHL_SPD11__WHL_SPD_RR',            # wheel speed rear right

    # GPS 정보
    'longitude',                        # longitude (경도)         
    'latitude',                         # latitude (위도)   
    'altitude'                          # altitude (고도)
]

# df로 변환한다. 
# 이렇게 쉽다니. blf_asc_dbc_to_mdf_csv_mp_ctb.py의 resampling 부분 코드를 수정해야겠다.  
df = mdf.to_dataframe(channels=coi)

# 컬럼 이름을 변경한다.
df.rename(
    columns={
        'timestamps': 'ts',                                     # timestamp. 인덱스. 인덱스라 rename이 안 된다.

        'EMS11__N': 'engine_speed',                             # engine speed
        'EMS12__PV_AV_CAN': 'aps',                              # accelerator pedal position  
        'EMS12__TQ_STND': 'engine_torque_stnd',                 # engine torque standard
        'EMS16__TQI': 'engine_torque',                          # engine torque  
        'EMS16__TQI_MIN': 'engine_torque_min',                  # engine torque minimum
        'EMS16__TQI_MAX': 'engine_torque_max',                  # engine torque maximum

        'TCU13__CF_Tcu_TarGr': 'gear',                          # gear (기어단)
        'TCU16__TCU_NCC_RPM': 'tiss',                           # Transmission Input Shaft Speed? 항상 0이어서 제외
        'TCU16__CF_Tcu_NCC_Stat': 'tc_stat',                    # torque converter state으로 추정됨. 항상 일정해서 제외
        'TCU15__TCU_RPM_Cluster': 'tiss',                       # Transmission Input Shaft Speed
        'TCU14__CF_Tcu_DrivingModeReq': 'driving_mode_req',     # 항상 일정해서 제외
        'TCU14__CF_Tcu_DrivingModeDisp': 'driving_mode_disp',   # 항상 일정해서 제외
        
        'ESP12__CYL_PRES': 'brake_pressure',                    # brake pressure  
        'ESP12__LONG_ACCEL': 'long_accel',                      # longitudinal acceleration
        'ESP12__LAT_ACCEL': 'lat_accel',                        # lateral acceleration
        'ESP12__YAW_RATE': 'yaw_rate',                          # yaw rate

        'WHL_SPD11__WHL_SPD_FL': 'ws_fl',                       # wheel speed front left
        'WHL_SPD11__WHL_SPD_FR': 'ws_fr',                       # wheel speed front right 
        'WHL_SPD11__WHL_SPD_RL': 'ws_rl',                       # wheel speed rear left
        'WHL_SPD11__WHL_SPD_RR': 'ws_rr',                       # wheel speed rear right
    }, 
    inplace=True
)
&lt;/code&gt;&lt;/pre&gt;
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&lt;h2 id=&quot;%EC%96%B4%EB%96%A4-%EC%8B%A0%ED%98%B8%EA%B0%80-%EC%96%B4%EB%96%A4-%EC%8B%A0%ED%98%B8%EC%9D%B8%EC%A7%80-%EA%B7%B8%EB%9E%98%ED%94%84%EB%A1%9C-%ED%99%95%EC%9D%B8%ED%95%9C%EB%8B%A4.&quot; data-ke-size=&quot;size26&quot;&gt;어떤 신호가 어떤 신호인지 그래프로 확인한다.&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%96%B4%EB%96%A4-%EC%8B%A0%ED%98%B8%EA%B0%80-%EC%96%B4%EB%96%A4-%EC%8B%A0%ED%98%B8%EC%9D%B8%EC%A7%80-%EA%B7%B8%EB%9E%98%ED%94%84%EB%A1%9C-%ED%99%95%EC%9D%B8%ED%95%9C%EB%8B%A4.&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c7fb7b74&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B3%80%EC%86%8D%EA%B8%B0-%EC%8B%A0%ED%98%B8-%ED%99%95%EC%9D%B8&quot; data-ke-size=&quot;size23&quot;&gt;변속기 신호 확인&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B3%80%EC%86%8D%EA%B8%B0-%EC%8B%A0%ED%98%B8-%ED%99%95%EC%9D%B8&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=4fbb8766&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# gear, tc_stat, tiss, driving_mode_req, driving_mode_disp, aps, ws_fl, brake_pressure를 
# 8 x 1 subplot으로 그려본다.


fig = make_subplots(rows=8, cols=1, shared_xaxes=True, vertical_spacing=0.02)
fig.add_trace(go.Scatter(x=df.index, y=df['ws_fl'], mode='lines', name='ws_fl'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['brake_pressure'], mode='lines', name='brake_pressure'), row=2, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['aps'], mode='lines', name='aps'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['gear'], mode='lines', name='gear'), row=4, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['tiss'], mode='lines', name='tiss'), row=5, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['tc_stat'], mode='lines', name='tc_stat'), row=6, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['driving_mode_req'], mode='lines', name='driving_mode_req'), row=7, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['driving_mode_disp'], mode='lines', name='driving_mode_disp'), row=8, col=1)
fig.update_layout(width=1000, height=1000, title_text=&quot;Transmission Signals Over Time&quot;)
fig.show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;&lt;img 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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=3333e538&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h4 id=&quot;%EB%B0%9C%EA%B2%AC---%EB%B3%80%EC%86%8D%EA%B8%B0-%EC%8B%A0%ED%98%B8&quot; data-ke-size=&quot;size20&quot;&gt;발견 - 변속기 신호&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EB%B3%80%EC%86%8D%EA%B8%B0-%EC%8B%A0%ED%98%B8&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;tc_stat, driving_mode_req, driving_mode_disp'는 값이 항상 일정하다. 유용하지 않다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=2986cc10&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EC%97%94%EC%A7%84-%EC%8B%A0%ED%98%B8-%ED%99%95%EC%9D%B8&quot; data-ke-size=&quot;size23&quot;&gt;엔진 신호 확인&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%97%94%EC%A7%84-%EC%8B%A0%ED%98%B8-%ED%99%95%EC%9D%B8&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=32235ab8&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# 'engine_speed', 'aps', 'engine_torque', 'engine_torque_min', 'engine_torque_max' 
# 신호들을 5 x 1 subplot으로 그려본다.

fig = make_subplots(rows=3, cols=1, shared_xaxes=True, vertical_spacing=0.02)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_speed'], mode='lines', name='engine_speed'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['aps'], mode='lines', name='aps'), row=2, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_torque_stnd'], mode='lines', name='engine_torque_stnd'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_torque'], mode='lines', name='engine_torque'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_torque_min'], mode='lines', name='engine_torque_min'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_torque_max'], mode='lines', name='engine_torque_max'), row=3, col=1)
fig.update_layout(width=1000, height=600, title_text=&quot;Engine Signals Over Time&quot;)   
fig.show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=a9afaa38&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=f49f7e48&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h4 id=&quot;%EB%B0%9C%EA%B2%AC---%EC%97%94%EC%A7%84-%EC%8B%A0%ED%98%B8&quot; data-ke-size=&quot;size20&quot;&gt;발견 - 엔진 신호&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EC%97%94%EC%A7%84-%EC%8B%A0%ED%98%B8&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;위 엔진 토크 신호들로는 가감속을 판정할 수 없다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=6a901644&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EA%B0%80%EA%B0%90%EC%86%8D-%EC%83%81%ED%83%9C-%EA%B3%84%EC%82%B0&quot; data-ke-size=&quot;size26&quot;&gt;가감속 상태 계산&lt;a class=&quot;anchor-link&quot; href=&quot;#%EA%B0%80%EA%B0%90%EC%86%8D-%EC%83%81%ED%83%9C-%EA%B3%84%EC%82%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;토크 컨버터 슬립 (torque converter slip)으로 가감속 상태를 판정한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=0bf9a0f9&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[6]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;df['slip_tc'] = df['engine_speed'] - df['tiss']
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c0fe4b73&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# 2 x 1 subplot으로 engine_speed, tiss, slip_tc를 그려본다.
# 슬라이더를 추가하여 시간 범위를 조절할 수 있도록 한다.

fig = make_subplots(rows=2, cols=1, shared_xaxes=True, vertical_spacing=0.02)
fig.add_trace(go.Scatter(x=df.index, y=df['engine_speed'], mode='lines', line=dict(dash='dash'), name='engine_speed'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['tiss'], mode='lines', line=dict(dash='dash'), name='tiss'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['slip_tc'], mode='lines', name='slip_tc'), row=2, col=1)
fig.update_layout(width=1000, height=500, title_text=&quot;Engine Speed, TISS, and Torque Converter Slip Over Time&quot;)
fig.update_xaxes(rangeslider_visible=False, row=1, col=1)
fig.update_xaxes(rangeslider_visible=True, row=2, col=1)
fig.show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=de0069ef&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[8]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;df['slip_tc_sign_change'] = np.sign(df['slip_tc']).diff().fillna(0).abs()

# 전체 데이터 수
total_data_points = len(df)
print(f'{total_data_points = :,}')

# slip_tc의 부호는 얼마나 자주 바뀌는가?
num_sign_changes = df['slip_tc_sign_change'].sum()
print(f'{num_sign_changes = :,.0f}')

# slip_tc 부호가 바뀐 비율
sign_change_rate = num_sign_changes / total_data_points
print(f'{sign_change_rate = :.1%}')
print()

df[&quot;slip_tc&quot;].describe()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-Cell-outputWrapper&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea jp-Cell-outputArea&quot;&gt;
&lt;div class=&quot;jp-OutputArea-child&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedText jp-OutputArea-output&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/plain&quot;&gt;
&lt;pre class=&quot;ini&quot;&gt;&lt;code&gt;total_data_points = 28,793
num_sign_changes = 19,420
sign_change_rate = 67.4%

&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea-child jp-OutputArea-executeResult&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[8]:&lt;/div&gt;
&lt;div class=&quot;jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/plain&quot;&gt;
&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;count    28793.000000
mean         0.003647
std          2.511806
min        -42.500000
25%         -0.500000
50%          0.000000
75%          0.500000
max         38.000000
Name: slip_tc, dtype: float64&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=2b7b8d59&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---%EA%B0%80%EA%B0%90%EC%86%8D-%EC%83%81%ED%83%9C&quot; data-ke-size=&quot;size23&quot;&gt;발견 - 가감속 상태&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EA%B0%80%EA%B0%90%EC%86%8D-%EC%83%81%ED%83%9C&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;엔진 속도 (engine_speed)와 변속기 입력축 속도 (tiss: transmission input shaft speed)의 차이인 토크 컨버터 슬립(slip_tc: torque converter slip)이 두 신호에 비해 작아서 그래프에서 두 신호가 겹쳐보인다.&lt;/li&gt;
&lt;li&gt;토크 컨버터 슬립의 평균은 거의 0 rpm 이다. 표준 편차는 2.5 rpm이다.&lt;/li&gt;
&lt;li&gt;토크 컨버터 슬립의 부호가 너무 자주 (전체 데이터의 67%) 바뀐다. 즉, 가감속 상태 변화가 너무 심하다. 필터가 필요하다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=4b4eef00&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%ED%86%A0%ED%81%AC-%EC%BB%A8%EB%B2%84%ED%84%B0-%EC%8A%AC%EB%A6%BD-%ED%95%84%ED%84%B0%ED%95%98%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;토크 컨버터 슬립 필터하기&lt;a class=&quot;anchor-link&quot; href=&quot;#%ED%86%A0%ED%81%AC-%EC%BB%A8%EB%B2%84%ED%84%B0-%EC%8A%AC%EB%A6%BD-%ED%95%84%ED%84%B0%ED%95%98%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;ai의 추천에 따라 median 필터와 butter 필터를 적용한다.&lt;/li&gt;
&lt;li&gt;나는 위 두 필터가 어떤 원리인지 모른다. :-)&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=a68c4afc&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[9]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# 샘플링 주파수 추정 (숫자 index/시간 index 모두 지원)
didx = df.index.to_series().diff().dropna()
if pd.api.types.is_timedelta64_dtype(didx):
    dt = didx.dt.total_seconds().median()
else:
    dt = float(didx.median())
fs = 1.0 / dt

# 1) 스파이크 제거
x = medfilt(df['slip_tc'].to_numpy(), kernel_size=7)

# 2) 저역통과 필터 (zero-phase)
b, a = butter(N=4, Wn=1.0 / (fs / 2), btype='low')
df['slip_tc_filt'] = filtfilt(b, a, x)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=682ec5b2&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# slip_tc와 slip_tc_filt를 그래프로 비교한다.
px.line(
    df,
    x=df.index,
    y=['slip_tc', 'slip_tc_filt'],
    title='Torque Converter Slip (Raw vs Filtered)',
    labels={'value': 'RPM', 'ts': 'Time'},
    width=1000,
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c7e98f2f&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;&lt;img 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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=13c7c455&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[11]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;df['slip_tc_filt_sign_change'] = np.sign(df['slip_tc_filt']).diff().fillna(0).abs()

# 전체 데이터 수
total_data_points = len(df)
print(f'{total_data_points = :,.0f}')

# slip_tc_filt의 부호는 얼마나 자주 바뀌는가?
num_sign_changes = df['slip_tc_filt_sign_change'].sum()
print(f'{num_sign_changes = :,.0f}')

# slip_tc_filt 부호가 바뀐 비율
sign_change_rate = num_sign_changes / total_data_points
print(f'{sign_change_rate = :.1%}')
print()

df[&quot;slip_tc_filt&quot;].describe()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-Cell-outputWrapper&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea jp-Cell-outputArea&quot;&gt;
&lt;div class=&quot;jp-OutputArea-child&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedText jp-OutputArea-output&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/plain&quot;&gt;
&lt;pre class=&quot;ini&quot;&gt;&lt;code&gt;total_data_points = 28,793
num_sign_changes = 7,550
sign_change_rate = 26.2%

&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea-child jp-OutputArea-executeResult&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[11]:&lt;/div&gt;
&lt;div class=&quot;jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/plain&quot;&gt;
&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;count    2.879300e+04
mean     8.022783e-03
std      1.097424e+00
min     -1.398160e+01
25%     -8.988829e-02
50%     -3.938577e-72
75%      4.936604e-02
max      1.242765e+01
Name: slip_tc_filt, dtype: float64&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=24b2537f&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---slip_tc_filt&quot; data-ke-size=&quot;size23&quot;&gt;발견 - slip_tc_filt&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---slip_tc_filt&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;토크 컨버터 슬립의 평균은 거의 0 rpm 이다. 표준 편차는 1.1 rpm이다.&lt;/li&gt;
&lt;li&gt;토크 컨버터 슬립의 부호 변동이 필터 적용 전 64%에서 필터 적용 후 26%로 감소하였다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=a6cb6087&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
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&lt;pre class=&quot;css&quot;&gt;&lt;code&gt;df['slip_tc_filt'].describe()
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&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;count    2.879300e+04
mean     8.022783e-03
std      1.097424e+00
min     -1.398160e+01
25%     -8.988829e-02
50%     -3.938577e-72
75%      4.936604e-02
max      1.242765e+01
Name: slip_tc_filt, dtype: float64&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;python&quot;&gt;&lt;code&gt;def classify_slip_tc(slip, k_rpm_slip_acceleration=1.1, k_rpm_slip_deceleration=-1.1):
    '''
    slip이 k_rpm_slip_acceleration 이상이면 가속으로 인한 슬립이 발생한 상태로 생각하고 sign_slip을 1로 한다.
    slip이 k_rpm_slip_deceleration 이하이면 감속으로 인한 슬립이 발생한 상태로 생각하고 sign_slip을 -1로 한다.
    그 사이면 slip이 없는 상태로 간주하고 sign_slip을 0으로 한다.
    k_rpm_slip_acceleration과 k_rpm_slip_deceleration은 각각 가속과 감속으로 인한 슬립을 판단하는 기준값이다. slip_tc_filt의 표준 편차를 적용한다. 
    '''

    if slip &amp;gt; k_rpm_slip_acceleration:
        return 1
    elif slip &amp;lt; k_rpm_slip_deceleration:
        return -1
    else:
        return 0

df['sign_slip'] = df['slip_tc_filt'].apply(classify_slip_tc)
&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;gcode&quot;&gt;&lt;code&gt;yaw_rate_summary = df['yaw_rate'].describe()
yaw_rate_summary
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&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;count    28793.000000
mean         1.446362
std          4.728123
min        -35.860000
25%          0.730000
50%          0.870000
75%          1.100000
max         35.330000
Name: yaw_rate, dtype: float64&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;python&quot;&gt;&lt;code&gt;def classify_turning(yaw_rate, yaw_rate_mean, yaw_rate_std):
    '''
    abs(yaw_rate)가 k_deg_per_sec_turning 이상이면 선회라고 생각하고 is_turning을 True로 한다. 그렇지 않으면 False로 한다.
    k_deg_per_sec_turning은 선회 여부를 판단하는 기준값이다. yaw_rate의 표준 편차를 적용한다.
    '''
    k_deg_per_sec_turning = yaw_rate_std * 0.5  # 필요에 따라 조정
    return k_deg_per_sec_turning if abs(yaw_rate - yaw_rate_mean) &amp;gt;= k_deg_per_sec_turning else 0   

yaw_rate_mean = df['yaw_rate'].mean()
yaw_rate_std = df['yaw_rate'].std()
df['is_turning'] = df['yaw_rate'].apply(classify_turning, args=(yaw_rate_mean, yaw_rate_std))
&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;def calc_vs(df):
    '''
    vehicle speed를 구한다. 
    sign_slip이 0이면 slip이 없는 상태이므로, wheel speed의 평균을 vehicle speed로 간주한다.
    is_turning이 False 이고 sign_slip이 양수이면 가속으로 인한 슬립이 발생한 상태이므로, min(ws_fl, ws_fr, ws_rl, ws_rr)를 vehicle speed로 간주한다.
    is_turning이 True 이고 sign_slip이 양수이면 선회로 인한 슬립이 발생한 상태이므로, min(mean(ws_fl, ws_fr), mean(ws_rl, ws_rr))를 vehicle speed로 간주한다.
    is_turning이 False 이고 sign_slip이 음수이면 감속으로 인한 슬립이 발생한 상태이므로, max(ws_fl, ws_fr, ws_rl, ws_rr)를 vehicle speed로 간주한다.
    is_turning이 True 이고 sign_slip이 음수이면 선회로 인한 슬립이 발생한 상태이므로, max(mean(ws_fl, ws_fr), mean(ws_rl, ws_rr))를 vehicle speed로 간주한다. (추후에 추가할 수 있도록 주석으로 남겨둔다.)
    '''

    df['vs'] = (df['ws_fl'] + df['ws_fr'] + df['ws_rl'] + df['ws_rr']) / 4

    df.loc[(df['sign_slip'] &amp;gt; 0) &amp;amp; (df['is_turning'] == 0), 'vs'] = df[['ws_fl', 'ws_fr', 'ws_rl', 'ws_rr']].min(axis=1)
    df.loc[(df['sign_slip'] &amp;gt; 0) &amp;amp; (df['is_turning'] != 0), 'vs'] = df[['ws_fl', 'ws_fr']].mean(axis=1).combine(df[['ws_rl', 'ws_rr']].mean(axis=1), min)
    df.loc[(df['sign_slip'] &amp;lt; 0) &amp;amp; (df['is_turning'] == 0), 'vs'] = df[['ws_fl', 'ws_fr', 'ws_rl', 'ws_rr']].max(axis=1)
    df.loc[(df['sign_slip'] &amp;lt; 0) &amp;amp; (df['is_turning'] != 0), 'vs'] = df[['ws_fl', 'ws_fr']].mean(axis=1).combine(df[['ws_rl', 'ws_rr']].mean(axis=1), max)       

    return df

df = calc_vs(df)
&lt;/code&gt;&lt;/pre&gt;
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&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# vs, ws_fl, ws_fr, ws_rl, ws_rr와 yaw_rate와 slip_tc_filt를 서브프롯으로 그린다.

fig = make_subplots(rows=3, cols=1, shared_xaxes=True, vertical_spacing=0.02)
fig.add_trace(go.Scatter(x=df.index, y=df['vs'], mode='lines', name='vs'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['ws_fl'], mode='lines', name='ws_fl'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['ws_fr'], mode='lines', name='ws_fr'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['ws_rl'], mode='lines', name='ws_rl'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['ws_rr'], mode='lines', name='ws_rr'), row=1, col=1)

fig.add_trace(go.Scatter(x=df.index, y=df['yaw_rate'], mode='lines', name='yaw_rate'), row=2, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['is_turning'], mode='lines', name='is_turning'), row=2, col=1)

fig.add_trace(go.Scatter(x=df.index, y=df['slip_tc_filt'], mode='lines', name='slip_tc_filt'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['sign_slip'], mode='lines', name='sign_slip'), row=3, col=1)

fig.update_layout(width=1000,height=700, title_text=&quot;Vehicle Speed, Wheel Speeds, Yaw Rate, and Torque Converter Slip Over Time&quot;)
fig.update_xaxes(rangeslider_visible=False, row=1, col=1)
fig.update_xaxes(rangeslider_visible=False, row=2, col=1)
fig.update_xaxes(rangeslider_visible=True, row=3, col=1)
fig.show()  
&lt;/code&gt;&lt;/pre&gt;
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&quot; 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&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---vs&quot; data-ke-size=&quot;size23&quot;&gt;발견 - vs&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---vs&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;img 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&quot; alt=&quot;image.png&quot; /&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;vs가 너무 거친 구간들이 있다.&lt;/li&gt;
&lt;li&gt;vs를 필터링한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=ccb45281&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EC%B0%A8%EC%86%8D-%ED%95%84%ED%84%B0%ED%95%98%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;차속 필터하기&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%B0%A8%EC%86%8D-%ED%95%84%ED%84%B0%ED%95%98%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=5b356724&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[18]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# 저역통과 필터
b_vs, a_vs = butter(N=2, Wn=0.8 / (fs / 2), btype='low')
df['vs_filt'] = filtfilt(b_vs, a_vs, df['vs'].to_numpy())
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=eb62f77a&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# vs와 vs_filt를 그래프로 비교한다.
px.line(
    df,
    x=df.index,
    y=['vs', 'vs_filt'],
    title='Vehicle Speed: Raw vs Filtered',
    labels={'value': 'Speed (km/h)', 'ts': 'Time'},
    width=1000,
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=04ef7802&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---vs_filt&quot; data-ke-size=&quot;size23&quot;&gt;발견 - vs_filt&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---vs_filt&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;확대하면 아래 그림과 같다.&lt;br /&gt;&lt;img src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA80AAAInCAIAAAAtfCzyAAAQAElEQVR4AezdCVxU5d4H8IdFWZWdQXFBUVwQXBITSnPFytS8V3Mtl/RqWZp5c63b7ZZbvWpWpl7L9Lpni0uW4ZqWqJgLSCaKIgKyyKYwgLK8v8PBaQRknRlm+fl5ODznOc95zvN8zzD+55kzZ8yL+I8CFKAABShAAQpQgAIU0LSAueA/ClCAAvolwN5QgAIUoAAFjEGAcbYxnEWOgQIUoAAFKEABbQqwbQrURIBxdk3UuA8FKEABClCAAhSgAAUqFmCcXbEPt9ZOgHtTgAIUoAAFKEABUxVgnG2qZ57jpgAFKGCaAhw1BShAAV0JMM7WlTSPQwEKUIACFKAABShgSgJVjbNNyYRjpQAFKEABClCAAhSgQG0FGGfXVpD7U4ACdSXA41KAAhSgAAX0WYBxtj6fHfaNAhSgAAUoQAFDEmBfKaAuwDhbXYN5ClCAAhSgAAUoQAEKaEaAcbZmHNlK7QS4NwUoQAEKUIACFDA2AX2Ps7/cvi9w8KuRUTG1hEcLaAet1bIdPdk9JTXj6TFvGc1wtKcqQ81fsk57h6hKy3I3eL6qYsU6FNAbAXaEAhSgQG0FtBtnI75BdIsYt2w3EXM8alPZyhWUVHCICvaqwSZlTu7EN5f69h6nSoh0ET/VoKk63AXsqv7LGUMcxdET5+TOl1pidLDFEuWog3yphIciHnWoUKqcqxSgAAUoQAEKUEDjApqOsx/u4Ji/9UfBybORWKonxKy/nb7YrlXzFk091Mv1No/4rO+IN9G9sB/XRh7ZiHT0m5VYHTxhPjYhY0CpYQO7r9e+hyEgYTiNFa6GOAqAr1r4Boagnl4eORDlTBSgAAUoQAEKUEAfBLQbZyOMRjCNkBqBtfpor99MvHT1xhPdOtjaWKuX1yC/aO7k0D2f+/p41WDfqu+y5bsDDg3sli6Youqwm4vj/i0fvTFpWNUb0cOaGM6sqSPQMQwQS+NIiLYRfPcK6mwcw+EoNCDAJihAAQpQgAJ1IaDdOBthHILpU+f+OH3ukvroMMONsHVw/yfkwpTiq43xXr+cjp44J5erlkrlX9dslLrOYf6SdaVKvty+T25HXpZtTW620oPK1bDEi4TE5DTM+9rZln5VMGJwHznEl1tDZ3A4+bhYoifYXT2hBOVymvjmUrRcs61jX/8g8262+r6YVg8c/GrZNtXrVCUvD0TuobzEoOQd0Vu0j4SMXILh4KA4tLyKDFZRKK+qL+VmVU3Jm0oVqtPh0FiVq1V3iQ6gG+hMqR1RMumfH965m7187ddoH0nVH4wI40KJnNCCal/k5dZQWd6q6hg2ySVYYnc0otoLGfWtZc8XKjBRgAIUoIDpCnDkpiGg3TgbhgimmzZ2Dzl2Bnk5IbraufdoFz8fTAmjBFFLr2Ezhg/qhTlIpK/XvjdvyTrEKNgkJwRG0//1CaZdsVW+zmHOwrWlYhq5JgoR7qDxo9+sRGUktHbi99JXraBypQdFHVXCqwUPd2e8Wti2+5CqsNzM7p9/xUhxXCQc+out+1QDKds3tPm3Se9AA01VvBUVEOShNbSJlpGW//s1FGokpdxOh3Bwz66q1vCKQgWIzNmIKBwdW+GAV00JSbezlblYRZ/xTgX2xasmrCKhKSy7d/HFslTCucYpPnLiXKTaR1ojL1+/mZAsHxpnZNqCj1WXgrw55QU8DNQrl2qwBqt4RfTF/81u2MAOjcMQCW+GoB0cpe+IN3E6UIKEIeMhJA8ZW5EwxhemvIt+YisSZsox9lKPNOyuOpvYBbtr6XyhcSYKUIACFKAABQxCQOtxNgIshNSI1eSAEijq0RXilf99EzJkwJN4rx+bkBAM9Q7qjEBHVR+BEcIjlGMrQr2XhgVfunrj+s1ErJZKiIOxadm703BQeRP2mv/6WDmvWlbloKrKcubtGS8+3rm9ah603PlL1MRA5NANeRxafSCY0S/VtzF/64856T0HfkPlirciEESEunjuZLSJykjuLo54QwAZVcKm0D2fr18+B0SqwkozQF6yaiuG1q1zO7ky6NAIlqpVxMeq04cYGn3GGcRWnIL4xJR+PR5DtA1SlETHJrR79DX32Bd1VEE58nhN8njn9t2KD408Xo/5tmmBciQ8Hj75z3RkSiX1VcTlOBGqhNBWfWvV81u+O4Bu4xTLu2DsGDLAwS6X4BGIVzgIr+VVLGt/vtAIEwUoQAEKUIACxi2g9TgbfJgIxLSlHJxhVT2iQqyG6BMVUK5KWEUwl5yaoSoplcH8ojx1Wqo8OqaiOE9VuQYHRfCK6BNzmZgKldvB9HbAs1MwqSmHmHJhqaW3V2PVQDBqBHMt1D73iTxK0GfsVfFWOTZ1c3VCzdon6GF2Vg5PB0+Yj5clGBoGqN4yYla5ApZ4daHaJMf3iKdRgl55eriN/Vswom2QwgEBN6Z1SzWFmnLCKwH1Fx6IYhHLYoJcrg8rPEjU36kI6NQWu8j7lrtUTX7jvCCpXuGUW/lRhXilgVcRqm7I1eSXBOU+xuQKujxf8hG5pAAF9FaAHaMABSjwKAFdxNmYpMRUJUITdEIOazBfiFlDabX4ooVSE5NYxabqJsR5iclpVdkL8RNiTRwFQaQqYbUq+2KeFSGdnBBzI9rGJPqjdvRu1ljeJPcNlRGaq46IPEpQoeKtqIBYHLPXiHGRr32SZ2cxBMzRorVla3agA8jICeFv4OBXEXoefXDtDYYpb8ISZw3vTiCexnnEEuGpbxsvRNuIubOVuQlJt/EaCdUelbAVwbT8igu7YFCDH1yjD1gcCCBgkYlUl9w8qjWNlOPlHF4L4bWEfFB5idcheIQ8qn1w4ZGm3lXshW6jRN5Fs+dLbpNLClCAAhSgAAUMTkAXcbYcnGHyEjEcYiyENd27lFzCizlahH2lJiYRAobuqfYtRDAtisnUqpwATR0UMSJePyCoetRB5XlfbJX79njn9mEPbguIMcoJs7AVb8XumOvFUuMJs8WL505GdPjagpWIHeX2txTfWWXTJwtw1uSSUkt0BvE0ziOmsTHvi84j2kbMffr8JZxZ2Jaqr77arXO7xzu3xysuhOk71a7Rl+sg1JZNoIRqiH2PlvlErFxTg0u8ekG4jxBfPrT6stcj7liCIeORhh6in+r1kcfZRN9AhCUTBShAAQpQgAImLqCLOBvEY4pvpH3o+O//+yakndolvHKUg8ALdWqfEN9cevjSbYSPO/YcLtVydQ+KRj758lssS7WTnJqByBIHLVWuWkUIrhosqpXqm6oaMpVsbdZYNQ2MyhpMCCURYiLU/mDlJjSLMWKmtrHCteydVbBVToitMepVG3ZhGrtF8WUwKEHMHfJLmGqwcs2yS0SoCMrximvbrkNoRH5UyNVwmnB0OY9qs6aOwAsw1QsVubz2S/nUq7eDkWK8eJ2gOrr61kfl6+p8Pao/LNeQAJuhAAUoQAEKaFJAR3E2AjIEYWs370FIh0gLgZQ8CEyazp02evfPv85fsk4uwRKTnRPfXIol8tVKo4b0xVFmvbdK3heRE2ZqL/wRXaqRGhz0fOTVgGenqF/JgLn5Sf/8EIfDQUu1L6+iMsb10rBgebCohsrYBTvKFbBEHSRkKt7arXgaGC9RMCJUxnLOwrWIvJFXJTQbWKP7+mEWeciAJ9FV9ARdxdlRfz2AQswrq46CjHwq/7gSg5qoL5cg5j54/HdVCQoflfAmAOaP8UiABppSVcNpUr9fx8mz0l1iEMGrKmgkUzaqxhAQ02PIeKgAVj4KMjP+9QlI5dWyy9qfr7JtsoQCFKAABShQRoAFhi2gozgb0QyCMFBhkrJU8IQp1aPfrDwbEeXbe5yceg2bgcqIhlG/WglHWb98Thc/H7SAphAZY3fVfSSQV6VqHVRuFsEoIk40K6cXpry7eO5kHA5bVc0iWpW3Yinf1g0HkreiGipPGj0QO2KrnHbuPYq4ExUq3frZwhmohhFhx74j3kT43rSxO0o0kkD0ePHdVPBqB2G3eifRPia8sVQldNXD3Vn9PKIE5wsVVNejI/+ohNOKE4StGAJ2REZO6APmleUThzFCZs9Xi3w1/fVDOOLSBVMSkm7Lkhgvjo6jHNqxHBm5EEdHxs7WBuUoLDehnYrPplbPV7ldYiEFKEABClCAAvomoKM4G8NGABd5ZGO5F14j9tq/5SNsVSVUxi5IyJTaBZErqmGJrUiL5k7GvmgBeTmhBBXkhGAIIRHKETOhHbSGvJywC3aUq8lL9a1yHfWlerNyfVUfVNUQi8ubsMThcFDVJjmDQ2CTKqED6Ia8CcsKtmIUGIu8I1rGobEv6mMvOeFYKEcd1JRLyl1iF1RDZfWt2AU7onGMEeWog7yckEfCsdT7iWqlGkEd1EevsHulCbuXrazqAzYhlTpiqTZxINTBslS5vIrOhO4pub4f3UZTOKK8CUu5BLsjqcpLHV19k3pr2F09YRNqqhIOhMblCuoNwgpdxVbUl7dySQEKUIACFKCAKQjoLs42BU2OkQIUoAAFKFC+AEspQAHTE2CcbXrnnCOmAAUoQAEKUIACFNC+gL7H2doX0MwR3Fwc92/5SHUdgmYaZSsUoAAFKEABClCAAgYrwDjbYE8dO04BCtSRAA9LAQpQgAIUqIoA4+yqKLEOBShAAQpQgAIU0F8B9kw/BRhn6+d5Ya8oQAEKUIACFKAABQxbgHG2YZ8/9r52AtybAhSgAAUoQAEKaEuAcba2ZNkuBShAAQpQoPoC3IMCFDAeAcbZxnMuORIKUIACFKAABShAAf0RMJY4W39E2RMKUIACFKAABShAAQoIwTibjwIKUIAC2hFgqxSgAAUoYNoCjLNN+/xz9BSgAAUoQAEKmI4AR6pbAcbZuvXm0ShAAQpQgAIUoAAFTEOAcbZpnGeOsnYC3JsCFKAABShAAQpUV4BxdnXFWJ8CFKAABShQ9wLsAQUooP8CjLP1/xyxhxSgAAUoQAEKUIAChidganG24Z0h9pgCFKAABShAAQpQwBAFGGcb4lljnylAAWMS4FgoQAEKUMA4BRhnG+d55agoQAEKUIACFKBATQW4n2YEGGdrxpGtUIACFKAABShAAQpQQF2Acba6BvMUqJ0A96YABShAAQpQgAIPBBhnP5DgbwpQgAIUoIDxCXBEFKBA3Qkwzq47ex6ZAhSgAAUoQAEKUMB4BRhnl39uWUoBClCAAhSgAAUoQIHaCDDOro0e96UABSigOwEeiQIUoAAFDEuAcbZhnS/2lgIUoAAFKEABCuiLAPtRsQDj7Ip9uJUCFKAABShAAQpQgAI1EWCcXRM17kOB2glwbwpQgAIUoAAFjF+Acbbxn2OOkAIUoAAFKFCZALdTgAKaF2CcrXlTtkgBClCAAhSgAAUoQAHG2bV7DHBvClCAAhSgAAUoQAEKlCfAOLs8FZZRgAIUMFwB9pwCFKAABfRDgHG2fpwH9oICFKAABShAAQoYq4CpjotxtqmeeY6bAhSgAAUoQAEKUECbryohbQAAEABJREFUAoyztanLtilQOwHuTQEKUIACFKCA4Qowzjbcc8eeU4ACFKAABXQtwONRgAJVF2CcXXUr1qQABShAAQpQgAIUoEBVBRhnV1WqdvW4NwUoQAEKUIACFKCAaQkwzjat883RUoACFHggwN8UoAAFKKBdAcbZ2vVl6xSgAAUoQAEKUIACVRMwtlqMs43tjHI8FKAABShAAQpQgAL6IMA4Wx/OAvtAgdoJcG8KUIACFKAABfRPgHG2/p0T9ogCFKAABShg6ALsPwUoIATjbD4KKEABClCAAhSgAAUooHkBxtmaN61Ni9yXAhSgAAUoQAEKUMA4BBhnG8d55CgoQAEKaEuA7VKAAhSgQM0EGGfXzI17UYACFKAABShAAQrUjYChHJVxtqGcKfaTAhSgAAUoQAEKUMCQBBhnG9LZYl8pUDsB7k0BClCAAhSggO4EDDXOTkhVlkowK1XCVQiQBQhlE1nKmqCELEAolWhSCkReJYvsUGpJllIg8mplLKX/N5f3MvqlgbKg20zVEjDUOLtag2RlClCAAhSgAAUoQAEK6FiAcbaOwTV0ODZDAQpQgAIUoAAFKKDfAoyz9fv8sHcUoAAFDEWA/aQABShAgYcFGGc/7ME1ClCAAhSgAAUoQAHjEKjrUTDOruszwONTgAIUoAAFKEABChijAONsYzyrHBMFaifAvSlAAQpQgAIUqL0A4+zaG7IFClCAAhSgAAW0K8DWKVAFgTOze4+bfaK8iifW+PZec6y8LVotY5ytVV42TgEKUIACFKAABShQawEpUJ63Ib7W7ei2AcbZuvXW9dF4PApQgAIUoAAFKGD4AkFTI48sHu9pYANhnG1gJ4zdpQAFKGDgAuw+BShgagJlLueQJqeLr+KI3zOs9zjfB2nY9oQSGrnCg61SuVxSsllqULWX7+IzJcUlv/7aKu1YUljq1191fCfviSu1UXOrjLM1Z8mWKEABClCAAhSgAAVKC3R9Lljs++WvaPjYL6EiuGtPuVrw65FHNkpp89/F2nlqV1eHvvJv8XHxpm9GNpbr/rVs9fefizdFHnl9YMin6vH0vgVnnpM3lW5QtTeC7E/FwuKDHtm4uuW3AyZrK9RmnK1CZ4YCFKAABShAAQpQQPMCPZ8KFCHfPri6+swPIY3feqmrdBjPwd/MK85gxXPw9GBxLfbBlLYIXL1ucBOUl5O6fvjXpq7TpzS+dF21lxi4cGpJBF/coHp8L7cUt/3bfcGvfxgkr4meL/293dXQg9q58ptxdokyf1GAAtUW4A4UoAAFKECBqggEDX6rVcIPx6VoWApzWwX2U11pLV0QUnLpyCshQj1irqjhB5eU+PYeN2BtgriWEFde7ZYtGpfddA1Becin2LEkjf32Unn7aqSMcbZGGNkIBShAAQpQgAJ6IMAu6KlA4359G186dCZOJBw8lNCub1d5ovrY4nG+C268tfnBJRzBVep93PZ5vmO/bfngwo+fp5S5qqTSZlQXq8hXmGjtE5aMsys9FaxAAQpQgAIUoAAFKFArgSY9AqXLM06c+eFq4+d6yJFxwrVrYuDCat9FBBPS7aYsVl34UUG3UFO0bCzH9Kpq5U5yq7ZqNsM4W7Oehtoa+00BClCAAhSgAAW0KCBdLZ3w0YJvLwX/Xf32fH9dP31izSshVT1+8dR4ceX4PW+slS5HKV55eCE1+OBCcLUtxRH/twP+uktJwobJxTc/UaujqSzj7GpLXvxTHPyl2ntxBwpQgAIUqJYAK1OAAkYmIH0aUoiBTz344KNoPH6ddLeQkuukf+m6umrXjfSct/gt8e0A+W6A/xbTH75uZN+Ckqu9i69IKW+y3HPwN8V3KSk5bu95H7V8cPMTTYszzq6e6PVYseN78csJcSupejuyNgUoQAEKUIACFDBpAem7ZjY+fL1H1w9LrpDeGDmva8950lIikmo+uG2ItC7EQyUI0Esu6Y5cN7jnyMVYFl8cotaa1KxakP3Q7mjx4Zqqe55gS4WpuhsZZ1dV7Ga8OHxcfPeD8LwX7ZyfFBNb1R1ZjwIUoAAFKEABClDABAUYZ1f1pJ/6XaSEnHg1cvzMW9Pnx0/suHfO/YjwoiKhzKlqC6xHAVMV4LgpQAEKUIACpijAOLuSs558W3z2hbhxU7j/eWB8ykLngpRCZ/ccM1uX5IsNV807O2fNx8uzvt9XSSPcTAEKUIACFKCAPgmwLxTQhQDj7EqUfz8vklLE2cNJPa//F1XvDxydt+irn5/76pj7KETbT97ZOzPhNbPYaGxCys8XEX/gNxMFKEABClCAAhSggKkLMM6u5BGQkytsCrOePj3HpkgZ0WRQ/qAx2GHAQPub3cau8ViSZuGGGe5RF6ZbHNqVnilW/ld8vVtci0EVI00cFgUoQAEKUIACFKBA1QQYZ1filJgsgjM2I5hGSH3MY6yqdjsfEV/fe0XjzxB8o7D+znVFi2abp0p3ITl/EQVMFKAABSigEwEehAIUoIC+CjDOruTMOCeG97i7F5V2uL7p6GGPjJxaNBNW9UUzH/vwTlNXKxYjCvfMjJyaOMc5PwmhuVyHSwpQgAIUoAAFKEABkxN4MGDG2Q8kyvudmyt6Jm3GluMNBkVb+zs5IluSrK3F3BlizDDRSCGwaY3HUoTamPbun7H5VpJIzyypxl8UoAAFKEABClCAAqYpwDi7ovNud+6gd16k0s79ir90xYi760OVLS2FmZno1EF4uAsrTwVC7bvWbgHZhwOyQhKl60ceqswVClCgUgFWoAAFKEABChiTAOPsR55NM2V2va+le4xc8Rs19AX74N6ifZtyKtvYiGkvi1cniimzFFYjpHC8f8ZWXjpSjhSLKEABClCAAoYmwP5SoDYCjLMfqWdxeJdZTna0lW+8d7C1lejRXZq9fmRtIWxtRUFgv0Jnd+eCFNuYCxXU5CYKUIACFKAABShAAaMXYJxd/ik2S02q98NWbDumGBsYgN9VTfKN/1olHKzqDsZZj6OiAAUoQAEKUIACdSQQv2dY73kb4h8c/cQa395rjmFNKh/n27s4LT6DAm0nxtnlCBcVifurl2PD8QaDFD38ra2RrWoq9PFD1SbXDiNSR4aJAhSgAAX0Q4C9oAAF6ljgwh8FWko34gofGpvn4OnBCT8cT5ALj/0S2m7K4J4iYcO/v225cGPkEaTFb4mEOHmzNpeMs0vrJiaL1D0HGsRdzDGzveI/tneP0hUqXi9yUWS1eRx1zKMisGSiAAUoQAEKUIACFIDA7pD7n6zP00ZC46VSz6cCLx06UxxJn/khpPFzPRoLkfDHVXEtVg6+G4+fN7hJqX20sFpZnK2FQ+pzk7m5YsOX2a77pY8/3hn8j6cH/3XD7Kp3O61FICpbnOClI2BgogAFKEABClCAApKAY0Ozju0ttJGk1kv9BHUdeDX0YLwQJ87saxXYzxObu364+e9i7Tz5upHZJ1Ci9cQ4+yHi3DzxRMb3NkXKzMYdGj7T38nhoa1VXKn3eHGcfSWCl45UUYzVKFA9AdamAAUoQAEDFJg+0UpLqXmTsgFt1+eKLx059kvowAmDS6auPQd/I100sjFyYeC+BcVXbGuZsWy3tHxA/W4+Nz6px53d6GO94dId+pCpQXJsZB/n0Q078tIRIDBRgAIUoAAFjF+AI9Q/gZ4v/V0c+vSTkMDnguTOnZmtk88+ygeTl4yzZQdpeeyEuLdjMyaz87v3M2snfZxRKq3RT3Zb6ZTy0pEa4XEnClCAAhSgAAUoUGsBz67PiYRLwV17lrTUuP21T+WLRnwX3Hhr89QH5SWbtfGLcXaJam6uiPw1qU3SYaxHtBmNZW1SYSdeOlIlP1aiAAUoQAEKUIAC2hFoPH7dxsh5XR80XrwqXzdyZPF46YrtB1u09ptxdgntrWTRIfUAVsLs+hS5KJCpTfLwskc7aIGXjgCBiQIUoIABCbCrFKAABTQlwDi7RDLmzyz5yuxfGz7fqLZhtrC2FtltpSlty0PS1d4lx+AvClCAAhSgAAUoQAGTETDX0EgNvhnXM7tsipTRVr4JVt7WVhoYTmGnoDQLN/O4a7zriAY02QQFKEABClCAAhQwNAHG2dIZO3JceN4KRa5g8Nixw6XZaORrmTwUItpa+jCl5d6ttWyKu1OAAjUS4E4UoAAFKECBuhRgnC3p3wkL97wfU2Rj17Svv4+3VFL7nxbNxJVG/dDOnbAL6Zn4zUQBClCAAhSggIkLcPimJcA4W+TmYjJb+lKg/L5DNHvyn5vRsdDZ3bkgxfKE9AlLzTbO1ihAAQpQgAIUoAAF9FmAcba4Hiu6Zh3CSSr08cdSg6lePZE/aAwatDvH72AHQy0Sd6UABShAAQpQgAKGJsA4W5hHhdsUKYtcFIU+0uXUmj2DhR0D0yzc7GIvnt4aHhOr2bbZGgUoQAEK1J0Aj0wBClCgMgHG2cLlevFFI4F9K7OqyfYiW7u4ltJV2k1ObT50vCYtcB8KUIACFKAABShAAd0KJGyYPE768sjJe75bPM5X/sL2E2t8e685Vp1+6DrOrk7fdFE3N1e4/iFdNFIQKEXD2jjkRdf+mNL2zou0iLqAw2njEGyTAhSgAAUoQAEKUEBTAnHbP/1I/P3nIxsj1w12LafRM7N7j5stzdOWs029yNTjbNvYCJsiZYGPX1GtvwNSnVU9b+2pOGMnTZaPuL3iOi8dUadhngL6IcBeUIACFKAABdQFrl1PEC0bNyku6jlvY+S8rsXZai9MPc62OC/dNlvZTPNXZqtOhaODCHF6EVPazgUpdmd54xEVDDMUoAAFKEABCpQvwNJaCcTvGdZ73ob4B22orveQyouvBun94FKQB1XUfx9bPO6VECFCPvXtPW7Y9gSsllw38qDSscWf7hNi3wKpKVR4UFzOb32JsyOjYgIHv4rxqNLEWUuVObno8pfbf5QLVSUo1EgyU2ZbhEp3Asnuoq2LRtBPDwUW4oDjaPxqHb6VXw8JByYKUIACFKAABUxN4P7voVpKBdeiHsL0HDw9OOGH4wly4bFfQttNGdxTJGz497ctF26MPIK0+C2RECdvLrPEBPbqYCGCX0fNb0Y2LrNd9Jz3+kAhBhY3VW4F1S76Emf7+niF7vkc45HTkAFPPhHgZ2tjffTEuZ17jxz9ZiXKPdycP1i5SdX12mfM4q6Z5WTHO3SwalwcC9e+xfJaaNJI1LMUBUHB2a4tzNOSk7d8n5peXj2WaUCATVCAAhSgAAUooKcCOV9vyFoyXxup7IB7PhV46dCZ4kj6zA8hjZ/rgXA54Y+r4lqsHHw3Hj9vsHxZSNl9NViiL3G2+pAwt331etzg/kEoDDl2Zvig3m4ujsgH9+x6NiIqJTUDeY0kyx+2oJ1Ur+7W1vitrVSvnnh7lhg6UJx+8h0co9kfeyN+SUKGiQIUoAAFTECAQ6QABUoEzJ1d63UNqvdYoLRERpWqUoLKqPaIVHIA9V9BXQdeDT0YLxcNoQMAABAASURBVMSJM/taBfbzxLauH27+u1g7T75KoiqfYsQ+tUz6GGdv+e7AgN6PI7ZW5uQmpqSpRujm6oR8sobibOmikagINJjdpT+WWk3mxcxd+ylut5c+ENkqfPMPIeL+fa0ek41TgAIUoAAFKEABPRKwn7NQSnMXSUs5Ly+rUoKaqPaIZNHSp8w4uz5XfOnIsV9CB054MHXtOfibIxsjkRYG7ltQvTv0lWm/SgXFAWCVauqoUslkdvFktnxI72aN5Iz6srGLbamEraVKKl51DN2HXaKtfL3buFRcU1NbmylsvadNwkFbJxy+ciop6kp9TbVcQTs4XAVbTXYTWco99WQpy0KTsiYoIQsQyiaylDVBCVmAUDYZKAu6bUCp50t/F4c+/SQk8DnpCgl0/Mxs+TbYyNY2NW7fSnUJSkVt6VecjQnsZWt3yJPZql5Hx95S5VWZhFRlqYRNpUoqWD0ZmpLzwzfYJcRxbD3rvApqanZTokXD/O7SZy77Z2yOTbin2cbLbQ1jLLfcxAvJUu4DgCxlWR4yKfO0U7a+iZSQpdwTTRaylCtQbqGBPlrQbUNKnl2fEwmXgrv2LOl04/bXpFuISNeNLLjx1uapD8pLNlfnV+PxEwIvFV+CYhj3G5HHdvrcpYTE2/KV2SixtbH2cHNGRk4pt6XPD7oXX6stl9RsGZcgbnz5vVlONiazlc39tXpxdtke5g+SbjzinRuRG8+rtMvysIQCFKAABShAgSoLsGJFAo3Hr1O/9XXx6pHi60aOLB4vXbH9yJ17qt0z+6980NTIIw+icykvNfVNeTckUbWrR/PZmMz+37chqk89yl0M7tl1594j8mcfQ46d6eLn41brOPv4oawed3ajfUxmt2iG3zpNRS6KgtZ+0r20b1zQ6YF5MApQgAIUoAAFKECBBwJx20s+EynNcPeWboZdnFG78faDmjX+rUdx9rbdh9Uns+Uh9QrqjMi717AZGHliStrbM16Uy2u8TM8U3S6ttSlSYjI73tG/e0CNW6r5jgVB0qUjPZK25uaKwqKat8M9ayzAHSlAAQpQgAIUMHGBJiMXS5+JLJnhliani1crmequFpoexdkvj3x2/5aPyk5Xo7x42BvXL5tja1OrO/AhyP55VXiHtMMFVnZfu83q20M4OVSLSzOVCwL7FTq7Y0r7p1UXFq8QRQy1NePKVihAAQoYsAC7TgEKGJ+AHsXZOsA9+UvWkPjlOFDB4NFvvK3o3hXZuknylHbrhIO5eSLzTt30gUelAAUoQAEKUIACFNCegKHH2dWQyc0Vbsc3Yxa5wMevoO/z1dhTC1UxpY1WA7IPO+fz05CQYKIABShAAQpQgALGJmBCcXbS79E97u7FCcx/bgyWdZukT0N27I4+eOfy05BgYKKAMQlwLBSgAAUoQAFJwITi7Nan1mHE+X2GFPr4IVPnCT1BH/pnbL2VKJCQZ6IABShAAQpQgAJaEGCTdSNgKnG2xflQi6iIIhs7fZjMlk91YRt/+dOQVzcd+Pwr8fl6ERomb+GSAhSgAAUoQAEKUMDgBUwizjZTZlt+/V+cq6z+o4ts7ZDRk3TVfxR60i99i3N+0q0k8eNBcS4CBUx6I8COUIACFKAABShAgZoKGH+c/UOI+O2D783TkuMdOuT3qeOPP5Y6TWH2wWF2fZwLUt7ImPukQzi2Hj6OxV8p+rrY9aMoKPyrhDkKUIACFDBpAQ6eAhQwHAEjj7Nzc0VURFZQuvTtjxE+o61rdfdtzZ9VJ0exx3lKfD0v2+zk58PnvZI42zw16XqsUP37+Yj4/YKIuqoqYIYCFKAABShAAQpQwDAEjDzOvpUseiZutilSRlv5Fvp01MNzkmNuv6LxqmPuo4ps7LzzImcmvHb/5AlVP9MzpWxisrTkDwUoQAEKUIACFKCAAQkYeZydGZ0o38tvh+ssr+b6e17C24zNW/hVQcdAmyJlx8ML6xVfTZ6RKTAfj07f4i22ocBEAaMT4IAoQAEKUMC4BYw8zvY/L3388bxDn3qNFS2a6d2pdHQo6ZKTgyiytbv3ytun205CkeXh3fWXz808LV2xjVUE3FgyUYACFKAABShAAa0KsHHNChhznG0eFWF3+VSRjV3bd6e+9rJm3bTVWn7foasVi9Ms3CyiItp+O29mwrSArJBy57ML+eFIbZ0EtksBClCAAhSgAAU0IGCccXZsnFj3P1H43WYIXW01GFPFyOhhsrYq6ZTNgw9odvYTPgP9t3X+LMRhVI6Zref9mBGpKxFth/8U/eeVksr4lXBLvLtUrN8i5Au4CwpFtea8L0WJb/eKg0fREpNGBNgIBShAAQpQgAIUKC1gnHF25J8i60aSTcxFhKpZTw4tPWi9WVfd/0SVQdeCuomhw+1PNx/7TrOdu/wWFzq7e96PeXz39Kz/rslNz0IFpP2HhU1h1vVYKdTG6q59YtnnIjUN2coTZse/2yfOXxS/hJaE6djn8lWBCfLbaeLnI+L+fRQwUYACFKCAQQuw8xSgQN0LGGecjVne/hnSZHaY2xCvNnr0xTRVPOFODmLay6JvTxH8qv/llz493mAQduxxd6/TvBFFb79m9cHrE38d/v7NEf93Y+Coy7Pzv9mcdCMbFX45gUVF6Vy4+OqTpNQPl715dTz2fT92eMPty/Mvhp8/nb15p3Sj7j0/iV9PijPnK2qE2yhAAQpQgAIUoAAFqiJgnHF2xq2sgOzDGH+cdz/1qWKUVJLqaLPqA5Gq41tbiV5PCDMz4dDIfrfz1NWKxdFWvthqe/u6edw1myIl8kjeeZENDm57NXJ8cMbmxJiS2W6Ul5su/Bg98vIcyDgXpKACGrE/d6jBZ/M6fTV+SNqaG+dKbt2dm4eNTBSgAAUoQAEKUIACtRIwzjjb7+YuqFy06RbQ3wMZvU2Yt660b6jTqoWItfdf7fHhwtY7vmr7yYpGnyCT/vG+3OVf7/KT4m9EzMGZiLYnZG3ZbKbMjo0TybelhgsKxKZv78UlSHmLQ7teiZmOCLuwScusOZ8mLN23yHP9bqdJCN+xOybLZya8FpAVgqq3eBtBKDBRQH8E2BMKUIACFDBMASOMs3PTs3rckb4A0mvS0CaNDeO0YPa6go6OfUHMmSEmjBZ/f8F+wATvO87erXztra1Fka2de08p/sZsd7yDL8Jlt+PbrBZMuPHp5n1bky5FSRdbHw3NP7U/qd6GFfV3rsMh7vYblff2pxYtWiJ8f3qE4s8WQxG+I3CPa9EHu49IXdlBeSInFxWZKEABClCAAhSgwCMEWFw1ASOMs+3PHkLImN2sg4Wvf9UQ6qyWKrxG0FxBJyzMhVV90bK5aN5UID5+63Ux+OmS6p39hKODiLb2T5r0YcwYaW7bLCdbmtv+Y2K7FcO77572SuLssacnWp48iB0we323/1hk5NTOR/i1l7Lx9b3tZsy6P3A0VkbcXnEvvpIJ7YuXxEefiWwlqjNRgAIUoAAFKEABCpQvYIRxtvmFUIz1aqshWOp5UoXXqoC7Kh02e7jSxDGi/1OibWtR399/W5sPVysWX3TpU2RjhxcbnvdjvPMiUT3Mrs8iz/VZTwxFmI5VVfJtK2XbtBLoSf6gMfl9hmCv8TfmSKXFP0d/E2fOFefUFuF/iDt3xemzakXMVk2AtShAAQpQgAIUMB0BY4uzzaMiLKIicsxslc31fTJb/UGmun+2emEV8widewYJBN/IjBshOg7zd3hzVu6KrzPeWf9lk0VbvBe/03THMd9ZXl0UA/uXbtLdVQwbLFTl+c+NKXR2dy5Iqff1f1E1I1McOiZ27//r9n8oREosnu++dgNZJgpQgAIUMGwB9p4CFNCegLHF2RbnpcnsMLchbTvaa09Nb1t2dRGd/QSW6KGVp2L02x2DxgTkmNt39BVDBworKxSXTtjk5FhSWGRrt73NErxKsTy8O+u/a04ek25ggqnu8+ElFeRfOcU3JImJlde4pAAFKEABClCAAhQoR8Co4uzc9CyLUOlC5Kwnn0d0WM5wNVaksYYG9BYBnYSjg8YaLNVQFz+LOdPFE4+XKn7kapGLYo/zZGx2O7v36R8nBGdsNlNmnY34a0obk9y5Dz4oeZ2hNqSYKEABClCAAhSgQHkCxhNnK3OKwtceMMvJzm7WIbCnwUxmP9ldDH6mvDOjuTJ7u2q0hbntMPvg1YrF8fW8bIqUwZnb5sdN6HZj8097pLltNHQrSTjnJ3VQnvDODf/zfEkhypkoQIG6FuDxKUABClBAvwSMJ85ev+Nek1vSRSOWw8YaymS2fj0Winvj4S79irb2X91yFaJt+e7aiLZHn5iQ/81mvF3gc2T5/PiJ41MWvpI075mfJlgckm5VLu3DHwpQgAIUoAAFKPCQgKmvGEmcnZEp7pw5550XWWRjV9Skpamf1VqMX/USxclB9P2Hf96sD/PeXFLg44e57QYHt9XfuML+3CE0n92mu1xYf+e6ehtXmCmzUchEAQpQgAIUoAAFKKASMJI4Oz1DdFCewKgKAvsV2VbnOgnsw6QmgPBaXsPEdlNP0aKZKPTxu/PqEsxth9n1uWjTbbfTpEWe62/8/Z17by6J6vWG9KHJ0IO5c6b9+nV0bq748FNx4Be5AS5rIcBdKUABClCAAhQwfAFjiLOXrxZ7vsvumnUIp6OgUyCWTDUWUH0i0+nBTUjQFCa5lc39d7jO2uD+7vGGQx1aKhB/o7zpyP5HB3yWZuHmeD+l/+Hptz9dk38nK1y6YTc2MlGAAhSggBEJcCgUoED1BQw+zs7IFJjM9ki7YFOkLPDxw+Rr9RG4x0MC8pS2KuCWt8mBNQLu+vUeuntJ8y6KFY0/O95gEKq1jt4rf2gyIzop5iYKpHQ8VHy+XuQXSHn+UIACFKAABShAAdMRMPg4O6f4HnM97kifxkv16q5vZ84Q+9O4kdTrZp7SUvUT0EXKBnQS7/xTtGkl5eUfxN+PBdrH9Zn6/eOfqD402eijifX/b7Zy966kM9EhR8WtJBHxh1ydSwpQgAIUoAAFKGAqAgYfZ2M+26YwyzsvMsfM9qJrP1M5b9ocZ7+e4vmBwsX5oWO4Oou3Z4ng3g8VyisD+ojnnxFPT/BOmfxh0sTFmNvGucAZcflpndcX09+PHR6csfkS7wAoY3FJAT0QYBcoQAEKUEA3AgYfZ+fmCXky+4x9X2sng7lttm7Obs2O4uoiHvMvZ1er+uUUqhd17CAadvOPfWrqoiZf7XB5Qw64bYpvwj36xITc0NBzEeLOXfU9mKcABShAAQpQgALCWAkMPs7GfHaPO7txei7aBmHJVOcCQ54VT/S2f+Kf/e8OmXrr3zvz3lyS6t4B0bbTxg8K/rdmxxZ+tU2dnyJ2gAIUoAAFKEABXQgYfJztnCh9AjLayjfa2r/UR/d04cdjlBGwMBdPBQkXJ9H7SdFIId0W8PLwpbudJuWY2fa4u/fvkXMyopPK7MSCmglwLwpQgAIUoAAib+tuAAAQAElEQVQF9FfAsOPs8D9Em4tboXvRVrqdn3yjDKwy6ZWAVzNxvOHQFY2lOwB63o9RfDnXPO5aQqL4z0fi8lW96ik7QwEKUIACtRTg7hSgwF8Chh1nX98f7pR4EROlZ+z7/zUm5vRMAK9/fLyFmbsi7+3P8M6DeVqy1Qevx234/n6++CFEz/rK7lCAAhSgAAUoQAENCRhwnJ2bKzxvSd8Beca+b4659AlIA75uREOnU2+befEF8cYU4djI/s9hHx4vvtn2UzFfBKdvysgU5yL0ttfsGAUoQAEKUIACFKi5gAHH2SInq2vxd0Cmd5Ams21tzGrOwD11JdCnh4jqPnW30yQcMPjO9h53vr8UhSwTBSigfwLsEQUoQAEK1E7AgONs+9922xQps5t16DHC28xMuLswzq7dY0FXe494XhT2G5ry5CgccEj6F5n8WCQgmChAAQpQgAIUqFTA0CoYapx9LyPL8pB0O78In9HW1mL6ZPH6RCtDwzfR/lpYiKf7CvuxY/P7DAHB+BtzbvEGJIBgogAFKEABClDAuAQMNc4+v/GEWU52tJVvmkdHnBFXF+HYkPPZkDCkdP+FfxQ6uzsXpLgd36zBft/lHbrLaLKAAhSgAAUoQAHdCxhqnO0XtRVYZ+z78bOPcDDcdHnYEnS+wcFtZqmamdPef0h8+Km4GY9WmShAAQpQQH8F2DMKmIKAocbZmARNs3ALsw+2tjKF02S0Y/TqoghzHYTh1V8210yZjQzS/sMi7Bx+1yT9cVnaK+SotOQPBShAAQpQgAIUqEMBQ42zQXbBqR+WXk2xMJ1khCON6j4VL5nM05JTP1q2b1f29Rvit1OiZoFybq5IzxSe96Itoi6cP5W99Vux/XsjFOOQKEABClCAAhQwCAFDjbOLbOz83nh+6nhhY2MQzuzkIwXa+Yg1HksRanveOhV4aPau/0kXkCBiRiq1T1Z2Rd8fefWaWL8yaX7c+Jm3pr+SND/wqxd8Tq659kdWBfcN/H6fWLFaFBaVOg5XKUCBagmwMgUoQAEKlC9gqHF2ft8hdq72no3KHxVLDUgAcXaapaIk1L4fMzVxjnduOPp/KxmLh9KuH8XmnSL59kOFqpUze6JfjXnNuSBFaeceX88L5T3u7kVr506V87nI3DyBOP5suEjLEJevoC4TBShAAQpQgAJGI6AvAzHUODvrCemWcPqiyH7UTqCTn0Covb3N0gIfPwTKryTNG5K2xkyZVVAgDh8X12Ol1hEWX74qZX74WSA+lnJqP3d+OTHy8lybIuXxBoPipn66uuWqRZ7rpTny+zGPn10mtyBXT88Uyz4X0xYoj+2I7nHne6TMi9HyJi4pQAEKUIACFKCABgUMNc4WNvYaVGBTdSsw5Gnx6kQxYbri3ptLTvlMyjGzxVS018oJEYs2p4ScOL3uRNbmzfWXz3k/dvj/3Rg48dfhHl/OvrJsc9LxcATfOTnCcu8WxbaFCLLv9hvl+c+pTVvb939KOLVS2Ly3tNDZvUPOacu9m1QDPBkmzFOTRtxeNiR0+pD0L5B6h0wvXDTn/JFEtKaqZqIZDpsCFKAABShAAc0JGGqcbW2tOQO2VNcClpaikaKkE74zhkaPXBJt5Yu4OTB+2/iUhUhuv26zi72IElTC0jsv0v/KNq8t85zeGOg8c2C9fdJNHo+5j8x/bqzcTrcuYvwoIVwV9199B7v4RGy3OLQLGSTz8yemJs4JyD6M2e787v3C7PogrEfjnb5+/dS6E6jARAEKUIACeiTArlDAkAXMDbnz7LsRClhYCPMW3qs9PlytWIwg+KJNt6w2j4c4jDoVtCDxtU8OTNj3VZf1eVPfzu8zRGnnLo8fQfkOlxm3e75Y9tVXYZOWsT0noVr9nevqbViB9PzVhc4FKfUCnsyesfT++Jlhj81a1OSr216PI3x/OnLh3e92Lf2knOtS0AITBShAAQpQgAIUqJaAebVqs7KhCBh0Px0bSt2/Yee/w3XWBvd377/yr8feHev/UpBDB+8nHxcj/6Eo7BR4/4V/5C/5KuujHZ/12IegPMw+uK2PtFfZH8uBQ3c7SaG25cmDSKhws+so+9nvu/pIU+hjhou3Ztvbzf0XCrHJPWRdUNymcxHIMlGAAhSgAAUoQIFaCTDOrhUfd9aGgJOjeGmECOomtd1IITBLbWsr5Uv91KsnLBrYty8Or1GnRbNS20tWnRzE7a5DMTuOSXGkRZ7r7waPLdkmRP16Au1g9ebjY0MajkQm+M52+z95AQkkmCigYQE2RwEKUMDUBBhnm9oZN4zxtm4pngqSLtru0b2SDnfpKBq5i6HPVlSts5+ItvYPcRyLpLRXlBuRezUTh1xelEPtEbdXfLIo6fTZitrkNgpQgAIUoAAFDF1A2/1nnK1tYbZfQ4H69aWbkPi1r2R3K1R7WbRvU1G1dj5iyDPi+WeFuZno26P8mpj2fne2eOy9F+8GDbYpUk6On7P3Z8ELSMrHYikFKEABClCAAlUQYJxdBSRWMXyBrp3EYx3Fe3NF966PHIyZmbC1Eef9p6RZuDkXpASnb7p+45GVTXsDR08BClCAAhSgQOUCjLMrN2INkxLo4i+uvLAUQw6+sz0vPgkZJgpQgAIU0HsBdpAC+ijAOFsfzwr7VIcC5ubC/ylFfh/pC0efD5/DL6+pw3PBQ1OAAhSgAAUMWoBxtkGfvlp3ng08QiD/uTGFzu7OBSn2B7Y8ogqLKUABClCAAhSgQEUCjLMr0uE2kxUosrWL6zYaw6+3b6tZatKp38W3e7HGRAEKaF+AR6AABShgLAKMs43lTHIcmha43b7/8QaD0Grhorknfkw6f1Fcj8UaEwUoQAEKUIACJiZQ0+Eyzq6pHPczdgFHB7HbeWp8PS/b7OSZCa8FZIXEMM4W/EcBClCAAhSgQFUFGGdXVYr1TE1A/irKNR5Lw+z62BQpR6SutA/ZtPxzcSzU1CRqPl7uSQEKUIACFDBlAcbZpnz2OfZKBDzcRY65/Q7XWb94TULVnsnbA2I2HTgq0jOxxkQBClCAAoYnwB5TQJcCjLN1qc1jGZhAFz9hbS312XPc0NSZnyAXfGd7QFbIkePIMlGAAhSgAAUoQIGKBBhnV6TDbQ8ETPR3Z3/xz2li7DDh2UjYtvG+N3wyIPpnbM28xu+vgQQTBShAAQpQgAIVCTDOrkiH2yhgVV+0aV3CUND3+fzu/ZwLUgJubC4p4i8KUKDOBHhgClCAAvouoF9x9tET53x7j0N6esxbKakZMt78JetQgqReKG/ikgI6FsgfJN1UOyD7cF48p7R1bM/DUYACFKAABfRcoHT39CjORpC9ZNXWo9+sjDyycf+Wj9xcHNHZL7f/mJiSFvbjWhQOH9R7zqK1ypxclDNRoE4EilwUUX4jceiGX32AJRMFKEABClCAAhR4lIC+xNmYvf58465l706Tw2tVd6Nj4j3cnG1tpA+jeTdrlJB4O1vJOFvFw0wdCFx06Z9m4WYed80i9GAdHN4oD8lBUYACFKAABYxRQF/i7OTUjJu3Ul6Y8q5v8XUj85esk7XH/K3/kRPn5NWQY2cwpV0qEJercUkB3Qm4ehxwlK4esdy7JZcv+nTnziNRgAIU0KEAD0UBTQjoS5ydcju9Xevm8vUhR79ZeTYi6svtP2KALZp6oPzKtTjE3ygc3D8IhUiNXWxLpXILS9UxwVWylHvSa8PSrHH9MPtgaUo7LTlxzZb3PhL5udblHsXgCmvDYnCDrWKHaVIuFFnIUq5AuYV8tBgTC84mU7UE9CXOVu80Zqwxb/1bWIQyJ/eDlZueCPDb+d/35OuzX5y+MKX485EJqcpSCS2UKuEqBHTMgiMaRKoNi7nlPey+0f0dLNv9ubVhbtKBX3MNYtSVdhIjqrSOqVWgSblnnCxkKVeg3EI+WoyJBWeTqVoC+hJnu7k6ZWUp1a+99nBzxkgSU9K8mzVCBql7l/ZYJhfH2cgwUaBOBLy9hJODaNffO8yuDzrQP2Pz9Vj8ZqIABfRUgN2iAAUoUFcC+hJnt2jqYW9vu2LdTkBgxnrn3iPBPbva2lgj2v7ftyGY2Eb5ybN/YOlefB8SZJgoUCcC9euLN18VTwWJ44qxaRZuAdmHm0SH5PJC7To5GTwoBShAAQpQQI8FHhVn67rLCKmXzp9yNiLKt/e4XsNmDB/Uu1dQZ3Ti7RkvYhnw7BSUI/je9MkCN8bZEGHSA4H6norjDYegI/0ztt5Kxm8mClCAAhSgAAUo8JeAvsTZ6BEC6P1bPoo8shHp5ZHPogQJ8ff6ZXNQgoStqINCJgrog0BjhTjecCimtJ0LUm5uD0nP1IdOGXcfODoKUIACFKCAIQnoUZxtSGzsKwWEeLyraNta5D4zBhgBN7bG8CptQDBRgAIUMC0BjpYCFQkwzq5Ih9soUIGAs6MYM0w4Pde/0NkdU9p2v4dUUJmbKEABClCAAhQwNQHG2aZ2xvVjvMbVi/xB0pR2k2sHjWtYHA0FKEABClCAArUSYJxdKz7uTAEIFHYMxJS2S3JkXnwSVpkoQAGDFGCnKUABCmhagHG2pkXZnukJFNnaFfr4Y9z2B7ZiyUQBClCAAhSgAAUgUNs4G00wUYACN7uNBoLlyYNmqZzShgQTBShAAQpQgAKCcTYfBBTQgIBHe0W8gy8aMo+KwJKpbgV4dApQgAIUoIA+CDDO1oezwD4Yg0BW5/4YhuXeLVgyUYACFKAABdQFmDdNAcbZpnneOWrNCzR4pn+ahZt5WrL55XDNt84WKUABClCAAhQwNAHG2YZ2xkyrv4Y0WicHUejjhx5bnDyEJRMFKEABClCAAiYuwDjbxB8AHL4mBVJ6jEVzlqEH927mpyEhwUQBoxTgoChAAQpUVYBxdlWlWI8ClQo4eCuiraRPQxZdupCbW2l1VqAABShAAQpQwJgFdBVnG7Mhx0aBEgEnB6H4m/RpyCfv7L6VXFLIXxSgAAUoQAEKmKYA42zTPO8ctbYELJ7qX+js7nk/xvlOtLaOwXY1JcB2KEABClCAAtoUYJytTV22bZIC8ndDup7ZY5Kj56ApQAEKUKAWAtzVuAQYZxvX+eRo9EBA/m5IiwuhZspsPegOu0ABClCAAhSgQN0IMM6uG3ceVbMCetVakYv0aUiznGzzC6F61TF2hgIUoAAFKEABXQowztalNo9lEgKNFCI/UPo0pOWh3SYxYA6SAhQoT4BlFKAABRhn8zFAAc0LuD8vfRrSPO5a3hV+GlLzvGyRAhSgAAUoYBAC+hZnGwQaO0mBSgSsrYX8aUj73/hpyEqsuJkCFKAABShgrAKMs431zHJcdSyQP2g0eiB9GjKV3w0JCYNO7DwFKEABClCgJgKMs2uixn0oUKlAkYsiu1kH6dOQURGVVmYFClCAAhSgQHUEWNcwBBhnG8Z5Yi8NUSC1fT9023LvFiyZKEABClCAAhQwNQHG2aZ2xk17vLodfX5g/zQL5O1cJwAAEABJREFUN/O0ZPPL4bo9Mo9GAQpQgAIUoEDdCzDOrvtzwB4Yq0AjhSgIlKa07+4/YKxj5LgoQIHaCnB/ClDAeAUYZxvvueXI9ECgwTPSjbRdLx2OOctPQ+rB+WAXKEABClCAAjoUqEmc/eX2fb69x5VKKNRhtwWPRQGDEChyUeR3l6a0LUI5pW0QZ4ydpAAFKEABCmhMoHpx9vwl6xBe79x79Og3KyOPbFQlrKIQm1BBY11jQxQwCoGCwL4Yh+sfB3Nz8ZvJmAU4NgpQgAIUoIC6QFXj7JTUjKfHvJWYnBb249r9Wz5yc3FUbwWrKMQmVEA1VFbfyjwFTFmgsI1/obO7c0HKvSOc0jblBwLHTgEKUKAOBHjIuhWoapyNXr4+8W/rl8+xtbFGvtyETaiAauVuZSEFTFYgf9AYjD1r/4FLUfjNRAEKUIACFKCASQhUNc7GjPXAvoFVIUE1VK5KTdahgL4KaLhfhR0Di2zsvPMiM6/x05AatmVzFKAABShAAb0VqGqcrbcDYMcooP8CRbZ2BR2ll6l+lzfrf2/ZQwpQQC8F2CkKUMDwBGoSZ6cUX6vt+/AtR3hZtuGdfPZYhwL5g0bjaC4xp8yU2cgwUYACFKAABShg9AI1ibNXrNvZxc9HdbMRObO/zIcj9cKOnaCAfggUuShS3X3NcrLNL4TqR4/YCwpQgAIUoAAFtCtQ7Tgbk9lXr8eN+Zv07Rva7Rpbp4BxCcS1lG6kbbl3i3ENi6OpvgD3oAAFKEAB0xCodpxtGiwcJQU0LxDfKjjNws08LTl6U8ihY5pvny1SgAIUoAAFaijA3bQjUO04283FsVWLJifPRmqnP2yVAkYr4NVMHHCUrtK2OXPw6G8iI9NoR8qBUYACFKAABSgAgWrH2dhnzN/6h/8Rrczht9sBg8mkBao1+EbuItq6I6a0vfMinfOT0hlnV4uPlSlAAQpQgAKGJlDVODtF7R4jL0x59+Dx3wOenaJ+yxHeb8TQTj37q2sBa2tR6KKItvbDgftnbE7krbQBwUQBCmhagO1RgAL6I1DVONvNxXH/lo/kW4uUu8RW1NGfgbEnFNBDgc5+Iqz5WHQsIPuwWSoDbUgwUYACFKAABYxWoKpxtjyfffTEOSOV4LAooAuBPj3EhOmKgo7dcTDbGxewZKIABShAAQpQwFgFqhpnY6560ycLlqza6tt7HC8RMdZHA8elG4H8QOkGfwE3tl2P1c0BeRQDFWC3KUABClDAsAWqGmdjlAi19xdfOjJ32uhew2Yg4J6/ZB3KmShAgWoJFHYKTCu+wd8vW6OrtSMrU4ACFKAABepUgAevnkA14mxVw72COsuXaKME0TYSrycBBRMFqi5g95g/KndN2cUpbTgwUYACFKAABYxSoCZxtgpi0dzJCLiPfrOS15OoTJihQDkCZYuekC4d8c6N+DOq7DaWUIACFKAABShgDAK1irNlAPXrSV6cvjAlNUMu55ICFHiUQGEb/0Jnd+eCFPPL/DTko5BYTgEKaFOAbVOAAtoX0ECcrepkr6DO+7d8hLBbVcIMBSjwKIFCH+nSEZeY0Fx+49OjjFhOAQpQgAIUMGQBTcbZhuxQ1b6zHgU0JVAQ2BdN+SpP3krGbyYKUIACFKAABYxNoCZxdmRUTODgV317j1NPvNmfsT00OB4tC6guHcmL5xfWaNna2Jvn+ChAAQpQQD8Fqh1nK3Nyl63ZMWn0wMgjG9UTrxjRzxPMXumzQMmlI9dP6HMn2TcKUIACFKBAdQVYXxaodpydrczNylZ27+Ir788lBShQY4GCTtIXQ3reOlXjFrgjBShAAQpQgAJ6K1DtONvO1trezjbldrreDokdo4ChCBQVfxTS4kqEWap86YihdJz9pAAFKEABClCgcoFqx9m2NtZPdOvwv29ClDm8S0LlvqxBgQoEimzt4h2kt4bMoyIqqMZNFKAABepOgEemAAVqLlDtOBuH6t7F99LVGwHPTuHnIKHBRIHaCFxtLH1hjcX50No0wn0pQAEKUIACFNBDgWrH2ZjG5ucgKz+RrEGBqgmkKqS7aHM+u2parEUBClCAAhQwJIFqx9n8HKQhnV72Vf8FXD2irXzNcrLNOaWt/yfL0HvI/lOAAhSggG4Fqh1n83OQuj1BPJqRCzg6iIu2gRikxfmTWDJRgAIUoAAFTEjA2Ida7Tibn4M09ocEx6dTAQ+FiLQNwiEtLoSaKbORYaIABShAAQpQwDgEqh1np6Rm7Nx79NS5P/g5SON4BHAUdSvQopkodFGUXDpyoaqfhqzbPvPoFKAABShAAQpURaDacbabi+P+LR+pfxOknEchNlXlkKxDAQqoC0wcI87YS3cdubXvt7tZ6luYpwAFKGAwAuwoBShQVqDacTbms/cdKmfWDYXYVPYALKEABSoWcHIQBT4dUaf57dMHv+UX1kCCiQIUoAAFKGAMAtWOszHoT9d/d/TEOWRUaf6SdShUrTJTZQFWpIAk0P4JxUWbbshZRF1Iz8RvJgpQgAIUoAAFDF6g2nG2m4vjsnenzVuyThVqI8g+cuIcCrHJ4D04AArUhUCbVsL7xWAc+ck7u8/zqyEBwVSXAjw2BShAAQpoRqDacTYO6+vjtXjuZITakVExcpD9xf/NRiE2MVGAAjUU6BJY6OzueT8mI5qXjtSQkLtRgAIUoICRChjqsGoSZ2OsvYI6I9R+Ycq7ZyOi9ny1iEE2TJgoUEuBQh/puyFbX/m+lu1wdwpQgAIUoAAF9EGghnE2uo5Qe9XCNxorXO1srbGqkXT0xDnf3uOQnh7zlupTlcqc3ImzlqIQ6cvtP2rkQGyEAnooUBDYF73yTj95S1Mz2miOiQIUoAAFKECBOhKoapyNqBexLyJd9TRtwceqG2ljK+rUZhQIspes2nr0m5WRRzaq7hKIIPu1t1c+EeCHQqSXRz5bm0NwXwros0BhG/9CZ3fnghTzm9H63E/2jQIUoEDNBbgnBUxJoKpxttsjbpuN2FdOqsi4ZnqI0T/fuKvshym37T7s4ebM8LpmqtzL4ATkS0fMo8INrufsMAUoQAEKUIACpQSqGmeX2k3jq8mpGTdvpbww5V15vnz+knXyIaJj4nf//KtcGDj41cioGLnc1JYcr4kIyJeONLl22ETGy2FSgAIUoAAFjFhAX+LslNvp7Vo3D/txLWbHj36z8mxE1Jfbf1Tm5CampK1a+AYKkSaNfm7We6sw843z0djFtlQqt7BUHRNcJUu5J11vWTyCupvZ2pvHXfMouFNuz7VaqLcsWh11xY3TpFwfmaXcTaZcSJZyzz5ZjIkFZ5OpWgJVjbMR3e4r72sgyx4M1VC5bHnVS9xcHIcP6v1bWIQyJ099r8H9g7Aaefk6lgmpylKp3MJSdUxwlSzlnnR9Zrnb1BfdSzl9utyea7UQx9Vq+4bYOE3KPWtkIUu5AuUW8tFiTCw4m3qe9K17VY2z0e9P13838c2lypxc5MtN2IQKqFbu1ooL3VydsrKU2cq/Gvdwc3Z1dsAyOvaWat+G9raoqVplhgLGJ5DWIhCDsjgfiiUTBShAAQpQgAKGK1DVOBtzzPu3fOTh7hzw7JSytxbBBDYKsQkVUA2VqyvSoqmHvb3tinU7sSNa27n3SHDPrshj+cXWH+TLsvccOIE6qIlyJgoYq0BB8V20zaN0+bWQxmrJcVGAAhSgAAXqUqCqcbbcx0VzJ0ce2Th32uhew2bIn02Ul1hFITahglyzuktbG+ul86ecjYhCg2ht+KDevYI6oxEsJ41+Tv58JIJv1EFNlDNRwFgFrDwV8fW8zHKyzS/zriPGepI5LgpQoFIBVqCAMQhUL86WR4zYFyF1qYRCeWuNl5gFx1y43Kz6jfyQlwuxFXVq3D53pIBBCDg5iAQHP3TV4sJJLJkoQAEKUIACFDBQgZrE2QY6VJPoNgdpFAIFnaRLtPOuRuf+9YEFoxgYB0EBClCAAhQwJQHG2aZ0tjlWAxFo1r8jemoXe3H9F1nIMFHAsAXYewpQwMAF0jPF3p+FMsfAh1EX3WecXRfqPCYFKhRwchAFraVLR1ySwm8lVViVGylAAQpQgAJaFvj+B3H6rNh/SMuH0WXzujoW42xdSfM4FKiOQGEbKc72zg3Pfegm8tVpgnUpQAEKUIACtRY4FyGux0qtyEspx58qCzDOrjIVK1JAhwKFxfPZLXMjMjJ1eNTKDsXtFKAABShgagLXb5SMmP8flUBU51dV4+yU1Iynx7zl23vcoxK2ok51Ds26FKDAIwUK2/hjm+f9mNx0XqINCSYKUIAC5QuwVNsCSX8kvZI4e37c+B53vtf2sYyv/arG2W4ujvu3fCTfX2/IgCffnPKCnMcy7Me1j3duP3faaNQxPiCOiAJ1JSBfom0Xw7to19UZ4HEpQAEKmLpA3tXoV66/5p0X6VyQMiT9C1PnqP74qxpnq1rGpPXV63Hdu/iqSmxtrF8aFvy/b0KUj/5KdlVlZvRDgL0wAIGipi3Ry8aZjLPBwEQBClCAAroWMFNmN1z/gU2R8na7PvefG63rwxvF8aodZ5c7ajdXp6xsZbaSN/stl4eFFKiJQEHH7tjNNuU6lkwUMAEBDpECFNAvAYvDu8zTkrNdW9wbPyv/uTFRfiP1q3+G0Jtqx9l2ttb2drYnz0aqjy7ldvqdLKV6CfMUoEAtBYqaeqMFl+SLWDJRgAIUoAAFdCmAyWzLQ7txxNsD/uHkgN/C/flg6Zdp/dR2tNWOs+WrRL7Yui8yKkY+eEpqxpJVW4cP6uXm4iiXcEkBCtReoMjWrrCJdOmI+WVeOlJ7TrZAAQpQgALVEMBktllOdrSVb8MA6XP52NPKU4ElU7UEqh1no/VeQZ33fLVo1nur5HuP9Bo2Y+600S+PHIhNTBSggAYF4h2kD0KYxxnapSMaJGBTFKAABSigW4GkZJEcmy1PZl/xH2NtrdvDG9fRahJnQwBT16rbj0Qe2YjIG4VMFKCAZgWUzaRZBPPzoZptlq1RgAIUMDkBDrjKAms2iqjPv5cns+v7d6zyfqxYjkAN4+xyWmIRBSigaQGlu3SJtnncNU03zPYoQAEKUIAC5QhkZIp697KezJSuzA5xHNvOp5w6LKq6AOPsqluZYk2OuW4FrDwVaRZumFQwu8lQu25PBY9OAQpQwCQEbiWJHnd22RQpo6180xT+jsWfgDSJkWtnkDWJs5U5uRPfXOrbe1zg4Fcjo2Lk1S+379NOD9kqBUxXwNpKJNRvgfHfuxqNJRMFKCCEIAIFKKA9gbz0rB53pMnsY4qxo/6uveOYSss1ibM/WLnpiW4dwn5c261TWzjJdyD57fRFBNxYZaIABTQl0Egh5Eu0k47zliOaQmU7FKAABSjwSIFWV6TJ7FyvDgOn++P/oEfW44aHBR61Vu04OyU14+r1uO5dpNsgqBrl99SoKJihgGYF/IdJn0FxSYrAe3mabZmtUYACFKAABUoJuIIm4bUAABAASURBVP6+ByV5z45pYI/fTLUVqHacXe4BU26n29vZ2tny1i/l8rCQAjUXKGrassjGzrkgJS8+qeat6Ome7BYFKEABCuiRgHlUhFlOdpqFm7K5dLcrPeqZwXal2nG2m4vjgN7dlq3Zka3MlUeNGe4lq7Y+0a2DrQ3jbJmESwpoUqDQxw/N3Qu/gCUTBShAAQpoU8Ck27b8YQvGH9+yHz/+CAeNpGrH2TjqyyMHvjQsuNewGQeP//7ClHeR4ffUgIWJAloSKPSR5hVckiO01D6bpQAFKEABCmTcyraIisgxs7X/+/PU0JRATeJsHLtXUOfIIxtVCasoZDJdAY5cmwIFxfPZtjcYZ2tTmW1TgAIUMGGByMsi4uPvAZAf2M/Di5dmQ0IzqYZxtmYOzlYoQIEqCKgu0TZL5SXaVfBiFQrIAlxSgAJVFvjlNyHfzq9+96Aq78SKlQvUJM5W8v7ZlcOyBgU0KZDdrAOaM4/ilDYYmChAAQpQQMMCzonhNkXKwiYt5U8Eabh1E26udJxdFYoPeP/sqjCxDgU0JxDt1B2NWZwPxZKJAhSgAAUooEGB3FzRM2kzGizoJP1fgwyTpgSqHWen8P7ZmrJnOxSoskCah3QXbZOdz66yEytSgAIUoEC1BXLTsxrfu47dCvrwE5Bg0GSqdpxd7sF5/+xyWVhIAU0JFLko4ut5meVkm1/mF0NqCpXtUIACFKi5gDHt6frHIZsiZYGPX5GtnTGNSx/GUu04m/fP1ofTxj6YmoCHQpyx74dRW4QewpKJAhSgAAUooCkB8wvSRYmp7fpqqkG2oxKodpyNPXn/bCAw1UiAO9VQoJG7iLSVPgNuHsX57BoacjcKUIACFCglkJMrTu5Pkm+bHd9Y+l+mVAWu1lKgJnE2DtmL98+GAhMFdCVgbS2sPKVLR8zTkm8fPJFb8mWsujo8j0MBYxbg2ChgugInz4j7Rw5g/Gfs+3p42SHDpFmBGsbZmu0EW6MABSoV8HAXvzYcgmqZ+w6sWi/SM5FlogAFKEABCtRcID2j5LbZV52C+F3rNXd89J41jLO/3L7Pt/c4OQUOfjUyKubRh+AWClBAAwItmotoa+muIx1yTpunJp3nrbQ1gMomKEABCpi0gN0N6bbZOWa2yub+Jg2htcHXJM7+cvu+nXuPHv1mZeSRjUhf/N/sSf/88OiJc1rrJBumAAWEVzORZqkIs+sDC+/cC7eS8JvpYQGuUYACFKBAdQQCYreg+vGGQxop8JtJ8wLVjrNTUjMQZM+dNtrNxVHujq+P1+K5k//3TYgyhxeNyiRcUkDzAk4OorOfiLQNRNP9M7Zm8LoRQDBRgAIU0HMBPe6emTLbM/MiOvirw1B/X/xm0rxAteNsdKGhva2bqxMyqoTVrGxltpJxtoqEGQpoXqDXkyLGLeieg7tzQYr5zWjNH4AtUoACFKCAyQhYHN6FsWY36zBvvp1nI2SZNC9Q7Tjbztba3s425Xa65vvCFinwQIC/yxVwdhRzpgvzdtJVdE/e2cVLR8pVYiEFKEABClQqgMlsy0O7US3CZzSWTFoSqHacbWtj/dKw4FJXiZw8G9mqRRPVlSRa6iubpQAFIFAQKH2VgHduRGIy1pgoQAEdCfAwFDAagYIC8duaE2Y52dFWvsrm0ifsjWZo+jaQasfZKakZS1ZtPXXuj4Bnp8j3G8Fy+dqvd//8KzJIT495C3X0bZzsDwWMRqCwjX+hs3TpyOVD0by7n9GcVg6EAhSggM4ETp8VnaOlT0BedOnX2U9nhzXFA1U7zsak9f4tH0UW32mk3CW2os4DS/6mAAU0L1DoI1064nkrlJ+G1DwuW6QABShg7AJ2Z0OcC1LSLNyyugRbWxv7aOt0fNWLs7/cvk/9btlHT5zDBDYSyut0FDw4BUxLoKBTdwzYOzc8kXf3A0S1E3egAAUoYLoCubmidfhWjD87eMygAfjNpEWB6sXZ0TEJvYM6+/p4oUcpqRmfb9z19dr3wn5c+9vpi4i5UchEAQroQKCoeD7bOy8yNz1LB4fjIShAAQpQQMsCumve8vAuTGYXOru7Dulfr57ujmuaR6pGnI3A+mxEVHDPrrJU5OXr9na2LZp6lPvJSLkOlxSggDYEimztClpLl9S5JIZro322SQEKUIACxicQeVlcDs+2P7AVQ7v5zEwsmbQtUI04G11Rv3N2yLEzHu7OCLJRzvtnA4GpDgRM+JCFbaQ42zmZcbYJPwg4dApQgAJVFsjNFdu/E8lbvpdvM1LfX/qcT5X3ZsUaClQvzi51EG+vxqVKuEoBCuhGoFCez06K0M3heBQKUKCqAqxHAb0UuJUsnPOTgjO3oXdhzcc6OuA3k9YFqhFnq39DjTInNzE5zbtZSZydcjv9TpZS653lAShAgQcChW38kXW+G2OmzEaGiQIUoAAFjEzgXIT4cov43w7NDCsxSYy4vQxtpTw2uOfL0v8gyDNpW6AacbatjfUT3TrI31Bz+tylhKTbvm1ayP0LOXami59PbW7nJ7fDJQUoUHWB7GYdUNksipeOgIGJAhSggLEJ/HhQxMSKK9dEbm7J0NIzxXc/iJvx0ur9fGlZ9R+X6ye88yKLbOwajBnrxMnsqsPVrmY14mwc6OWRAz3cnQOenTJtwcdzp42WA+ujJ87t/vlX1ecjUY2JAhTQgYDSTXqhaxHFS0e0hc12KUABCtSVwK2kv8LrW8lSLxBtb/tWYJI75Kg4dEz85yNx+LhUXpWfmD+zWp9ah5r3nxtdZGuHDJNuBKoXZ6NPi+ZOlr+epldQZ6wiIYMSLJFnogAFdCaQ6hWEY5ndvIYlEwUoQAEKGJMAZrKd85MCsg50UJ7IjJa+KyE0TNjeuNDjzvc+4Zubh21GJupw9NZv/wrHSw0/LV38eEDk5UnF+d9sts1OTnXvUND3eWmdP7oSqHacrauO8TgUoEAlAlatW6KGxRXOZ4OBiQIUoICRCJwNF3u+y/Y5vGx+/MQRqR+PT1kYuGOi9cwXnt0y8JWk+UPSvwjO3OZ3ZRsyM29N73Vs9q7l4emZ5Yx9148i9Iw0521xaJdf3N4iGzu7GW+WU49F2hRgnK1NXbatLwLG2Q8rJ/v4etKXRplf5iXaxnmKOSoKUMDUBH46KPbvzXryyOwm1w9j7FltHr9o0y3HzNYsR/rIe7ZrC5SEOIxCuujSB6Gzd17khNh57j//10yZ/ft5gTnv3OKLua/HCiS04Hpsc/2d0hUjp9tOLnJRoIRJlwKMs3WpzWNRQJMCTg4ivYE0pW0ed12T7bItClBAFwI8BgXKEbgUJcYn/8fzfkyahdvWwC+TR/9rg/u77zTb+U7THf9svu/UkM8sZv7rdPOxIY5jLwTOylv41d1+o9CK5eHdVgsmKLdtvvxD+Hc7s1CSdCa6x53v58eN75ks3cgvpOHIeO/+KGfSsQDjbB2D83AU0KRAdttANGfOW45AgYkCFKCAYQrk3RNfbBZ/XhEZmaLn9TWYok6zcFvjsbRtoEcjhXBxEmZmIsfcHoPzKJ6P9pbeyBTNm4oiW7v858auaPRJtJUvJryDM7e9kjTv5d9G2Ewd2Dtk+pD0L5wLUtDUDpcZIU4vejVDA0y6FjC0OFvXPjweBfRaoH5rb/TPnLccgQITBShAAcMUOHtB3Lgpfjst7A9s7nFXupA6Zcw7/k8p2vlI43ljquj9pJTBTyN3LMSQZ8RLL4jHOkp5a2vR8Vnvr7w+XK1YfKn5oGzXFjlmttgQX88rrkWfpImLtwVtuOoZ3NRTtGmFYiZdCzDO1rU4j0cBDQo4tFRgrgLTGLzriAZVq90Ud6AABSjwQOB6rDQz/WCtnN+XoqR7YGND9HURcxO/xS3pbiLC58KmBgelazxSgic3C/Lu21PaJP/IU9FODgJRNUowvV08x4KslAIDxKxXxFMv+zeZPTVlxmfvNNv5gf++n55adWfUrIbd/CeOEW++Kv7xkjBnxCdp6fqH6roW5/EooEEBvKUo30XbPI5399OgK5uiAAUoUEOBHd+Lrd+I3OIPI5ZtAuXf7ZPugf3h6twN28VP25OOfnHB7mzIK4mzg+9sR/2QhiOzupS+kLpFMxEUIAY/je3lJ8TfqGNpIRRuYsTz4rVJYswwgZLya7NUhwKMs3WIzUNRQAsC7gOeQKvJP/+GJRMFKEABCtShQEamyFaKIiF+PiIuXirpyLkIkZ9fkg8NE54ZF0bcXvbs8Vf+78bAN6MnPnNm/vMJK+VrsuULqTFvXVJb7dcz/UQr6XPvakWPyHZoJ6zqP2Ibi3UuwDhb5+Q8oB4LGGLXCptIT722KdcxTWKI/WefKUABChiNQM6Daewz58WOXWLzTrFzj3SVyH/XZOVdibYIPdhr14RXkuYHZB/2vB+DUadZuMXX87po0w0R9hqPpWH2wQiyMTmNTUzGIcA42zjOI0dhugJFTVsW2dg5F6SYpRZf4me6Ehw5BYxTgKMyIIHE5JLOOucnSZPWx6a99ONAzFvPujjCcdn0+htX2GYnFzq7X+42aW/QqrNv7lvUZMOKxquuDXnXZ3xwmqV0MxH5jiIlrfCX4Qswzjb8c8gRmLxAdrMOMLCN5RdDgoGJAhQwToG7WeLkGVFUpNejSyye7vC8Fz0z4TXVpDV6jNkQed56g9uCP6d+1Wzi0Jdmtm/nI3zbiv69pNS2tejsh4oC89nSL/4Yi4CxxtnGcn44DgpUQSDaqTtqWZwPxZKJAhSggFEKHA8V+w5UciuPOh94Tq5AkD01ca5NkfKuz+Ob/T75Z/N9b7fZd+vfX3/VbtUG93ez2wapfzxx5FDRU/oWBKnjT/eVbtXX2V/K88doBBhnG82p5EBMVyDHXbqLNm/tp/ePAHaQAhSouYB8C7yMzJq3oPE9C8tMrmckZo1Lfh9B9u/ugyzf/FfLntKTcyN3aZbaR8qK4N6P7IWtjXj+WeFRfIfsR1biBkMTYJxtaGeM/aVAGYG0ht5pFm7macl3/4gus5EFFKAABYxBIL04ws7N05exJCSKfy8RPx2SvsRRmVPSq24xm50LUgqbtHQcNxZFHdqK9m1Ej0BkxaABYu4M0aSxlNenH/ZFuwKMs7Xry9YpoAMBRwcRbS1d2XdpT7gODsdDUIACFNCxAKax9eqWSujMtu+k+/edOC2WfS4Wfyx944zFoV0Bt/fmmNnee+Xtxt72IKpXT4z6m2gt3RQKa8LOVlryx6QEGGeb1OnmYDUkoGfNIM6+VhxnN7kVKn+vmJ51kN2hAAUoUCsBeTIbTaRnYFH36dIVaRrbOT8pIOtAcMZmLC2/WlZ/5zr0LKz56CIX6c4hyDNRgHE2HwMUMHgBayvMZ3fEMLzzImNi8ZuJAhQwPQGjHrF8Hw/9GWJevHTbvvnxE0ekfhycuQ3L1gmH0b2QhiOPNxyKDBMFZAHG2bIDlxQwYAEnB5FmqYiv54Ux5IVfwJKJAhSggDEJZBRfnI2BJ211AAAQAElEQVQRqSa2kddGKnvfwOMnxWdfCPmtwsRkkZ4hzM+HPn5gbkC2FFgXdOx+/7nRYXZ9jjcYtKLRJyFOLzo4aKNfbNNQBfQrzj564pxv73FIT495KyX1oTeH5E1YalaarVHACASsrcXwIcKsnXQ7qNbxB41gRBwCBShAAXWB6zp5pw7B9Iefit0/qR9ZHAsVSSli2+ase+HhVz7/Pufd2VZrPrDNTsbURu7C9fdeeSf/uTG7m8za7Tw1vr50SxFMfDy0P1dMW0CP4mzE0EtWbT36zcrIIxv3b/nIzcVRdWqwadqCj1WrzFCAAqUE/NsLl77SZ9qdkyJyH3zxb6k6XDUUAfaTAhRQF8BzmmoaO09r9xvBUdZvFVnZ4sz5koOj5M7p8CFxy+bHjV9wZYTD5/OCE7/wzotMs3ALaThye+dVquuweTO+EjL+KiOgL3E2Zq8/37hr2bvT1MNrubeRUTHYtPO/7zVtzLtKyiRcUqAcgcI2/oXO7s4FKTYp18rZzCIKUIAChiPw0yERcamkuwiyEfL6Fl3ooDwhlFklpbX7dep38d5H0kUgaOZchPhyi4jaGDIy9r2ZCdOQChfNqb9srsN/JijWzwvIPozn1Rwz22gr3ziPbj+3nLHGY2mI04vtWmPXkhQUINzdSvJOf00SlpQYxy+OomYC+hJnJ6dm3LyV8sKUd32LrxuZv0T60C6GhCB71nur3p01wc2Zj1x4MFGgIgFlc+nufhZRERVV4jYKUIAC+i1wPVacOC327C/pZea1JMwoT4idPz5l4auREywO7SrZUN6vyD/F/3aIX06IzTsFAnT1KljFpqjirxk4eEzk54sjvwpE8De3h4w+Mf7xcys75Jz2vB+DZBd70eJKhHlastLOPaP74NwFn154bWfEkA/NZ75br3dwmqV0OxGv5n+13c5HvDi8ZNXRoSTDXxSAgL7E2Sm309u1bh7249rIIxuPfrPybETUl9t/xCT3e8u+wiS3r4/0AS90V5Uau9iWSthUqoSrECALEMomXbGUfpSW7YlmS+6174GhWUeeqlmz2LdmOxrxXjQp9+SShSzlCpRbWMVHS6Pi/9YT4qwiIurfjLXEXoiA83OtPQrudPlxPmaUzdw84ut52RQp6+9c1+CTBbcupMmHc3ewXf652b6fLTd8knzjiz2eG+YMPza+25bxfX6dXW/Ptsyo9PpmNqjpaGvzv21mV66JI8fNDx21tM1K8s694PXHLueFL49IXYn28xq43xzwT+u3l38X8NlqxSKkFY0+yXpna4tZMxt16vBMT9sJw219W9oG+Fmjb7Y2Zk90fugZvn1LW5QjOdrVx+EqTahZaR09rIBuM1VLQF/ibPVOu7k4Dh/U+7ewiNiEJNUkd69hM24mJE9b8PHRE+dQOSFVWSqVW1iqjgmukqXck26sLDcatsfQCv64cCvqerkDr7gQ+1ZcwQS30qTck04WQ2Yp/b9nuWPRYGFVHi3/+045ZbYy8pry2P9OZ2xe7/z90hG3lyHlfTw/c9qoopRERNi3Jixa3XLVasXiNAu3/D/Ot1z9Ysqyhb+sOfjdypOt4n/u/OObr/wxoe2ZtY0yLiJoRvLOi3T7bbPH8rEx019PWf3x1U/XPRG9+pXE2cN/f+W57QPmx098JWn+E9fWoXE0GPv0G4UffeU6tHd6kzbPvNyiWb+O0dYdG3bwbuCYV4rC0jp3yNPixReKSpVj1VqKwIWwvId8pakqLJU2ovsK6DZTtQTMq1Vbe5XdXJ2yspTZyr8+wOXh5vyYX5vQPZ9jhhsJk9xNG7uvWvhGr6DO2usGW6aAQQs4eNjFO/hiCJf38u5+YGCiAAUMQCA0TEQcSxqWvMx6/vgJsfODM7cFZB+Wk2vMKQwgpOFIRNgOLRU20ncF+K9o/NkV70Eotzx50P/Qwv4n52FCGlE1SvK794sevCB3wac5H6y/MXQBVots7LDJ8vDupmHbetzdi7zn/RjULHJRpLr7Hm8waIfLjOWtNjR4uj8KValPD/H356SvclSVqGe6dhZNGqsXlORbtZAy/EykpMCfBwL6Eme3aOphb2+7Yt1OdCwlNWPn3iPBPbsiry+J/aCAIQg0Ugi354PRU5eYUCyZKEABCui5wK0kkb/v+6mJcxBYYxIa89ZX/EbdGfFG+rA3drq9scFtwSLP9SFOLzYqvg+CPGGcY27v+vrUc+O+POY+6qJNt2grXywRLm8N/PL++JmNnw0qatpSuCrcBwRhNWbGekyB73aaFOIw6nSbSft9F6xo9MnbbfblLlx/Y+yHu52nhtkHo3G5ZXWrTn7CzEy9oPL8kGfE9H8IG3lWu/LqrGESAvoSZ9vaWC+dP+VsRJRv73G9hs0YPqg3561N4gHIQWpaoNDHD002STyN/72QYTJmAY6NAgYrkK0URUXCLDVJ8elrwYlfIMK+3a4PQuoVjVfd7T+2Xu/+1v36P/Pv/ledg9KKP3TYopk0VCsraYm8tbVoG+jR5d9jM8a/u9rjw29bvpsTENypl4e0+eEfDy/7Jn38RfBQ+7Fjm0wcqmwXFF/fG4E1aqEdLJHa+WChgWRtJdxcNNAOmzAmAX2Js2Hq5uK4f8tHkUc2Ir088lmUqCd5ay9eNKKOwjwFyggUuSgKWkuhtt2fnNIuo8MCClCgTgXSM8UXm8SWb8TOpReuvb3MesFEu9vX0yzcMIFtN2NWuycU7q6i7YP75VlYCI/iaWwhRKmbe6AEycJcdOwgXJ3NggLEiOdFC7UbgGCrKvV7SgT3Fp39hJOD6NpZ2NmKJx6XNiJY928vMGeNqWtpnT8aEWAjDwvoUZz9cMe4RgEK1FCgsFMg9mScDQQmClBAfwRyc8X6LSL/WvTfjox/JWl+h9TD6FuYXZ8NzZdiAhv5p/uI1ycL9as1GitQLCV5BvqJbqJlc9Gti1Qi/1haiBlTip7sLq9VvsR889wZok2rkppDB4q3XuOVHiUa/KUNAcbZ2lBlmxSonoBma9/2kv7Psb3Bu2hr1pWtUYACtRI4/KvoFrNp5q3pzgUpSjv3mwGjFnmu3+E6S9H+QTRdpnn5XtQtmgnMPWMjpronjBaY50ZeI8nSUjRooJGW2AgFyhcwL7+YpRSggMEKOHor4ut5maclm18ON9hBsON1LFBUJC5cFO//n7hzt3RPsGnbrvvR0j0bSm/iujEJaGQsN24KPFrSM6VLsbsfmBN8ZzuaPdti1OEhX7m+PLb70woPd1HBZRud/YSbq+j2GHZiooBBCjDONsjTxk5ToGKBki+GDD1UcTVupUC5AtduiH8tET8dEvfui9+k+6o9VOvkGXHw1/tHfxVHfhWfrxdHjgtEUQ/V4AoFigUyMsWhY9Kj5crXJ+ovm+uZebHQ2T3v7U/bzRnbt6dUIzBATHtZuhREPOIfprGnTxYd2j5iM4spoPcCjLM1e4rYGgX0QuBq4/7oh3lUOAMgODBVV+DyFWmPbKVwzk/KvBj9/cakLWuSirKz865Em58PtT+wecTtZY+fW9Zg9xrbG+GHfxUnw6T6/KGAusCvp8Syz0XWjSQ8Wp76fSHeYUuzcLswaElhk5bq1ZingHELMM427vPL0ZmogPtj3vgvDf+xJR/jF9aY6GNAbdhVzRYVldTMiJZio/lx4+fHT5zw5/TRoRMnnZ9oO+sFx2XTrdZ80C12W0C29DUiPe7ufSVp3iuJs1G/ZE/+osADgairIjh905zYiXi04OkopOHIRU02eDz6UuwH+/E3BYxKgHG2UZ1ODoYCskD7NqJhQEfkLS7w7n5gYJIE7twVq78S5y9K13vcuy+VqP8UFor//J9YuEIc+/DA8+ElXxqSY2YbX89LaeeOOAl5LLObdbgbNPh8tzd3uLwR4jBK/rI91M9Nz1JvjXkTF8jNFU9FLpOvxk5q3W+Nx9IQpxdbNBPy5xpNHIfDLxYwlQXjbFM50xynqQkUBPbFkD1vnbyVhN9Mpivw2Rfiux+k4Uf+KRISxbd7xeHj4tAv4uTvYuknYvNOsWaDQFR0+aqody9rQMKaAdc+di5ICbPrs1qx6L+BO88NX5X+zleYiXyn2c6vHttw782lli9NSfIZEGbfP8RxbOY/Py10dkf9wrXLeZGSpMwfIT2cCtYu65B2GC/Drj+/oNG8+erfNUMhCpiUAONskzrdHKyBC1Sn+4Vt/OUA6MZv0dXZj3WNSiAjUySliOs3xLbvRNg56Xrr8cnvzUyY1u3X9+y/X9Mu6UDKn0nxt8SJMGGTnTQz4bUed/fmmNnucJmxw3VWtHXHpo1F357C2VEMeVr6mo+Jo0tur+biLP3f4eQgrDwV92YtwSPNJeaU27EtRmXHwdRUIH/TWtdLh/FAOjrgU4+ngxwamMnfINO2dU1b5H4UMFgB6bnSYDvPjlOAAhUJFPr4Y7N5VDiWTKYpkJMrjTvjjvjjsvC6ETI/fmKHnNOe92OaJJ4OuL13ROrHKHk/dnjvXRParZ0oTUs7u5t98FmbCcEjhgqr+sLfV9odP107i789VxJkY9XXR/q/o60PsqLIRZHVfzRy9fZt/W5DEme1QWFa6eHRWu7d4vb7HsxkJ05c0i245MbYQ58VE8eIRh4PV+UaBUxAQHquNIFhcogUMEWBgk7SF9Y0uRV6PdYUh88xQyA3Dwsped6LHpG6ErmQhiPXKBZvcFuw22lSnEc3xEM2RUrb7OQ0CzdsujDiM8TNbVpJd1J7e5bwbIQ9ykmNFeavTxYD+pRsivPuf7zBIKw8EzYnhg82QJhqQpCNl1sYffLzb3gEeJs/CDGcHEWLZoL/KGCCAg/+CExw6HU6ZB6cAjoQKOwUiKN450XmxfMabUiYYsrILBn14LS1yGU/ObjeiBcdHve/aBt0vOHQ00++m7vi6x//tmOR5/pFTTaEOL3o4GGHalVJ7q7C4sF/II3cRYjjWETqmBG33LupKruzjjEJKHOk7zOKWfe9HGSf6vxGw6eCjGmAHAsFaizw4Gmyxg1wRwpQQI8FCjpKU9ouSeF63Ed2TesC3rnheLmFqWuLv43t/ph4uo9opJAO2qGdtPRqay9/TA0rTg5YVDtZWwvHRvZrPJYKIbrFbufrOjiYVFqzQRxdEtLu9y8warwrUq+3dP9+5JkoQAHG2XwMUMCYBQqKp7Sdr/PufsZ8lisYW27x9dnBGZtRJ7/vkCJbaboaYfGrE8Wc6aKpJ4qlN/Tlu62hHEkqqv5PzyDh1lZx47FR2LXhqrn3MrLyC5BlMn6B67HC7HbS4LR1GCqC7GONpPv3Ic9EAY0IGHojjLMN/Qyy/xSoSEDZzA+b7S+fwpLJBAVy86R7jGAyO8fMNq7DEHUBeynkLimYNlEE9xbPBZes1uBXh7Zi7HAR3Um6esQ8LTli0ebNX9egGe5ieAInf8mamjjHpkiZ32eI8ukXXxjy1+dlDW8w7DEFNC3AOFvTomyPAnUv8FcPrDwV0VbSPBcV3AAAEABJREFUPSPMz3NK+y8W08mlZ4iuWQcw3jP2fa2d7JEpN2Eau0d30VF6pJS7vaqFHgohXz3y5J296VeT5Nn0qu7MegYogFPcOnyzc0FKYZOW+c+NGdBHtG5pgMNglymgNQHG2VqjZcMU0A+BVC/p05AW50/qR3fYC10LdM06iENetA2ytsJv7aYWzUSapSKk4UgcBnOct5Lxm8mYBe5FhPe4u7fIxu7++JnyVUmPHi23UMAUBRhnm+JZ55hNSiC7uXQX7eyzF9b9z6TGzcFKAs5JFzDXmGNmG+/oj0lrqUjLPy88L+72f7Gw+EsiXSOlqXQtH5DN16WA2/crcPj8vkMwn40MEwUoUEqAcXYpED1bZXcoUGsBhw7eaRZuDvdS6kVfUN3lrdatsgHDEGiVLl0vdMa+r432J7NlEb924tn+In/QGKzaH9x6jre6AYSRJssftpinJePppaDP80Y6RA6LArUVYJxdW0HuTwE9F/BQiGhr6dOQHZSh/K4+PT9ZGu9eq/jDaLPe44HP9MNvDaUqNHO7fT+lnbttdvLd/SFVqM4qhieQdelavR+2ot/hgW/yihE4MFGgXAHG2eWysJACxiPg5CAyOkhBlq/yZG7xXd6MZ2wcSYUC5lERZjnZOWa2HYd1bOdTYVVNb8SjznKYNKXd4ebu67Gabp3t1Z1AQqL4z0ci8myW3RfvoxfHGwxq1k+6Mg15JgrUpYC+Hptxtr6eGfaLApoTCHypo3y9rG1KtOZaZUv6LmBRfJOZ4w0fup2fzjpdENgPjzrP+zFJZ/io05m6tg6Et8JCwwReMv15RdzPF0Vb1uLNCrxl0eXfYxt5aOugbJcCRiDAONsITiKHQIFKBCwsRKGPNOfknBShXpV5IxYwU2ZbhEp3Gol2km44UycjlR91TS7uqpOj86CaEsjIFMs/Fz8eFOu3iAtHk15JnB2QfTjNwu1U/yXmdvaaOgrboYBRCjDONsrTykFRoLRAQafuKHL94xCWTKYggCDbLCc72spX6e5dV+PN7ytNpbskRZzj67u6OgeaOC6msdGMtbX0nUdTE+d450UiyF7jsVTRXoFyjSc2SAFjEmCcbUxnk2OhwCMFop0Dc8xszeOumaUmPbISNxiFQG6uSIzJsjgkzSKHOI71cK+zURU1bVlYfIO/excu1FkneOBaCyQWP2f0ax49M+E154IUOchW2isa1d1Dq9ZjYgMU0JEA42wdQWv5MGyeApUI4H/Ei7bSlPadX6QbvVVSm5sNVuDwcbFwhbiyepd5WnJ8Pa9oa/9GdTrnWNhJumqlQ6p0BYvBopp6xy9FSTPZ/ofetylShtn1WdRkQ5qlFGRjhtvUaTh+ClQmwDi7MiFup4BRCOB/xOSmUsRjGcqvDjGKM1reIELDxJFfhXdueHDmNmzf4zwFS0cHLOokSQct6Ci9urONvSit8McABfD2SHqmGHF7GWayL9p02+E6y9zcDOPwa48FEwUoUIkA4+xKgLiZAkYj0OeNIOlN/LsxefHFbwMbzcA4kAcC12OF573o8cnvoyCk4UhMZiNTx/PZbfyVxTfSNrt5DZ1hMjiB3DzRQXnCOy+yyMYuffgs9D+gc9ELz4uunZBlooDBCei6w4yzdS3O41GgDgWUzaUvrLH/bXcd9oGH1p6A+c3oqYlz8eZ+XMs+IU4v4kB4H6Nu57PRB2WzDlhaREVgyWQoApevij37RWGhqHc/a3Daf9Ht+8+N7tLdvm9P0f0x4ddOmEmT2ihmogAFKhJgnF2RDrdRwMgEUttLX1hjXnxb5WoMjVX1WOBOligqkvpnHndt5GUpyM4P7Gc3XZp3RGkX6YUVftdlkm8syEddXZ6D6h97X4gIOyeWfS4uLNvlXJCS3axDQd/nzc1FryeEq0v1m+MeFDBVAcbZpnrmOW6TFCjw8U+zcDNPSza/HG6SAMY26PQM8dGnYvlqcfenA/WXSUE2ZrLvj5uJaWy34mCorW6/BrJc38Km0o0FLa5wPrtcHn0szMgU6ZlSx9xSwvumS9f6hzWTvt1TKtKfH/aEAoYgwDjbEM4S+0gBDQk0Uoiw5qPRmEXoISyZDFFg67di3f/EreJr7P+8It0IYkD0MvfdH5vlZB9vMOh0l5KZ7OcHiheGiBbN6n6Izbso4ut5oR98dQcEg0jRMVI31a/1j3eUvuhKKuUPBShQHQHG2dXRMvy6HAEFCn06AsHy5MG7McWRGlaYDEcgN1dcjxUpN7N+2RZ9/1Soz+Fl8+MnBmQfzjGz3e00abfzVK8HgXUzT6End4RwchCFPtL1KxYXThqOtOn29OfDYtePIjh908xb022Kb+QnX+tvuiIcOQVqIcA4uxZ43JUCBiigaK8Is+uDjtc7LH2PCTJMBiFwLkJgJvv+kQOvXJv2/s0RE/6c3vCrD5pcP4zO53fvl/j6Z9fbDh31N9FODy4UQZdKpfqPB6HE/BEfhcQmJv0RuHYmaX7c+OA729GlkIYjd7hK75A4OWKNiQIUqLYA4+xqk3EHChi0QNvWQvmY9GlIq0hOLhrMmQwNE0d3JT19dJr77o8970tv6sfX84q28sUc9vKW6++Pn+nRXjFlnGjfRk9HVN9fuurAPO5abnqWnnbRtLt1N0us2ySiY0Te1ejxN+Y4F6QUOruv77yeM9mm/bgw6dFravCMszUlyXYoYBgCZmai2+iO+E/UNjv52qYD2UrD6LaJ9/LShaypiXMQYadZuO1wmXFi2r6jA1at9vjweMOhbQPr9Pseq3ZirK1FQWvp0hHzy/w0ZNXIdFvr4iURGyfS1m92/L/pCLJTvR6/N2vJM6MUTzxe0g/HOv22o5JO8BcFDFCAcbYBnjR2mQK1FojwGYU2HE/v+lm67gBZjSQ2ohWB67HiqchliH7w6ujYU0vPOQS3ay169xAKN9GsiZTRylE13WhhGynOvhN2QdMNs71aCZyLkG7ed+2n8Plx43smS7cWCWk4Mmn0v4pcFI4NpcdYrVrnzhQweQHG2Sb/ECCASQrEtwrGzCjmRxH3yDfwMkkGwxh004u7OuScLrKxwxTjgBcU7/xTYHrYyUG8+rKYLH0XjWGMolCez+Yl2vp0uvAS7uiupAHRyyYlzMMLOTwnrFYsvtLxxRYPPk2bm1vSXWurkowB/mKXKVCXAoyz61Kfx6ZAXQl06yJSXKX5xa5ZB8/znfy6Og1VOK5ZapL9ga2oeP+Ff2CKERnzB0/b5gb1hXyFbaRLtPHSLjGGl2jjNNZ9Qgwd9fWJqYlzArIPI8I+5j7qq8c2ZDfzf0b6+EZJ9/CKTs6pMvIqlxSgQBUFHjxhV7E6q5mIAIdp7AJ2tqL59LEYJf6LzY1LRIZJDwWKhCjc/F+znOx4hw7ZndXCHz3saxW6JF+ibXuDL+yqgKX9KhahB56/uhDT2Fca91njsfS4x9hXJ4ppL4tGahf8qy7L5ny29k8Ij2CcAoyzjfO8clQUqFQAk6Ny3GMXG15pZVaoE4G7v4TaXjqZY2b7S3vpKx7rpA8aPKh8ibZ5VE0v0dZgV0y7qcw7Iu/QgYY7PgbD3X6j7o6clWapaNYEa49MNtaP3MQNFKBABQKMsyvA4SYKGLlAQZA0Rdrh5m68g2zkQzXA4ZmlJrnvWoGOX+04umMvD2QMPcmXaLskRRr6QAy9/8e2R1t981+M4pj7yPznxrbzEcG9xZPdUVA6OfE2I6VJuE6BhwUqW2OcXZkQt1PAeAUKAvsVOrt73o/Jjed3Q+rRaQ6PFFeuiXobV8hXjDQZP7Rlcz3qXo27omwuXaJtHnfNTJld40a4Y20E8vNFfHhSvwvv2xQpI5oMcp30onzhdY/uwsO9ooZVF5BUVInbKECBMgKMs8uQsIACpiRQ6COFPva/6fS7IU0JuNpjvZUkdu4RmavXWERFpFm4RfV+U46Eqt2Q/u2AgWQ364B+mUXxUiUw1EEK2Zdls+4/zgUpBT5+rd6eqrqvyKO6gvDazEyoPnor+I8CFKimAOPsaoKxOgWMS6AgsC8GZHHhJC8dgYM+pD+jRHD6ph539+aY2W50f0fRXu1TafrQv9r1Id5BussNXkLUrhnuXUOBZmGb8f4VXr8ljXy7ik2M/rt4aUQV6xp2NfaeAtoQYJytDVW2SQGDEShs41/o7G6bnWzOKUY9OGnpmcLy0PfBd7ajL3ucJ6c29G5U4bv5qGZYSdlMirPNbl4zrG4bR28t924JuL23yMYuf9o7To3tqziotq2Ft1cV67IaBShQWoBxdmkRrldHgHWNQUC+dMTu7CFjGIyBj+HUd9HBiV9gED+4TAqzD/ZqKn0lDVaNJlm19sZYLK5EFGbxLtqQ0F0qOn6w3j7pRuxXHp/coL10FnR3bB6JAiYswDjbhE8+h06BYoGsJwbjN+ezgVC36XqseOrM++hDfp8hfT4YOv8NMWYY1owqFdnaR1v5YkhffxJdVITf2khss0QgN1f8dFB8uUWkb9hsu0W6d01Iw5Fx3v1LNvMXBSigfQHG2do35hEooN8CRU290yzczNOS70ee1++eGnnvsjZvdi5IKXR2z39ujJmZsLExwvE2chcJ9VtiYJ6ZEYnJ+M2kLQG8isErtxNhouP5NY1PbsNhrviNujfoxe5dkWWiAAV0JPAgztbR4XgYClBA7wSsrcXVVkPQrXtH92PJVCcCob9k+d3cjUPfH/9mka0dMkaZ8GDLbibd4sY7Nzw3zyiHqBeDSs8Uy1aJo7uS5seNlz9Tu9tp0v1BY/v2EHgJpxddZCcoYBoCjLNN4zxzlBSoUCC7XRC23z/9m37d2Bh9Mplk/9sumyJlgY9foY/0SUEjHneLAcVxdl5kIm/arrXTvO1bYZGWNP7GHLxDgnerVjT+LMx9aKV38dNad9gwBUxXgHG26Z57jpwCKgFFe0W0lW+RMsv8QqiqkBmdCeDljTyZnf/cGJ0dtK4O1MzHvrCJdOlI44zwuuqDcR83I1Nk3MqamlgSZEc+vzTNUtHFyF++6fCU8lAUqI4A4+zqaLEuBYxUABNdVz37YXAWJw5iyaRjAYvDpjKZLcPKc/bmN6PlVS41K3ArSQxOWyvPZH/V7rPH+ikG9hd9emr2IGyNAhSokgDj7CoxsVItBbi7/gtktw3KMbO1uBKRfYNv5+v6dFmcP4lDxgWMxtIUUkHxtTHe6adMYbC6H2Prq7sCsg8X2dhd+tvSZwfbm5mJ7l2FVX3dd4RHpAAFBONsPggoQAFJoG0n+4u23ZGL/Wxzbi5+M+lIwDwqwjzuGl7kZDf319Eh6/owOW7SdSMYdd12xKCPfjtVvLtUHP2t9CBifr3WYM86lCY/P7NLX4VXM2SZKECBOhNgnF1n9DwwBfRKoEUz8VujseiSlzLi0hX8ZtKRgOUPW3CkuA5DcAqQMYVk5amIr+dllpNtfjncFMarjTHeTBCFhSI65q+20zNFzs0kxbb/oOh4g0HRzoHIMFGAAvaAcWwAABAASURBVHUrUN04u257y6NTgAJaFBgxoVmqewfnghS730O0eBg2rSZw6UKWRVQEClxHP4+l6STFY60wWPO461gy1UAgI1PaKSZWWuLn8HGx+rOsnA//g7/faCvf3c5TPdxRzEQBCtSxAOPsOj4BPDwF9EegvY9Fg2ek74prGindyFl/OlZZTwx4u9uZXeh9Qcfu1k72yJhOKugkXaSUdJxfjVTbc369ONT+84J0gxHP+zFpFm4b3P+FRp0csGCiAAXqWIBxdh2fAB6eAnolUBDYr9DZ3fluTPLx8Dt39aprRtiZqKuiycU9GFh+X9OazMaQi5pKl2i7JF3khwGgUYOUnlGy04WLIuxA0oRLr8lB9hqPpS5N7Fu1ENbWJRX4q44EeFgKSAKMsyUF/lCAAiqBQh/p03jJuw58u1dVxozmBS5FiRObws1ystMaeMn3udP8MfS4xSIXBV7R2RQpbVKu6XE3DaBr5r+FdNgl3Sobnn/+famivWLKODFupAH0nF2kgCkIMM42hbNsOGNkT/VA4Ga30ehFQPbhjOgkZJi0JBATK4IzNqPxVC8T/byasrn01Sny5elwYKq6QNg5cTdLdFCemB83fkTqSvma7F96LuncRzH671VvhjUpQAGtCzDO1joxD0ABwxJwbKm4buOLPnvnXpAv/USeSeMCNlmJ3nmROWa2V1ub3EUjMmaaQoqzzaPC5VX9XepZz777QezZL1qe3TQ+ZSEi7DQLt69d31jt8aGnn0LPesruUIACvH82HwMUoMDDAtbWwvOFYJT1z9iayBltQGgneUZLX72Z1qFfUC/T+gSkijNVIV2hZF58uxVVITMVC2RkinMRYsTtZcF3tqNmSMORi5psOG3Xf94boqknCpgoQAH9EtDWfLZ+jZK9oQAFqiNQ8mnIgpS8K9HV2Y91qypgpsz2i5M+AenaP6i+qX5Rn5WnAnOxZjnZZjd5iXZVHzl4iyk4fVNA9mG8E7Ki0SfHGr2IPfHa2NYGv5koQAG9E2CcrXenhB2igD4IyJ+G9IuT7jqnD/3RSB/0pxGLw7sQX0Zb+ZrgJyBVZ6GRu4i2li4d4SXaKpNKM343d8kz2Ws8lqQ29JZvkm1jVel+rEABCtSNgH7F2UdPnPPtPQ7p6TFvpaRKdy1SlaBw4qylypzcunHiUSlgYgL5fYdgxLY3pK9QQYZJgwKYzLY8tBsNhjWXvoATGdNMmIWVPwNqfj7UNAWqO2rzuGv2B7ZirxCPSfH1vRFe2xTfvM+DF2YDxWATO27cAnoUZyOkXrJq69FvVkYe2bh/y0duLo6gj469tWrhGygJ+3EtVj9YuQlLJgpQQNsCRU1bFjZp6VyQYhEqXUas7cOZVPuWP2yRJ7Ozm0sXKJvU2EsN1qq1N0oQPmLJVLEAXp7V+/x9PHKONxiU0nUoKuOFivxlNPISJUwUoIC+CehLnI3Z68837lr27jQ5vFYxvTzy2V5BnbFqa2P9RIBfYkoap7ShYfKJALoQCHMbhMNYcK4RCppLiCktD0uT2Xucp7Roprl2DbOl5p0V8fW8EDuaX+ZdRyo6hemZInvJf8zTksG123mq/MhxdhTNmkh7NS1eSjn+UIACeiagL3F2cmrGzVspL0x517f4upH5S9aVhYqOifdwc0bAXXYTSyhAAY0LKJt3RJsWF04qY3nbEUhoIO3clpW3ajkaimgy6PG/eQcGIGvSqZFCNAyQJvXvhBlBnK2tUxkaJqI/WOOSfLHQ2X1H038hvO7YQQQFiO5dhW9b8Z+5okNbbR2a7VKAArUU0Jc4O+V2ervWzcN+XBt5ZOPRb1aejYj6cvuP6mM7euIcCmdOHq5eyDwFKKA9AYeWijC7Pmj/9m+MgcBQ23QuQrQ4u7lh+vU0C7cm08Z2lj4BWNs2jWD/+v5SnH0vgo+xR55My72betzdW2Rjd//Vd8a9rvjHOGFuLp7pJ7yK3w8xM3vkjtxAAQrUuUBdx9nlAbi5OA4f1Pu3sAjVJSIIsuctWad+VUljF9tSCS2VKuEqBMgChLKJLGVNUFKKpUdXW6tuPVDY9o/t2GqaCcPX1MCLftqFaKnAys76zQ9atnLXVLN10o4GWRTdH0drnpmRd+Lv18lYNHhQDESDrd3NtF6/xdzqhx09k6VbZTd4ba5Hxw6tmti2blr6vz8NHlQbTWmWRRs9rJM2DZQF3WaqloC+xNlurk5ZWcps5V+3E1FdIiIH2V/832xfHy/V2BJSlaUSNpUq4SoEyAKEsoksZU1QUorl9h1l0yHdMPlalJKYeOIkKphKUnt6KWVSY4HrpyK6XN+C1goGjzbzblLjdvRkRwxEUz25lWte0Fqa20/8LUxTbdZVO7VnuZmsnPme8tufpf/gDu6KeerMu+Y//A/NRvV6I8W7S12Nq5bHRf9r2YJR7m6gLOg2U7UE9CXObtHUw97edsW6neh9SmrGzr1Hgnt2RR5B9pJVW/d8tUg9yEY5EwUooAMBa2sR4TMaB8oOOVhQiN9MNRGI/iPbdt0HNkXKu0GDC/o+X5MmjHqfwjZSnO2cZNKXjuw7II6fFOF/iDt3xYnTwiL04NOn53bIOY0XuisafXLbt79RPwQ4uCoIsIphCuhLnG1rY710/pSzEVG+vcf1GjZj+KDe8m1GQo6duZmQjBKUIwUOfjUyKsYwqdlrChikQKpCunzWOfLQtTB+GrLaZxAvTpJShNPG/9TPlO4UcbPXlGo3YQI7FBbPZ5tHme7N2jMyxckzIuSIOHxcBGSFvBo5vv7GFc4FKXEe3U71X9Kql3enDibwOOAQKWCMAvoSZ8PWzcVx/5aPIo9sRHp55LMoQVo0dzJWVSl0z+ec2AYLUxUFWK32AtZNPORPQ7Y8L132UPsGTaqFjdtE1EebPDMv3mvofqL7v+TbsZmUQFUGW9jGv8jGzvN+TF68ib6Wu1U8buf8JETYI1JXIsLGNPb+Fm/kTX231/Me/Z4S/LBjVR5IrEMBPRTQozhbD3XYJQpQoJOfiH98LBzszx3KuVkcDmCFqQoC5yKEeVS4/C3Z1/rPfG4Mv7XvkWqFTVpim03KNSyNPpUdIOazPe9Fz0x4TY6wd7jMWN5qw+Mz+jf2KFuXJRSggCEJMM42pLPFvlJA9wJODmLAC4orjaUb/EV/vDklVfddMNQj/nk+a8Rt6W7ZIQ1HynevM9SRaL/fqS264yAW509iaYLJNiV6auJcmyLl8QaD1rVe9adH8NO9hbW1CUpwyBQwNgFDibONzZ3joYBhCUT4jEGHA7IPp0ZxShsSVUo9I5djerKgtV/Hd15sxLnsCs2sWknz2XlXoyusZVQbc/NKhhN1MumxY9LHZLOeGPyj+1TXpnazXxePdSrZyl8UoIBBCzDONujTx85TQEcCHXp43GwhTWm3DudV2irzijIWh3a1yjhVZGN3f/zMhg0qqsltEMB8P6zsbl/PiDaJF3IHfxELl4vYOJEYk+W65T/1MpKjrXzvDp6yYJYY/Xd4MFGAAkYiwDjbSE4kh0EBrQo09RQNxpZcpW2WahKRUG08QVTvh61o4WbAqCIXTmVDovJUWHyJdvLvJjGlHVU8yjPnRYPdaz3vx6RZuO1q/a6jg7Dg/8mVP1JYo2IBbtUvAf5N69f5YG8ooLcCVp6Ki87SlPbdTZvTM/W2m3XfMTNldv3VH5jlZF+06Xa769C675CB9KCwUyB6avtnKJbGnXJzxa0kYVOY5XNkmeulwzlmtlbvLp00xc64R83RUcA0BRhnm+Z556gfFuBa1QSudJSmtN3+PLxrI6e0yyFD/PTxGpG95D/mcdcwQxn7zKx2PuVUY1G5AoVNWqDcNuXa9Vj8NuZ06Ypwzk+amfBaQLYUZG9ovsTcXVG/njEPmWOjgMkKMM422VPPgVOg2gJ+PRW320lT2q3iQow+GKquzr4QsXOP6HdlmUvyRQTZazyWdn7cvrqNmHJ91V20M430Eu2z4dJ3PeIUNz21eX78ROeCFDxOVjT+TOnujcJyEosoQAHDF2CcbfjnkCOggK4EPBuJBk/3x9G6Zh9K+oNT2pAoSRmZ4uTvwuvMpoDiGcqN7u8o7RWODiVb+auKAvIl2uY3o6tY34Cqxd8S3+8T51eHWM2f0PTMNvQ8ym/koiYb0iwVHu5YY6IABYxTwNjibOM8SxwVBfRGAJOOBa39MBVnfvmC3nSq7juC2X3v3PDgO9vRlZ87vBNf35tf/QiK6qbCNn7YxTk5HEsjSLdTRVyCOHNefPeDyP75wPy48QOurTRPS8Y09tbALy2HvSiP0Yb3yZYhuKSAMQowzjbGs8oxUUCbAvl9h6B5v6itubn4zSQJZNzKGp/8PnL3hk/uOdHfx1sEdcNaSeKvKgoUtpbibNsbEcbx0Nq4Q6zdKBJ2hjzz0/iOJz/Gq1NE2Lsbz8A0dqtuHo0UJd9E48Eb0lTx8cFqFDBAAcbZBnjS2GUK1KlAYafAQmd3BA125w7WaUf06OB+lzfbFCkLfPwK+j5vYyNefEF4NdWj7hlKV/BuCbrqeT8mIzELGYNOt5JERqYITt80InUl/lgQYe9wmZHxrw3B/wp+f57waycNrmUzackvV5cU+KNzAR5QNwKMs3XjzKNQwKgE4rqNxngs925JTMZvU0/mURFNI/dC4e6ImVgy1UagoHhK2/zmtdo0og/7xsRKQbZ8KdHpZtKl2GH2wU4PX7LfI1AM6C0UbvrQX/aBAhTQigDjbK2wslEjFeCwSgRut++P+TnztOTft5v6VdrXboj8bzbD5Zj7KCtPXgEAiVqloqYtsb9zUjiWBp1cz3wvB9kJz71hP/ZFjAVBtvXDl2I3aSye7I4tTBSggNEKMM422lPLgVFAewIeCnHGri/ab37jYB1+Z03mHfHTQZGTg47UWTq9Jdwu9mKOmW3Tic/XWSeM6MAFPvIl2hf1YUxFRTXsRd7V6Nbh0heC3hs+2em5/i2aib49xdCBNWytst24nQIU0F8Bxtn6e27YMwrorQBm5op6BKN7AdmH6/Bux9/uFSfCxE+H0JG6SddjRc8kaTI7v+8QDy/eLVsDZ6HIxx+tWFyJwLJuU9498f4yEXK02r0wU2Y3XP+BTZHybtDggr4lr756PSFaNK92U9yBAhQwdAFTjbMN/byx/xSoa4GegxT53fuhF/K8HTI6Trm5AmEuDnouQhz5VRQWIqvrZH453DsvssjGrt6zQ3V9bCM9XpGtXVoDLwwOtljWYUpIFPfvi5vxVe0C3thZv/3e6q9E/trl5mnJ8fW8bvaaUtWdWY8CFDBSAcbZRnpiOSwKaF8gq3/xpyFPHjRLrYPvrEF4rRri4ePi8lXVmu4yrSOkawPy+w5BdKiBo7KJYoGSb6uJu168VmeLjEzp0JnFSylX2c/5cPHbmfwOlzbZXz6ZY2a7o+m/WjSrbB9upwAFjF2Acbaxn2GOjwJaE7DyVFxp3AfNW+6Vwk1kdJn17pLgAAAQAElEQVRuFcf2/Z8S7Xykw8bESktt/Gz/XoSGldPwvVOhFlERmMwu6FNybUA5lVhUfYFUr0DsZH4+FEsDSnh3pcedks8+bnB/x8GbH4o1oLPHrj5agFtqJ8A4u3Z+3JsCpi0Q120sACxPHtT9u/yJydJ90wb8b+DzF+Y45yclFIfd6IxmU2x8YeSf4seDIuRIyWUqcvtmyuwGu/+L/P3nRhfZ2iHDpCkBRVdvNGUeV8e39pPns3Py0JfKU26usL0RPiT9C1Td7TQp2tqfk9mgYKIABRhn8zFAAc0LmE6LbQIVIQ1HYrwF/13xzmKBkBR53aTghDXyfdNcki9OTZxjlqOVbza5mSBd921TmJVw9MKpzRcWLcz67bQwS02qv3yudA2uQ4fsJziZreETjvdJsl1bmOVk512J1nDT1W8OAXRVdspLSBoSvxw1s54YXNB3aJtWolsXrDFRgAKmLsA429QfARw/BWoj4OQgojq+mGbhZpudPCRtzYXIajd2+LhY/rn4Rvqal2rsax4V4Rcn7XNv6tvyl1O2jvq+iiFRNQ4jBOLs4PRN8+MmvJI0f0Ls/Pdvjui77QXrBRMx25pm4fZL+5ml7ohcrcZZ+VECVq2kKW272Lq8u196xqN6V7ocD7wG25c7F6RYtu9k8eKUZ/qJscOFhUXpanW+zg5QgAK6F2CcrXtzHpECRiUw5GmxxmMphtTj7l6/2O+rdcthBChHfhXpmeLCRfHJOrH/kLh4Sdy5K/CW/Z79IluJVstPlj9swYYrrQYVdAq8P24m8l2zD+XG1/DakZxcsffncu4sYabM7h76b8ya2xQpC1r7FTZpWWRjh3lWHC7ayhej9mjvgTyTxgUKOklf36Inl2jjUfqoAeKRg00N9vwXLwnwes9u2hysMlGAAhRQCTDOVlGUm2EhBShQiYCri3h9nuLe8Mmo1+3yF2v/E/3jQWQrTwipt3wrnPOTArJCxie/1+fPZY0Orbm2+UDE/uif9mSFnRNrNpTfCCazLaIicsxsI3ykq8ML2/gjCMZsoktyRTddzrwjjp8UmHHf8o0o9WLgfIQ4fbb0nZLli0McokMxb5039e17s5bkvf1p6sKv9w1Y/07THas9PlTaKzpL36lSfidZWhsB+Vsh6/Yu2nj5Jw8h9xGXaH+8VixaIS58sMny8G48GqMGvm3uztddshmXFKBAiQDj7BII/qIABWosYGkpCvo+H956FFoYl/z+5dCkw8eRrSSFHBFuf4RMTZwzInVlh5zTAdmHu6ftHZH6cb9D00edmPBK4myXpHD55n2Y4b6V+Fdr9b6WPoAY0XRI204lXw0T4SMd2nKvNMn9Vz0hpC9FzxfXb4jCIvHtXumzjHt+En9eETE31WsJ+dYlMbHSzLq8wfxyeP1lc+WLQ/Z3W1LYSboDBjbZ2Yo+QxWK4q+kadda1NFFI+iIkaciFwXePcAgcSKwrJOU94jwWu7M9VhRlJyER2n3uO0o2eM8ubCpdK0L8kwUoAAFVAKMs1UUzFCAArUSOOYx9qJNN8wrI3S+cDQJgYh6c7+f/yuKRTneiw+I2TQidSXq3/Z6fIfLG0i7nSaF2fWJr+dlU6T0zot8JWmez9dzwr8NX7dJfP5Vye4Wh3bJ4S8ie9UtHdI8OmLW2TwtWfx6MD8fzUsp/pb4aqt47yOxfqvYuzkp85p0Vcm9+9ImHB0heGyclMfPpSvCpjCrg/JEvb2b621YYfXB61Yr5qE1tHkk6KNnRpSepOz1hGjqKfr2xK5M2hJIVfiiaYvQOvu2TzxI0AEkRwcsStKxUOlLIn89KZL2n8DjHI9SPEhWNPokwjVY9WgsqcpfFDAtAY62fAHG2eW7sJQCFKiuQOuWYofrrLvWbgidxyX/58/z0g1Atn0ndv0oLkWJXT+Jz9dLN6JGgLt1TVK9jcuD72zHIUIajrwz4V+xLfpfdO1/vOFQtPBZs1XfPbvj/vB/IIJxTbn4+IF5T11fgzg4JlYgwq73g3Sv7h2ub3q1LZnMRiMeCnHAUfrSnJxtmz/6DAVSOvW7dFHKiNvL5seNH/nbxPnxE9+PHR6csRlNJSaJDduk+Bv18uKThsQte//miPEpC91+3SbdozDuGg6Njm0L2jBpevOyk9beXuIfLwmHhtibSVsCqV5BaNo8KhzLOkmqO/olJv91odGZc+LePVH03abeZxficY6XiGs8lsbX927kXid95EEpQAF9F2Ccre9niP0zZgHjGluP7mL0i/b13lla6OzueT9mwOm5Gbey/rgsfr8gTm250OPO9wMS1jTYvszx89kvn59of+4QYtlfHltg9rcXGynEa5PE5JckDkwK/ust8cxg+/y+Q/b3+izEYVSOmW2Pu3sRB7f93zTMNJvlZB9vMChN4a8+y2htJcLsg9EgQp8nEzbdSpIie/uz0kUpAdmHUYhGkDBNHpy5bX7chKanN7fMCffKvpC9cpnj+xNRB8cuaO0X3npUVLdJ5wcu+tx3w0HnF5/ph2KmuhFI8/DHCcW7CmY36+ZG2qr57FVfSq8SoZCRKb2pEpy+SX6JeKrJSPMZ/7JpqujeVQx9DtuZKEABCpQWYJxdWoTrFKBAzQTMzIRXM1Hkorg3awlCbbvb1x3/I11mPT9u/CtJ84ekf4FwGRGtZ6Z0878wuz6YCHQbEPSkdGMJ6YBuLmLw00I9tO0VbG/+t7H3//VZgY/0eUPnuzGod7zBoN3OU0t9ABGROjahQSwRA7nvWl5/9XtDEqSLUvK79/u8/fp3mu1c7rfz96cXX7P2RbTtd2XbK0nzXkma73rpMHZBZxJnr0e3W88a23Ti0DaDOr75ipj3hpCbRQUm3QvgdVS0tXTeLUMP6v7oCLIDskJmJkxDwnsg6QnSmzPXY8WQtDV4gKE/uWNntpn9oo2NmDpeDOwvnBxQZiyJ46AABTQnwDhbc5ZsiQIUKBZAqP1ztyXRVr6IaL3zIjGdnG7plunf9/7wf/zc8o3VikWLPNfvcJ2ltFdg9rp4j5JFQOeHQlvELk88Luo1Utx7c8nWvjvkHRFko3ZgABYPJVROs1TsdpqEUkyWd8g5jVj/3riZ98fPdGipQGE7H9H+eX/rd5euVixGsB5fzws9RISNzlwInCXXQTU54TVD2ctF5E1c6kagkbs4Yy+9oWB+PhRRr24OqjqK/YEtI1JX4m0ZJLwHMvH3CfW+/m/3bRPwWrHIxi5l+idFT/azqq+qzgwFKECB8gUYZ5fvUt1S1qcABdQFrDwVqz0+XNHok9WKReeHf2L92Yb6r76Z33eI2/P9o6075jWUAt8u0mSl+k4V5YcOt+84rOOzoxRtW0vTh2WD4OZNBf6dcBq6ujiM3uEyI3nSkoJAKVDr2kk08hBdO2O7MDM3i7b2R7C+ovGqDV4f/uo364VJilF/kzbxR68EcIrjHUs+3npqywVd9s08KqLePuljAHjZhocTXo/hFaPl4d3maclpFm5Jr39q395bl/3hsShAAcMVMDfcrrPnFKCA3gp4NZO6Fl/fO9q6o/r9zjCp/K9/SnfqsLAQnTpIdar+09lPtGklxgwT3buWs9PfB4n5b4iXRojo4jA6wjVYNUXdrIl4dYJwc5H2cnzw/n6LZmL262LKOOHZSJgb6ROhNGBD/gnuJfJaSK/GXP44mJ6po5GYKbPrbViOg51uNsry2aF4OOEVI6LtEIdRG9wWLG+1QfW4Qh0mClCAAhUL8L+Xin24lQIUqImA+pXN6nm0Va+eCOgs/j1bmmPGqgaTjY2wsS5pL6i8WFzeholSZHr3EJaWwswMWSY9FcDjxGmC9FVEAdmHk/6Qbsuog45aHN4lzVs38GoybayTY8kBEW2HOI69aBtUrTdhSnbmLwpQQE3A1LKMs03tjHO8FNCRwPAh0te4YBZZNYWsgwM7PZiuLnsBt+romCX19xWYz1aVMKO3AkUuivzu0sU/rme+10gnL14SN24+sqXEmCzLQ7uxOTl4iuqxhBdmSChEauuDBRMFKECBqgowzq6qFOtRoO4EDPLI/u3Fgpli+j902nnEQwP6SPctQeZRB8Ys6fDBj9rIcr0TKAjsiz7Z/XnSLLW2U9q5uWLHLimhwXLTzfW7zHKyU907NO/vr6pgY1XyqgyvzZBU5cxQgAIUqFSAcXalRKxAAQoYksCTj0vXpRhSj9nXCgUK2/jHtezjXJBiuVf6bGKFdSvZKF/kfVe6R185NTOvJQWkSJPZ9mOli1VQw9oKC+GhEEHdhMJNDHpaWuXPAwH+pgAFKhdgnF25EWtQgAIUoEAdClzxlwJfy5MHazmlnfHgw5SqjPqgXI9ttSlSFnQMLCy+Xzs2tW4pOvqKxx8TXk2lr1JyK/4oLcqZKEABClRRgHF2FaE0VI3NUIACFKBANQUcWiqONxiEneovm7t8tbgSjWxNkiq8lie20cTV66KoCL+FeVQE4vgcM9uUAZOl9eIfS0sxbLDw9ipe4YICFKBA9QUYZ1ffjHtQgAIUMCYBvR+Lh0KEOg9Ns3AzT0sOuL5pz89CFShXq++5eSXVr98QS1aKT9eJjdsFAveM6KT6q9/HtuOK0YjpkWGiAAUooBEBxtkaYWQjFKAABSigLQEnB/HaXIXdvH/hAMF3tje5deJ8BLLVSz8dFH+GJgVkhbySOLvT19P+cXXas3+8N+L2suevvNfoo4lmOdlhdn1Sug6tXqOsTQEKaEnAWJplnG0sZ5LjoAAFKGC8AmZmorBJy/sDR2OIg9P+ixloZCpIBYXibLjAUq6TmyvuHwkZHzNnROpK77xIz/sxSB1yTgdkH8YSdY43GLTHeUqL5sgyUYACFNCYAONsjVGyIQrUuQA7QAHjFsgfNCa/ez/ngpTnw+eaKbMrGOyvJ8X3+8RvJ6Uqt1NF/jebEWFjx4s23Ta4LVjR6JPtPouQ+aXdG1gu8lz/i9fUVh3sO3WQ6vOHAhSggKYEGGdrSpLtUIACFKCA1gXyX/iH0s7dNju5/vK5Z0Ozln8uvtxc8llG9WOnpklrcbdExq3svI/+4/brNqzvdpq0UfHuRdug+PreQS91dOwd5PlC/6y2QWmWCsxkvzCE3w8KJM0ntkgBUxZgnG3KZ59jpwAFKGBgAkW2drv8l0ifiYy71m7za2apSTE3BVKpYcgfecyLTypcNLtVxinUxxx2Ts+hz0pfLln8TaWuYkAf4dmo5HYiXfxLNcBVClCAAhoQYJytAUQtNMEmKUABClCgfAFrT8Uaj6UInZ0LUmYmvNbjzvcHjohdPz1UOSNTOOcnjbw8x/N+TKGz+/Y2SzGH/VSQ6N5VBHYVQ5/9q3KvJ8S/ZwuvZn+VMEcBClBAUwKMszUlyXYoQAEKGLeAvoyu95Oi0EWxovFnF1362BQph6R/8dzZ2Rknw89FiKvXRG6udBlJj8TN8+MnIhCPr+d1b9aSnoMUz/QVjg7SEJ7tL9q3kTKqHwsLVZYZNUWhZAAAEABJREFUClCAApoUYJytSU22RQEKUIAC2hawthbTXhbPDrb3fGfWjaELcsxsvfMiX0ma12nDhNxVy1Lf+0/ua+O7xUoXZB9vMGhX91VFLgrvFiKom+A/ClDA6AT0fUCMs/X9DLF/FKAABShQSsDaSnTyky6zzm4XtKjJVyEOoxBt22YnB2QfbpV+CtPYaRZuO1xm7Hae2s6n1K5cpQAFKKA7AcbZurPmkSigLwLsBwWMRaCRu8gxtw9xHHt49M7VisW7G79xZ8Qbq70+WdRkQ4Z/cJ8eIqCLsQyV46AABQxQgHG2AZ40dpkCFKAABYoFrK2Fna2U6+Ivnhzv3/GV/vV69y9o6o0iezvR+0lhyWuvYWEQiZ2kgDEKMM42xrPKMVGAAhQwGYHBT4uB/aXPOLZqIRRu0rD92klLG2tpyR8KUIACdSjAOLsO8TVwaDZBAQpQwMQF2reR7tanjvBYJ9G/l3iyu3oZ8xSgAAXqQIBxdh2g85AUoAAFjFigzodmYS56BooG9nXeEXaAAhQwdQHG2ab+COD4KUABClCAAhSggHEL1NXoGGfXlTyPSwEKUIACFKAABShgzAKMs4357HJsFKidAPemAAUoQAEKUKDmAoyza27HPSlAAQpQgAIU0K0Aj0YBQxJgnG1IZ4t9pQAFKEABClCAAhQwFAFDjbMbu9iWShAvVcJVCJSwlOHCJlNOZCn37JOlLAtNypqghCxAKJvIUtYEJWQBQtlkoCzoNlO1BAw1zq7WIFmZAhSgAAX0ToAdogAFKGDsAoyzjf0Mc3wUoAAFKEABClCAAlUR0HQdxtmaFmV7FKAABShAAQpQgAIUEMIw4uyU1IwXprwbGRWjOmXzl6zz7T1OPR09cQ5bS5V/uf1HFCJhq1z56TFvoTWUGEECCFhUw0EGo5OHKS+xikJ5pCoZZOQSLOEj15w4a6kyJxclRpBKsWA1cPCr8jDlpTxY1djlQixRguHDARWwiiSXoNAIEsZS7qnHMOWECvIwUU0uUX/84IGEVbkcf01yTdXScDMYrGrgGAVW5TGqlvJg1YevXh9b5ZrAQR20YAQJA8ETC/5w1MeiklEfKWpiVRYAhao+8nIhtqKOqtygMwABi/pwkMcA5ZHCR3102ITK2EW9EI8cuTKeYfA8o77JcPMYVKmxY9Sqp1xslYemekhAQH34cMAqCpFUleVdDHoJk1LDwSrGiAQcEMmjUxWiHHm5EEs8flQPLdChhMlwBfQ9zpb/CHsNm3HzVoq68qK5kyOPbJTT12vf8/Xx8m3TQq4wZMCTcjmWL498FoV4TC9ZtRXVUDJ8UO85i9aiWZQbbpL/CPE8fidLqRqFm4vj/i0fYYxyenPKiC5+PihEBfzNYymXgw55JPz17tx75Og3K1Hu4eb8wcpNKDToVC6Lr49X6J7PMUY54eHxRICfrY01HhtyCZZAQLXuXdpj+HCAhlwo+RS/fkO54SacaDyJL1+7Q30Ijxo+nusTU9LCflwLAdUfC/5e5ixai1UU4u8If034m1JvzRDzGClYdv/8q3rn8deBMcoJI/UtfmIpNfwvtv4AUuwFBFCgGuoDZ47hP7FgpAh6yj7fwqrqjwrjYyn3iQVWOOM47zj7+HuBD5TwqEB5uYZ4zEjPJ0b0fIsR4S+o1BMLrGa9t2px8X/QeF6Vhlz8FBode2vVwjdkKyjhaRZLJGS093yL9nWf8DAAS6knFlhJFMVnHzggAhQeKtEx8VACC5ZShWIrlKseWnh6wZMM/qZ0PxAeUVMC+h5nIx5av2wOHoJNG7k9asxbvjswoPfjckBZbp2TZ/9AxOnr44WtiKUSEm9fv5mIvOEmDBYhNf4CG9rbljsK/A3/fOTUmL/1x1b8heP/gLdnvIi8ego5dgb/SaApFAb37Ho2Igp7IW+4CWOpmAXPVlevxw3uH1RqjHsOnGjVogkeIRBABdkNreFhA6VSlQ1utVdQZzyP43XXo3quGj4q4Hkf/+3h7w5572aN8MeSrczF30tWllJ2a9HUo7GHK/6mUMGgk/xKA6+7HjUK1RPL6XOX4CAPHw+S3kGd5UcFEPAIQQlaMI4nFpz3cp9vq/WoMD4WPBWUfWLB3wUeFfgbwdmHG/5qoCTnyzXEY8bInm/LfWJJTs0AgpurE5Z2ttZ4rkCEjTz+3FAfGVhhpgP/JSGaNMrnW4wUz7elnliAAAqAQEDGARQo8MIejy4UYhMqoBryRvl8i3GZbNL3OLvSE1M2csLrSLyaRMLLSnl3+elPzru7OCKTcjsdSyNOD0VOsbdOnf0j4NkpMEFC2I2B4zkOz3TIyOnBX770FCmXGOVSFTmpjw7P9arXJHjuU3+LwNvLE0qwUq9vZHn14WNoeI1x5MQ5+Q0QVWSAvxcVC/5vUIUUqG+sqewTi2qkqkeF6TyxVOtRYSIsCI8QN09b8DGeUfFHpHp9rnqcqGfwHIJnElWJET/f4mUnXnxO+ueH+AtSjxdVY0cGjxA8h+CZxHSeb/EqHa/KXnt7JR4J6i9EoSEnWF26ckN+2WaCz7cygrEuDT7OLhU54dUhXkoiYa5X9fYuTh7+a8TSRBKe9FWBI4aMJzXMZcIECe/czVuyDs+AKEeS/6qRMYWEUeP/QjzflRqs+msSbMJbBPKLMeRNIZUaPqar27VufuVaHF6S4S0OFRfmWjDjYgog8hjVn1jka9IiL1+XN6kvTeSJpbqPCk2zqJPrUR5vYjRt7I639XsNmyG/IVZx50zk+Rbvjjo0sEOo/cKUd8u+1YyXJXhimTl5uGxlIs+3eFWGlx937yox4YXIBC9c5eFjif+vnx7zFqwmjX5OnvJHoak932LIRpwMO86W/2JVoYD6ecKrary9K78Lg3LEmliaSFqxbuejnvS7dW6HKAqvp2UKlY+8asRLzCIsW7uj7JM+gu+de4+oP+th4hazLEZMoT60ssP/YOUmvKu787/v4VUZputenL4Q/w1gF0zG4I1yZEwhlXpiwf+Rc6eNxswlXnsgLV+7Q56NA4WJPLFU91FhCiz4u3hv2VfL3p22f8tH8vXZ8rtAeFQ8KpnC8y2eUj7fuGvTJwtC93x+9JuVeHZVvbEMFvxlYaIHaPibwiqSiTzfygjy8+riuZPxIgRQGD4SKOSH0G9hEXI1FJrU8y3Ga5ipqr024DgbkdP/vg1BKICHacXDVZ9ckUMo+W27ivcy0K3468VsgXrgiOGX+m8P0yp4zw6xgmqMeKMKeSOex1W/xBYjVSVMW2KaAa/K5BIIYH5FzmMJNyjBCnmjTKWGj78pvLuNh4c8WEzXIYM/Gfy9qFhK6nh5YpNRJgyw7BML5pnwwkNOQwY8iRk7jB1/WVjKCUrIAApLI0sAqdajwkRY5DOOZwycbjxF4NUplGCF1bIJFfBMoio34udbDM3e3lZ+7wv/NePZFc+i8sDlIPuL/5ttgs+3QFD9XeD9Mcz3A0pmkZd4hOAhhGpYxdOI6TzfYrxGnww4zi4bOWGC4dP138rnTA435UABS4SeKMEmTOXiHRm8DYq8UaZSkRPGiOEfOXEOz3HIy2j4O0cesQImG4CGfMixM3hCxNMi8saX8J9f2cgJw8RDAg8M9dckEMBbATDEVshgK5SQN8pUdvh4rkc0ACuIYcj4Y8ESkQT+XvB/554DJ7B6/WZiQuJtPKiQr3YyhB3kv5Fy3yVD9zHhhHAK7wshDwQ8QsCIPKyM9Ymluo8KE2HB3wXmYuU/Cvy9YDISfzuwwoOh3IRnElN4vkWMeOnKDfwRAUF+CpXjS/wHtGTV1j1fLVIF2ahgOs+3QFCd/cjL1zPvZgMKPngPBA8eUCCPCqiGvEk932K8Rp/0Pc7GQ1C+RxL+M3thyrvIowRnBQ9K/NGWmszGa+hzkVfxxi4SKuOtXvlPGkvkUYJyPJSXzp9SwbMhGtf/hOHLV3SBpdewGfhblfuM5zKE1OqBI8oxfLxRNW3Bxxi++nt2mKIDIHZHOUKHsjckwb6GlR7Fsm33YYSGpSInPJCWrd2BVxfwUR8mHKABE8hIPkGd1bcaYh6PCgxn+dod8keEsYpRVDB8bA14VvrULP5Y8P4v/i/E3wv+arCKdvB3hL+mUmjYxeASImYMByaQUd3RFg+hsk8sGJpcGfUx4bR+2RyAoBAIoAAIyoEDIrkcmww04VGB51g88vHEgnEhjxKMBX8UWFbxUWF8LHhUlH2+xd/FsnenfbH1B5x9yCDIXjR3MpQgBreyhsb3fItnEowdfz74I0IGqxg+zr7qvxsg4Cn05ZHS3XUxlXMzIRklqImk+ovDQ6vun2/Rb80l+bkCJpBRDRMI+L9GHj7+F5Yn9fEQwmHx4AEINqms8DSCJxM8paAcf4Z4koEqajIZqIC+x9l4wOF/NfntWiyRRwms8QDdv+UjPHaRVyVsQgVUk1MvtQgJebkQe2Ff1S4GmsEQMBB5RFjKz+8YC4YZuufzsn+TKEc1pFJbAYhCJLhBDy0YdHoUC4YJLmxVHx3Gi1Gr6FSb5HKYIGFHVbnhZlRnHyNCwirGIg+z4uGro0EPq9gdSW4BjRh0wsnFWOSk+ruQh4lNpYaGErlmKTFQyOXAwb6l9jK4VflRIY8IS/yBoASjwBJ5lCCpjxRDxioKkUCBmnJCHiVI2Io6cqHhLjEEDATDkZPqMYBnWjxyShWqW2ET3FAij131KFIvlDcZ4lJ1ljFMJKzKo0AGq3LCkOVCoMkl8hJu0MMm4EBDLlRVRrnhJoxCHg6WqmFiOCqBcgtRGTuimpzUH3LwlAu5NFABfY+zDZTV6LvNAVKAAhSgAAUoQAEKVCzAOLtiH26lAAUoQAHDEGAvKUABCuibAONsfTsj7A8FKEABClCAAhSggDEIMM42hrPIMVCAAhSgAAUoQAEK6JsA42x9OyPsDwUoQAEKUIACFKCAMQgwzjaGs8gxUIACFKAABSigTQG2TYGaCDDOroka96EABShAAQpQgAIUoEDFAoyzK/bh1toJcG8KUIACFKAABShgqgKMs031zHPcFKAABUxTgKOmAAUooCsBxtm6kuZxKEABClCAAhSgAAVMSaCqcbYpmXCsFKAABShAAQpQgAIUqK0A4+zaCnJ/ClCgrgR4XApQgAIUoIA+CzDO1uezw75RgAIUoAAFKGBIAuwrBdQFGGerazBPAQpQgAIUoAAFKEABzQgwztaMI1upnQD3pgAFKEABClCAAsYmwDjb2M4ox0MBClCAApoQYBsUoAAFaivAOLu2gtyfAhQwRAFlTu7EN5d+uX2fqvNHT5wLHPxqZFSMqkTjGRzi6TFvpaRmaLxlNkgBClCAAnoooOk4Ww+HyC5RgAIUqIJAr6DOoXs+9/XxqkJdVqEABShAAQpULsA4u3Ij1qAABQxboLzef7By06lzfyxf+7Vv73HyNPbRE+dUk82Y58Zs9ydffoutSHL5/CXrkEfCJkyHq1pFZRTKCY3I5aiAahQj8jAAAAVaSURBVHIhlqiDmfJ5S9bdTEjuNWwGStAaaqIceTnJ3UAhEtrBQXfsOay+SVUZm+RJcfkoKEdrck1ksLuc0IhciKVqF3kTlxSgAAUooAMBxtk6QOYhKEABvRN4e8aLj3du/+aUFyKPbCx3GhtRuJ2dNbaG/bi2scIVwbG3V2N5FYPZtvsQlkiIcX87fRF1sOnrte8hkkZ0i3LE8R7uzihEOvrNyuiYhBZNPRbPndy0sTtWUbho7mRUQ1q18A2sIk0aPXDWe6vkABrliMgv/BGNcqTeQZ1fmPIuGkEeqYufz4p1O1FHTni1ENyzK8rR8tmIKHQJ5QjrF3+2BV1COdLwQb0iL19HORMFKKAXAuyEaQgwzjaN88xRUoAC1RRAFD5qSF/sZGtj/US3DqVWEVtjLhkx8c9HTs+aOgJ1UNPXxwsBccixM9iUmJyGuByFSG4ujoiq5TpYVU8vjxzYK6izXDK4/xMN7W2TH1y9jYh85uTh8iaE0aVWEU/j6PJWvFqQG8GBEE+X9O12upmZmbuLo1xH/UByCZcUoAAFKKBtAcbZ2hZm+5oUYFsU0CsBxMQ3b6Vgptm39zg57f75V/QQITVCc0wzo3Dim0sRdqPwUWn+g8tRMGWOSeiU2+mPqlmVcu9mjROSbmcrc33btEB9tIk+yFPsWGWiAAUoQAFdCjDO1qU2j0UBChibAGagVddmRB7ZiISpawwS88fIY6b51Lk/Ap6dUm60jQnpp8e8hZlv+bKTo9+sxKQ19tVIwtz2/i0fyW1OW/Axo22NqJbbCAspQAEKPEqAcfajZFhOAQoYswCmnD3cnWs5QncXRzMzswpmoOVoe9XCN+Q5ZjdXJ8TlqoNiOhyrSxdMQWdUhbXMRMcmNFa42tlay+3I0Tbi+Mc7t8cmuZBLClCAAhTQjUBdxdm6GR2PQgEKUKAiAflS5opqVLgNUWwXP595S9ZFPrjr9tET577cvg8T1ZjAxlLeGwGuKva9eStF/fOI6qsr1u28mZAs71KzJbrxxdZ9Lw0LRuCObiDJ7WQrcxHoezdrLK9ySQEKUIACuhFgnK0bZx6FAhTQO4GZk4cj+gx4dsqDG+rVpIeL5k6eNHqg6hJtxNzdu/gi/vZwd5avjfbtPW7n3qPypLWvjxcqy1dxSJdl+3gtnjtZXkW1ju29a3bdiHwhOFpAN9Cg/JlIdAMxNwqR0JPhg3rJ5TUZJPehAAUoQIEaCTDOrhEbd6IABQxfANHw/i0fRT64rx/CUKyiECN7eeTA9cvnYFYYeaRKV9GInFS3CET8LZdgqWpWbgolSKiAVRwUeTmNGNwHNVEilyMvd6bS1TeL704oNyLvjl0Q06MzciGWGAIKmShAAUMTYH8NW4BxtmGfP/aeAhSgAAUoQAEKUEA/BRhn6+d5Ya9qJ8C9KUABClCAAhSgQF0LMM6u6zPA41OAAhSoqYCtjfX65XNeHjmwpg1wPx0K8FAUoIDpCTDONr1zzhFTgAIUoAAFKEABCmhfQN/jbO0L8AgUoAAFKEABClCAAhTQvADjbM2bskUKUMC4BTg6ClCAAhSgQFUEGGdXRYl1KEABClCAAhSggP4KsGf6KcA4Wz/PC3tFAQpQgAIUoAAFKGDYAoyzDfv8sfe1E+DeFKAABShAAQpQQFsCjLO1Jct2KUABClCAAtUX4B4UoIDxCDDONp5zyZFQgAIUoAAFKEABCuiPgLHE2fojyp5QgAIUoAAFKEABClBACMbZfBRQgAIU0I4AW6UABShAAdMWYJxt2uefo6cABShAAQpQwHQEOFLdCjDO1q03j0YBClCAAhSgAAUoYBoC/w8AAP//48dQQAAAAAZJREFUAwDzbPho/HBivAAAAABJRU5ErkJggg==&quot; alt=&quot;image.png&quot; /&gt;&lt;/li&gt;
&lt;li&gt;vs_filt를 사용하기로 한다.&lt;/li&gt;
&lt;li&gt;현재 개념을 수립하는 단계이다. 위 필터가 왜 적합한지 따지는 것은 2차 관심사이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=39cf0c11&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EC%B0%A8%EC%86%8D-%EA%B5%AC%ED%95%98%EA%B8%B0---A:-GPS-%EC%A2%8C%ED%91%9C%EB%A5%BC-%EC%9D%B4%EC%9A%A9%ED%95%98%EC%97%AC-%EA%B5%AC%ED%95%9C%EB%8B%A4.&quot; data-ke-size=&quot;size26&quot;&gt;차속 구하기 - A: GPS 좌표를 이용하여 구한다.&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%B0%A8%EC%86%8D-%EA%B5%AC%ED%95%98%EA%B8%B0---A:-GPS-%EC%A2%8C%ED%91%9C%EB%A5%BC-%EC%9D%B4%EC%9A%A9%ED%95%98%EC%97%AC-%EA%B5%AC%ED%95%9C%EB%8B%A4.&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[20]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;properties&quot;&gt;&lt;code&gt;def haversine_distance(lat1, lon1, lat2, lon2):
    &quot;&quot;&quot;
    Calculate distance between two GPS coordinates using Haversine formula (in meters)
    
    Parameters:
    lat1, lon1: Latitude and longitude of first point (in degrees)
    lat2, lon2: Latitude and longitude of second point (in degrees)
    
    Returns:
    distance: Distance between two points (in meters)
    &quot;&quot;&quot;
    # Earth radius (meters)
    R = 6371000
    
    # Convert degrees to radians
    lat1_rad = np.radians(lat1)
    lat2_rad = np.radians(lat2)
    delta_lat = np.radians(lat2 - lat1)
    delta_lon = np.radians(lon2 - lon1)
    
    # Haversine formula
    a = np.sin(delta_lat/2)**2 + np.cos(lat1_rad) * np.cos(lat2_rad) * np.sin(delta_lon/2)**2
    c = 2 * np.arctan2(np.sqrt(a), np.sqrt(1-a))
    distance = R * c
    
    return distance
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=ba670ddc&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[21]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;# latitude, longitude 컬럼의 이웃한 좌표 간의 거리를 계산하여 distance 컬럼에 저장한다.

# 좌표의 이전 행 데이터를 준비하기 위해 shift를 사용한다.
df.loc[:, 'lat_prev'] = df.loc[:, 'latitude'].shift(1)
df.loc[:, 'lon_prev'] = df.loc[:, 'longitude'].shift(1)

# 첫 번째 행 제거 (이전 데이터 없음)
df = df.dropna()

df.loc[:, 'd_lat'] = df.loc[:, 'latitude'] - df.loc[:, 'lat_prev']
df.loc[:, 'd_lon'] = df.loc[:, 'longitude'] - df.loc[:, 'lon_prev']
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c91d51b7&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;px.line(
    df,
    x=df.index,
    y=['d_lat', 'd_lon'],
    title='Change in Latitude and Longitude Over Time',
    labels={'value': 'Degrees', 'ts': 'Time'},
    width=1000,
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=26db88f7&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---GPS-%EC%8B%A0%ED%98%B8%EC%99%80-resample&quot; data-ke-size=&quot;size23&quot;&gt;발견 - GPS 신호와 resample&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---GPS-%EC%8B%A0%ED%98%B8%EC%99%80-resample&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;확대하면 아래와 같다.&lt;br /&gt;&lt;img 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&quot; alt=&quot;image.png&quot; /&gt;&lt;/li&gt;
&lt;li&gt;GPS 좌표가 포함된 asc 파일을 mdf 파일로 변환할 때, 리샘플을 하였다. 리샘플의 주기가 실제 GPS 좌표 측정 주기보다 짧다. 새 행들이 추가되었고, 그 값들은 ffill로 채워졌다. 그 결과 새로 도입된 행들만큼 d_lat, d_long이 0인 행들이 있다.&lt;/li&gt;
&lt;li&gt;가장 이상적인 방법은 asc를 mdf로 변환할 때, distance_gps와 speed_gps를 계산하는 것이다.&lt;/li&gt;
&lt;li&gt;지금은 어떻게 처리하면 좋을까? ai와 대응책을 물었다. 아래와 같이 데이터 처리를 시도한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=5b42eed5&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[23]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;# 가정: df 인덱스가 datetime, 컬럼은 latitude/longitude
# 1) 실제 GPS 갱신 여부 판단 (부동소수 오차 대응용 tolerance)
eps = 1e-10
gps_changed = (
    (df[&quot;latitude&quot;].diff().abs() &amp;gt; eps) |
    (df[&quot;longitude&quot;].diff().abs() &amp;gt; eps)
)
# 첫 행은 기준점으로 포함
gps_changed.iloc[0] = True

gps = df.loc[gps_changed, [&quot;latitude&quot;, &quot;longitude&quot;]].copy()

# 2) GPS 갱신 시점끼리 거리 계산
gps[&quot;lat_prev&quot;] = gps[&quot;latitude&quot;].shift(1)
gps[&quot;lon_prev&quot;] = gps[&quot;longitude&quot;].shift(1)

gps[&quot;distance_m&quot;] = haversine_distance(
    gps[&quot;lat_prev&quot;].values,
    gps[&quot;lon_prev&quot;].values,
    gps[&quot;latitude&quot;].values,
    gps[&quot;longitude&quot;].values
)
gps[&quot;distance_m&quot;] = gps[&quot;distance_m&quot;].fillna(0)

# 3) GPS 갱신 간 dt로 속도 계산
idx_series = gps.index.to_series()
if pd.api.types.is_datetime64_any_dtype(gps.index) or pd.api.types.is_timedelta64_dtype(gps.index):
    dt = idx_series.diff().dt.total_seconds()
else:
    dt = pd.Series(pd.to_numeric(pd.Index(gps.index), errors=&quot;coerce&quot;), index=gps.index).diff()

dt = dt.replace(0, np.nan)

gps[&quot;vs_gps_mps&quot;] = (gps[&quot;distance_m&quot;] / dt).replace([np.inf, -np.inf], np.nan)
gps[&quot;vs_gps_mps&quot;] = gps[&quot;vs_gps_mps&quot;].fillna(0)

# 4) 전체 리샘플 프레임으로 매핑
df[&quot;distance_m_step&quot;] = 0.0
df.loc[gps.index, &quot;distance_m_step&quot;] = gps[&quot;distance_m&quot;]

df[&quot;distance_m_cum&quot;] = df[&quot;distance_m_step&quot;].cumsum()

# 속도 표현 선택:
# A) 계단형 유지(마지막 GPS 속도 유지)
df[&quot;vs_gps_kph_ffill&quot;] = np.nan
df.loc[gps.index, &quot;vs_gps_kph_ffill&quot;] = gps[&quot;vs_gps_mps&quot;] * 3.6
df[&quot;vs_gps_kph_ffill&quot;] = df[&quot;vs_gps_kph_ffill&quot;].ffill().fillna(0)

# B) 선형 보간(원하면)
df[&quot;vs_gps_kph_interp&quot;] = np.nan
df.loc[gps.index, &quot;vs_gps_kph_interp&quot;] = gps[&quot;vs_gps_mps&quot;] * 3.6
df[&quot;vs_gps_kph_interp&quot;] = df[&quot;vs_gps_kph_interp&quot;].interpolate().fillna(0)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# GPS 속도 비교 그래프
px.line(
    df,
    x=df.index,
    y=['vs_filt', 'vs_gps_kph_ffill', 'vs_gps_kph_interp'],
    title='GPS Speed: Forward-Filled vs Interpolated',
    labels={'value': 'Speed (kph)', 'ts': 'Time'},
    width=1000,
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---vs_gps&quot; data-ke-size=&quot;size23&quot;&gt;발견 - vs_gps&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---vs_gps&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;시동을 걸면 Tlog100x가 즉시 데이터 저장을 시작한다.&lt;/li&gt;
&lt;li&gt;지하 주차장에서 출발하여 지상으로 올라와서 Tlog100x가 GPS 신호를 잡을 때까지 차속을 계산할 수 없다는 단점이 있다.&lt;/li&gt;
&lt;li&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;image.png&quot; /&gt;&lt;/li&gt;
&lt;li&gt;계산된 차속이 거칠고, 정차(0kph) 할 때, 차속 왜곡 기간이 지나치게 길 수 있다.&lt;/li&gt;
&lt;li&gt;&lt;img 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&quot; alt=&quot;image-2.png&quot; /&gt;&lt;/li&gt;
&lt;li&gt;asc -&amp;gt; mdf 변환 시에 차속 계산을 하는 것으로 하고, 여기서는 CAN 신호 기반 차속 신호를 이용한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=781d6049&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EB%B0%94%ED%80%B4-%EC%8A%AC%EB%A6%BD%EC%9C%A8-%EA%B5%AC%ED%95%98%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;바퀴 슬립율 구하기&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%94%ED%80%B4-%EC%8A%AC%EB%A6%BD%EC%9C%A8-%EA%B5%AC%ED%95%98%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=03681224&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[25]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;df['r_slip_fl'] = (df['ws_fl'] - df['vs_filt']) / df['vs_filt'] * 100
df['r_slip_fr'] = (df['ws_fr'] - df['vs_filt']) / df['vs_filt'] * 100
df['r_slip_rl'] = (df['ws_rl'] - df['vs_filt']) / df['vs_filt'] * 100
df['r_slip_rr'] = (df['ws_rr'] - df['vs_filt']) / df['vs_filt'] * 100

# vs_filt가 낮은 경우, slip 계산이 불안정할 수 있으므로, vs_filt가 k_speed_too_low 미만인 경우 slip을 0으로 간주한다.
k_speed_too_low = 2.5  # km/h, 필요에 따라 조정
df.loc[df['vs_filt'] &amp;lt; k_speed_too_low, ['r_slip_fl', 'r_slip_fr', 'r_slip_rl', 'r_slip_rr']] = 0
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=8646bf4e&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# slip_fl, slip_fr, slip_rl, slip_rr를 서브플롯으로 그린다.
fig = make_subplots(rows=5, cols=1, shared_xaxes=True, vertical_spacing=0.02)
fig.add_trace(go.Scatter(x=df.index, y=df['r_slip_fl'], mode='lines', name='slip_fl'), row=1, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['r_slip_fr'], mode='lines', name='slip_fr'), row=2, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['r_slip_rl'], mode='lines', name='slip_rl'), row=3, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['r_slip_rr'], mode='lines', name='slip_rr'), row=4, col=1)
fig.add_trace(go.Scatter(x=df.index, y=df['yaw_rate'], mode='lines', name='yaw_rate'), row=5, col=1)
fig.update_layout(width=1000, height=1100, title_text=&quot;Wheel Slip Ratios Over Time&quot;)
fig.update_xaxes(rangeslider_visible=True, row=5, col=1)
fig.show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=241eb00a&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---%EC%8A%AC%EB%A6%BD%EB%A5%A0%EA%B3%BC-%EC%84%A0%ED%9A%8C&quot; data-ke-size=&quot;size23&quot;&gt;발견 - 슬립률과 선회&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EC%8A%AC%EB%A6%BD%EB%A5%A0%EA%B3%BC-%EC%84%A0%ED%9A%8C&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;선회 구간에서 바퀴 슬립율이 높다.&lt;/li&gt;
&lt;li&gt;선회 시에는 가중치를 낮추야 하는 것인가?&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=67733ea6&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4&quot; data-ke-size=&quot;size26&quot;&gt;타이어 마모 인덱스&lt;a class=&quot;anchor-link&quot; href=&quot;#%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;타이어는 마모 인덱스라는 것을 만든다.&lt;/li&gt;
&lt;li&gt;타이어마다 개별적으로 있어야 하겠지.&lt;/li&gt;
&lt;li&gt;슬립율을 적분해서 만들면 될 것 같다.&lt;/li&gt;
&lt;li&gt;슬립율은 음수여도 인덱스는 증가하도록 계산식을 만들어야 한다.&lt;/li&gt;
&lt;li&gt;슬립율에 가중치가 적용되어 마모 인덱스가 계산되도록 해야겠다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=f6d95366&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[46]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;markdown&quot;&gt;&lt;code&gt;# 선회 중 바퀴 슬립률의 통계량을 구한다.
turning_slip_stats = df[df['is_turning'] != 0][['r_slip_fl', 'r_slip_fr', 'r_slip_rl', 'r_slip_rr']].describe()
turning_slip_stats
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-Cell-outputWrapper&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea jp-Cell-outputArea&quot;&gt;
&lt;div class=&quot;jp-OutputArea-child jp-OutputArea-executeResult&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[46]:&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/html&quot;&gt;
&lt;div&gt;
&lt;style scoped=&quot;&quot;&gt;
    .dataframe tbody tr th:only-of-type {
        vertical-align: middle;
    }

    .dataframe tbody tr th {
        vertical-align: top;
    }

    .dataframe thead th {
        text-align: right;
    }
&lt;/style&gt;
&lt;table class=&quot;dataframe&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr style=&quot;text-align: right;&quot;&gt;
&lt;th&gt;&amp;nbsp;&lt;/th&gt;
&lt;th&gt;r_slip_fl&lt;/th&gt;
&lt;th&gt;r_slip_fr&lt;/th&gt;
&lt;th&gt;r_slip_rl&lt;/th&gt;
&lt;th&gt;r_slip_rr&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;count&lt;/th&gt;
&lt;td&gt;3654.000000&lt;/td&gt;
&lt;td&gt;3654.000000&lt;/td&gt;
&lt;td&gt;3654.000000&lt;/td&gt;
&lt;td&gt;3654.000000&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;mean&lt;/th&gt;
&lt;td&gt;-0.601213&lt;/td&gt;
&lt;td&gt;2.703639&lt;/td&gt;
&lt;td&gt;-2.606825&lt;/td&gt;
&lt;td&gt;0.868139&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;std&lt;/th&gt;
&lt;td&gt;4.560471&lt;/td&gt;
&lt;td&gt;5.562668&lt;/td&gt;
&lt;td&gt;5.849281&lt;/td&gt;
&lt;td&gt;4.666240&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;min&lt;/th&gt;
&lt;td&gt;-12.366665&lt;/td&gt;
&lt;td&gt;-9.246471&lt;/td&gt;
&lt;td&gt;-30.474144&lt;/td&gt;
&lt;td&gt;-22.942318&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;25%&lt;/th&gt;
&lt;td&gt;-3.373488&lt;/td&gt;
&lt;td&gt;-0.202702&lt;/td&gt;
&lt;td&gt;-4.952815&lt;/td&gt;
&lt;td&gt;-0.622306&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;50%&lt;/th&gt;
&lt;td&gt;-0.146422&lt;/td&gt;
&lt;td&gt;0.594971&lt;/td&gt;
&lt;td&gt;-0.613929&lt;/td&gt;
&lt;td&gt;0.148466&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;75%&lt;/th&gt;
&lt;td&gt;0.615643&lt;/td&gt;
&lt;td&gt;4.743949&lt;/td&gt;
&lt;td&gt;0.188193&lt;/td&gt;
&lt;td&gt;3.330762&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;max&lt;/th&gt;
&lt;td&gt;29.132756&lt;/td&gt;
&lt;td&gt;27.226436&lt;/td&gt;
&lt;td&gt;17.747275&lt;/td&gt;
&lt;td&gt;17.527176&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=a55f6144&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[28]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;# 선회가 아닌 중 바퀴 슬립률의 통계량을 구한다.
non_turning_slip_stats = df[df['is_turning'] == 0][['r_slip_fl', 'r_slip_fr', 'r_slip_rl', 'r_slip_rr']].describe()
non_turning_slip_stats
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-Cell-outputWrapper&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea jp-Cell-outputArea&quot;&gt;
&lt;div class=&quot;jp-OutputArea-child jp-OutputArea-executeResult&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[28]:&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/html&quot;&gt;
&lt;div&gt;
&lt;style scoped=&quot;&quot;&gt;
    .dataframe tbody tr th:only-of-type {
        vertical-align: middle;
    }

    .dataframe tbody tr th {
        vertical-align: top;
    }

    .dataframe thead th {
        text-align: right;
    }
&lt;/style&gt;
&lt;table class=&quot;dataframe&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr style=&quot;text-align: right;&quot;&gt;
&lt;th&gt;&amp;nbsp;&lt;/th&gt;
&lt;th&gt;r_slip_fl&lt;/th&gt;
&lt;th&gt;r_slip_fr&lt;/th&gt;
&lt;th&gt;r_slip_rl&lt;/th&gt;
&lt;th&gt;r_slip_rr&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;count&lt;/th&gt;
&lt;td&gt;25138.000000&lt;/td&gt;
&lt;td&gt;25138.000000&lt;/td&gt;
&lt;td&gt;25138.000000&lt;/td&gt;
&lt;td&gt;25138.000000&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;mean&lt;/th&gt;
&lt;td&gt;0.129247&lt;/td&gt;
&lt;td&gt;0.192052&lt;/td&gt;
&lt;td&gt;-0.180969&lt;/td&gt;
&lt;td&gt;-0.123421&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;std&lt;/th&gt;
&lt;td&gt;0.493932&lt;/td&gt;
&lt;td&gt;0.528245&lt;/td&gt;
&lt;td&gt;0.520399&lt;/td&gt;
&lt;td&gt;0.511055&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;min&lt;/th&gt;
&lt;td&gt;-7.891926&lt;/td&gt;
&lt;td&gt;-7.877434&lt;/td&gt;
&lt;td&gt;-12.601392&lt;/td&gt;
&lt;td&gt;-9.648983&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;25%&lt;/th&gt;
&lt;td&gt;0.000000&lt;/td&gt;
&lt;td&gt;0.000000&lt;/td&gt;
&lt;td&gt;-0.338130&lt;/td&gt;
&lt;td&gt;-0.273805&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;50%&lt;/th&gt;
&lt;td&gt;0.000000&lt;/td&gt;
&lt;td&gt;0.041585&lt;/td&gt;
&lt;td&gt;-0.073588&lt;/td&gt;
&lt;td&gt;-0.015805&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;75%&lt;/th&gt;
&lt;td&gt;0.284475&lt;/td&gt;
&lt;td&gt;0.357648&lt;/td&gt;
&lt;td&gt;0.000000&lt;/td&gt;
&lt;td&gt;0.000000&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th&gt;max&lt;/th&gt;
&lt;td&gt;15.463468&lt;/td&gt;
&lt;td&gt;12.169217&lt;/td&gt;
&lt;td&gt;12.133596&lt;/td&gt;
&lt;td&gt;11.509765&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=399a2e65&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[29]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;turning_slip_stats.loc['mean'] / non_turning_slip_stats.loc['mean']
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;jp-Cell-outputWrapper&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-OutputArea jp-Cell-outputArea&quot;&gt;
&lt;div class=&quot;jp-OutputArea-child jp-OutputArea-executeResult&quot;&gt;
&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[29]:&lt;/div&gt;
&lt;div class=&quot;jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult&quot; tabindex=&quot;0&quot; data-mime-type=&quot;text/plain&quot;&gt;
&lt;pre class=&quot;pgsql&quot;&gt;&lt;code&gt;r_slip_fl   NaN
r_slip_fr   NaN
r_slip_rl   NaN
r_slip_rr   NaN
Name: mean, dtype: float64&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c0d3ca66&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---turning&quot; data-ke-size=&quot;size23&quot;&gt;발견 - turning&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---turning&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;turning 일 때 r_slip_xx가 turning이 아닐 때 대비 차이가 크다.&lt;/li&gt;
&lt;li&gt;turning 일 때 r_slip_xx를 제한한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=590ed9f4&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[30]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;python&quot;&gt;&lt;code&gt;# 튜닝 파라미터
k_r_slip_deadzone = 0.01 # 마모가 없다고 설정한 슬립 비율 기준
k_slip_power = 2.0 # &amp;gt;1 이면 큰 슬립에 더 큰 패널티
k_speed_min_kmh = 2.5 # 저속 구간 제외 기준
k_limit_factor_r_slip_in_turning = 2 # 선회 중 슬립이 과대평가되는 것을 보정하는 계수 (필요에 따라 조정 가능)

def wear_increment_from_slip(r_slip_xx: pd.Series, r_slip_max_no_turning: float) -&amp;gt; pd.Series:
    '''
    slip_series: 슬립 비율 시리즈 (예: r_slip_fl)

    앞뒤 바퀴의 수직 하중 차이가 고려되야 한다. 
    동일한 슬립율이라도 수직 하중이 큰 바퀴에서의 마모 증가량이 더 클 것이다. 
    앞 바퀴 하중 : 뒷 바퀴 하중 = 6 : 4 로 한다. 
    즉, 앞바퀴는 슬립으로 인한 마모 증가량이 1.5배가 된다. (필요에 따라 조정 가능)

    return: 슬립으로 인한 마모 증가량 시리즈 (0 이상)
    '''

    # 1) 절대값 사용: 양/음 슬립 모두 마모 증가
    r_slip_abs = r_slip_xx.abs()

    # 2) 데드존: 미소 슬립 노이즈 제거
    r_slip_eff = (r_slip_abs - k_r_slip_deadzone).clip(lower=0.0)

    # 3) 선회 중 r_slip이 크게 계산된다. 
    # 선회 여부 시 r_slip_eff를 보정한다. 
    r_slip_eff = r_slip_eff.where(df['is_turning'] &amp;gt; 0, r_slip_max_no_turning * k_limit_factor_r_slip_in_turning)  
    

    # 4) 수직 하중 가중 (앞바퀴 1.5배, 뒷바퀴 1.0배)
    if 'fl' in r_slip_xx.name:
        r_slip_eff *= 1.5
    elif 'rl' in r_slip_xx.name:
        r_slip_eff *= 1.0
    elif 'fr' in r_slip_xx.name:
        r_slip_eff *= 1.5
    elif 'rr' in r_slip_xx.name:
        r_slip_eff *= 1.0
    
    # 5) 비선형 가중
    severity = r_slip_eff.pow(k_slip_power)
    
    # 6) 시간 적분
    inc = severity * dt
    
    return inc.where(valid_speed, 0.0)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=2f8d2222&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[31]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;nix&quot;&gt;&lt;code&gt;# 인덱스에서 dt[s] 계산 (timedelta index / numeric index 모두 지원)
didx = df.index.to_series().diff()
if pd.api.types.is_timedelta64_dtype(didx):
    dt = didx.dt.total_seconds().fillna(0.0)
else:
    dt = didx.astype(float).fillna(0.0)

# 유효 속도 마스크
valid_speed = df[&quot;vs_filt&quot;] &amp;gt;= k_speed_min_kmh

# 타이어별 누적 인덱스 계산
for wheel in [&quot;fl&quot;, &quot;fr&quot;, &quot;rl&quot;, &quot;rr&quot;]:
    col_r_slip = f&quot;r_slip_{wheel}&quot;
    col_inc = f&quot;wear_inc_{wheel}&quot;
    col_idx = f&quot;wear_idx_{wheel}&quot;

    r_slip_max_no_turning = df.loc[df['is_turning'] == 0, col_r_slip].max()

    df[col_inc] = wear_increment_from_slip(df[col_r_slip], r_slip_max_no_turning)
    df[col_idx] = df[col_inc].cumsum()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=394189b7&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[32]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;def plot_wear_index(df):

    color_map = {
        &quot;fl&quot;: &quot;#1f77b4&quot;,
        &quot;fr&quot;: &quot;#d62728&quot;,
        &quot;rl&quot;: &quot;#2ca02c&quot;,
        &quot;rr&quot;: &quot;#ff7f0e&quot;
    }

    fig = make_subplots(
        rows=3, cols=1, shared_xaxes=True, vertical_spacing=0.08,
        subplot_titles=(
            &quot;Vehicle Speed (filtered)&quot;,
            &quot;Wheel Slip Ratios&quot;,
            &quot;Tire Wear Estimation Index&quot;
        )
    )


    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;vs_filt&quot;],
            mode=&quot;lines&quot;,
            name=&quot;vs_filt&quot;,
            line=dict(color=&quot;#444444&quot;, width=2)
        ),
        row=1, col=1
    )

    for wheel in [&quot;fl&quot;, &quot;fr&quot;, &quot;rl&quot;, &quot;rr&quot;]:
        fig.add_trace(
            go.Scatter(
                x=df.index,
                y=df[f&quot;r_slip_{wheel}&quot;],
                mode=&quot;lines&quot;,
                name=f&quot;slip_{wheel}&quot;,
                line=dict(color=color_map[wheel], width=1.8)
            ),
            row=2, col=1
        )

    for wheel in [&quot;fl&quot;, &quot;fr&quot;, &quot;rl&quot;, &quot;rr&quot;]:
        fig.add_trace(
            go.Scatter(
                x=df.index,
                y=df[f&quot;wear_idx_{wheel}&quot;],
                mode=&quot;lines&quot;,
                name=f&quot;wear_idx_{wheel}&quot;,
                line=dict(color=color_map[wheel], width=2.2)
            ),
            row=3, col=1
        )

    fig.update_yaxes(title_text=&quot;km/h&quot;, row=1, col=1)
    fig.update_yaxes(title_text=&quot;slip ratio&quot;, row=2, col=1)
    fig.update_yaxes(title_text=&quot;wear index&quot;, row=3, col=1)

    # rangeslider를 맨 아래 서브플롯에만 표시
    fig.update_xaxes(rangeslider_visible=False, row=1, col=1)
    fig.update_xaxes(rangeslider_visible=False, row=2, col=1)
    fig.update_xaxes(rangeslider_visible=False,  row=3, col=1)

    fig.update_layout(
        width=1000,
        height=600, 
        title_text=&quot;Vehicle Speed and Tire Wear Estimation&quot;,
        legend_title_text=&quot;Signals&quot;
    )

    return fig
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=12083883&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;stylus&quot;&gt;&lt;code&gt;plot_wear_index(df).show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=273bded1&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;&lt;img 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alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%99%80-%EA%B3%A0%EB%8F%84&quot; data-ke-size=&quot;size26&quot;&gt;타이어 마모 인덱스와 고도&lt;a class=&quot;anchor-link&quot; href=&quot;#%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%99%80-%EA%B3%A0%EB%8F%84&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
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&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[34]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;def plot_wear_index_with_altitude(df):
    # altitude와 wear_idx_fl의 관계를 산점도로 그려본다.
    # 두 그래프의 스케이일이 많이 다르므로 y축을 각각 따로 만들어서 그려본다.

    fig = make_subplots(
        rows=1, cols=1, shared_xaxes=True,
        specs=[[{&quot;secondary_y&quot;: True}]],
        subplot_titles=[&quot;Altitude vs Front Left Tire Wear Index&quot;]
    )
    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;altitude&quot;],
            mode=&quot;lines&quot;,
            name=&quot;altitude&quot;,
            line=dict(color=&quot;#888888&quot;, width=2)
        ),
        row=1, col=1, secondary_y=False
    )
    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;wear_idx_fl&quot;],
            mode=&quot;lines&quot;,
            name=&quot;wear_idx_fl&quot;,
            line=dict(color=&quot;#1f77b4&quot;, width=2)
        ),
        row=1, col=1, secondary_y=True
    )
    fig.update_yaxes(title_text=&quot;Altitude (m)&quot;, row=1, col=1, secondary_y=False)
    fig.update_yaxes(title_text=&quot;Front Left Tire Wear Index&quot;, row=1, col=1, secondary_y=True)
    fig.update_layout(
        width=1000,
        height=600, 
        title_text=&quot;Altitude and Front Left Tire Wear Index Over Time&quot;,
        legend_title_text=&quot;Signals&quot;
    )   

    return fig
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;stylus&quot;&gt;&lt;code&gt;plot_wear_index_with_altitude(df).show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=6d13b3c1&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---%EC%82%B0%EC%9D%84-%EB%84%98%EC%9D%84-%EB%95%8C-%ED%83%80%EC%9D%B4%EC%96%B4%EA%B0%80-%EB%A7%8E%EC%9D%B4-%EB%8B%BF%EC%A7%80-%EC%95%8A%EC%9D%84%EA%B9%8C?&quot; data-ke-size=&quot;size23&quot;&gt;발견 - 산을 넘을 때 타이어가 많이 닿지 않을까?&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EC%82%B0%EC%9D%84-%EB%84%98%EC%9D%84-%EB%95%8C-%ED%83%80%EC%9D%B4%EC%96%B4%EA%B0%80-%EB%A7%8E%EC%9D%B4-%EB%8B%BF%EC%A7%80-%EC%95%8A%EC%9D%84%EA%B9%8C?&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;그래프를 보면 1500 ~ 2000초 구간에서 산을 넘어간다. 나는 이 구간에서 타이어 마모가 많을 것으로 생각했다. 그런데 타이어 마모 인덱스를 보면 인덱스의 증가가 거의 없다.&lt;/li&gt;
&lt;li&gt;경사를 마모에 반영해 보자.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=8a2d420b&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EA%B2%BD%EC%82%AC%EB%8F%84-%EA%B5%AC%ED%95%98%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;경사도 구하기&lt;a class=&quot;anchor-link&quot; href=&quot;#%EA%B2%BD%EC%82%AC%EB%8F%84-%EA%B5%AC%ED%95%98%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;vs_filt를 미분하여 종가속도 long_accel_vs를 구한다.&lt;/li&gt;
&lt;li&gt;측정된 신호 long_accel과 long_accel_vs의 차이 diff_long_accel을 구한다.&lt;/li&gt;
&lt;li&gt;이 차이를 경사도로 볼 수 있을까?&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=e7675bc2&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;px.line(
    df,
    x=df.index,
    y='long_accel',
    title='Longitudinal Acceleration Over Time',
    labels={'long_accel': 'Longitudinal Acceleration (m/s&amp;sup2;)', 'ts': 'Time'},
    width=1000,  
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=b4c37b76&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;&lt;img 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kxAGsSEowMRhlxdKOowJiSMECAFCgBAgBHKOgHsNd5iSba2PpDpYTgw1BKRUWEIwNVg8fBiUix+/A5YTwsyBWH4EO4iRhWVH/LDGhq7uHsysM2IYfIhEFnYJH2GJGKmIUXA4esZkMIRcJDEH6dCB5UIAxQFP+CwVlIgEDS7hI4wYhJljzMEQARYjKQCGCMMhCzIiFT7C8uyIlBziIZfpLEWyAJjIk0CDS/BnTlIVxKBkkfAhCxIRyRzIECk5cAAfJIEGlJCOsOTkfJAFBCBDKrIgI1IRljvEgIw5hOGkLCADOICIpSKAy1Q+4I8sjAY+tEVG5tIRK3RmxHJfwVPBVk4JVulSURYkSQ5Kgi3ypmqFSA2HXMgLbgoaxABScGPx0IRBxC7h64kBE0lDBCAI4pCXXH4gQFoSAoQAIUAIFBwC7jXcbYV6wa8eXLJytSQC09JTJo6XT5lLSRQgBAgBQoAQIAQIAUKgGBGgMrsPgSI13FER1y64Z1p8Ew4uFfORiCFHCBAChAAhQAgQAoQAIUAIuAeBIjXcF918fwYwYQAAEABJREFUJZb+JYdL91QJaaKNAKUSAoQAIUAIEAKEACFQnAgUqeFenJVNpSYECAFCgBDgOI5AIAQIAUIgTxEgwz1PK47UJgQIAUKAECAECAFCgBDIDQK5kkqGe66QJ7mEACFACBAChAAhQAgQAoSAAQTIcDcAFpESAu5GgLQjBAgBQoAQIAQIgUJGgAz3Qq5dKhshQAgQAoQAIWAEAaIlBAgBVyNAhrurq4eUIwQIAUKAECAECAFCgBAgBBgC+WC4M03JJwQIAUKAECAECAFCgBAgBIoYATLci7jyqeiEQPEgQCUlBAgBQoAQIATyHwEy3PO/DqkEhAAhQAgQAoQAIWA3AsSfEHABAmS4u6ASSAVCgBAgBAgBQoAQIAQIAUIgEwJkuGdCyN3ppB0hQAgQAoQAIUAIEAKEQJEgQIZ7kVQ0FZMQIAQIAXUEKJYQIAQIAUIgXxAgwz1faor0JAQIAUKAECAECAFCwI0IkE6OIUCGu2NQkyBCgBAgBAgBQoAQIAQIAULAPAJkuJvHjnK6GwHSjhAgBAgBQoAQIAQIgYJCgAz3gqpOKgwhQAgQAoSAdQgQJ0KAECAE3IUAGe7uqg/ShhAgBAgBQoAQIAQIAUKgUBCwuBxkuFsMKLEjBAgBQoAQIAQIAUKAECAE7ECADHc7UCWehIC7ESDtCAFCgBAgBAgBQiAPESDDPQ8rjVQmBAgBQoAQIARyiwBJJwQIgVwgQIZ7LlAnmYQAIUAIEAKEACFACBAChIBBBArKcDdYdiInBAgBQoAQIAQIAUKAECAE8gYBMtzzpqpIUUKAEHAAARJBCBAChAAhQAi4FgEy3F1bNaQYIUAIEAKEACFACOQfAqQxIWAfAmS424ctcSYECAFCgBAgBAgBQoAQIAQsQ4AMd8ugdDcj0o4QIAQIAUKAECAECAFCIL8RIMM9v+uPtCcECAFCwCkESA4hQAgQAoRAjhEgwz3HFUDiCQFCgBAgBAgBQoAQKA4EqJTZIkCGe7YIUn5CgBAgBAgBQoAQIAQIAULAAQTIcHcAZBLhbgRIO0KAECAECAFCgBAgBPIBATLc86GWSEdCgBAgBAgBNyNAuhEChAAh4AgCZLg7AjMJIQQIAUKAECAECAFCgBAgBNIhoC+eDHd9OBEVIUAIEAKEACFACBAChAAhkFMEyHDPKfwknBBwNwKkHSFACBAChAAhQAi4BwEy3N1TF6QJIUAIEAKEACFQaAhQeQgBQsBCBMhwtxBMYkUIEAKEACFACBAChAAhQAjYhUBxGu52oUl8CQFCgBAgBAgBQoAQIAQIAZsQIMPdJmCJLSFACBQ2AlQ6QoAQIAQIAULAaQTIcHcacZJHCBAChAAhQAgQAoQAxxEGhIBhBMhwNwwZZSAECAFCgBAgBAgBQoAQIAScR4AMd+cxd7dE0o4QIAQIAUKAECAECAFCwJUIkOHuymohpQgBQoAQyF8ESHNCgBAgBAgBexAgw90eXIkrIUAIEAKEACFACBAChIA5BChXGgTIcE8DDEUTAoQAIUAIEAKEACFACBACbkKADHc31Qbp4m4ESDtCgBAgBAgBQoAQIARyiAAZ7jkEn0QTAoQAIUAIFBcCVFpCgBAgBLJBoOgM9x0dAXL5hUBgINy5fyC/dCZtB0KR9q5+wiG/EAhHors6g/mlM2kLC4BAyC8EdncGca/ll85u1ha3QFE5D8cVVXmpsIQAIUAIEAKEACFACBAChEBeIlB0M+55WUukNCHgdgRIP0KAECAECAFCgBCwHQEy3G2HmAQQAoQAIUAIEAKEQCYEKJ0QIAQyI0CGe2aMiIIQIAQIAUKAECAECAFCgBDIOQJkuGtWASUSAoQAIUAIEAKEACFACBAC7kCADHd31ANpQQgQAoWKAJWLECAECAFCgBCwCAEy3C0CktgQAoQAIUAIEAKEACFgBwLEkxCII0CGexwJ+iUECAFCgBAgBAgBQoAQIARcjAAZ7i6uHHerRtoRAoQAIUAIEAKEACFACDiJABnuTqJNsggBQoAQIAQSCFCIECAECAFCwBACZLgbgouICQFCgBAgBAgBQoAQIATcgkCx6VGwhnvb+s0zz7xmWsulcJddf3tfIFhsVUvlJQQIAUKAECAECAFCgBAoJAQK1nB/d9W6RQuubGt9BG7EsCG/vPvRQqo2Kou7ESDtCAFCgBAgBAgBQoAQsB6BgjXcL59/xrxZMxhgBzaP3rVnH026MzTIJwQIAUKAEHA9AqQgIUAIEAIqCBSs4S6VFfb6ivc+waR7ZUW5FEkBQoAQIAQIAUKAECAECAFCIL8QMGK451fJRG0X/OrBo06/GsFbrrsYPtzQujJy+YVAmc9TU+nLL51dq21TXZkzzufl66tLnJFFUqxCwMNzjTWlVnEjPs4ggOeaM4LyS4prO2EoNqSmFPcaAuQsQQC3QFG5AjfcF90sbHOfffT0axfcg6l3VG1XzwC5/EJgIBzpC4bzS2fXatvZM+CMC4ejPX0hFVlOKUCiTSAQiXJdfYMmMlKWHCKA51oOpbtWtGs7YSjW3Tco3GtkjViEAG6BonIFbrizujz28Kn7ewO9fcLBMoPhKLn8QiAa5cIRqjVrEAiFo864KMeFIg7JcqZExSAFHWYxFLPAyliMtaajH3PzYw4tELXmZg3zSzeAWVSuYA33Rb/9W9v6zawuH3vm9ZqqiqrKcnZJPiFACBAChAAhQAgQAoQAIZB3CBSs4T7zyGnnX7VwmniO+649++5d9ONKO19OzbuKJ4UJAUKAECAECAFCgBBwIQLvfei59Tbfmk94F+qWc5UK1nCfN2tGm3iIO/yH77qJrPacNzVSgBAgBLQRoFRCgBAgBAgBINDbA4/bt48MdwEHxV/BGu6KctIlIUAIEAKEACFACBAChY0Ala7gESDDveCrmApICBAChAAhQAgQAoQAIVAICJDhXgi16O4ykHaEACFACBAChAAhQAgQAhYgQIa7BSASC0KAECAECAE7ESDehAAhUEQIBIXju4uovIaKSoa7IbiImBAgBAgBQoAQIAQIAULARgSCQTteS7VRYSdZk+HuJNokixAgBAgBQoAQIAQIAUKAEDCJABnuJoGjbISABQgQC0KAECAECAFCgBAgBHQjQIa7bqiIkBAgBAgBQoAQcBsCpA8hQAgUEwJkuBdTbVNZCQFCgBAgBAgBQoAQIATyFgFbDPe8RYMULygEQiFu4S99z73oLahSUWEIAUKAECAECAFCoFgRIMO9WGu+CMq99SsuEuE69xVBUQuxiFQmQoAQIAQIAUKAEFAgQIa7AhC6JAQIAUKAECAECIFCQIDKQAgUHgJkuBdenVKJCAFCgBAgBAgBQoAQIAQKEAEy3B2uVBLnNAKdXU5LJHmEACFACBAChAAhQAjYgQAZ7nagSjwJAUKAELAPAeJMCBAChAAhUKQIkOFepBVPxSYECAFCgBAgBAiBYkXAxnJv3Mzf+wffF1/yNsooYtZkuBdx5VPRCQFCgBAgBAgBQoAQsBSBLVv4Pe3ctq/IcLcU1jgzMtzjSNBvzhEgBQgBQoAQIAQIAUKAECAE0iNAhnt6bCiFECAECAFCIL8QIG0JAUKAEChoBMhwL+jqpcIRAoQAIUAIEAKEACFACOhHwN2UZLi7u35IO0KAECAECAFCgBAgBAgBQkBEgAx3EQbyCAF3I0DaEQKEACFACBACRYVAtKhKq7uwZLjrhooICQFCgBAgBAiBvEWAFCcE8guBPbvzS1+HtCXD3SGgSQwhQAgQAjYh0NXF//NZ78ZNdPiaTQATW0KAEMgBAoEA9WkqsOfWcFdRiKIIAWsR2L+f37KVbn5rQSVu7kJg02ZuzSf8uk+pnburXkgbQoAQIAQsR4AMd8shJYbuQiAc5mgm0l1VYrE2xC6GwOAgGe4xKOiHECAECIFCRYAM90KtWSoXIUAIEAKEACFACOhBgGgIgbxBgAz3vKkqUpQQIAQIAUKAECAECAFCoJgRIMPdrbVPehEChAAhQAgQAoQAIUAIEAIyBMhwl4GRdXDnTm7JUo/fnzUjYkAIEAKEQPYIEAdCgBAgBAiBwkKADHcr6/Ozzz0w3Fd/RK+IWYkq8SIECAFCgBAgBAiB3CBgVmpfwGxOyqeJABnumvAYTAwGxQw8Ge4iDuQRAoQAIUAIEAKEQFEiMNBPtpAtFU+Gu5WwBoNCMw3QKNNKUFV4URQhQAgQAoQAIUAIEAJFiAAZ7tZXej+NMq0HlTgSAoRABgT8/gwElCxHgMKEACFACOQjAmS452Otkc6EACFACCQQCIhrfYlrChEChAAhQAjYj0BOJJDhnhPYSSghQAgQApYhEGRv11jGjxgRAoQAIZBLBMLhaC7Fu1s2Ge7urh/SjhAwhgBREwKEACFACBACuUdg/QbhrT8TevQFuG1fmcxrQlzeZSHDPe+qjBQmBAgBQoAQIATsQ4A4EwIWINDXZ5LJv9/zdPrJcE+LXsEa7ktWrp7Wcilzl11/e1+A1pLTNgJKIAQIAUKAECAECAFCgBBwPwJ5YrgbB3Ljlp33LvpxW+sj779yP3L/8u5H4ZMrTgRor1xx1juVmhAgBAgBQoAQKDAECtZwv3z+GfNmzUBtVVaUzz56+q49+2jSHWgUp+uiRbfirHhFqemSECAECIEcIRCJ5EgwiS04BArWcJfX1Jebt48YNgQWPCK9Ht4+xz6ZGo1G7RNRhJx5jvPwnJmCs/rgOPyayW5nUyl4fTjTtUawG0eA53kADssgy3YFJllyoOzOI0C15ijmxm9PqLfhS37hL33L3vYiDOfBI40z9VAzJR0SHXY8z6NZwpmTy/Ox7ByvCyWuyP4VvuG+ZOXqVZ9suP7757GaHVpXZp8rL/FCSjDos09EEXIuK/XWVJWaKHhdVQmqAw71YiI7ZckGgVKfp6HGxnstG90KL29ludDz9PV5siwanrJDaszca1nKpezZIIAuLpvslNcBBLxR4WHUt9/LZDXWlOJeY+GC9FmPZLplStlLfLr6NAgqKlfghjus9gWLHrzzZ9c0Ndazet3dGbTPBQbCkNLfH7ZPRCrngo8JDoS7egZMFHNfzwCqAw71YiI7ZckGgYFQpKO7PxsOlFc/Ar2BENr5YDiiP4sqZTgSbe+iWrPxGaEKe5aRqPosOVB2uxHo7h1ENfl7YrYB7jLca3YLzSF/1iOhyOZ0kLIPDurq0yCoqFwhG+7Man/ozhunTWouqkqlwioQ6DV7KJWCD10SAoWKAJWLECAE7EOAHW4YoCdRHGJ/F9fbG7+gX4MIFKzhDqv99nufeOEvi8hqN9gkCpB8T3sBFoqKRAgQAoQAIUAIuAcBnZoEAtHf3ON76BFhg5/OLEQmR6BgDffXl36wbceelnOvY0e5zzzzmrb1m+UlpzAhQAgQAoQAIUAIEAJ2IxDl4m9b2i3JCP9du7nNm3OgWDAoCO3r5Tv2GVGXaOMIFKzhvujmK9taH9MnDJwAABAASURBVJHcOy/dR1Pv8Uovnl8qKSFQRAh0dwuPwyIqMBWVEMgTBLr8blT0z3/1PfxXL+a/LVeuS0dfFAhyr76uPunu91NXplUnBWu4axWa0ggBQoAQKDgEInRQtC11SkwJgcJEIBAQysXmv4WQRX9gu2q1Lsu7P2iRyCJjQ4Z7kVU4FZcQIAQIAUKAECAECAF7EAiSOa4CrJVRZLhbiSbxIgQIAUKAECAECAFCQI5Ab5+uGWh5FgoTAukQIMM9HTIUTwgUNAJUOEKAECAECAFHEBgciDoih4QUBQJkuFtZzbv3WMmNeFmFQFB8h90qbsSHECAECAFCQECA/ggBQsBxBMhwtxLyHTsNL4d1dFipAPFSRSBIW+5UcaFIQoAQIAQIAacQ6O4xbCE4pRrJyScECs1wzyfsOW75Cv6e3/tal9LNnF/1RtoSAoQAIUAIEALGEAiHacOMMcSIWhUBMtxVYTET2dlpOFcoJJjsUVd+msFwYSgDIVAoCFA5TCCwZQv/2N89GzebyEpZCAFCgBAgBPQiQIa7XqT003V26aclSkKAECAECgGBjZv59Z97tmyhZ0oh1CaVIXsEiAMhYBMC1MnaBCyxJQQIAUKAECAECAFCgBAgBKxEgAx3K9F0Ny/SjhAgBAgBQoAQIAScRmB3u7At1mmpJK9AESDDvUAr1vFi7drNLVnq6euLOi6ZBBIChIBjCJAgQoAQMIxAX5/hLPmYYV+nYAbspbPybK48MtxtBrho2H/6mQeG+/oN1KIKpMp7erif/cL3r8U5q9BIxKWDwE2b+dalOYOlQJoXFYMQyAUCUZd2KrnAwgaZaz4WzIC1bd5MvGPpu3bTQkQMCkM/9PgxBBcRp0XA7xfuQOanJcpRQokvR4LzWeyevRwecnty1LGGw9xt/1vy+N/1PgCcRHrFO563lnq2bRcavJNySRYhQAhkg0Akwt22yPfwX9zYq2RTrrzLuz9+nn2APrFiqvLIcDcFm1qmgUG1WB1x7jR2dSieNySDIS7DHp68KUqxKLpnTxQT7rv2uLG8gwOCVoODNHcn4EB/hEC+INDZyWFGwE/HvuW6wkJ0nn12VUCGe3b4yXL3FscmNlmJ8ynY30/zo/lUXwGqr3yqLtJVRIA8dyPw96dp7dXdNUTa6UOADHd9OOWCKhrlnnvR+/6HZHHmAn2SKSLQ00vNTwSCPEKAEMhzBPoHaJUsz6uwGNTXUUYy3HWAlCOSnp7oqtX8indpQ16OKoDEctxgiB511A4IAUKgEBBgu1K7umgyohBqs5jLQIZ7Lmuf9SPpNAiFhP4lQrvB0gFkJL4vIIBpJAfRxhCgH1UEuunxr4oLRRIC7kYAS9kOKxgI0PSHw5AXuDgy3Au8gou5eHLTihZJ87EldHXxu135fqprwezsdK1qpFhRI1DMhQ8GadqomOvf+rKT4W49psSRECgABAb7c18IzI3t3EnPvNxXBGlACLgKga+288tXGLNeaNrbVTVIymSDgLGmn40kl+W1Xp2BAbIw0qL65Ub+7ZXU2NLi48KEHbuE9tzbJ/guVI9UIgQIgaJFYMkyz+tverZtM9A7yae9I7R1xc6ms4/W/eyEF7zJlgII1ridO6zhk9dc0n0I7cWXPa+94enrzevCFZvywkORnVmew5IH3LfK3Jk4BzqHwORe9PIV/K23ebduFdpJ7rUhDYoJgZD4LYUdO02WuctvMiNl04NAV7ceKqIxjwAZ7uaxU+bk6QHGfb6Bj6pNZkQiAlr9Ym8rhBz/66NjDQ1ivn2H0J7r69Wq0yCrbMiD9Gm9bOCzM2/rch/H8TS7xtG/HCFQKEcO5Ag+Epu3CJDhnrdV50rFhe/SuXIyIxRyJV4uVmpPu4uVI9XSIODkasAgnYqdphYo2hkEwuJ8kDOySAoh4B4EyHA3WReDg9yrr3u++NJkdldns005J60K2wpBjAkBAQFaDhZQoD9CIBcIsEfJ/m5hVTAX8klmVgj09pDlmRWABJ9J+Hbt4le843n3Pfo6UgzAiopYQOOncx/1sxrwuDIpxztluF63vhcRiRR1Y+7tzdQyXNmcSalCQqB7fyGVxumy5PDo2DB9nSa72nbIcP/TEy9Pa7lU4RCZnfK5zD0otrycv7qXSwiSZe/UfE+oX3zFcAcd7ZcMmpuv2GyWv4vPyTFq3V0xs3hwMBZwM1ZFqJt0iFannyqoCOvfFUXu2GdSjWCQhp0moXM6G8lTQ8B2w33Brx6Evf70i62t/7y7rfURyeESkUgCgZpiFJevCLTvVXmQB8RXDEMhlaR8LWeh6y3tHw2Kg65CLy6VjxAgBPIMAb/ZQWOgn55Erq7r/T2uVi/nytlouLd3+E+78MZde/a9/8r9ix+/o6mxXl5aXCISSSAAGYjlqRTOXwT6+tyoezhsjVbEhRBwMwLR4t7A4+aqId0IAXciUFLiuvWHvR3uhMotWtlouKOI11529sN33VRZUY6wqkMSCECmmkqRBYZADrckdu13+xTL2rX83ff6dtDXAAqs0TtbnK3bnJVH0kwhQJkIAfcgsEdtkdw96pEmqQjYaLhjTv3Mk2amikyNARmIU+MppsAQiIS5Vav51WtyYEN3mV1UdawKNnzp2beP29OeA3AcK6MJQft7CBBDsBFchuAiYkKAECAE8gwBZrjnmdLuUdffxbUu9ah+csg9SrpKk+de9D77fA6O4sFoIS9W3+hVP0VzDYdct4yr0JAuCQFCgBAoPASWr+B/9gvf1m00F+C6uiXDPasqgZn11lLPtu3UsrOC0ZnMX31F1WQG6UG9364yw5zy5CkC7CDtPFWe1CYEcoKA6bdpbdX2ozXqU2l79wqTklgHtlU6MTeBgO2G+5KVq6e1XHrahTe2d/jhLrv+dvgmFHVzlhBNCuqrnty+y98X0KclUSUj0OPWk9ST1XT6KhzhI/ThRqdRJ3k5QwALyyEnxvDGCtjXZ2ZFLhqlSZwEzh+t4dvWuRSQ/T38G295t2x1qXoJEJ0N2Wu49wWCz76y/KkHFt75s2t+cfdfe/vEQwGdLSFJcw8CuT09d/MWuvnd0xbyXpNly/nb/8/nwmLs7eCcPEMpSJ26CxuBDSo985z3tkU+l3x4Kxg/o7bf1MGOvXTaYHILGRxMvrbuKsvPgHTs45a97d5xhXU4GeNkr+EOS72nJzBsaP20Sc1nn37848++YUw7N1Dr1iEc5nXTEmEOEGAfgcqBYBJZoAiwrxO4qnCfrud/+3vfv16xt2OXF1kyoeSRFC48BLaIe513u+Pt+WB2w0VaK1O0z0B8IKSIx2WnPyvDJqjG2R//vh74a7uouKBibnimzTmvU23v3/f3Bvbs9QOjY2ZM+WLT9h27HT2fs2395vO+v9CZzTn796OU5DjVG1WBS1+Aw7ygIrLIL7vdemBliL5dmn3TdIpDV5fQpX/2uaerO6vHrVP6kpz8QKCzk/P780NVF2opX2oeHBRNUZdpGcxuIIR58Sf/4f3iS5VSPf+Sd5s45JOnMXNcHkNhQwgIvbyhDIaImxrrJ04Y/e6qdchVWVF+8XmnIOCMg7F+2oU3nn/Vwv09rvwgkDMo5EJKQEcX8Je/+TAv2Gdqe2IuyuSEzI59buzQUXJ3flELipFLRYAtTPf0cItft7dvTxVNMYRAviOw7lP+wYe9Wc4xp4Igf7mrJ5vzbVNZuyMGpnnbOv6TtSovuW7cxH+xkXeHmoWjhe2d+6Kbr7x8/hkMsHmzZix+/A5Y8+zSVh9SIOupBxbWVFfaKoiYm0Bg3z7hTqb1LxPQFVuWru5iK7E15e2jXbzWAElcXI2AtXO36z/3bPuK/2iN8HhydbFJueJGwHbDvbjhLfDSmy5ef38OZpfJBDRdXznM2NtLD1Ez8Hc7tXOPztQyUz2UxyIE/JYO7P1+Qa0s940ILArib/ceY4/pPe1chI7rcaTqHTLcF/zqwcuuv70vEIRDYFrLpTPPvKZt/WZHypgkpLrCZ4mrKE2sCiEMniXemIXR1cW379ElhWWBj+yprrJcEOHh+dQkF8Z448UvLfGkqsfqAGVhAeYHA95UytQYn5cvL9VFqchbJqsjUaKrkWTghEMq6CnK5cyliJjgAUYTEr0evrLMTK0xWRAqyOa4/gGOxbjHZzXF1HOJVrjpmD6SH+w309p5nqsq19V3odNjsgKBWIv18MLTBJoYxYTos0QAFZElh4zZIyEfpMCh3jMSO0AATZjTrw97nrJc6F5UlWRPsfb2WJNWpTERCSWZXPhQAxxwl+FeQyCHDppAH+ZUb9tgUO8dDTzBZ/sOvq1NyCLvIRGfyhwxiGcuFYEPPvD6/TFritGks5GkvIyseHwBZbtL297hX/XJhovPO6Wyovzfqz+FuPdfuX/RgivvvP9J2PG4dNKhSel0733A/eRm7r0PuXT0ktqMgOdjTQ2Ld0uX8yxS2+d5IQvPpyVmIrSZuCSVqQqf51SKg/hUp1NzMOT5tLWgwYTnlP80iHOetK9T0LY/qIJeTnQTtBH/AKMJBZCVT9+wMzKEUHBgLiOxwwRMK+Y7LDqdOH+nHDBBtd5ermMf/5//wz37goF7h+fQ/PTSC2LEP6ZVj/h2tcgBTPLVbd7Mv/6mOgLbt3OvvckH+tRTGQg58VEJdssNhSBEcHYL0slfUEX800nPyMQcgsdz6pUopIl/jJ75H6/llq3Itj2LXAWP8eR5Dv9ZOIe+oJD4p6qMmKJLT56RclwkojJJz3NK9BATz6FSEbt3K+1SnldyUIDGcZzEsBgCSoBsKnNNdeWwxgYwf33pByOGDYEFj8v9vYFex0927+4b1Ol27xU+r7K7PaJK39sf78k4DmHQDIQEepQRbn+Pei6QyR3LAl8eKYV7AoKISDQqxbg5EA7H7tj+wbBCz90dA8AEDmWBLzmGm4I49XIwHAn0K3mmkqXGBAfCkiwEID2Vxj0x0BAuXWNwXk8owxxgNCE9HIn2BkMmMrIsEMqkw2cx7vHRkKAVcy7RCs2G6SP32z4LRSLcVzsMdCAo2v6ArlrDzctkhcMx/kyH1NvfJRDpVGPxW5FX3uDaNsRA+Kgt9Nwrsc5n5fuRxW9EP/g4dqmToQNkqAi7pezcE+tLUe92y9LDH0WG43mutiFWUxlzsecpcsGhe1GlHxSfYlKTZjTPv8w991J09z69lgPLJfcBGoQyBzWQBB/3GgI5dNCBqQS/f1DFYoGGYlLmBr9zT8z4YVmYj7zMpfYJiGFJ8FMRYD0JkiSHmFQyeYxEWSQBJwz3qsrymqqKPR2dbOr95LlHAlxcFth5LwOCmY2SGXZo5eFYr2g4r3syyF+cV2gVVDvJVUFTcJdUIEIgxwh0i1PgW7/ic6xHXokfFCcZpDP73l7pbV3q+Wq7gCHrx7os3VSdV9i4Tlksbu/cZY1WS5d7Vr7Ls1UjBccoxHBcMKCINnn50cdCWzKZ2bZsfr81rP3JW1ysYUpcUhBCDGOBAAAQAElEQVRwwnDH/PoNV1+wYNGDLeded/j0ifNmzYAFf/u9TyDc1FifopI1ERDBjoNc9/lmyF3wqwet4Zuei+ljHNZ87Pn5//ry/R0v+VG16UFKSunqcmMXlqQiXbgAgRXvONFNuaCgFqvQLZqY+Tgp4J5vYoRDwkLiH//kXRlvhNGIk72WxU0ie3aDeftVh84urdK/ucSz+DVvWG2nh1Y242l+f571ZmSLG69k23M41IamTWp+56X72lofWXTzlSgT7PXFj9/Bwri0wzERkMicrbIs0X+/OD1mgtWWrfwzz6t848AEK7uzKLqAHTuK+hFoN9oFw39goGCK4mhBQvn5Lec3Wz2/vsv36foMncNgiHvhJc8L//K8sUR4id9yZL/awT/zgtffFWPcT41QRCLgss+iDAxYb8Psp6NUxbpmXnm5MHZlYZ2+4kGvMxeR6UfAYKPXz5jj2Jz3kpWrjWTKG1rVNbWcaL9xk3DurHu+cdCru2cfGMjwbM4JniS0ABCAVbdrdwGUI6si9PdnlT1XmbvFhbj+TN9x27WL/2CV54MPPcuW29KNbNjAf/QR3+m3hbkz2L73gQdzOuJGD2cE5kBKMGDYrISWAc3dm6H837mKMlrlysuz5fTFl8qbKFLcy1bZAspxNhrumPN+9HcLbr/3iWktl5524Y2w47NX1z0cIrGXMdyjkVs02bxZb6PatcctOpMeGghY39Q1hFmU9Mabnvse8K1dx1vELy0bDJvTpuU6QdqVGzBl3OhUn+2k10msh2zHTl211tmph5kxGpi5u9t1STfGN0fUb6/kP1rD+/1Witc2ea2UZCevYKZhoZ3Ci473/pQVDLaLr+iAsK7Aem0scxJhuy9+/I621kduunZ+y7nXwYJ3YK+5OVWN5irsaQyjaMjp9e/52bmTX/2RE49J3gkhcgwMh+2wQgwrIcsg16er2/XwyTRnwaA4o9bezq5s9PPiCcTQsAkFa7cFo+Ht1jeel48nN23mf3efb/3nWRURoj9aw/elWTDcvZvzx7fNZCUmzzMH3WPyOoVkUOxMnJJGclQQ+Ip21SajYq/hLsmaN2sGzHc4xMB8h8v3LTTdVlszfRa9tA6Ec+sCwegna/Waeh+tcaIFHjDBzHJqbmF0j3S/X29tukfn+Lg6/zS3A0Nn3k818Xp6NoXt60tU7uYtfPtebsdOGzuTdZ95MDzIRmHKm6cIBItvrGJ3TfUGEjevHlnSKU96iIuBxsaeThW+RTdfCfO99Z935/sWmtS3z1XLqx3Z05tIL6SXnzo6jN2WCRTSh9a2eT5cZYbtjEOjtTXp+bojpTduhfj97lAoz7XooslRWQ12pyxVyxKzDTbUxTgEnZ2YtLbDhN1/3wMlsZJw3EB/2q5m6XIPiCVKChAChY1AlEt7L5gu+GB/1HReyggEnDbcIRJOvoXm4h8uKrDt7yigThca1EmoRRZw31R9pw1ztE/90/P8S1kdH9HTY30HpFUxRtIGBt3bkZk4VcBI0dVp5Vtpg8U046UOR6HHbtzMLX07Nw8jBi3mBfoHEvcgerAdO1mK0o9EuO3ise7KBJddv/Kqx29dPwxAWPks5MkYku9aBHp7hSdmlz9Jwdal/JatQnxSLF04i0Au+0qUdN6sGYsfvwN2PMJ54SyZaLe2pP3pJ4esFaSf287dwsq1fnq7KYcOFR7JoRCHh67dsgqPf1dXDrppubHuwqGpy2u5oV5o8PLBj30K9xlc9VbVZPnb3jff8lj1MR25iGVve9Z9argBr13n2bI17cPxmee9S5cZ5inXyoEwbQt2AGTXijCqmOrszGDKxOK27fxbS71vr3R74zda/LyjT9s35V1JbFK4TzafPRiK/vyXvr89kdW8r016uortrl0cZrDco9IhU2NnAHV12aLUJ2v5JUsL9lbKud28u90ktjnX3JbWpoPp+LGC4e6Pt/buLhsftNJEtSROh4JKkoh4AF/AyNKK35+5UOi933jL89obGXrswRDXuiypjW3bxsmHjkp1OW5fZxJ9KkHOY9y8wJhzcHKowH5XLvzqfGeP7TVv35v51sshwsUg2qHep2395plnXjOt5VK5y4szIuWbHXv289Eot8fgURXhCIcHQzE0pnRl7AsU+H3+5hIvDPe+NOdRpIOlMOKxBvXGm57PN9hYmp1pNi1kFOnCxaiMOmdDUFHJe8UevWmYYLhrm57ZCErNi8Yv7aZITU0X88GH/FutGazqdHn1xLPD4CPotTWpV77jyUSimd+VidHCK5IrcTaqVDgk3JtGc9lN39VtQMK+fVY+0Afp02YGsI+Rit18LGzXT18geOf9T15x0ZltrY/IXX5tktFAZ1D80EkgzZaVBx7y/fJXvmLuRaU5OQ0M8zqJWQbrN5jvzmydE7UVW1jVy1Z43vm3jeaXrfoXEvPTTw59/4rQpZeEa6qdLla/2Acalbp8pbd1Ga97ot0oe471usFMb82uXmP+zjWsk+MZLDntJ/uv8NhUbr/fesZ+HYs51kvNKUfpdATntfjF/+dbsdK8IbppC5/ly2/OFzl7iebx0i+7ty+4vzdw7OFT9WfJL8qA+GBI1z8iHs8Pvz+/ypRP2r7+puell51oydqgrPnEAuO1pNSN8zEaBWeHe7CtDhpklOQMAiNHcAc0O9qE/FlYOWxWWPpQlGmI2tLsYu8R364LBrn3P+Sffsabbom/sF99STejZAhtQyObpcud65A/XW9BrytBERQf5bj8chP31DOejg4Ei8KxO3HX7ty8BvaBqfPiWMWsbeMNHjfH8uW374S5U1VZXlNVsaejM0+h6tjHPfGkvZsBjCITCEb//rTHgQ9DGlXMHP36DVyv7GRMbSZdXdzGTUkky1d43vvAiZacJFV20d8vSO/osMBgGhww9IiUKUFBGQKh2EsNsigKuhiBLI3LPXvU75pQOHZLvvgv7ydr+e3b1SHoj5tr6skUy3GB+OsH23ScqLPiHaFD7nTkgY9HoYX1E4wX8+OPvWvXerZ9pd6uLJToHla4Qe57wPfq68KzLKNWWX6Mecu2JGDDWXTXocEkVhk1LwwCXZWUZVErK8pnHz390adf65Pu/iw5Opt92zb+0/WetnVWjuxTS2Bos8TOXfy6Tz3vv+9E9aWqqhEzdkzsSalBo0javoN77Anfv17VW5Z/LfY+8qgv9U0DPc+J/eIMnEKBLC/93Rzrxbq6eD06KMW5/rq9Q2/VuKco+/fbqEvQ/XZe8rOsT/aGvY24GGctzdZjWdJ4bsM59rQn4xJnkJ/Ppbj2aX4lbNOkm4zeu5fry/QyTzBu/pqUYSRb0P03o5Hi5JCW7XbTiaeCTLuxhUPKYhle44qq37lKvkVz7dAj+djDp366YctRp1+ddy+nRtOMBbVbqn3t58tN/D2/9332mUMVZ7QgBx2QBq/0jNhei979eu/MfvGp0KN7hl4uOWTDi0GrV7u0LuQFzybc0xPduElv7WQjKF/yBsUW6GZtR45IGj/3p3n9hhUBdthHH/MF8AK9Wp+c1G7fXukx9BIewyc/fAe17Df1PoNNCrr/ZrSp4JazTbeRzO9PiBoYUH/YbfkqQZMa2t/Ds7mt1CSdMf74AVk66QueTL0arC02JtrvzNuXU93W0W/dynd0cLt3Jz2QrK0vJ7m1d/BPPuXTkLh2nefd95OsEA3inCT5/Ym6GEg5+NaoSp2u7KEeedTe5aZ0KE1wdrt2OjXyLr408Q3QzLr/+33PM895V6ww/yyQLzRt3iIcjSpf8Wjfy91zr+/9D9Py32fbnorUQ+469ikB2Vqg2yHKSpUldea6qzvRHzojMWr8+ZBDc9+1c8dBHWsXwYA61hnfcdLD3JnWUhhS0namWRZPnj1PX04NZjevtnEzv+xtA11YDl/rlleWVWGd6PX0JHZPqop+6h+ex55S7yxU6XMb2ZtpETm36uWd9ObxeVP1eYetQuEsgZY2oW3aLBjuH65KPFm2b+dhLq9dq+wM77k3Nhr8bL0ySaGb+csUm+4vj/rWrksS97ZsxOJJaG1epktyspVM55VZtcp2mfKBIoT5/fCMuf09xugtpO7uSmp+FnI2ykq6Z/VnHAzlTHlFpevXuSApneio8vTl1KCOAahGm3j5Fe8bb3l7erQeiPJXsgbE00xTHjTqEtLNy776uufW23zOz3mEQlxXV9ItnSV66sVWi9WYyVMjtzcu48SDveILjjsVKF8QUGxCW/Gu8smyaUtS/3DnPb6O+GnQ6dbfsy+7P2X9Ch1se/JOd7b1jskaP46rr9fqsRmZ+335HuKow3O8fFJFuxOr3tx9BYmdHewGWBT3rIZKr7zmhV2BZTRMtGmQUZJjCCi7VzsE5/vLqRkxCaiZ+AODwgOgL6DVi6W+kvWrO0puv9PIOneycjt2COKWJn8FMJlE1xWWC95sNfBREtzSUaG4upjrJwqL31PUptfTlTQ0cKX6Fo63buPfbPV2dxsojHx7TE/ungfaKBlNZYWSGzG79xjlkXv61Wv4PlPvQuRe9bzSYOW/PYqzHfr7Oe0Zsq4Uk9qOEnca/L7p5EmRhrokRdgHrZKi8uFCDm9v7maXXQKVVWp89DFW0Z0wmaxSWJtPz36tssh3pe8SP4HXnsXhmOmmGiUNN27m8OTV88SXshRzQKvmrMKlvcP/9Iut/179aT6+nKoHhGD6TTVG36EM9kd7e9Wtxi83cW+86QmHBdNcrpWcms0w7dotTzcTXvmOF9b/VzpO/lJwh4msiDF9uXET//P/VW5/j0S5zi4BgVWrvKmL7wpZe2XHoYweKcdJQZi4xPz90mX8l5tii/iJhPQha03D/n6hdOmlOZSyL8XiyeEuoBLzI1luV7tDiLlKTF2y9WmHbvIV/3+/51n/uSvaLSvp1q/419/0fvElt1PtXaAvN3rWtvHhMMdmHLtldm1FubKX+Nr06GknRyoqGGPBrygXfJf/yYvxr8W+N5Z4165z4lkvh6XTb2+TkFeKXK5N4Rf/5V2yFKvonr40+7w15LLzgt32EasInqZxpf0plRVUm46Mk2f126e2oXTlOx48ednMY1bciyOzEzdzU2P94sfvkH8zlYURiST347xe/CJm6uy4Wc315lNIfOddz7IVnu07hd6wr0/wGSNplrevL8r6yl5ZKqMx6g8OCD3/oO4zWDrj82e1dUJGo+JU6bu7VaJ37uT9fiH+47X8G60ZzGusAwikRv62bhWoec6yUgjsdPwF4gf2IfDaG07cldpK9QeVCIRSjvSSc5Bv+pLHmw5L5/pXVfGDg2mnb19e7PkkZfO0aaEFk1GxV3sw/VHHnX4uaMUhIambXz+QbXPXBhbLXNZaCW+95Vm+gv/rY75du1Qkb93GvfGW51e/9v3v7SWvvObp7Iz1pQ310RHDlc0e+WfNjJx+irD2x/PcEYdHTz9VCCPeza5HNhrB1Omy5fybb1nWqygeTOlw6FLrwNMRGSNRgQAAEABJREFUm4gvK1OpLBN8dGbZu49jXynqN27Rsu60PGVYqFO0C8n8fvNKbfgidsfJWQyKHzAZjH94QZ5E4VQELLuZU1kXTEybOFdh6NGyeWusaQ5mccyI3Bja0871iy07IhrTbEM8QzgsxiAsTdb6/ehiEOGcq6mOyTJ0nEUsT5of1V1G/eKIguWQTxiwmIx+KFN1SI+CQDDa2ZmRn0CQ/TAJXPziMgICcCveceNd2at5BL7OZzlKp9MNxm3NkpK0B4z27I+++57ndessEp26MbIJOX5xlmmhy//4E/7Fl1Qa1Vutnrt+68OMgC4umkRbxBGvnMTvj/WB7Xtjojd8IU9PhDv2ccH0i5YJOn0hzF9s3BwTnS4HphrRhWLSHWWXtoNf/6PwiBHKHHJjq3lc9Kwz88BqRxlCKWqGUWYkWOHkDyaJnx8jwORKzFAHUs6sA198yT/znLfbzk83ZK2jksFLr3j++ULank1Jbf91Q31mGR986N0Qt7n//Khv/eeZs0gUkTD/3IvetW1CV2DHrlpJUJEEBBxtKmp7h/+lN97RwxxkINZD6TxNl2zqojM+r5xRDalp9vVZgPDadfy9f/Bt2aK3J4T0rm69xBnLoodAekm/cYhk+urJp0XTkWlHXSDN+wMDg9yOHeqc5SsV6hTx2L886rvrd75AfCI8Hq3yK5/XDyQ/ulSo00QFZbM4qD6dY4Y0zCyLro6Px8AxJ5t95YvLsLR2ilstoQxzqbO8LN4Zv77eGTkmpch3dMCmeX+VJ3VPV1eXZb1EZ6eSVWd83CvN/mqP/VLL+dEa/smnvZ3+1BT1GBjiSJDmLxBmbkgDV1HJgjG/O33Bq6sTPdgJLeGTT1SawGXlQkktH6nGNMvPn75A9De/9cGYM6E+BlqYljKRUcry2eeejz7mN2UarfWL37eWcvUFuCf/4f30M6E2pUhFoC/NI0ZBpvOyXGw5jPidf/OvLXGD4c7U4fTcZWvbePnu2YARcHbt5lat5t/7QAvtmCr0owMBC8xKDSn3PvzsZdff3pfenEESCECmwSS3SRFZv72/23Czi1oxz5FunrhrP3/fA749e1W02teZePw4CWBFBV9v0f7akNrJU92yJ25/v/oOCiwK3/+Qr01cJ1GUfeW7XmmCTZEUuxRh6+pCRyagGsxkiL/yqkfeuoMy+zvG0NQPjFR5vs5O7v4Hfc7vCRkis00z4CZX17qwfM/xG295/vCgT/tBK0n2x6d7pZjCDsA0VxSwoUFsyrLYx5/K1PhlxNkHe+I7WZk9bZThJ2s9zzzvbfuU37JFuBP1ZJcPoeX006ZGRjQloZHaK0ubi876RnjenFinj67M5xOke2Sb8srKBHvLqjtdrme+hF/8l+/Rx5PePmK7RwLi5m+jt96zL/gwLdW+10zpK8R3D9jzMd2nEiW+7Azy8vgrCjAl29bx7/xbywTCI0bKnk0gID4XKsS9PRg/oD9n3KQAu8ytj3vNPgU2fCHgvHuPcDfZJ6V4OAto2lTaJnFr+4hhQ446/erTLrxRMaeOS0QiCQRu3uzeH39ZEPbxK6/J+u9MqLHpJZiAGoRZ9v779nHofXrVzs1A76Ah16YkD7sreeEZGTa3WS2NZptTFuLTEArRDNVB8VQf4Vr2B7i0a4StVKz5xBPQMdcOxh+uTmoSRh9a4KDqFC/VbdnK79jJffGljXerQo1O0fD1JhVOQWLvZSi5/WCCk92JqfUSCnk+Lvpt7h3id4VqZW+YHHm4YF/KK2nrNl678cuJM4ZZdWiQSfcCek4NsnRJIc13KlRzpdu0NnmS0COpZpEip0yKwVVayktv2LPJddDIp+FxmY/OkrVfVnCshW74gnv+JfXewWgbGxBfsZDWbJkInX6ZaArrJO7qEp5P0t4nNge0Oc2wcEDt8aFTUCpZUJwAqq0VUtjwRgjl+s9XIgAiaaGYLZLirQmIt2Bq720N8+LjYrspsOjmK9taH7np2vkt5143reVSyeESkUgCgZthl5oa7OO++BySHoUHB0UqPuneEKMSHrufE9fZhepk86PsbZjs+BnOPX6ceHeK+fbv1yq4SJLkYfUg6Tr54vd/NMYtObdwVSN2mkJI8y8qliB1h2i6TAOyPffpaMzEi2qYyZiSB93x7+/3vbnEzJ0uPeTAlZnyCKi6YJBvXerZbd2RkT1i+4ElWiJOee7a7en0C5I//sSzdJlnxTuerVtjTaKnJ/qPZ7zOL0cI2rj4z5c0JWq9ol9u0sUTZgrmFxipYjDGIi3097Rzv/29T5hNT2ba2BAzypOjk64mHaxyy5WJk+tJdHl7YXlP9eVGJRZsLLdPvE+VaZZe19VxJWLzLhc3n+g8uo1VMPLq0UV1wVZPRg0aaVVHg8bJpL1qJ27JjwB2UhmSZQgBM49zQwIY8bxZM2CjKxwiWWoB+O9/6IHtYrQgJl7lVH0xiMntsr/HZILs8E28aQo10s2XIKkr+UwDaYs2Zmff/0C92feJS71C3i51AiSlczOPyWwcpMuL+M82GJaIXHrcVzs42NOSmasnC2jYGLU8vqwsxSCg6oJB7q2lHvn3MhkZjOwtW1jQpF9dJTxwl73t8XcJHDZu5t9s9bz6umfp20kTfqs+SroUSOnPTgT27dPVYtd84sXQkSlidDDPchny93Zwf/6LaNPFs2EAU1nFl5bFr9P8yl/nEBpcGjKKlhAYGFA2AExypXu5SMplSQCrqRiejRvDsc0ng0YWZzRn0lS06+iITRCopOmOwoIhaL3e2DNiyzYLeIJhlq5P36pyllIMZR8UP0NpKIuNxC5mrbz3XKyqq1V78V8w3A1rOMBm5Y3kY11Axhwv/sv3699kPv4az7klSz274ue+b9nKL2nls9zNPCx5O2lGVSUCv5+DMooXEKVU1YBfXP2UJ321nf/oY6FbhGEBhvIkFn5ziffFl9WbPdupCTJ27BcCuzX35LV9muDDbNyOTmQy7DArGehzl7UwIB5hJC/JevFQVBbD1iVYWO6zKTcpZtt2Dkb28pUJlKQko4Fw7JGXyBcajO6VPVM79kW79/O33uZb/FqSOGnPGCbmf/YL38uLk1IT7HSHUFly2sH46TfyyFyFq6v0Sv7jw95f/H++bN7A2Zvp3XGmSnnSZgbhxkS8AkPEmHDpesLu5NNFpk8T7qxRmT7jcNCBAhlTo642EWYxufXT3W5Mq01b+BdfTbk9WJqdfl9fFI5JkOoiOMAFxf3cLN4mf/tO4Rj+qvhrxIYkihs5DeiFiR4D1GlIg0Gh25HOXpOfNnznPd47fpM01EzDw/poRXetIUB1PXxfJ2/0ea0hgr0GEAhg5ZZX7BTVyFW0SUJ7KtrCF1jBy8uj0nTCYCi6vyfx+En3ftgnaz2499bG3+Nc+S6/ZJl321dZATNrpt6niGIL9eo1Qkfw2ecG2qT8kcYeHnv3WnkU5gerYqaGKiKrVsdSATsLGZ3YZmxTHzypdjPHcYzYnN8pTlcbzctGIyyXZKG+8qpn4S99W79iJWaJ6v6AOH0ymDIGUKfWjB0c9HR3KyVuiJ9Nhqx+P7+3Q2jwO8UPHSCGOWnP2J69PFrLbrUv8jBKnX4gEGufuN2QRecyPSgdcGz/gB5BX33FDw5wH30SK4ueLHKazk4um+F9aoOXM9cZ1smEVVNN3MhTZa6ca4g3tJLkTcDyvMzOkMfYFMbyIAac77wb1ylFDDrw518OK6e6oyr03eL2sxQG5iOkZS75OnBQ3M8NpnZDtCt+p0sSITQnLnVaQb8aXV28dOyS/lxOUvb28dJuN7ncNZ8IxoOh57U8uyIc7Bd6704//9ZSr+rnF+T0kj2TTS8kZ5h3YZMdd96V01aFpWZkq5SMzNEvwzRJJWOfIH2rNW1dt8fnlYPiAU/ZdEOp0jVi5GfHov+STENkAaRs4hxhDYdcUqr84SFFGgrsTzmqfFDT6GSnGUBEbS1XWopfwcGuFX5M/UlTMr1G3qYwJUpXpopyoTNlpL3xd6B37RIs4H36JlxZ3uz93t6ooo9Ga+/T8aExPAmyly7n4O+OYSIf1cgJ3BLGaDJFle7k/WPy9E2b+e7kuWp5qlXhSJTT+dZpR6c1Mlk1HXlE9NJL0u6oqEo+LFISPHpUrK6lGCnA7Azp0r4AGxkG42ckpAravUuw0THVLSUtXeZ55FGVnWNsZCuRGQpE1EYCg5orxjm3pw0VUA9xd8rcAXItX+H5+S99/35fqAVc5rtLffSke09XWpc2VGRplUY1l8beV4l+/ef8z//Xt3S5B48kTCGtXlMgyEsF1BNIa8zpyVycNJjb++zzpLaiZ+/m0re9X+3g+/u5Xns2RaARp95yrIK6xae13MZl8ZIv3wWByFdetWblTkMipMDJp8Ew5Fi3XkAV8CIJOiMGAZuc6mJ9KP4pK0koJqpRZdJlukB5GVdZGXvGw65NR5Yx/qijwuyAs4yUdhP4/YKE2rpYoYQL8S8Q5AbFs/L27hMqS4zLjdexj/u46A+T0YC+tlZl4Sv5qJ6k3HhkfrnR+jrd5/fIxfzlr95fLPLpOXKqW81IkrOyL1wrfr6gvp6LHZPFccyyLylV3g726aCTMwa0uCUVxG+2JmGuSDV32W1qyc6cLPfk2rTZw5YNmUqKuQMWyQaieiYRGL3Lfe25quyV7+/nNUah8k1E6WQFxK35+/bxu9Verk2Xq8Dirb/DDQKUl+RBsekYUn3Van7DBv6hP/tu/78SO0zSLzd6TN9yiv6oX1y0MlS6VOLNW/k77/EuX2nAFJAfmZ/KUDVG3quqEqSLDOrbiOn387t2C8MtBNKxQvzxs0VjFiGO27vP88WXYsigV1bKtRwfnZxyukVfgDN3VppB+brIb/8/31fiJpl1sv39unIWClF3l9CkhwzJy/IMipuX0qkuFCxdmtn4Ln9SToyEYfzu70krqidl1SspvyMXQ4dy350fvuSixAz98GHcRReETj8lMRbq6eH3mjp63NoSDGguCVorK5Wb3x+rR0kNaREyldhtMZ1x5TUU27yF27XbehvJL/YhkIvbAb6rXAT3pxGFvtjI7zeyUrfiHU/qi0ZdXTwcxPbF91khnM7pqbh0eQsm3vpGWTDQ2FGQfvH0QL9fhXcwpclqL0QqWIQjUTYSVcTjsrMTHrfhSx6r4QjBTFduiESs1Y4NTkLGX91b/0Xs7VI9GvWl31IiDQPY+VbM18NTQQNg//Gs9ze/9Srextu4SbDpGXHTsERvt39/9K+P+drVvorFiNP5FfE5ewXBgw9733hLZeFbQebAJdYo0XiYIDSq9hTDhb1mwAis8ivFU2UycXM6va4msXVg6TL+uRddUUGqKEydHJ06OdLUJCS+tdTX0cGt3yCEHfiTjmnSliW/NztSGhXLG45wDvRaTBb8gydGhzbiN+EmTeIaZTGYZ/1qe8xsTRDlLtTfn/lRPmiblS/NZD33onK1dtdujp3Unjtssln54d0AABAASURBVJIc0VilMsuYPRzN5rY3X6/BkfO2bfyv7/L5/RnuBbZOC9UH1UwCAAKHVGnHKcIZHTsyOCNZQRJkvtstKXZ7h/+0C2+UDnFnAcQg3hL+uWXi96eVr3/8GkyZA37jTWUnmFaMdoK427Wnh9u8Rbi7li7n73/It3yFEA7GRwvoW9e28QljRJuhPal+8ebv6+VWr/ZsE6d19ciRiqB4dFm1Yff9D7wwWKGJguGaj2PfTJ0+LTpyONKT3Nq1SZdGLxLjAI4Lh6183daoJr6SRA75yBBarRFfbRyUTeIGU9pwIrPZ0DDR4jSb2/p8L74s3JW1NZxkbn74kWfVah4jGeuFWcFx8qTId86PVIvDwp07ub//w/fMc0IRUnkPqn2rOJVMiikv54akfJ9VSkWgX6U98Ij/9LPYc0fsmbikd0CFdJAo3Wuve9BrffxJmmQleeKa17P6niDPHGJHEIKuU+yvEHCD8/uF14Uffdy79O20EMnvX5t09vnkXRe3/nPuvgd8r5v6iIRNGqaylQ0vUxNVYvZ1cnZsKlORlIuocMp+0Ug4bYvSryDMDz3EeibvWacBbtIsEsLF5mIdqN3FvuuPTx8+fWJb6yNyt/jxO5oa6+0WnVv+bGHdnA5seh5512+wspqYdRUSH9IsDBEr3vU89U/vli1Jt6jt20yTpEGLhNN5T3bv56Ui9AejmIB/w+qHRNu6mJaD8XOLYT10ia8NMHV9alZQQMVkYeS6/C7X2AT/+ePQnOMTOwTk2i9/W2iWAfGFZnm8teGKcr38vvhC0EcvtVm6QfGTip74DHswPvQ1y8/pfLt3c4E0O/32GPx+Vnl5tC7Nd80qKmJ3jaJ43V1CxLvvxWrqgAnRIw+PzjomsdNMSFb7C4o3lM5uQWKAocWMw6QrawLl5epFs4a7WS7BINfVxW34gn9Ttjo3fBg3ImVOwawErXwDatOoyBAQOwejk7jIqO26u4QqqK/XptJKxYMjEL8LgqKSWtTJaX9/yveXv3m1X7JMzqG8QmUpo1x83W1kJ0y6cgTF+xepgaw7TDY3b8fqLtTLFxfrQG1VF9PqGzZtv+ick22VkkPm7R1mYHzvA6H30VI7nrZ9Rzxkxa90C8mZsWVodksk4pNmTxLRVoXq6gxzwkSvPE84eUVj1x5OGmwE4+vCo0YIdufEidFymQm4azd/971emOBybtph9j7rJ2v5fzzrXZHpbPL+9KdAQArkrk9+vxmRzEnzuOxS7uekq6qs5IYOUW8HaC1vr/RgqZSz819Dg17u774ft6aTcui9y5Iy6b5QvZt053YX4UD8ltFQa+NG7v0PM3d3qt8cxbg6+X7lsHDxzTPDMN81JKZL0tPrNjZE6+pirbesNKklHDcrcst/h848Q+gc0onQjpcsP22yHKaOGhmdMtlwAbEwa7RvbG+PgcwlL9qWid+96u3JIQbqovHg2NsRa8bap4YrWizY9YtrjNo9PMhSnfQVsI8+VvZUuV2vS3oy7vF8+plwp3R1C35qKczFBOP2eodFpxoEg/w+10xvmcMkm1yxtpsNC8rbIzsxXSca6PRfell590p5jU4sSRm1A1Eu7a24uz1tkjbPjKnrPvM88le1SWmOk9a8ON3/unUfRczsbDAeNgweN2YUDPeoEBL/du3i9u3jv9xooP2zN+rYyCFjr42Hnygn4QWC0V8sin0ACKb/Y39PW/uJPMkhdFXJEcIVliCXLOUV+++FBBv+2lM27r/2hmf1mgSG/m7hpEhrJdfW6LU8QuJcOKTLn4Kfrue//DLRtqXhHMiKxVlazhde9gkfmwskbiX97D9YlWgq+nOlo9TT6x59VKLxwIpl+76GD+dOmBs55aRIaSlXWmKmIEyljJ0AI3OP/+VG/t/xtQ4Nrda28egbMbPQutSjc85oIL4a6RdXVCTmeMxJYfQVP/9fX2/8VFkpPlcBaU+I9kLT1m2J3iNLVdnZRGAiPZsQdoPD0pmkBnTDrBYuI5iYwY/Vjq1YZsO1oiKWe/euWKAIf6zsSdPB19RYP3HC6HdXrUtHkHfxgfi6j2nNg/EBqCqHruTuT5XGRGSXn1v5Ds/OPV2y1NO6LFH7/eKn3Uzw1M7i9/NYmk9HM+ngiHysn45MIz4S4TVSs0lqGqp8oocSh0xkZtzp53p7ExwiEe6ee0sHQ9yHqz233qY+jJEzTeSUx6aEf/Vr3x2/8S1Z6v1kbaIqU6gsi9i+QwXtkGybAyxmaReEVVJHjuT075ZJFYoR2kuvJMDBYymVxkRMXb3OKjLB29VZIuIMpM7xDzAaEF/HZ0Vig14WTucPilv45Kld3cJrHh8bPPqzopyfNyd82KFQIcYM0wTV4ovOzeMjLXMTBn0s2U0/KCx6iX+/n2i3lmi35hPPvxZ7Mm7pZq8Ptn3qeWupZ83HWenQJZu13b5d+NzpbkuP8KvU/angVADFhsyiVbo1lgBfMl+DWT/0wS2PXHdXMiyuUR1PGaZLsdUIKzXzs7otGQs9/kXnnLxm3Rd9AU1zVQ8jd9AEdZdD//aGnvQHpGRZaKxQSxy270zUeGdn4s7EfLBEowhg3gWzLzA9pXh5WIo0EcBAH041Y1dXQjdVAhap510WRmnUP3hi4pHP8mKcIyG5fkNs/MOS4A8foaTfuCkB9VfbebYnclDzkyXgw1yXbA89i1H1pQmtzZs98tpUJTYdWRvfbLCvMzOPvvjO0cykuinKZN+B0p0pQRi2wUjT1ToTKuQgVK3PpjlsupXosHE4TGRW4PseKNnTnrgLWKS2jxUkBcGbS7y3CUe/C9GqD5AqtZKWlUfmtUQlTYTM8b/K+IwdIqS2jbBOVybbcaczi1Gyjg6hfUm9jdHsEr1q7yptJpTI0Iu+1epVnAfAOvlsVhW2bOHf+0C5rvjRGu+SVn79ekl4VoHSEvPZ9+tevGUy9D/0Gb2q70v/LV5VejdHBk2NZAbTvA7BStrTk6G7+HITt2mzQNPZpdiWxRgUiy9AYHdZ2zv8N/z8vjeXrzrq9KvZeTLMP+3CG5Fkn/Q/PfEyE3TZ9bdbO2aAwdSjb8lPf+MOiTvn7EBDvnW1x8iLJovf8L7zb2He5R/P+hb+0vfgn714iP7zOS/CS5d72PzZQH/0jSUeGI6qmncbESdx2LXbk/EbIowY0yEdcWuyq5vv6020576+RJgRe6TvqbBrTX/4cKUhDlmLX/eyek99po4czs2ZnWQD7RWfvhCCR2C7wXmmQTX7fn/6raKbtnCr1ggPe4jLrVu6zPPgw97de7jnX45Ytcqsan7ltpjul16SeV1HKMQwWTv3+4UYQ3/19UnkNeKni6ZPi5aLb3Biur1dPN6xQfPwmbKy2L2WzpbCrcfE7NvHfhP+0UdGvvXNkEd5rycItENDh3BeL3fgQTEFtIlZamUFV1tjgJ7lsttXVai8nKurVab85W/KlvHFRr51Gb+2LXMHUlYaKwe7JTFpvWUL98Zbni61iYaNm3n5qiPL+dEafskyLzpSdin5fQZPIZQymg7YtBVEW5/qqqRnhDaxY6lYnpLL0njQyMmCuqcv5bm090qlfgNRnhfhle/4du3GL+f38+yLIsJF8f2Z7fCMINXUWL/48Tvk58mwMCKRZISTAdolK1c//WJr6z/vhqwRw4b88u5HNTKji1my1DuYchBSuixbtnpCaqZVOnr3xCt6ce1l075e7pVXhRbCPsm0bRu/dDm/5mOhf39ziecXv/K98prnl7eXLFvuWSYeMJJazIhsH0VqaroYjen/1Cxbtwr6IB72sfy2h9GASLn7zrdDFWkOuwBZVzc/IHujdHhTNHXSHU+dDemPLjnpxKROWZrZ+tWvfc+/pJx5gkQN16v2GGMjgTWf8G+8KVRKz/6kytwjdmcaPE0nVVcay4p+f92n/KtvRr/4wljGVGp29F59bWpK3sd0qdk6qpEaRe3t5dJ9hbS+PpavXDbBHIuS/Rw3KyqZ+JjEkqXoCirmdA+ZFjn37PCJ8yKs4iQW2jVYWcmXihbhP5/17tkTu52lvPKAtJdaipw6NTJpItcgFnbsmKjGDS5lkQdqa7mf/U9IMeSWE6iGjzhcuPWEP9VkSyN1mkddfnXcDp8RPeWkpH4JbUauIPj3ir1NUMcEKnsvE9mHi4fV7N/PtX0qdP4bN6lLByWcdDwawsylLoIZ2ojImMCXNz9DiwNdXVoKg7O1zu8X+KUu7/TrOH1fyGn1HybUpMEweI+Qjd5x2ZHyLhMiXeKkF5mgj7k2g4wF4AQLoACKkVqE15d+cN43WtjA4OS5R676ZIPG7P77H3iWLOX1Hye3cxfXZ/AMKWjIvn+EgE6X/V2teKh3dXHylyYxXNmxw3wDgKH8zrux7AhLhRo5gvN5He0WJdHagREjuNEjk55hEv2yt/k77/ZihQExY0ZHv3N+eORIbvQotUezWhxyMQdbn33pBpeYdYYP198PT8thAUeRHJV3q8lpGGEuW+Hp6YkqdgPree7KOaHXE5uxZnnEDCXx9Wh/GuNApEp4Pb38uk+FgUpvX7bNoLzcMIeBQeFcvIQ2ToWCKfNPGGixakRSd3cUqygvvCS8jYBR3J/+4rvzbt+Kd2K3D3RE+J7fC5Fvr/QEAlGYRLt288++4H38Se+X4kEuyPXcC14M28Czq1s4Nh7+7Xf6HnrY1+kHA6Vjc6KILS0VqviAAwQfl3JXWyNcNTXFkvqDCX2EBB1/csuJkR86PYr5dem4TBaZ0a+sjOnQ9qnhGgfz75wfOvdb4SsvC48Zo36DgwaONaexY7VoQJbRsRn3Xn2Lrhm5aRBgMRNrniBI7SIQmdHxvIDqqFHK8qIJSXkxrfDaG8bqHc2GDcyiEa5fNtkh8VQEUp+VWA7VOJtBkV3jsrw8kYiW0xfg9u7FXCz37PPejZu5lxd7MMH03IveVat5rNX0iptR6+uFLHIEsDCIZWQh1sifNIYxkkl5HkNlhVBB4NDZCS/J7e3gOvZhWC5EoiDoH3p7oiggFnsV6xhIAgHoUHbJR+PcvZv712LhTbb94hQPOkZ2dtyn6/n/u8v3+psexICeXPYIOM/B2B2bjX6YAmcbV5iPy2y4aeftCwR37Umsqg5rbIAltGev8HwrLfGkOtYthkK8PMmriQ1uIW0dWCrvSdyrMJoDAeGxVOLzwDECyQclpLNLpIYGeTy/cYkHMBwCzMnDLIb5iPemmMuBPi94SgVRzKjBjsfkKMsu98EKyshjdIaRC+Lqajw1tbFHBWJStaqqFEAAzxKvB7IQ0O80nhMQBCdnBem4BJjQirn6OkQIjlF+tZ0LDQrtgeM8iI1i6ZfjRgzjDpsutITqKh6RCsd4yiO9Ho4xh3/ZJdGLvxMre1+fwASRcmJ5mCkW6BO+LIN4QAFiphgL4xIOYaQyh0u0ZIR37PAiOwKSg2JITXUAGTRYTNjb7hkUCwuaPXs8zzzn+8MffQ/+qaSry7PiUJwUAAAQAElEQVRtm/fZ533v/tuLsSJSo1FPv7ighLy4VAgCt1RXLrOwQ4McG7QMiEyCAwl8wE2nQ3EgBaJBz8K41OO27+AfTj7FCACCCcqC7CyMS9MOTOBQTXBCwBO7wTdt8f7jGe/fn/Y+9oTvr495H37E99vfe+/7ow/G+j2/9/3f3SX3P+j9YBX/3AueD1fxW7YgK9e2zgPY//ms76WXfcve9nZ0CJGwon77+5Jf3+W77wHv6o/4z9bzf/mbcJALcq36iMec9G9/7/vN3d67fud75jlhdLR9J3/Xb2NfLmRwSUVjNxoKjpiTT+BmHCrwl//V1gpVUx63frDS9cQ/I6U+4Y5AFlUHAMEBPOEjPGY0j4DkgAnL1RC/0VgSL2jKgkm+dO/4UvquJLr4RWcnz5oopLC4Eq+g7djRnqOOEG63umoWLVQKaBTukvmRK78XnTpJyKJIMnYpniwZDgvoGctYoks0YEQx4Pfs9yAAFxoUSpcqCzWOVDggKYVxyVzjECEXIGKXkv/aG973P/Q+/yKanEcyYSMRgRgiwEqiRBgxcAhIkT5flBf1gi+PlwgUAbQTcACxFI/l0Pc+QFUKElk8CgsanQ7EYAXRLIAwHB6vt//a99v7fA8+XLJ6Df/U07533/MsXS58HA22+933+t4TX/ZFLhDDQSv4cF9ujC0jI6zfBYOxqmQ6wNdQnpURFcGWhiQp0qrsI3/zrfsURrb3r3/zfrTG++dH0Xv47rnX9/sHfOgfUJA33vLccVfJr3/ju+NO369/U7Jjh+e5F3zobd54y7v0bQ8IhA7nPt9tiwQE7vmdD0N65P33e563Wj2/vqsEvf3v7vPd/5Dvz3/1PfGkcDdigkD6RImECVMM2qIsKBG7dInPcwLg0I2jfxwn3n/2AwEz/fZ7n2gVN660tT7y1AMLFyx68E9PvGyr5APGj0zlP7S2LDJQundXSW1FGW6SFSt8WzaW4o4CZbffFx0s++Lzkj894tu2uaSsRGjfiFd1mBJTjVdE+rwe2ExSZH+/EAz3lwypEdeGhavYH3SAbuwCqZUl4hG4HBcJw4JPVFM6UxfxNRXxqVHGhePABzylgvj9CT5xEpVfsIIyKgmZomqrPRAHBw6MFnz27VXCKM3S1VWVSJSMPqPPR5TcpCyVZT4FAtvEk7wYCNAKbtSI2P7Ovl4h0L6X/9sT3sf/7tskvkjKlAFcoIRrahBoJP4sEE55t2bkMC+IJTesIVazeDCwSJYx1Q8FS0EwGIzVGqTjEqUAJQvjEg5hxDC36csYYn/7u2fxa0lQAGoQi65M7gNk5MU487d/8Cy6w/O7+7y/v9977/2eteIhT5jUufMez4N/5lev4V5+lf/f2z13/db7q197dogHyCAvWAFAcNB248fwqQShQSES7R9M5K6qpGzrZqHs8khFGMUBQ4gW4huSSop4Qw4AggnKglwsjEvTDkzgUE3DhggVjdYCnohZ/Br/8VosNfDrN3BffMlv3oo4DpNeMNYx+4ULNDb4g7KziTBuBOxrPuHe+4Bjo3QQwLGpQQRUHaqMTdNt2qxMj8FVG2sAvX0CIQrOCvuDy2ItDdmaGoWqmTBOuGEZ1IiEa307UlVa+pdHvW1rS1guhc8KC54gRnjuMWW3/bevoV7ghhjAwugBCy4lN/lA9RqU7p3GhhgHKYtqAKiicTIRjODAsUkNSZIL3RiZ3D+4ueyYw5Lo5an6w6yfAW76sxiiBIxC6cLeVR8Jv/hDuVQ5oMaRCgcCKYxL5g6bKhSWVRaLiflh78p3+A9X8x+8n+jivtrOMxFgFSPjOITlkeXiQ2nKRC/KDpr9+z0gQEDbeTiBM8sip6wpExoqi2/f7evrLt34RUkoIOgModu3lviisTAua8vL0Cz/8Edvx57SUq/QkiG6siyhPzgLzZ3j9ounM6PHQ0yqQy4WiRbCAub8Tz72QSs4pgN8hNO5Eq8HUlARLIAwc6whsfDfn4aRzX+xkX/meX7TJhYnLCCgf8AFRokYYsGPRDm4+x/yoG2s+5Rf9jYfFM8DwK0BspDYvUjvfSGGuY8+jq1DbkrpNEAATCor8BtzkbCnoapMrlssIac/D//V076rRAFgTjXKpXChPdktH/Pfjz792k3XzmcbVyBu2qTmRQuuXPHeJ0jCpU1u45adqZxvvi10y/8O/t/vw089F1q3Pvri4sgf/hz6/Evhll/+bhRJDz0a3vBl5K9Pht/5IJKa3WjM519Ee8UVOnnGO+8LDwwqmW/cEr1lkThFyXFIhWNZuro5nUfThMJCKVgu5nftFwSxE9wQE8Wtjx8dTjdhEq+6miTNkQY+PbJTEREjd4MhJQjyVNWwVJbU1HA4qkCAGUlAUnKgYRklPhs3Rz9ui3y5iUEnWA9IYvQKbizjV8ltqqGeO7GFZ/SSzyjhsxgEVN3efULtyEEAvaQhwszJ8z7wSFg62iUg9tdSKqAG/WdfhDdsjCAgOTl/9Pvbd0a3bWeFlbImBXa3R4PxXR/Iy/gkUahdqDYt9gQFOZg8+6/wLYtCv7o7BP8Pfw7f96fQq0vC/3o1dNuvQ7/4v9BLrwpQgOzjdeEV74Vffj3MbknEwA0ZAh5ZOTBBWRgLhLVdR2cEOqSjYUxQTT6f8AJH/4DhNsw42OErdG4UcUPBpXhJ6DWX87fd7DnvW0LTRcuR4hH4/Z/Cn34efenVpFak4ACeoIRD/NChUY8n1qLKSqOIgSsti8WABo7nEpcY0CIG7ohD+dNPFhQAvbQdC/HaLhLh/N2CbowMeeUONy+Lhy+PtzZcI35bALhZy1bihtYF/eU7IlAuKVURACUcI0BA7sJhASipsqSkj9ZGWDeCXFJkx77o/h6BPh4ppCDMxG0Qe0h2gA8i68WTphCAE+g0/2BHbtkWBlwKKsaZxbeuiKAr+ONfwj/9VejmX4R+csvg7x4MP/xY+Ksd4Xc/ELqOJ58LoVlu2RZF+3zmJeHWg2i0NwXPjJfIxWjYcJqFTfhd3bGmHhYfu/BZcVR9VkZUBAtI4lQfMVKqYwFgUiEz3Ddvjf7fvWGX6CaB4O/iPtsQ7TJ13IXEpGACThjuvX3B/b2BYY0NctRwiUgkySOtCldWlI8YJj61RI57Ojp5nh82VNjd1t4RjUQE+6z17cSzhN1OfX1RWDZiDozauYidT+TOHuUhMoOD3K74+4VIhWOaKPwwhtuKKPES8T2BmN0vRgjeH/8S2bm3P5gySBDS0v/B3kUXkz5dPQWYHnBQaG93PxyUYUTgA8fCko8pQxbu6huUKFlMRl9eFh4iZRn6+kO79ooTDrJIBIEkVGIONIiBk/PBJXN4dCGAJEaciidSpRaCMFxjY7Q7IBSZZYHPlcRqFsXE5Y72fpCpuna/ABdAYKmAAvQNjUIlsjAu4RBmBMxnbRXhbTsSDRiXwBnEd94buf2eMAKSk/iDxqjrDQoaAsCMGQfTj8FgIvznrZF/vRbZtTuKARL8deuFWwum4bMvR7d+FcXD+NUlkZ/dHv7HiwO/fSDy58ciz7wUO/IBolGQ0WMETDLqkI4AAIIJwyHYzyH8mz+E/+/3oVeWDL6+bGB7e//rywce+lsICry2bOCN5QN/fiIEHf77tvDrywbfWjEA+hUf9n+8fuCzjQNPPh/TBA2JMezojIJ/OtEOxzO4oDBzTDHoyS7hS8vf/ZEBNFR/r9B0FXXHaqfTH926O4gsCifxRNEQZqkI4BKuqk6AC5ENQ5LuRE+pYGmBAG74MHiCq66NgJK5klKhSQix8T+NTwhv3yOozQgVRcbNy+KhEuNshw9IIQW4Wc58x16hNbbvE9CTygJZCKvKQvGRCgcCKYxL5hCDXExbFsN8zCWxbgS5WAzz16wXgJVHIgwOcLBHQcM29yNy1GihQgEywojP6Fa3DQIuBRlTTxEPxdr3RrtF+2zd+uj/d0/kb08LXcfSFbHuDo9pNmcB0WEudj8qOGtcllbEWhq6Ag2yjEm79mCaL7zyw350BSCGD5RSHTqQzzb1szKiIlgA9MypPmJYkpN+cDCCqpRL3LAx4hLd5FoB5GB/rPrk8UUYdsJwr6osr6mqgPUsxxeXiESSPFIrbDDt5LlHPv1ia3uHH/leX/rB4dMnSvP9iDHthjaazpqDjB37+G07DMvt7o51kRUV/E9vDh03S7hVxo+PjhBPEgC70lL+xBMis2YK8fDnHBdZeEvo1v8JTWiOZQSNTU7+uR908QopGPwoYuy+bByiUuRzzhKeaky0YoaeRTKfLXGysOQ3pXz4SUpSBKR5cXl8KibyVKPhkDhKTD24mj2/dXKDSnjWphKzpy+LR7i9nXtrqZddKvxRI6KKQRoINAw7pKZzmGa79w++L77kNm7iX/yX59kXvIvu8D37vHfVRzwUeO4F7zPPez9bL4wIu7u5Z1/w/ONZ7623eR97wnf/g97f3uddulzZYWKUm06W8/HSJjQmulQ8NHpYY6KJTjxIaJkV5VyljpOC+oMCDoyVUT8hUsx50AERqb4aGoR+A9HSPD3Cqu7kEwVtVZMKNXLlOx60xvc+EJrZ6jUJ/NnrIpaXend8qsgoZ3Y/hoXxhUpWNjEvT9i+QyiRPEZnGL0cnE5iPWRjRlnTqDC0wJSEVK4lSz1vvCW8MNC6jP9qO//2Ss9rr3t/9gsfOpCn/unr7IqpZvSl7Vg2m3+ke9NmOcTeMgRM3k6G5GP+e/bR02+/9wlmRiNv2/rNCxY9iEgk4dION2/WjPO+0dJy7nXTWi7dtWffLdddbImUQ6bFnjrpuKX2WekoXRwfe2CcfkoIS9innBT5+U9Dl/9H+JqrQj+7JQQbfcGNA3OPi5x2shAP/6QTIh4P5/UmCsS6dXYdHIhxY5fwfUn7EhFhwLWlP2wYXefyFU60Z7m6qgaQ9L3GdPss5RwyhoPG7aeFv/S9vNgCKNgrhpUV3IHJZ5I4/PgpKeW+d7HSRsCoMiN0jKCnV9YCOW5P8pn6GFcwsvR+UnYFWY/9R4soJKa7rKjgKiqSVD315PC8OeHqmkRkhfgO8bBhSXa1ahuGlI/Eg18RMOEmTYxI77wqspeVJfSRkhRDDhZ/5OEZOltGlit/yzYedra10pMqRsYao0rZlUpwUPdZxvLMe/ep1IWcQBGuFN/9rauPqbm/Rz17SUmMQJE955fjxkUnTbJLi2Vve25b5Hur1fvHP3lfe8Pz9js861t27eL8/hhQtTV2STfNd87xkYkTXVpfikIFg4qI4r204OmuB7zL559x07XzmRkNS/r8qxYuWnAlIvXkNU0D/m2tj8A9fNdNWY4QysSXcqBJQ32GZ0lDQ27ugR6D34FDWfQ7yRD3ejjY6B5PrBuS4hWsamsTEYGAEpDqamVMgjpTSJwCTkvEXs1JmyxL6PLLLmwL9mt2NJ3x3lwun1kwQZmxHtRkIs8rhSMRbvfuWB1JkSYCdfGzQcaNTaqyiQdFy8SDNeQ8K2S7L1ox9wAAEABJREFUJOXxloSbm5VsRiafPaxMll2HDC+nyzLrDpYJr6oK1Ac0Rw86MAkuIVb8A57z5kYOaMZNpKwdj4c76YRwbXUUQ2WRljvi8GiFeN4L1jeqdEyQKw5jBhNU07wWFU2OmJHUiZXGNUcWufP7hRlEeYwUXr3GK4URaIi3E4SZq6zk6+tZUJevbuWn6190sbSdCHfZ4tc9lgzOM+qacca9N40Nrc15ILatL0b10RrvdvGt9Nh1ys9RR4RvuzV0wtyk9pNCpdK8d+3mO7uUbZ7ZtanZzcXgzho7Jlpexp16UgQN53uXhM44DXqip+JGjuROaImA4PRTEGOOfXKuNFeKjZSpVCXi2ayp8VAYziND6JBpwp2ruC+8Xn5ofAENxMgyZpSwGllfF0W9wF00P4RiyudZDpgQHT9OYDVtahQgnHJyGBkReWKLAAgWtU6aFwGTVJVcGBOUPRZdqJ6TKjlkuKNImAKHDS05XCLSVY49JidPil56idA3XXxhWLpt2Gkw0DbjVpmSpCcacjjk5HtIshe5eavQhQi3uyleUquCVn4189QUV4cy1cXnk+rqTAOgouqIEVHWnNDbqiTHoyoqBOSDRox1xhC6Ys0hzkbr11fCwRAvS7G8FXkOnR6FNckiq2RjrQnjo984I1JRqXwEjkiex2UZ7fM7O+3jbYbzdy4QbBo8Oy+9JHzJReHvzhfshhPnRa74XhhLUniaXnhB+IYfC4/VSy/BstUgKJm7+cYQ1qCOPioy57jof/4k/NObQ+edE/nWN8JnnRlGEta7vn1O5Lxzw+CAS2SBfT9vTviEeWE8eq/8Xkwo4r93iTV7AKTCf/6FB2v9qqtYH60RWqlEqRqoSH4/VaKpjJ9dLcWIAbRf8TfuYazCOuR4ROI3y93JCUZmQ/KBSr+RW9WswLT5OrvSJkkJo0dyWLOSLjUCqNbPN2SuWYGDJlVdjbI2dwqzzkI++d/d9/pal2oyklPrCF95WXjBTaHZsyJYIp7QzB17dOS2W8P/89+h/3dlqGWOYKeqf5pDB2erSNCqVVldcVkYOl9+qXCbn3aycFOff2749FPD550jhH90TWjOccJo5JSTwt88U6Q5JbzwpyFk+f4VQsaf/Dh270+ayKGj+I/vhk+YGz7mKKGLPnR65IxTcRk591sCCMfNjCLjpReH54qAHD9bWVOq6lGk2xCQTCy3KWaXPl8/LYKB+De/HsKgEzJgJzUOiS0xH3sM7vMQnq+YEmuZG8F8FZv+BJnkqquFE4KlS5cENNToS94noEEpT2JzIfUpE2lyGj3hbV9Z2S8rJGJ6UhFjyaWk8fhxXFWVdGWGd18gkX3kcI7tX7/pJyFrhwTDmgTdvtrOaxvubAMP2vatN4dgTf7Pfw+eezaeDRH40w+JjhopzBNjthg9fuOQ6OyZkVNPjj0MwF2a5kE4dcs7Ih1zuD2ZrNL4Ihi7dNhnYzC50PpkY+XgiYLdMPf4CMZIeOjiaYoZATm9FIZ5euuC0BmnCk9ZFjn9kMjhM2IP1ONmRZrHR9FZgQMoQTDnuCjm0VuOj+LROzZ5JQSpFjp2qklA1obNMceMfp2sJ1GtOPS9Mw6LFZlJ+dr0pEsWyfz29sRtxWLIV0WAPb+wXPyN0xP3siqlzsj6+FJqbW3a2tHJipF1+mMWyLQpkZnHCrfA6FHciS3CM/roI4VLRsZmEFrmxISyqQrFyUWMUo9fUx3jo4fYVprO+KxWtfgBMtzO8+ZGZs2MqTfzmCiMECgwdCiW44TRyMxj0BsIpvmsY2M0SFV1LXOjXz9dsGdwW2HBoWVuxOczdtcEaHpbFVl3RMZuG5uUae/wn3bhjU8+/xb8aS2XKhwiQWCT6HRsjzk6goH4kUdwF10Q/vY5kRuuG/zxtaERw4Q+IvULc6pMamtVo62M9Hfx6RbdjE5g6989klqAqOwQt9RUC2MqKs0wa9T3orCeSSlV8XhaDBsqNAzVVO1I5AVB/0BS93r2WZGLvhOprOLYuk2vRdujmRTtiq6tiZ5zFuZvIuecndgsfuj0KJ4E8M87J3z1lcI88aWXhFvmRn98bfjUkyMYo6IIqW7kiKRCSQQV4rNHupQCgAJjg+9dEj77rIT10FDPSW9EDWngGhpig2cpV7qA9LQe7uwEv6QP1MaDcOJByobh8L5/SR9DgQMOiAxrio4Zo16Dqqx27FSNNhB5/Kww2kB5fKBVXSXlTahRUc5PPDAJ0oryRKqUgQUiMkL5kIClMn/8WPZbIP7goEexSzAc4d5s9X7xRWyFd38vrzg1GPcvpqWMln/7dnWTANzAilnMCFjuJh0cPf2UyPnfDsNhRIpnNAa96De+dkh0/PjoNVeFLvpO+IQWoY8651uR/7p+EF3WcbPSthBt9bxZvGSVytnQ6mhqdtfG6PxSjZP679jJOynOzbLU71KrNG5qrF/8+B0XnHUCfGmTjBRAJAiskmWUD1YPv3ZIpLQkkU/aXZqIUgv5vFr9RepUnBqPDHF//qt38euxHjkDqSy5WzxCSxbh0mDzeKViI5q0IFVS58M1G93JT13A7BfmrScdLBgdmIVFIQbF7xMh4IBjZiWmcq16Oyp1zff0UyMV5SpFARQYG0xojs44NIo16/kXhDE8uP5HoZ/8KIw5toMnRq77Yej6H+JSWAG44NuRyy8NXXBexCfemDDoVTiKUQBT/E3rDYlvBpVT4PbE+AFGwDe/Hh4zKoopLpYKs1I6ppDFSKvqkydhlitaKY4t586JQm2Ugg29GGUe+aiIa/9fWKH8IdMiKGy6w/KjQoPNqojDhguP25EjYkykV1zqkmdADhE39caINH+6ugWGjKS/P6nrGBI/smbkyKR4Rpy/PlY/3mpNeljv2c0tXca//2EMilAoGuiPhVkxfT4zCHz+Bcud5O/bx331FY/RV+r9qGpL1el+vWHnrpjOZeVC4JCp0Yb6mNo1NRya67fPCV/+H+FhTdykg4X4gw6MHvY1zCnw0w+J1lk0659UVOMXQd0z06rdo3GBDuXoNbVWz3Gcfv08Qp3rJ+d27+F6+wzmMcA+n0iT+gKbFMe0+nnfX9i2PumbXUtWrr7s+tv7AjndIRgvcFW1EFI8SBBVIp6nhoDc1Wq+GH7wxMS0ojyX0bDi7As92fd2CLVZlZjQ0pPJFpryCi22+u88S3q6xiH6BSrVrjK7qMqmpuTTV5MmCQ8epYC8vZaPeFkhcPuUqc+SJgqOueopk6IHNMdiMMf23fkxwxAL+nhOT5saGT+Ow7r5T344eMN1KrfScHGMBxuCCdXw68SbWkGA4RPGDzACjjwi+v0rwv9xYfgHV4fgbrhuEP5/XR+68vLwjT8J3fDj0FVXhK/9f6Ef/r/QhRdELvuP8E03CDtlT2xJqFQnO61FISW/LiceFEVh62pilZKN8k1qg6X+YBJn6fV9PZWIgVaqPvIZd4XZJE3AV6rvpE9lljcx+2XDFSgdEL8PIb18hRj73NZtQheaestDImwp+MxhiM4CoMbCFAtLhwizS4UfjI+7yspi/YCCQP+lZPHrz2IhJcalWKWc0MxhMuKK74W/8fXw5IMjXzskigkLjEhPOiH8/cvDoLFQYr6zQgs59GtJPYOeEg0mv06tJ0tB0gimXk4KZusHmIyW6FvfCF/3w1Bj4pNNMQbHzUo8p2NRmX4qKtFrZSLSkd6fPH2iI0eMRHG4xDvvGZ65jzHK4gfzl1nkTmRNYwgmCHSEOKMTM17ZikqJwX2Bkj7sKbJpc6IxSNaqRGNVQLb3wCqWuedTXc2rVlxVFX/dtaH/vG7QG2/X5WrHC+osQGkZh4l2uDKRCSb5xo6OVldzzP7DPF9TU4wTRmIYdcQuxJ+Mx5CLVIXsJRp3vJTV1alxsTQGqcfDl5fGYlJ/JJteSsJAi4U9aZ5UijlgqVWwXMXs83zaupDDUpa+OuRkCMvfCcZqFWIUjq1KscghDeyX09jyFKPI4qe2zrDlp1+aN02TU+WAx+7smZHvXRLCZAQWVI86InrhdyJYLvjeJeHzzw3POS46ZrSoKnt7LM5C2vhaViamxuPd8PvZBvXyW/uClkZJYdlrpBZ5knrdOADKu6vW2foBJkNFKC3lpI5GnrF5nMrtVF0jJ1GGpSeNMsHgdSBgMEOcvLaGGxFflUbczp2c34/fhNPXnyfoLQ+lruHW6V5atUoZf1daTgBQSjP9DtZ4tZYjsbU2UGLplk1t3ZqGRg86SOWmYLmqxf0kLGyfP2QIBwORLYYAZ0yWK0xqDdE8x2ukFnNSxq1HqeCwhUp5vEbf0iBuYlEcIS/PizB797FE3CWFSziej9XXvJaItDVfo2+cPCk2ccu2WoGDRc4uNgMD3H1/9Gm/Vq5HdjDAf/ZZ0tM8ddxbIW5HUXCrquIwKyyP9PvlV+rh0lK+vl6ZJN9kf8LcCBv0avftfdbtfPBZ3Q3aYaEqxpkSgpUWzfdJDLMPBPrU+/n4HZm9BOJgHoGkW908mzQ529ZvnnnmNS3nXrfu883nX7Vwmuz91Icee+mGqy/I8nj1NGJtjC4tjR6U/BKVjcIMsv5oTewhp3HE9dQp0F/9hjQozSR5RQVfXa3MG9NbGW3jtfQ6v7aME+dFfnpz4m1ObWL9qZUVAm1npgfkBx8mDoopi7/bJ+TM3d+Y0RzmpFPls/OJ2aM6NdWOGDZxi6c1kJl5tMrKWEPKAhrUYOY+AuQUCBw3O2byKuI7uxQRwiV7eI9K85qyQJHyx47ySHdGpJy8qirRQWFgxpK+Ni3C7hpcfrkx7WOrJL65sTLNq9LIbrmD5X33vYbNxn+/71n4S98Hqzy7dnGbZUtz5tTDdPi77yXB0pBiWI8ZE5lznLKWMTfRPD4BOKRvS/N+KpKSXVKu5CRu3Lio6qy8gmzAup0PlbJmo5Bi6FJagkBfpz9jfZ0SWD155UMdPfREk+cIWKZ+0q1uGdc4o2mTmt956b7Wf9499eDmpx5YKL2WigDikRondPvvkUdEWuYK3y+oquItGYjv3mMv8ukAPfqo8PGzkz5qyJ7B6egtj2cH+DC2VRVc01Aeq9s1tSzCmC8dMGIsm0HqEtn8n8GsnD95W6qUnS2Mbt7C9wW0Hn4v/MsrTcVNnZyWskztlVBJFgvYOjQaMZybLR5hNnSoipJWicatVyEOeFiJRo3i5s2NojGzy1Q/dcYRNJZ/ZiEcsqp80C6Xrq6O0z9L/aMfhBbeEjrzDAPGCnubmb0krb+cbMsZo581M1whNvX2vZzGpDsjdtKH5b1vn1Jg6zIeNzjc0mXqLWTHDj4S4XaJH0oLxDdGbt+h5GP6OnWnQXWVcKqgguG4sYn3QVlSSPYR1oEsPl7GejmeV+kTmCB3+tLpWOeeHU7FMJ3O6abS09Gz+N3tuTEDmHS5L/80gTyewu5EwIl209RY//QfF+aRmS5VVX19LFhTzZ0wN9wyx8CDKpYzzc/OnTnrzjC/IiyoRGIAABAASURBVN/PM2VKrFCYvEyjrOFoOX+NzKWl3MUXhn72PyGvRx0Njbd5YMNVit8q0uBvMkn9OWuGWWcnt+5TLXb9shMJysRt1pIY6bwFKSZd4GAdS0DqQ6N0HA3GjxwRZavth0wV2lJFBT9vbmTM6FjBa+tiAYNcleQ33TB4838lrX7Mmxs+YIJ6y2GZp02LpaY7XJWRZePv78kmt4vyejzcN89QWbhQVdHDc6DnjPwbOVI4n/v4lBnfVB5lpUKD4VMeTQc0c8ccHavQoCsONRB0X/Z2iqIc99UO/q1W7/KVHqS+2erdkckc9/u5nh7u4b/4Pk/ZWIzuWhBj8G/C+CjuQdVM8vd9580Rvg522KHRGYfGgFVk2bFDqAsWWVXFfvX6h35N0GGSeBqM3jxuonNgSit1vOcmAARdqqsTDUC4NvJXIc6z2LeTc8qkyPU/Cpu7QYyUw420Kp2OG9XMkU4O3LqsZJizZAFD/jFHR6ZPE0wlQ7kUxMOboiedGPneJSFpVVpBYOJS/mwwkV3KwsxB6VIeGDFM/UkjpzERnjI5OjU+kjGRPTXLwIDWLda+N9EtTo1vz2VM/vBHLwtk9A88UB0K+cnu3oScjPzME5SJ+3kwZQWjYeyoGB8Pp65eLNnOn2HxFQBp4cJOaYXJu7+ff3OJp6vLggY0d05Ezyvah30tcsLcyLQpKs1GOu1R4+hbqzofndX54eqkG5zddAPiBxxCA1yHOBMfFDeE+Ls4ILlNPKFFYj4oUmIc8tZSzNBL0bHA2LHRGYfFevhsJr9j7MSfivIEsBnnidmnPDr9Qu2rLmEJLFP+2KL06FGC4a6YxNE/h53C1Y0Rmzfz4XACz8wqCkBmpnIPRWmJsnRYt5HUw2q5FE4NsCWXE+bFGnAqQZYxx82KYEUudUtYlmzzIntSp2Ofxmyzu3yPO8I5+QCT0TKqnoGVjonpZ4a8M03HPDX+mCMjE9O/KZhKL8XIB8F1tdyc2ZEJzRzWTCUCCwPSmMQEOOXp37Wvr7dQxwQrDOJL49tkE7FZhNr3aGX+fEOiI59xuJUd3JZt/G2LfIptr1qqZJHGntNgUFnJff30yDe/rnfiFlmccWxDgk2yIpFEJdokIodsAwFu6XLPK6869KRASUeOirQIH3pEkJOMxdLSJAMinP5eUViKAher/9KJaF0m3HSffe4ZFC31QJDv7Iy1jcHB6G/u8QHJtetiMUwp6e3Mjg6VgfrQIdwhU2MF7+tlObL1p8UZ6mEUDPJbtsYU1v+sGdIQ01mPiBzSsImGbBTYtIXfvsPArVFralNoNhpmmVe6ASU+0vvfiNEzDq+qjJqbAC1Xe5caQpm77dbQ2LEsWIy+gTZnGp6+QPDO+5+84qIzn3pg4YnHH/7+K/e3tT5y1qmzb7p2flOj9faXaT1VM2LaQDVeNdLhDkt7vKuqIRsuf+f8MBwjqI93shi8shhr/er4q6ipT7tycceqteLs4KYx8Z9R3PadsceeKuWn8YMgqqp4dqSGKpmJyIho2fTsN5HVcBZ5v3zMUbpmVQ3LyC7DV3rftzMgRpqt7O42kMvNpBqfX1j3Gd+Ti01BrHca1sThBnEPdBVqm/SiUa6zU3ieBgPRXbvEQPyQcmj++psxuxymMC4lJ31MatcuKS4pkM07NkmM4heGGAaDic1+2pujkDqsKbO93pCycU7sqOLKGfytiT9cDOaLkVdYcdh/WPFJ2xjvdD+ZIUqXMyfxqS95y09dGzNaV+3VmPpGhPxF9oPSrCrnBBM3CBX6F7v16O0L7u8NHHv4VAjauXsfLhE4ee6Rjz79Gmx6hAvGlZXqLUow/jYSy6DxyGQEhvxUExnZD5se/e6FITwCEW4ayqW+7Dh8mK6bENkNOXaahGqWCnEPnGqSqyJnHGoLMiijtEO6pMQWEZ+08X4/5Fjvamqs52kfx740R5tpSCzCJMWstgKBwSzeU1SwYpd6jgEZO5obPz56eHy7CMvoTt/vj+k1OMh/tp7HhV/cYYLApk3e1LUvtvVlXyfSBRfIYtd+qfhWgMAlzR+saqSkPhdKk9+rAU2qC8rew0lNlWJqa6NVus40VFquO3eaN0LwIJMUsDZQX2ctvxg3+Vp3LMrdPyVqTUto3EbUZs2vvk5Z9RIPLNVKYdWANP2nmlqEkebvGRNgDRtaX1MVM9Zc9QGmjGWxfG5Y0Rs2Jx/IlVEfbQJpdwojYzMCDQ2Rgw9iEep+uebKlHoefbEjR6a9Y/UxIKq0CEw8iKtL/4zp9PNr22JTfWlZGEmQnv2Nat/INMLJFtqvHUItzRZgwVTj6Lq6eqQbdn29SgOgUnz9UT6Niunhy/8jPGumcljbnea8JsNK2JBh2dsexTrbmk9UxPRZtPUFrGcdrUQSkXL3tenRq68InXxiYg9b45DonOMjUycrgZXncibM3gdwRlY6KQ0pDVj/+nN/8hycQoTikq14KyLz7nKcDnOlri7aUJdcsuRGKv/oh2LKoFT3BGiygCK6csJwr6osh73+7qp1TY31I4YNeeG1lQAYl4hEEsJuduxwg3R70E1sVlEtbDr+qsTakTCtFFs7YL0hi7Syj7Cq079coJpdI3LEMI1EW5KwsMAW1xQVJP8qqi2C0zDVWFvo8qfJoy96+rQwm89IR763I12KgfjK2HCbK3f37iZFdRsoIZFmQkA6sjCVMPmJrExXfN5SGmcq4pHt7G+Gr/9hWNc0qisHaOx0166UrVPyaZr1KefGoODZuEsuCn/3PG/GV+pHjeJ84negMUl08MToN8+MnJTdW4M+r3a1Z1Mmp/NqTAZnVCVg9lOJGTm7lkCP1TikHg8LrbsUY/J0BUzdn6Og1H7kKYgL8lJPFWRb8MqK8ofvuuny+WeA0fXfP+/pF1untVyaLx9g0tjpgeJ8//LQj34QYqcL49INDqaV4s397sSDREtBTHcddYSNEzCVDtp8o0dFj5stTC+NG5PUd8w5Ljr/fK0yJlFLaCU/oUxYh41DtIRKcuwI+OPr9dkwH+b40MuQtswE1BgdGeJGxEYRYMdHKJ6mdfFZTJ8n6f4BGfooVRGYaWtoUL8FGf2QBvar5dfVCqklopEqhOz5U/SxTMhAmsnXoGwbjGzXVhIsjIOG39kVS9y6ld+yJRYePy72Qb0ytS0NMaLkH0zrfHd+GH5ytOGr1Ccj5oxSuTTUpca5JYbn+Aq11xUk/bxq9pFq1UtZiipQpblhsqmJBxq1sgag2AuAVHOutjbRS9TX5+zZak55S3KpNUxLGKdhgkn3xY/f0db6SL58gKlCnGtMNBOOK5Ot45SXcUMbubL4AVseL9fYIDTWNKVPG23JWzJpuWsmyBemj5tl4z0gvcKfOtQ+yMFXT0YMT1vGSQdHDlY7pWfigdE5x0Ukex2LgJqIqiQ21KtE5lFUsumVpPic46KTD04LaRKpzRfMfJQLGTJEfuPKUyicDQLKvKyTlD9NQTFSvNFg3o0YoWwerM+pNf5mofSWW/+A0M3W16vU77y5kTnHRUaNVEmCVm5wO8X3UFMn5nXq9qe/eB/+q2+P+Ak/jRtTJzcLydKNxywUYS2rGYdGysqUjVMu4uQTo4rD1nwlvCVDEawJywXlUZjNkjCFazRPeT/phPAt/z0oP3kmKHtdm3FQ9cuN7NqdNzd6y81J3/dQ5VlgkU4Y7u0d/vO+v7Bt/eZ8xO6QqdG5c5LsudGjuCmT1Z8KtTUcrLrrrhXmeg0VNoe3sc9rSFNdxFXVAhmm1oSflL9Ro5R95djkeXGWQ/WpzJJs8qdNiVaJu2wV/BF50gkRaf+0iSO97H63Jh3UKIg0XkI4e5f6FhF655Ejs2dsAQeeF4w5iVHT0Khk50mR1gbKHVxEslZz09zYAk5DgwqDstIk/FmrOPIIrjQ5HjlPOyWEx+3QoQiadO+8myRLzuWACVHcrdIwW57kkjB7DzUSVX+IpCrp8yXFIR/cquTz45MoHLlInV9XncUvK0sqpjTJ5YiOGYQccECSbqnUU6dEDkym+cYZ1tiIVVUZRKcqk9uYikoV+WWawx5kYPc+83GZ7NJeyc+TYUTDmpQ2A4tnfmkJ+y0i3wnDPa/hHDcuemJLBKabvBRTkr+VI09CmOeduyeHZ/0dorLkjhX6Z++OPiLy85+GpBm4oeJd1zDEOVh0FqFxiE7CJDI91asYdSgsvLKUGYVkmzNJnJ4LtNJ0ZP396VLMxNvRWszokZxneJNwVLDCbhg+3Pb2lmq7JOuVZ1dZbi+pTD5cr3l8FJ3AvLkqsxgTD+JU4/XjxV6410/vKspAX9pRh0JP9j7A2NEqLbnHundbFUIVl9371bUtT+nEmtXeWays5KuqEhyGDxfYl/gEP7d/FRX8mNGxFyj138i1NSp1YaIg9XWcq1ZL0hWhOj7AQB+bjiZjfFVyz5CRPpXg8BlCDy/F+wro/QqpUIYCThjuTY31EyeM3tPRaUizoiKur1eZl9KDAKa1MCughzIdDTrWdEnZxMst0eNnRW+7NdQ8zpouLxutkBdQV4jbnxBO6oVxrc9hUUX+KFLNNONQrcKWpUxUsCc0YzVEbTih3W9WxjdrMQ72+VOnaJXLPrnanFEdsBG/9Y0kG9Hn5apl6yfBIK/NhFJVF76amznFKFQ/UPJOQH8uDUrM9FeLq3kaNO5P2tOu1RRhzx32tdhdxuaARoyIXcqLZsex+rAm5SJYOGLoy6AsT7J/0w2D55wVuzcnNEfwLBivZuInZ7LxyiO2S3TCWKhsHBr1lXC63ocWNWKHVYjBrDyogMacFQsbMqc+tkp8sbbX3BwLZCM2dbCnk1tlBXd2vAkhS021BcqAT/46Jwx3oHPROSc/+8ryAju1HeVizuOJdcRlumevpbPVkBNru7iNp03RWgxiglT94e5+cVBVZ52ReGKpWrEsu/5pEkbPfEB99RXCcmdpKdfcHCkvZ9GZ/QkTohXim0w8z+NRlNrHKVhocK6RGZQsl3wW/5ijVFrClCkRDfvpuOOi0k4extAmX7Yo6causyT5A93yib3+oBsVtqmarGJ76knhyy4JZdzUi04MEst030ogNu1sfYHetFbIGBI6FY5DKDv342tDk5NPaRypZrhnJ0Q9t/4zENXz646dqPYqke7c2RLKd2l/8+uRW28ODZOtzsFGhICSMtaoEUxysg4wKd7oRfM4lU7eKBML6avjKwlYhbCQrYJV6h4YBYHikj1Dx48ToqUFfFxguAW/mJ0Thnt7h/+Gn9/35vJVR51+9bSWSyV32oU3Iikf0a+IT9ky5evERj/r2MjsWXqNA2n+r64+eunFsdkIxk2/78Ihu37l9VCOGM5dcG7a776wuzodnxHDohjSTFZ7G4F97qqmGuv10ZGyLjsdKxZ/2Ncixx4t1BQbMNTXs+i0PiNTTa6uUY2OReo5G9Tj4eRnGY0ZFf32OYJuYHHYoXobIYj1O57n4CR6rF1KYfcEqlKfwwdqAAAQAElEQVRGRO7RLS80mTqZZ3qigSGgE8/jZkfOPissPyYcee11trRxAyoffFCkQhzGS3n2G9y70i8eQTNBbe556uTo3DmJEg5rSoQlcfkVUGzT19PF2VdA+SwJkyLfjISnxgXnhU89SWUcduAB0TGjWY6s/JJS/ojDs+JgeWZffPPJ5ElR+ZPFckGGGLJn6DlnKesCz25DfPKPOJPGThjuTY317CSZttZH5A6RSMqkoRvTS0pjPSlrWEzFgw+O1MlOKWKR5MshMoFGecpOSonJhOYoMy+kGHmgspL/wdWhmceoTGygY7r0P8IXfkfZHciza4TLYzOLsTagQSklxbPEIqDA2LEGsrNsbCoIYZR69swoeliEFQ629QHNQpGrZPtKFTTmLq+8LMxWKlh2dugeC7vNx9xM8/hoXaaRldvUdoM+P77KyxZ2WuaGR47kJh4ktKWMisEswwKU/v0GGRlmJPB3xQYYGSltIjjzjOiJJ4TRyZjmz87/PvDAJIQxVVFfL7D0yKzLiuR5IiHZ6j/WS5eUmuHrK0nUxfhxQreGxUwFo0OmCfGKSNdeTpsSVW3MteKEy4EHmi8L5tomHsQdflhsksWFCMw5LnKs2kOzoS7RUFlrMap8efpHuVFWRO+E4V7AKFckT7q4p6Q3XBd2yYFo5TEz13psYJzBRGN8EWYBnf4B49W7Zp3ZjZKlzjD5jN950uGG48dGVWc3Uek/uib2SCgpSfSzRrVNpUcMllBhySEgOQwSMISQLt0TOGJG9LL/CMf3r7lHr/zQxCceM3XMkZH/d2XI8uGftRDU1FjLzxi3o4+IzD0+drsh586dGW5p+cYt0DM3oZlrmZO4VadMjuC24jhuwvjI5IOjRrs1ZDTnTmyJYFh+yNSEJjr5tMyNntSSAOGi+SE0G3e+CSOVqEJzIKRqlbLRLOMwfZphlFhG5l98YejrpwkcFKcwsdTc+qplT1Wp3JQJPnpU2gGP/GWkVHEUk4pAhr4mNYO5mL5A8LLrb5/WcunMM69pW7+ZXf7piZfNcaNcGRHA3P84cWdYRsrCIMBzTl4QX/yVGnmkalh+PFnafiWe84Dm6CHTlAeExROVv5YfSDekITGzpRQmXqPSGxujZaZ6VZGBMe/Gn4T+63qTqxbGJFlB3av7KA8rpOUxjysuC6NaK9w6JSFHtrE+4y0rJ7c+jBWJ0fED49//wLNpS9o7FIPeC+er3CxVldEhDYlSSN+fam7mLvyOBZ9J0lnm0jJu1CidtElkQ+oj8u9clpfxKGkShewiERRxKilJRDgZOjB5lUMhujzTTFNtXdKmQUV2/ZfNY0UU9GewnzK17B5xGG+J5HQ7vtBgVMe0lggtVCYOGe6/vPvR2UdPf/+V+4+aMRlQVlaUX3zeKSve+wQWPC7zzpWKJxOntnJXFSR1ltdV6g1ptFIdNk3FOI4YwU3TvTJbITNzGzOpNH589PxzI4pPcjChqX6t1cdfnDgv/O2zE5NbqRJZTJl4ZE15Gbuy0a+q4uBsFGCc9QETokccHp2o9urbwKD1j8mCnCiqruJzO5Otv9onTkyYvPpzWUg5tJE75mhh9hQ892memlZeGj2gmauvUyos77jARFpCRLiA3QETuCMPj0wzex5DlshkaSZ6PdwZp2Xuh7NU0iXZzR28pqp8OoNkxDDlTaGanSLlCDhhuLd3+Dds2n7s4VPlgoc1NuzvDfT2yT4GLU92ImxeBjuXVOe6kqqYgbSvXKqSF2BknaUnOrFPPjGYpkyKYGqchQ351ZXO9SBNTWllsYc38+X64xkvvfsvj1cNV5RzU3P0XFTVx5nI8eOiZ50ZHqN27rUdChx9ZMxos4O5+3haP/LJsoxVlvYh5pRBk5Pvo9Bggvu3oV6ZXqb7IDJlzny79snOboc5+M0zIxhmS4VoqJOCeRAoM/UyQB4UzBEVy+Mn9pSabfyOHX/kCB5mhDhhuKvqtaejs6aqoqqyXDXV5ZENDRxG7dKrzV6xSyoTp+HlmksE8kgW3rHTdU9BppiFfrlsMtsE28YhBiDyedPawdqiS2QHCPb3m2SiLQKpqTPTZ56R9nhHTEf97H9C3788nOUO18kH21UclIhcHIFi+bXj4PACwA7PAv1GZ414/pi81Nm83irn43y4sVHoXuT7ZLR1kJ/cok1pd2pZmZaEYF7OJWqVyD1pw0egzUSnTI7Nd0jHLVRWJek4ZkzSJbsYPTKxQ6nCwSk2Jt1tvhOGe1Nj/Wnzjr7z/iel+XXMwd9+7xOzj55eiYlBt0GiT59bbg5deVlsvez42ZET5oZT373wpt9pHUUD1icoHZV8AiMdTW7jjR7aqtB23NjY7a2It/ZSvq0iy5GGQjFpL9Cll4TlUhRkqpdeL1dbw01oVraSoY3CYGakvt2oVn0rRFVDiiw2BCKx3q7Yym1leb3xQ/dMM+0LKPsE06x0ZgwO8H6/0O0opjnnHBdZeMvgwRM5+bHoOnnmlmzEcKcx1FFeV5BUVQpq6Hz3ACtIArWRvzNORZsJT2hWPtlLxbcdSsSpzwnjo0OHCgQeHyc0O45jxzdjuHXdtbE+aNhQI1ILkdYJwx24XT7/jIvPO6Xl3OveXL7q/KsWInDTtfMRiaQ8dfJWO6E52jLX6b6g2gXLxHlad3K1070xI6cxFz7rzPBxsyIenmtqFLohc0wUubDEfNutodNOFvqvIUOiaIQaH2cpwq0yCrjokhAoMAT67fwAsFftTcRA+qGCB71bHuJbJi7zp1O+XEzNw2JZoHKpeM71qFGJB5Y3/VBzzmwzNo9HzeSsE9/9GByIMZw6JTpvbuT42eHTTomcfkpYNrsbI7CgqHnOQg1Fe4o0b9YM+SHuuLRHDnFVR0DjE6QqGSjKCgROOSmy8Kehmho2cWAFRxmPucdHfv7T0PDhsqjkYInPFrnJQuiq8BGoy6v9x3ldHyWyM9FVCxIMqtsu2bxwJQk6ZFr0hJbw0EYpojADlRXc10+LfOMMYfojtYSYHEmNLPiY+nphGqipSVnQ1M1dEkWjdRNSmIECW2nIVFbKwXA/oJmbMjk681j1Bg/6YnbOGe7FjLIbyl7jmhl6NoA2/WKKG8AkHQiB4kGAPVbNlJfyGERAeyN4JMItft2nylIyelRTdUaiolvmRM09Kcqze6NJp4ZWkR1zdNpTfauri3G+A4YypoFSt/taBbgePpYMPvUIKgAaMtwLoBKTilAWf/NGviVxwoRoQ0MSWQ4vRo7gLvxO5LRTEutxUGao+KoTAhpu5EiNREoiBAiB4kKgzuoTV10O3+7d3KbNLjUrs3yjyT3Il5QmPZjco1huNZGftMEm3UqzO1oHZrpkq4wbK3wPcfzYNJPruS25K6XbaLi3d/hPu/DGaS2XpnNIBY0rYclKKbTIrPJnl7myItb65e8Mfe9i9WXB7ESZzz354EjjkKTsoRQFU/dPlos78JKy5e5i/PjopImRCSnv2eROI5JMCNiIQKf4hqKNAoyztvDrMMaFm8lRXx/rnM1k5rhAv7l8lMsWBLKsTVt0so0pOzqPsZ83J3LRBaGpU/Q2ZlWLCEs0kq1y4AHRH14Tgs/4k58RARsN96bG+sWP3yHf164IIxU0GVXMOwJDHx0cNSJWvq9NjzQV/bvSMSzEn7HjXDrzIWrHHdAcvWh+pHk8u7Ldp33GtkOcnQDVh1N2LN2Ve087P1j0X5+wpErYIS0mWHV0uHS63URZXJvFlzpj5Fpd7VGsIr5on459ZSU3aVK6RJX4I4+IHDo9etCBeg19FRYUlYyAjYZ7siC6UkdAWi3CcPOQaRaYqmV5tddQHRSKjSEg9HQzj43cdENI9WX8GBX9uAABQ8N1F+hrWIW2dfzbK8lwNIxbugxSvLRukHEG96uv3Pi8Zmfz1dZKBVIP1Ikfn3L/GQn6v+pVX6de0nyPLbf6XJ2JB3Hnnh2uLrKNbbY2Azd2BLYW2P3M+ewejpXlSusflp/7S52lhqXiEbBZMnFb9skHR4+bFZk2OZr6/Sa3qUr6FAcC2fVNVmNUX281R0f4bd+RBKMdB/tW1zhSElEIDLJbbg6d/a2UzY5iquSd/c0wyOoz2fcSfa4Cign3SRMj6IQPPEBFnaRaVEmnKELALgQkw90uAYxvXyB42fW3T2u5dOaZ17St38wu//TEyyzVPh+yzvv+wvzaSV9XJ8yz6sekRPx4QbU4nJ0wPjp6tDLrsUcpTXklRfy6zOqhdpyxBb/S0oQqr4L8lNrIkdwpJ0XGjTPWHlTxoUhCIHsEevuy52ElhyznOKxUxQivPe3cm61qR6YbYZKO1isydnhiu7SEU9i7qeqhskCWGu/ymFGjhE54vCNfA3Q5FKSeexBwyHD/5d2Pzj56+vuv3H/UjMkofGVF+cXnnbLivU9gwePSDgdj/bQLbzz/qoX7e1z2tLGotDwfG/BjPmDhT0MXzw+1zI1+4+vhbL6oWlnBnTgvw8SJReobZrPgxpDhPJTBaQTcK2/L1tj94l4V3aqZtH2/fQ9hqFJJqmddx7tnFXpELV2WQLLO+Ox4pfiFS/CR3OSDI+j/f/SD8JzjhGma7i4ppcADGfcXFXj5qXhFiYAThjts6A2bth97+FQ5wsMaG/b3Bnr7gvJIC8NN4quxTz2wsKY6pZOzUIwmK1sl11QnJmIx24HZ2RPmhodm/Xrr3OMTbDULZzixLLvN99oPQsPaUIYiQ2DTpoSpVGRFz7a4lu95zVYhMb979o95U74uCWuyZY5gQIuaZvCk11f0N9BRI5W9dKz/13GobgZtXJFMSuQHAtVVWenJvvc0dKjeOyUrYYWV2QnDXRWxPR2dNVUVVZVOb87wengHHCtyiY6DTmGPSvrwvP6um/N6OSmjeiDOTT0Vxr6oZWqqGC14Xj4rrDixNDwfY1JZLj5seHW1uZR/knSWAj05kSG75HmBDxf/B+J4kOP5mERk0eOkjHqILaSpEEcy/f1iqXihONYw5xMMOekfbx1/jy54Oekf77RoOYyc4h9vpTI8L0LNCf/kQvM3jJKkKs/z8WLGf1NpHIvh+ZgSw5qijgnVFhTXCOAlHM/H9IxF8ULD4/nkSE6IBHNO/Dd2TNoSiekcG0GNGsl97RCxL0UsL3Dg4nzAiud5XMJD2JzjBAbgkXDghgue13Xj6xcKhmDLnP5cCkqWHb43O/XAgTkFf3bJVOV5AW3ENLCXK2RA8Qale+LPX078B56ucqJSggdUhR+OkwckVcs1Xi3jY1hJxFKA7ZgqLePGjeH+d2G45fgYJTDk8I+PXUr08gAn/pPHsLAYXUSex4GyYvL7tHlH33n/k9L8Oubgb7/3idlHT6+sKHdAAbmIoXVlhp3xLExiiS8zvOUlXkmfynJhfyIaIsuu7Zf4PFJG9UB9bNzQUFOqSsD4pyaxePgjhpakpuqPgYZggkKxLHVVwmZ8RLJLhZ9aatCDBsqDCRzCyIsAcww3KReI+f72twAAEABJREFUWTx8SSKyZHQSf2REOCO9hQQ14if6PJwWLCbETZ1YNmoEf8TXvMjLxf+VZGwtxhs5+Gs4D88z4c6LlrRChTIdJN9aZWoqfYzzyBG8JDSvA7ihhqR0F7ihWDGlr//ksIySMtZWZTYlQl/E8JF8wCjpySKZtopIJEGu1EqrK3y4THWMADz7+4UHxOSDPM2jYw2PsWV8WMbKcuGhA5XYpQkfPMFQcpALbrhEazfBTSMLGIItcyijBqVGEtRjHPAI0CDTToJ0xgQ+wqnETFXgEEuqFzrtoQ1CdSALHAhiSfo60saa0ngHidycobx2EwMBQSfxD6iKv5w8ICkgp2Rkkt9Q55XIFIF5s8su+67nzJOV1gUwRPaS9I8qSRwCCp7IWFROuMkdKPDl88+4+LxTWs697s3lq86/aiECN107H5HZiG5bv3nmmddMS/7A02kX3ohRgQbb3Z1BBxxTYHAw8xpQYCAs6dMbELZxhyPx2RTGJY0P5lJG1cBAJPa5jp5+9SIzxql5WTz8voGB1FT9MdAQTFAolmVfzwAuEckuFX5qqUEPmr1dsVIgjLzgwBzDTcoFYhYPX5KILBmdxB8ZEc5IbyEBK05PUKh0hK3i3DsQvPr7g187TKi7+vpYW7KQv049I9GciZY0RIWiWuXOWhy6ewcZ8/KyiCQ0bcCRnidL6bih2rv6FUxwQ7FiSr6CwMlLSRmvN9FzOqlAqqzAgPK9II8nKunJQGMNTxGJJHALe2JdHPjgMtWxZoyq6ewUBEX5Qam7Y2wZH5axtEzoT6KeELs04YMnGEoOcqEYLtHaTXDTyAKGYMscyqhBqZEE9RgHYKJBpp0E6YwJfIRTiZmqwIElVdUNnH9u5Pg5whMNWeBAwJJ0+rjL4h0kcnM6czlDBgQEnTiuspKLeGNlBLwsEgFJDYkSSdKzBuEpkyNz5wgPIIlSEWg+YCDqVZolwBB50fwUxNKlJA4BKZIFkLGonEOGOzCdN2uG/ANMuERkNm7apOZ3XrpPzhPhxY/fgQn+bNhamNfo+TAWipazKvgTpuWFpTAhQAgUAwLl4k4zd5a02tTe34MOzDzRg/KO1/zo22GHRr9zXuQkt54xAP0Lwx0yLVJfl4uiOChzeFNs8kWPTLmZMWI419CgJxPRmETAIcN9wa8evOz626UzZBDApQPHQZpExaJsPB/bLWARP2JDCBACWSFQzl60yIoHZSYEMiAgfVMpA11y8pjRWnZSf7+np098oPDRqviBC6rteeqUSEmpSJnMX+fV+PFJapj+zqtOcURWGAiUlyY1G9OFUm3SprkVakYnDHeY6bv27Lv4vFMq4zvaEcDlCkeOg1z3+eaWc6/DyKFQqzC35SLphEAeIeDmado8gjGHqpY7/VaUmbIOGRL18Cp2jHw7gVG+gUC0vT2WaVgTVydO91aLn++IxVr0M6RBRXOLeBObfEUg4/JCTU22RauvExre0KHmx5zZapA/+Z0w3Hv7gvt7A8Mak9ZOcIlIJNmEVZN4HGRb6yPMLbr5SpsEabD1eISGqEFASQoExo2LNg0l0BSo0CUh4CIE7FhH1F+8CtevmRx5eGT6tOhYte+mNY/TX1AtSlTBAc1CP+mLvaSqRUxp2SPAPvDnkr2v2RfHcg5YLDr7LOEFjGw4NzdzN/0kdNIJ2fLJRod8yeuE4V5VWV5TVbGno1MOCi4RiSR5ZIGFx+X559ZqxUkdJyvlwAnRMaOdFFgsssorhMd8sZSWymkpAhXJjYfMF210j58daU7ebSKjt/g2dGb9we+XlaAog5MmcrcuCJ3QouslBKMIZbMOY1SWTfQlPs6bOGLHvJCqag6DUtP5iyejE4Y72xizYNGDbes3M2QRwGVOjoNkCpAPBGprufjeJVwlnPRlE292raMkdhxlgrOJUJkVTEzILbAsZWUFViAqjnMI1GS9CO6crrmQpLorV9FxjRghaFZSYoHhXiJaSEyoJ7suWtCJ/vQhQIsb+nAiKicQcOi+nzdrxkN33njFDXdME09vPP+qhYsWXJnlcZBOwFPQMv7zutDNNwpnhylKKT1dAoGsHjOjR2WVnWlVaep8BpY3137u5ZeVxfYLdvljgdzr5KAGZWUWtEAH9XWpKMWMe4PjC3EuxSWulmpHN3oUd0JLeKRor4Nw5Ahhsra6mh890nCbZDY6mDBXXS38HnNU5IS5kaOPFNgK1/RHCBACRYOAQ4Y78FSc3ghTHpHk3LxMFgwWo7VXSG0y9rVajlM8+wupjBplqazkTz81MnJkgqQ4cUiUn0I2IFBdo26Lt8yJjhiuTBo2zKgGnPygPSnzkCFcy9xIRYUUYXEAoxFM58NZzJfYEQKEQNYIOGS4Lyiy4yB9JULNNI8XfPojBHKOQHl5kY7BZh4TGTEsYTzRrg8TTXEYvS9uArU0WfJl6DisiVt4S6i2NnHvpClQUUeX58MZRzmoIfnHpXIgvvBFGjfcjWOSk+MgjatpZY5rvh+6+gqVXShWyrCN19AhMdb0DYUYEPSTzwjIF7WGNpIhYrguq6v5yZMIN8O4qWYgU08VljyNzJdhmGl46+u1sqpaCFMnR2bPpu5CC7fs05ww3HtzcRxk9tBkw2FoIzdqFFdXx01oTrTgEp+SZXNz9IAJCQJlco6u2aykex4wh07nZxyqhQVfpLPJWpi4PS1H+gWDORKc52IvvCA8Zozreqo8BzVv1O8fyBtVSVFrETDxbB0+nCsVdxxYqwlxkyPghOFeVazHQXo83Le+kTiUtKpa+eQ7+xvh8WrH/cprKFfh7OcSJjRHMPieIBu6ZCyLfHJUIr7iEv7C8xLQlZQIdnpdfSIG6xsScd4FBgedUHnEiARcTsgjGQWHADvMpOCK5YoCsVmScts2rGdZyL5Algxsy06M3YcAa8zu06ugNHLCcKfjIFmTEexNFor7hX0icvN47jvnR9IfaRxHQfarB5BDpkZ+eE1o3hzhOAWPOCFQIx6zIGOTT8FVq5y4B3P42Zr6+nyqDnO61teby0e5DCNQWZlPQ9CalMka1QIfPztyzFER1cN5VekpUkLA5019rkqJrg4MaXS1eqaVy+GzxrTOeZfRCaMBoMwrjuMgUVINJ52Pzmgwu+zx2NjpZD9lzvR0od80NPaZhrnHh+YcF1EcGWnopIUcouQRz2MO0OYNB1uYtYcx19blkxHpIMw2imLv/dsowFLW3pTtkarsYbh//XRhJkI1NeeRXV02PqeyLJ3OoVGWUih7OgSOOjKxpyAdDcVbjoBDhjv0puMgU/e4Axb7XEWFe3tbq0o94zDupBOSHniYgj/26KQYbVk5RIm9S6CtHqVai0BNmpP7rJWSJTfKTgi4CgE6IyRjdZQVzbFdZaVJdsW0qTR5kbF1WE/gnOEu1729w3/ahTfCISCPpzAhkCUCo6346lOWOujMntT/6cxDZNkhUFubXf4izk2vSVhe+Vh0tZwnMcwJAmVlBmaLnNHQJimjjH9BzCZNipmt04b7kpWrp7Vc2nLudV3dPXf+7JqmRtoc6rrm19BgyxiavdxWXpGBeZYPM4eXNVxXeckKKb55mZxYLFfVVbKSZmh9MkoKJiMwkt5vTgYk+6tS8T17PXx8uin1cDNHUzyTyubwKZJcWNPOVUlVT5/MlTK5leuc4b7gVw/CZL92wT0o8L2LfvzOS/dNm9SMMDm3IVBvy85dbuxY7oSWyHEzyXRyrsKHD3dOlmsllZRQk3Nt5RhWrEY+DDOc210ZqnS/aFtTlWjDtXXOlUL+ElbxTCo7h28+SMqhpZ4P8ORGR9sN93ZxVwxM9udfXfGTq85v/efdY0cN4+gfx1W69fAv+yqnZU5k7NjEE8g+QcQ55wgMGeKWrUDSTKHPx9XRCl/OW0ZWCnBNTVzjkKLrQ+THbXltf2gnaqiuOLaW5fCIggTWbg0Zff1X6m/dWqBC0MvePgBW+8U/XNTV3fPUAwvbWh+5fP4ZhYCZqTKUlyntmLJSU4woEyFgHIHGoUVn60ggSTOFY0dH5TOIEkH2gWJ48LvneObamuxrzGkOvFrLUxyHpaGT8uGhQWppUjE0bABWUcHPOb5YNqmjvIYcO/1Mfxapv9WfxXHKvBdor+HO4JkycfyEcSNYuGj9ww7NwalJB0+MHDrdpMXmzdvzcYu2jWkUfOxojcRiSfLZNlRuKoJxUWmZyZ6kWJqXZjlrapR24dTJkdNOUUam46HzWMl02U3HlxfNYSlDi28Zx3SroIw5R8Bew72psf7R3y3YsbvjqNOvnnnmNW3rN+e8wLlS4IzT9PbRFmr43fmRc882OWCo1ffpEAu1LV5WHFckM1u5reLqSrvk+3x2cSa+hYrA8OFcXa3esdDY0Tl4fBQq8lQuQwiUii9G0xPKEGh2E9truEN72O6LH7+jrfWRebNnnH/VwpZzr9u2Yw/iyRECbkOgrEzvc9QSzeXn59g0s0XfYrSkpogJIZBbBOa1RDMfdJtbFYtSuq+g16Wrxcm7yy4N3XBdqKKCP/boyGw6W8Id7dx2w10q5qKbr4T5fu+iHyPm2gX30CHu9fVAgpyLEKiszMFWUvbOvk3zGTaxdVGdkSqEQH4iUF5uTO/SEmP0RO0AAkZf3HRAJQtFTDxImMmqrODYO8pnnBY59WTlAv7QRuGhWd9goVhilRkBGw13VeHzZs2A+d76z7uRevEPF7V3+BEgRwh41V7eKmxYRo0Qlr/ZVwnz8X27wq4dKp1rEagUtzzl+6C0olywilwLMlMs30FmpSDfPgRqa6K3Lgh96xtKg94+icQZCDhtuEMkHNs/s/jxOxDAJTlCAPd/RhBsekOL2QEZpVtOMEx2LOrAoOXsEwzr6/PAREiomxyy8IqskGzAbKiL5a6vjwVy9VMqvmRsdMY6J9oKs5E5EWyR0LwA2aKyEhuTCPh8HFs3NpmfshlHIDeGu3E9KYfTCBg9BMoB/WqqbRFSWkp2rS3Auo1ptT3tx23FtEmfMoNbO2xSA2wdfhcFEk27BuvOKnGsQx4yBMWNNjYK64EIFYbLWArnnwH5PqjLCCkR2IcAGe72YZvfnGnzRn7Xn6h9IEBPB06aKg6FRFDIM4VApWs+GNfUFEWzHjnCeVvLMHA1NZYp6ViHPG5s9LZbw3OOs0xzw6jlIkNtrdNS6+udlmi3PFratRthiT8Z7hIUTgZcLau0DI9FjuahXV1J+pSjs7f14URU+YTAUUdEf35raPKkPLAsK8osU7KkxDJW+VTZTunK807D6yXjy6nKLTw51HYKr06zLdHUycLp77Po4Kdsgcx9fno2JNUBexE4KSqvL0h5tyNQnvIBo3KzO47kr8S4vdgO6mffV9UcLASJIgSMIUCGuzG8ioT60OnRBnqj0ebKbmjAsoa9MioqnJ5Gsrc82XGvr88uP+UmBMwiIL2fY/owmdJczLibHmaYxclwPvu+qmZYlXzNQHrnHwJkuOdfnRWkxgnPqsQAABAASURBVEceEZk2NTpqZA4KN6xJ2BqUA8EcV1lpr2FdIp6/kZOiuUcoBkhMGTr6gOFAvmMI1NfHBuc+b7YyA8EcdFPQP1u9KT8hQAhYjYCNhnt7h/+0C2+c1nJpOodU0FhdIuKXlwhMPyR6wbfD5WUc57j6VTZbz44XiAQSArYgMHasveNMW5TOKVOMFRWDc9MIDvTnoCSlJXlztoyFrxPkAGgSSQgYQcBGw72psX7x43e0tT6SziEVNEa0zT9a9q76mDG6umv3r0vmXwWQxoQAIWARAkOHWMTIATauEVFXK5xyXVMTU2jc2Ch7KMSudf805gL8hoYcTPPrhiSJsDzldYKkZN0XDQ26SQuU0Fz7LFAwXFosGw13l5bYWbW8Xu6nC0JXXKrru2Kmtz86W6ZCk0aHWBVajVJ5CAHXIPC9S8I/vTnk88UUgv3d2KBrHieWIf5TWS1MfnucfWLznBlV4yrTb14iAKNlwniqd7Hu3Oo51A20rd8888xrFHtmimSrTImPc7i3dWtjI70IgdwgMLTRFrnSG4e2cCemBYEAOn/Jas++QLW1ZFFljyJxyG8E6NULJwz3vkDwzvufvOKiM596YOGJxx/+/iv3t7U+ctaps2+6dn7Bb5XJ7/uDtHcZAqSOOQRqqm0xd6Q3DmvrbOFvrrD25SovL4pi2gdgNpxrq4VdK1WV2fCgvIRAfiPACzeBsPcsv4uRtfZOGO69fcH9vYFjD58KbXfu3odLBE6ee+SjT78Gmx5hcoRAkSNg0+GbNVVFjmtS8css2gWbxLSYLsrFM8jJfM9JnQ8dGj1xXvjkk3TtutTWUH9q8Uxt0uqZ/laRQ8pvnx0+4zRHb4EcFlZDtBOGuyR+2ND6mqoKdjmssQHWPDPiWQz52gjMODRKu7G1IaJUBQIWrtErOOfjZVmZsEs4HzV3lc7MfHeVSrlVprREnAa0X4m5x0cPaLZfjEwCm+CURRRsUFo9K9gSFkTBph8SPfZoWvfjnDDcqyrLYa+/u2pdU2P9iGFDXnhtJZoQLhGJJI7DFTlCgBAgBOxCoFLcYFBW6pCBZVcxiK8rERgzOvrtsyOsjY0ZhekVV2pZoEpZtf5TJq4mOQlSZWwO00mZJKtAEHDCcK+sKH/4rpsun38GMLv+++c9/WLrtJZLH3rspRuuvgBJiCRHCFiFgFX9uFX6EB+nENCSc+rJkQvOC48eRVM1WihRmmkEvjY9UloqtK7zzg3rnaWmUaRpuGUZrVr/gRn93fnhK79nchtGaYlMJ33BnHy0RJ9qROV2BJww3OUYYNJ9sXi4+zsv3Tdtko3LfktWrsbwgLnLrr+9MDbTl9MmXXljUgsTRGqoFHtcfX102hTBrip2IKj8LkCgokpoiiNHCL4L1CEVYggcPDE6dqzJSimwl4arq2OY0I87EXDacHcMhY1bdt676MdtrY+8/8r9EPrLux+Fn++OTlfN9xok/QkBQqAgESgRT2qvq8tcuLO/EfnRD8LDh2WmLGwKa89iYisehY2YY6Wjl6Mcg9qcIIcM9/YO/2kX3sjmvyUfMYg3p3fGXJfPP2PerBkgq6won3309F179uXlpDsKIHNFvg+EumZZW6AgIeA0AgdOiB52aPSgA03OSjqtrrPyrrgsdNMNgx4dT9SyMm5oI2FocfVUVeVg75HP+A4Zi4tN7IoSAR3djBW43PXHpw+fPhHz33K3+PE7mhrrrWCfgceXm7ePGDYEFnwGOkp2NwLs9S9tHWtqtNOLK7W2Vjjylk46K65aTy2tRTHjxkXPOSs8dgwZnSqAVpTzObEdVVSxNKqC3qFMj+fIkXQvpEeHUmxDwAnDHdPqGzZtv+ick20rhRbjJStXr/pkw/XfP48RVZX7cuU8nqQpAZ+XV2hSWuKFkjyfRIYY5kBf4kvU19BGZXYFtzy9lMpYUeplRfB5+LISD8IsCTggrHAgBkoTxnNnnWEYFsYW2RU8Hbjk+Vhdo+rtEFdb5bv9Nu5HVxvGJHtlYgXjONX6yp6/GzhUlgk3LFoOmp9OfarLfW52qLWqMq+bNcwj3XQ2iezJ0AKzZ5KOQ3n8uBX9jTwdK0U8GEJz5nArKVJ1Xuaw94aG5aUec/qjvCwjfJ7PQf8M5TUcOm0opnwqZbKdUBDkQrVqcLYpCXKLysWaXT6WuW395plnXiNtvGEBxfYbWO0LFj1458+ukab2vR4uV47HU5HjSuKLazDjFZogBhUhUuFX6ZAKJ8UirMheGJcoFysjAqxEHM9hzIMwYjiOaxyiUoMsyetVSUJGbcfygrM2mR2pUl1DBzv4g2dpCVfiMwML8mbjUGuAFM6+omWjniV5PR6UT3D6y8h7ODc71Brv4Xl3K5kv6lnSxvQwQRPUQ2aOxr4+yiOx5jjcSubUQ/+G4sOZy55lLqkIRvX3ICcPrQWH3yzVsDw7tINm8A1xRkFM5DIkIh0x5BaV8zhQWhjNEyeMfnfVOmtlTZvU/M5L98n33iAs337DrPaH7rwRlJLo7r5Qrlw4LCyrjR4VnTJZ+BDMQCiq0CQ4IJxFFYkKZJLCUgD0/YNCRhaDS0X2wriUytjbH2YlCoWjATHMkuCzeLkPYsAChOWROsNgiLxwOuktJINQ5lD1FrJ1AyupFRdqQwXIPQHhhkUNovnhUo/b3xdys0Ot9QRcraGb0VPopqc9WEKDFmgJH1Um0vNIfyNX5ZMaCYbQnLmeQKy3TyXTjikti92D2mQ2pUrPDqP69wRCPi8rOgeEbVLPNFt02lDO6FMJBUEuVKtpuaYzQm5ROScMdwB60Tknr1n3RV8giLAzDlb77fc+8cJfFsmtdmdEa0vBqHTKJHXTXDujlOoRK63IX1SV0MjrQE1tVi0hr8tOyhMCbkCAdCAEcoJAXS1sgZxIJqF5j4BoA9pcivYO/w0/v+/N5auOOv1qtqGF+YptLdZq8frSD7bt2NNy7nVM1swzr2lbv9laEaa5jRwZHdLINTcnps91smqoF+y8sWOi53wrPOtYw9l1SiEyxxBw4vZzrDAkiBAgBAgBQqBYESgv4u/MOFznTlgOTY31i8WPLrW1PiJ3iESSTQVedPOVclnv2Py9J0OlGD6Mu+4HoRmHCla4oYyM2MNzh30tqufAYEZPPiFACBAChAAhQAgQAvYhUFFm0qSxT6VC5eyE4V6o2FG57ECgXlxVsINzMfGkshIChAAhQAjYi0B5/MgdE2KGNtJWGROwURYBATLcBRTozz0I1NXRqN09tUGaEAKEQNEiQAXPgEBFeWE+rdi3DguzbBmqND+S7TXc2zv8p11445PPvwWf7TWX+4gEQX7g5A4tC7WbcAe6pAUhQAgQAoQAIVDsCEydGj300Ejz+GLHwbXlt9dwbxJ3t19w1gmLLdnj7loUnVKspMwpScUnJydbdOrriw/oAipxWRYL5QUEAxWFECAECgqBCeOj554VYYdhFFTBCqUwNhrumE3HnLp8il0RRipoCgVJC8rhK7GACbEgBAgBLQSsS6us4IYM4egfIUAIEAKEACHgGAI2Gu5sup0d7XLWqbN/ctX5LAz//VfuP2bGlJuunQ8ax4rqfkGVlbSpTKuWJk+KtMyJTJlUiOdg8vSiklbVuzatrobuWddWDilGCNiGgBWMvTbaX1boRzzcioATDQfT6hs2bT/28KkSCJUV5Refd8qjT7/m5CeZJOkUyFMERo7gTmiJjBiRp+qrqF1bF4usIfsvhgT9EAKEgBsRaIh3Vm5ULj91og/w5We95V5rJwx31VIOa2zY3xvo7XPuW6qqahRMZOEVpBieEx4+Nl/LxwOFV4+FXaIy8ViJ0lJaMCnseqbSEQKEACHgFgScMNyrKstrqireXbVOXug9HZ37e/rkMRRWIOD1CtZAbW20okKRUhSXKHhRlJMKmc8IzDk+espJ4TGjYgOwfC6KoDv9EQKEACFACLgcAScMd7Yx5qHHXmpbv5nB0d7hv/3eJ877RgvtcWeAqPrhsGANNDZwp58SZgQV4qkyFRVCPIspYJ+NWwq4gChaMQzJcnJcD7B1xsFkP25WUdyPzuBJUggBQiDfESD97UbACcMdZZg3a8YLf1l0w8/vYwfLtJx73U3Xzr98/hlIIqcfgZEjuYu+Ez79NDIU9GPmasryslhVlpQIqyuu1pWUIwQIgeJDoNKR9d5ycctZ8aFLJSYEzCDgkOEO1TC5Lj/Nfd6sGYgkZxSBSQdH62pj1p7RvMVKnwflrq6kOs2DaiIVCYFiQ6Cs1IkSV1TQzIUTOJOMwkDAOcO9MPCiUhACFiJQXW0hM2JFCBAC9iFAnAkBQoAQcAUCThju7R3+0y68kW2SkfuIRJIrYCAlCIFcIODx0kR7LnAnmYQAIUAIZI1AbR114FmDWFwMrCmtE4a7YpMM+wDTiccffufPrkGSNeUgLoQAIUAIEAKEACFACBAChEBBI+CE4Z4KYGVF+aFTD3rsmddTkyimyBGoKC9yAJwtPkkjBAgBQiBvEfD58lZ1jiuwff0l4usQJflcI1ye/MuN4Q5wjj186oZN22mrDKAgJ0dg5AiuooJrHEJLkBz9IwQIAUIgDxAwpaLPZ4HhWlmVx0+KmloBuPJyC3AQGOX677iZkRPmRsaMzuMayTWEeuXnzHDXqyDRFR8CN/9X6MfXxo6ud6D0DfU562hqqhwoH4kgBAgBQsAkAvYd1FiTzza3STSTs4mfWOQq4ocCJyfm31Vzc7RlboTnC2Qc4uYKyJnh/tgzr0+cMNqmPe5uRpx0IwQkBHy0qihhQQFCgBBwHwIFMx/sPmhJI0LAJAJOGO7taqfK7Nqz75brLjapdX5mq6/PT71Ja0KgKBGgQhMChAAhQAgQAm5DwAnDHdPq8k8vtbU+AvfwXTdV0nuIbmsOpA8hQAgQAoQAIRBHoD53OwnjKuT3L2lPCFiOgBOGO2bcz/v+wrb1m+XaL1m5+rLrb+8LBOWRFCYEzCFQVSnkq6wWfPojBAgBQoAQIAQIAUKgIBFwwnBXBW5YY8P+3kBvHxnuqvDYF1mYnIcP4378g9DZZ4byq3j2vfiVXziQtoQAIUAIEAKEACGgB4GcGe7vrlpXU1VRVUmnduupJqLJjEBjI1dalmfvs1dU5JnCmauBKIoCASokIUAIEAKEQG4QsNdwb1u/eeaZ17Sce926zzeff9XCaS2XSu6hx1664eoLKmmbe27qnaQSAoQAIUAIEAKEACGQKwRIrkkE7DXcp01qfuel+1r/effUg5ufemBhm/haKvMRj1STWhd0NpqDLejqpcIRAoQAIUAIEAKEACFgEgF7DXemVFNj/dN/XEhmOkMjo8++ppaRjAisRUA4rthajsSNECAECAFCwH4EymnLrf0gkwT3IOCE4e6e0uaFJuxranmhaiEpWTCfryukSqGyEAL5hwBp7DgC9Ja/45CTwFwiQIZ7LtEn2YRARYWAAT14BBTojxAgBAiB/EGghKaHiBcDAAAQAElEQVTZ8qey8kxTTXXtNdzbO/ynXXjjk8+/BV96LVUKIBIEmuoVV+KokdyI4dyBB0WLq9jFXdr/uCh0yUWhCjpepribAZWeECAE8g4Bny/CdKaZF4YD+c4gYK/h3tRYv/jxOy446wT47J1UuY9IEDhTzryQUl7GXXNVaM7sWF+QFzqTklkiMGoUd9CBWfJwIjvJIAQIAUKAEJAjUF4eO0uCZl7ksFDYbgTsNdyZ9phWx+S6NNGuCPzpiZcZGfmEACFACBAChAAhUKgIULkIAUIgewScMNwxrX749Ik/uep8abr9/VfuP2bGlHsX/RiBFe99QrZ79hVJHAgBQoAQIAQIAULAYQQqKmPz7g7LJXFFi4AThjtm3Dds2n7s4VMllCsrymcfPf31pR8gcPF5p8B27wsEpVQHAySKEOBq6+ilAmoGhAAhQAioIFBerhJJUXIEykppd6scDwrbjoAThrtqIQ4YP3LXnn2w14c1NuzvDfT2keGuihNFEgKEgMsRIPUIgYJFoKKc5jXsqlx6pdUuZAudrxOGe1VleU1VxZ6OTlUwEb+/p081iSIJAUKAECAECAFCoPAQaGgovDIZK1F5/N1WMRt5hIBeBJww3Nl+mAWLHmxbv5np1d7hv/3eJy4+7xQkbdyyc9TwRhj3LIl8QoAQIAQIAUKAECAECAFCgBBIRcAJwx1S582a8dCdN15xwx3sSJmWc6+76dr5iETS5fPPePium2DBI0xOFYGRI6M8zzU0OLtkqapKIUb6fMKrRRUVhVg2KhMhQAgQAoQAIUAIFBACDhnuQGzapOZ3XrpPOliGWe2It8lhdn/mmdewccJl19/el88vvw4fxv38p6GWOfQGjC2NZdyY6IktkdmzCF5b4CWmRY0AFZ4QIAQIAULAUgScM9wtVTszs3dXrVu04Eo2ThgxbMgv7340cx7XUJTTi/zO1sXcOZGxY2hBw1nQSRohQAgQAoQAIZARASJIRsAhw729w3/ahTey+W/JRwzik/Wx7Ory+WfMmzWDsTuweTQ7wYZdut+nl83dX0ekoTYCjUX/5pk2PpRKCBAChAAhQAiYQMAhw/2uPz59+PSJbP5b8hc/fkdTY70JpQ1l6QsEV7z3CSbdaRu9IdyIWAMBSiIECAFCgBAgBAgBQsB5BJww3DGtvmHT9ovOOdn54i341YNHnX415N5y3cXw4YbWleXKlZcKaJf4PBkV8HqE1yWhLZwe+owM85qgzOepqfTldRHco3xTXZkzzis0drRfrrLc54xEkpI9Auh4GmtKs+dDHPQgYBUNbjOrWKXyqakoAX+4ITY0DLBlLlWuzpgDx5SCg9fDp9I70Os21MSkG5UFMHGv1dUIvSQ94o2il0qPNlBUTmg3eVpg+eun6bbfLLpZ2OY+++jp1y64B1PvKGlXz0Cu3MCg8PpjKBzJqEDk/2fvfoCjrO88ju8mmGw2BBIjEaEq1HKMptwNnLYK1xraw6KH7U0d6IDnHFOLOJ4doc5Bm/Hm4oyTFmZasOWYIupw0xOmMnTOlrG0zpV0bsT+O7meDR1rrbQqxWAUxYSoJLlP8oPHx2WX7JN9/vye53l3fn189vf89vfn9d3nyTfPbpah9z5vXU77MTuMdYN3Bof6BwZjvQR7Jv/6W++EU4ZGXuw64TID7wyGMyKjVC6gC88b/e9W3g89hCmg0yy44frePqX+VYJ4YahbU8Y9f81KPegn5tk9hHDVPdH/rhnd61hv9r+rc23C6D+5yo94r3pnt1cUUlXCSNynNDfOmjn9Z08f8le24GtqzCdwin785up5Vzj/OOu7g8NRFZ2oEhgezow5gffS9kymnPZjdhjrBhIYHIosarGmO3vypwaHwynOa1g/U8MZkVEKBbzHWheoyjuhh5AFAo2azl/1rzLo/eU0poO6NWXMlqUaaFbqQVebsxucffXzvUaDmtG99myeeHryZaQEXvtPW3tFIVUljMRdoDd/dtGvD/3e3PPWwxBK5zf/Q7fkzUCPfO+Jhvq6+jzf1WI82CKAAAIIIIAAAmMJcNw+gTAS92O9x+++d+t//ffTV11/u/OZFu0E+q0y11zZumx1h0ZROdrz2pbOu/J1JO72vQCZEQIIIIBAigUaG3XHPMXrZ+kIeBQII3Gf0ty4b+dG81EW91aVOuRxwuU2Xzh/rjMW/zJruWpxaMccEUAAAQQQiFygtnbkV47qqmzkM2ECqRIII3FPFSiLRQABBBCwXIDpIVC5QD6fXXzd0N9df/rvdyvvkB4QKEcgvMR9/4GDrW0rnaKH5cyPNggggAACCCCAgIUC868e+tBlFs6LKYUhENUYISXuStM3bNnVtWez+fjKo9s62ju3P7Tr8aiWzbgIIIAAAgggEKHAB6aPfNQkwgkwNAJxFAgjce8/OfCd3T9ef+dy5xPtrbNndLavevIXz+hQHNWYMwJWCjApBBBAIDYCsz5E4p6ZNCk28WKilgiEkbj39Q+c6DvZ0tzkXrMeqlKH3JXsI4AAAggggEB0Au8bedJkcuv3gfj+oCqMLMz3WdNhlAJhvGTq87mG+rqe3tfdC9VDVeqQu5J9BBBAAAEEEEAAAQQQKCoQRuKer8st+MicDVt2Hes9bibR/ezh9s7tqtQhU3OubVKOTR69dVFVnZT1sA4EEEAAAQSiE6ipGXlDoIovZIwuBIwcvkAYibtWdevyG9bfubztpjXmW2WWre7obF+lSh1KT8mOftlrw8SRC016Vs1KEbBCgEkggEDiBOrrs9d+fPhvFw4mbmUsCIGSAiEl7hrf/S8idXftaGluWnpbh3MPXg1SUrLZ0fy9jNWeV1NuyzI6owkCCCCAAAJJE/hk2+CHW8O6HZY0PNYTS4HwEvdY8vg66WqPH5Kpzw/5Oj6dIYAAAggggAACCMRYgMQ9vOA1jn7G3Xwmz69R6QcBBBBAAAEEEEAgJQIk7uEFes6Hh/Wm3ry53EcPz5yREEBgTAEaIBCJQG1NJMMyKALxFiBxDy9+2Wzm2o8PXzQ1vBEZCQEEEEAAATsF8nk+m25nZMYzK54TmgCJe2jUDIQAAggggAACCCCAwPgFgk3cj/UeX7xinfkKyILtstUdJ97qH//EeSYCYwhwGAEEEEAAAQQQSJRAsIn7lObGfTs3dnftKFp0SA0SxcliEEAAAQSSI8BKEEAAAbsEgk3c7Vors0EAAQQQQACBsgWaJpfdlIYIIFBcwOdaEnefQekOAQQQQAABBBBAAIEgBEjcg1ClTwTsFmB2CCCAgBeBXI5vgPHiVUbbpkZIy2CiyVkCJO5nkVCBAAIIIIAAAi6Burqs69HobsWb2pz/fVY8KTpAwHYBEnfbI8T8EEAAAQQQSJ5AbS3/HGHyosqKAhdIVOIeuBYDIIAAAgggkBoBPiGTmlCz0NgIkLjHJlRMFAEEQhBgCAQQcASC+ISM0zk7CCAwDgES93Gg8RQEEEAAAQQQQKC4ALUIBCdA4h6cLT0jgAACCCCAAAIIIOCbAIm7b5R2d8TsEEAAAQQQQMAWgeoJIzOZPJkvhRxx4P/lC5C4l29FSwQQQCDNAqwdAQR8E5jTOrz2i6c+0cZX6/hGmpKOSNxTEmiWiQACCCCAAAIWCTQ1WTSZsKbCOJUKkLhXKhjc83Oj/zhFVXVwI9AzAkEJ1NUF1TP9IoAAAgggkFoBEnd7Q3/RhcN6E+1vFgzaO8VkzIxVBCDA1z8HgEqXCCCAAAJpFyBxt/oV0PbxoctmWj1DJocAAgggkIEAAQQQCEWAxD0UZgZBAAEEEEAAAQQQQKCUQHn1JO7lOdEKAQQQQAABBBBAAIFIBUjcI+VncATsFmB2CCCAAAIIIGCPAIm7PbFgJggggAACCCRNgPUggICPAiTuPmLSFQIIIIAAAggggAACQQmkM3EPSpN+EUAAAQQQSJLAxxYML7hmOEkrYi0IxFqAxD3W4WPyCCAQlQDjIpAKgUWfHPzUIv45kVTEmkXGQiD5ifv+Awdb21ZqG4t4MEkEEEAAAQQQSIcAq0TAs0DCE3fl63e23+9ZhScggAACCCCAQJACTZOD7J2+EUioQJIT9+5nD2/d8djuBzountaS0PAFsCy6RMAPgfMbk3xt8UOIPhBAAAEEEPAskNgfrsrav9Txbx13r5zS3OhWqa7K2l/MhLPZjP1TDWGG2UymCoo4vG7dL4Zs9vRfs2WzMTjj3DNP834m49M1J24v11gHPdZR0+RVYu0/jslX6Uca55p/Vwm9hFJVkpm4H+s93vH1Hd/o+KfW2TMKwnnB5Fr7iy4EmnbuvGr7pxrCDGtrqhvqa0IYiCF8FKiZcPraks/xMo7BNceEXlee8xs412ITLxM1/bAwO7HbNjXUaPJ61cVu5hVOuLmhJoWr9oxWdramV1GqyukfrnFcs+6pX7Pkjta2le6yeMU6Ze09rx5/6UjPstUdOtR205oXj/Tc2X7//gMHtcxXXh+wvwwOjdytHK46Zf9UQ5jhwDuDb7z1TggDMYSPAu+cGtLpptJ3kpdxDK45JvS68hx7422zzzYuAjrL4jLVgnm++sbbmrxedQX1iX+osyyFqw4urHoVparEOHHX3fSn9m7t7trhLvt2bpzS3Og+1LVn88XTWrZ03rVw/tx4hTaXi9d8kz9bVli+QL7udFtexqch+A8CCCCAAAIVC8Q4ca947XSAAAJBCeTzWdN1XW7k7SOzzxYBBBBAAAEEKhEgca9Ej+cigEBJAe61l6ThAAIIZDITJ478Vj95EhYIIOBBoCqT8dA6jk2nNDfu27kxdp+TiSM1c0bALcC9drcG+wggUCBw3nnZL//zqX/8B/5Z1gIYHiJwLgHuuJ9Lh2MIIFCeAK0QQAABzwL5usyECZ6fxRMQSLMAiXuao8/aEUAAAQQQsESAaSCAwNgCJO5jG9ECAQQQQAABBBBAAIHIBUjczxkCDiKAAAIIIIAAAgggYIcAibsdcWAWCCCQVAHWhQACCCCAgE8CJO4+QdINAggggAACCCAQhAB9InBGgMT9jAT/RQABBBBAAAEEEEDAYgESd4uDY/fUmB0CCCCAAAIIIIBAmAIk7mFqMxYCCCCAwHsC7CGAAAIIeBIgcffERWMEEEAAAQQQQAABWwTSNg8S97RFnPUigAACCCCAAAIIxFKAxD2WYWPSdgswOwQQQAABBBBAwH8BEnf/TekRAQQkkMtltaUggMC4BHgSAgggUESAxL0IClUIIFC5QF1uuPJO6AEBBBBAAAEEHAEvibvzJHYQQAABBBBAAAEEEEAgXAES93C9GQ2BlAuwfAQQQAABBBAYrwCJ+3jleB4CCCCAAAIIhC/AiAikWIDEPcXBZ+kIIIAAAggggAAC8REgcfcnVvSCAAIIIIAAAggggECgAiTugfLSOQIIIFCuAO0QQAABBBA4twCJ+7l9OIoAAggggAACCMRDgFkmXoDEPfEhZoEIRClQyz/DFCU/YyOAeBtOdAAAEABJREFUAAIIJEqAxD1R4bRyMUwq1QK1tUOpXj+LRwABBBBAwD8BEnf/LOkJAQRcAnX5rB5NmDCy1Q4FgQoEeCoCCCCAwIgAifuIAv9HAAHfBa792NAnFw5d8oFh33umQwQQQAABBDwKJKQ5iXtCAskyELBN4OLpGeXuts2K+SCAAAIIIBBfARL3+MaOmcdfgBUggAACCCCAAAJlC5C4l01FQwQQQAABBGwTYD4IIJAmARL3NEWbtSKAAAIIIIAAAgjEViCQxD22GkwcAQQQQAABBBBAAAFLBUjcLQ0M00Ig5QIsHwEEEEAAAQQKBEjcC0CseJjjH5u0Ig5MAgEEEEAgxgJMHYHkCZC42xjTulq++trGuDAnBBBAAAEEEEAgQgES95DxGQ4BBBBAAAEEEEAAgfEIkLiPR43nIIAAAtEJMDICCCCAQEoFSNxTGniWjQACCCCAAAJpFWDdcRUgcY9r5Jg3AggggAACCCCAQKoEEpu4dz97+Jold7S2rTRl8Yp1x3qPpyq08VssM0YAAQQQQAABBBAoLZDYxF1LntRQ/+i2ju6uHSr7dm6c0tyoyhiVXC5Gk2WqCCCAgAUCTAEBBBBItECSE/e4B64ux5dCxj2GzB8BBBBAAAEEYiVg92STnLi/eaJv2eqO1raVfE7G7hchs0MAAQQQQAABBBAYWyCxiXvr7BlP7d3aPfo5mXlzZq2/b1v/yQF51Ocm2F+qqrKaas151fZPNYQZTqjK1p5XFcJANg8Ru7npJVxXwwu48GozMTfB5qLrTn1ttc0zjNHcQjtn9cMitLEYyBeBfG31yLkWh2zEl/UG3YlOgVSVGCfuBX9+qjvrKkVvrt/82UUn+k729Y8k7tVVGftLVud0JqPUx/6phjDDTDaj32RCGIghfBTIZrNVcTjXfFxyOV1lqzI2l0xW08vaPMMYza2c14MvbTKZcn+o+TIcnVQuUKWf7lmi5ptAJmX/q4rvet331M2ddW3H/CPUN/tP2V9aWoay2cyFUwftn2oIMzw1OHzybShi8Lp1vxgGh4b7BohaYdRO9J+yuQwPZ946afUMbdYrmJv7dAh0Xz/EA+2fzn0X0Fmmc833blPboU6BVJVoE/cAqb/72E90S94M8Mj3npg1c3qMvlVm8XVD9/7LqaYm/jjVBJAtAggggAACCCCAQCaxiXvLlCbzl6mtbSuP9rx2z5pbiDYCCCRRgDUhgAACCCCQFoHEJu4L58/tHv3LVG0f3rQ+X8eXoqflNc06EUAAAQQQ8CJAWwRiI5DYxD02EWCiCCCAAAIIIIAAAgiUIUDiXgZSJE0YFAEEEEAAAQQQQAABlwCJuwuDXQQQQCBJAqwFAQQQQCBZAiTuyYonq0EAAQQQQAABBPwSoB/LBEjcLQsI00EAAQQQQAABBBBAoJgAiXsxFersFmB2CCCAAAIIIIBACgVI3FMYdJaMAAIIpF2A9SOAAAJxFCBxj2PUmDMCCCCAAAIIIIBAlAKRjE3iHgk7gyKAAAIIIIAAAggg4E2AxN2bF60RsFuA2SGAAAIIIIBAYgVI3BMbWhaGAAIIIICAdwGegQAC9gqQuNsbG2aGAAIIIIAAAggggIAjEJPE3ZkvOwgggAACCCCAAAIIpFKAxD2VYWfRCKRQgCUjgAACCCAQcwES95gHkOkjgAACCCCAQDgCjIJA1AIk7lFHgPERQAABBBBAAAEEEChDgMS9DCS7mzA7BBBAAAEEEEAAgTQIpC5xn9ZcR4mXQF1NdVNDTbzmzGxrJlRNmVyLQ1wEzDyrq7JTm3Jmn21cBJSpxGWqzNMIXNiU07lm9tlWLqBTIFUldYl7qqLLYhFAAAEEEEAAgRAEGCIcARL3cJwZBQEEEEAAAQQQQACBigRI3Cvi48l2CzA7BBBAAAEEEEAgOQIpStwf2vV4a9tKlc+v3dB/ciA5MYz/So71Hl+8Yp1CY8o1S+7ofvawlqUwKVimUuFTjSnu9vsPHDSVbEMTkP/S2zpMjMygXiOlaJqwKr56rumEbaACipeiptg5ozhRMLFo/+p2c0jnlKnRWVm0fcqiZlTC3jpRUCzc4IqI4qJKFbVxpqV91ajoqNo49U6U3Z04R9nxV0AnkUJgiuSdzt31OuocKho1XRIVLDVTcVo6XbGDQFoSd50eu3/Q1bVnc3fXjqkt59+3+TvE3jaBLZ13KToqT+3d2jp7hqanMClYqlHgFD4FUZW6qK2/b9vSG9tU/+i2jq99a6cyEtVTQhAQvn6itN205qUjPe7hPEVKcVQ0FVNFUPHVc91dse+7gNI4JXPLVneceKu/oPOPzr38lz/8tgKh0vmVVTqqs0nnlM4s1egs07mmoKueqAkhzPKHP/7ZXBIVII1rThPFQhFRXBQdxUiRUrx0VFvtq0b1Oqo2aql6oiaE0IoxN1c2xeLBR/bK3xn9M59aoOiYcuvyG1RfKmqKtS6MaqmudKl0d6JnUeIp4Oes05K4P/HTX+lyNqW5UXiLrr3y6Wee0w8z7VOsFVCAnnvh5Zs/u0gzVODmzZmlIGr/hT8dPdF38tPXzdf+zEumTp96wc+ePqR9SggC+brcw5vW68fJB6a1OMN5jZTiyMno6IWwo9Nn386NyiQaJubHHE5n01//5V+Y35yvnnfFy0df1RmnZxE1IYRZlNstnD9XI+qkW/CROUd7XlNeqFgUvfoRNUFFXhQp/far000z0c+my2ddqt++tF+qFI1aqctpqU6oT6FAKhJ3Xe901XOi29LcNDw83PPqcaeGHRsE7my/X+8MOp+TUYDePNHnTOyyGdMVRIWyp/d158ahLpS6M/H84ZedZuyUK+BfO0+RUgQVR2dwTkaHIpKdnx/87VXX367zTm/lmwm4z6aWCxqz2azOOKJmcKLaKii60Olyp1gUvfqpgTM3ouZQRLjT1z9w5JXeD156kTOHx370pE40FefTL0WjVupy6vTDDgKpSNxNmN2nkKlha4mAblHojqDeGVT5ws1L7r53q+46aG6TGur1Q0g7BWXahc31+VxBJQ8jFPAaKU7GCIPlDK17ujrjVPQWit6EdPIJ/ZLstHHvEDW3Rmj7+w8cVHTW3rbUjFjq6hdN1Myc2J4lsOmB3XqX2LxnooO6E68TTUVvfLk/QlM0aqUup+qHgoAEUpS4n/tNK1lQbBD49HXz9Ya+7jpoMrrjbna07y66k6H7Ge4a9qMV8BopTsZo41Uwun5zXnpjm3P/z9kpaEbUCkBCeKisvb1z+9f/9Q7FyAxX6upH1IyPDVu9f6X3Fe9Zc8vZk2mdPWPhgrnOqVQ0aqUup2f3Rk06BZKWuBeNot5h1PuMziG926j3f4veynXasBO5gAKkGw/ONHSBUxAVypbmJmX2pt68g1/0poVpwDYEAU+RUgQVR2dWnIwOhSU77rNJvzYPDw/rjCNqkUTHZO0Pfn2dsj0zAcWi6NWPqBkfG7Yma9/SeZfOmnPPp2jUSl1Oz90VR1MlkIrEXRFddO2Vu3/QZT6A8cRPf6X3sJwbGDpKiVZAP59UzBy+/+MDDfV1My+ZqgDNmjn9ke89oXoFTm8WK4ja1yE1UDPtv/Cnoy8fffXqeVdonxKVgNdIKY6Wn4xRSYY5rn7pvf/BPdpqUJ1fiojion2dTf/zf7/rHv0+1p89fWj61At0xqleR9VGLbXPJVQIQRddEjds2fX9f+90snaNqFgUvfoRNeHYUJS1axoPb1rvztp11nzzoT2qV9GZpfNL8dK+ttpXjfadc63U5VRtKAgYgbQk7gvnz9V7wW03rWltW1nqPSwjwjZ8Ad1G0tvBCo2KkoMN96w2Vz291ahgqVKBU/gURM1Nh9RAzVS/bHXHl7+4wv2DTQ0owQn0nxwwXwd56HeHha991Wg4T5FSHBVNxVQRVHz1XPVACU5AecPiFesUL0VN7Ca30Hn0yrHXzF+mqlIRUVw0B51NOqfUWNHRWaZzTS1Vr6Nqo5aqJ2oCCbrot6MXj/QYcJmbv9pXLBQRxUU1ipEipXhpJtpqXzWq11G1UUvVEzUhhFZ0oukGk/NHqIqFuULW53P/+5vf66GKYqRIKV6albbaV43q3VHTJVGnmCoVfZ10CqIaUxBwBNKSuGvBzl9iFfw2rEOUaAV0/Xpq79burh0q+3Zu1C0HMx/97FGwVKmi8JlKbdVAzVSpwkVNIKEVd0SEr+ioRqNrq33VqJQTKbVRSxU9S89VD5TgBNzni8w7R7+vXcNpRw9NUURUY4rOKVOps0zPNZXaqo2pJ2rSCLq4oyN2XSF1ndSgiojiohoVRUo1pmhfNSo6qjamUluiJoRwitiFrxA4xZwpusRpx6lUpJz5aN/U64l6uql3t1f4TCVbBByBFCXuzprTusO6EUAAAQQQQAABBGIsQOIe4+AxdQQQQCBcAUZDAAEEEIhSgMQ9Sn3GRgABBBBAAAEE0iTAWisSIHGviI8nI4AAAggggAACCCAQjgCJezjOjGK3ALNDAAEEEEAAAQSsFyBxtz5ETBABBBBAwH4BZogAAggEL0DiHrwxIyCAAAIIIIAAAgggcG6BMo6SuJeBRBMEEEAAAQQQQAABBKIWIHGPOgKMj4DdAswOAQQQQAABBCwRIHG3JBBMAwEEEEAAgWQKsCoEEPBLgMTdL0n6QQABBBBAAAEEEEAgQIHUJu4BmtI1AggggAACCCCAAAK+C5C4+05KhwggkBIBlokAAggggECoAiTuoXIzGAIIIIAAAgggcEaA/yLgTYDE3ZsXrRFAAAEEEEAAAQQQiESAxD0SdrsHZXYIIIAAAggggAAC9gmQuNsXE2aEAAJJEeg/OfD5tRse2vW4s6D9Bw5es+SO7mcPOzW+72iIxSvWHes97nvPHjqkKQIIIIBAAAIk7gGg0iUCCCBQQmDh/LlP7d3aOntGieNUI4AAAgiMCrApJkDiXkyFOgQQQMAPgfs2f+fnB3/7jW2PtratNDfa3bfDdSde9+Pvf3CPjqqY2+TtX92ufRUd0g17ZxZqrEpT1ImpVwM1M5Xaqo3u5bd3bn/xSE/bTWtUo97UUvXaN8VMQ5Uq6keDfvexn7gPOY11yNy2N6OoXr2ZltrR001RJ6ZSW+cp5hBbBBBAAAF/BUjc/fWkt4QLsDwEPAncs+aWj869/Eurl3V37Sh6o11p/cT6Oh395Q+/Pe3CZmXbl82Ybh5qoF3/+RNtVZQ0P/mLZ9RGhx7d1qHUXOmy6vWLwdSW81Wp0rVn8/OHX555ydTO9lUXT2vRQ1V2fmWVmqls6bxLD1W+cPOSu+/dajJy1SvF//Wh51WvsnDB3GWrO9SJ9lXmzZm16YHdamOKfv1YdO2VqlfPTz/znKakev2e8LVv7dSUVK+y9Ma23zz7guopCCCAAAJBCJC4B6FKnwgggEBZAkrrl//9J9Q0X5db8JE5BQ+VrOtut5Lsfft/cfftn1MbtWydPUMZ9hM//ZUOHe15TYm+KhSS278AAAXySURBVFWmNDcqTTdt9NBdbl1+w8L5c03Np6+b3zAx3/Pq6U/AK8Vfe9tSc0h5ecFDJega3RzVrx+mEw2kBN3Mraf39Ww223JBo2njHsjUsD1bgBoEEEBg3AIk7uOm44kIIIBAGAJKsl860qN74a1tK0157EdPamDl6Mr1dSNclZ9fu0F5vCpLlfYzn8DRTf1DvzushLtUy3LqP3jpRUde6e3rH/jw7Jlqrz41B/MmgB5SEEAAAQQCEjCJe0Cd0y0CCCCAgA8CkxrqnY+jdHftUNHNdfWrO9za173wnx/87VXX3140fT/We3zxinW6N28+adO1Z7Nuq+u5vhTdfd+3c6Pp8872+0nffVGlEwQQQKCUAIl7KRnqEUDAkwCNiwjopvjUlvOLHPBS1XJBYzab7el9vdSTTPq+pfMucxe8pbmpYWLeaawb9nq44Z7VmoxTWeHOH/7452kXNtfnc6Yfk77rF4OPzr1ch0wlWwQQQAAB3wVI3H0npUMEEEDgfQLm4+Dvq/LyQGnxvDmz2ju3d5/59vf9Bw4+tOtx3UrXLXZtTWfKmJ1k+qUjPe4/EnU/3PTA7heP9JinjG+raTz4yN5bll6n3wQ0DRXTT1//gH5z+OClF5mHbBHwLsAzEEBgDAES9zGAOIwAAghUIrD2tqVKZ6+6/nb39zB67bDzK6u+cPMS52PuSuKvnneFEnrdzjefL29tW7n7B13mtnrr7BlqbD64MvLR9tkzOttXmYdq9ldXXDa+j8qYD9OrB01DHZo/VNU0lMSrUkUzWXpjm6n3ukDaI4AAAgiUI0DiPpYSxxFAAIEKBJRe79u5sbvr9NdBKq/VQ1Wqy1uX3/DwpvW6b619lTEfqhNTnG+WVEJvarR1ujVdqUZFDfRQg2rflM995hNqqRpTr30zmTEffmn0Sy1NJ+bpeop+SdBkTKW2WoIqKQgggAACAQmQuAcES7cIIIDAGQH+iwACCCCAgB8CJO5+KNIHAggggAACCCAQnAA9IzAqQOI+ysAGAQQQQKCEQL4u9/Cm9XwMpgQP1QgggEB4AiTu4VknbyRWhAACCCCAAAIIIBCaAIl7aNQMhAACCCBQKMBjBBBAAIHyBUjcy7eiJQIIIIAAAggggIBdAqmaDYl7qsLNYhFAAAEEEEAAAQTiKkDiHtfIMW+7BZgdAggggAACCCDgswCJu8+gdIcAAggggIAfAvSBAAIIFAqQuBeK8BgBBBBAAAEEEEAAAQsFPCbuFq6AKSGAAAIIIIAAAgggkAIBEvcUBJklImCVAJNBAAEEEEAAgXEJkLiPi40nIYAAAggggEBUAoyLQFoFSNzTGnnWjQACCCCAAAIIIBArARJ338JFRwgggAACCCCAAAIIBCdA4h6cLT0jgAAC3gRojQACCCCAwDkESNzPgcMhBBBAAAEEEEAgTgLMNdkCJO7Jji+rQwABBBBAAAEEEEiIAIl7QgJp9zKYHQIIIIAAAggggEClAiTulQryfAQQQACB4AUYAQEEEEAgQ+LOiwABBBBAAAEEEEAg8QJJWCCJexKiyBoQQAABBBBAAAEEEi9A4p74ELNAuwWYHQIIIIAAAgggUJ4AiXt5TrRCAAEEEEDATgFmhQACqREgcU9NqFkoAggggAACCCCAQJwFgkrc42zC3BFAAAEEEEAAAQQQsE6AxN26kDAhBBAwAmwRQAABBBBAwC1A4u7WYB8BBBBAAAEEkiPAShBImACJe8ICynIQQAABBBBAAAEEkilA4h5+XBkRAQQQQAABBBBAAAHPAiTunsl4AgIIIBC1AOMjgAACCKRRgMQ9jVFnzQgggAACCCCQbgFWH0sBEvdYho1JI4AAAggggAACCKRNgMQ9bRG3e73MDgEEEEAAAQQQQKCEAIl7CRiqEUAAAQTiKMCcEUAAgeQKkLgnN7asDAEEEEAAAQQQQMCrgMXtSdwtDg5TQwABBBBAAAEEEEDgjACJ+xkJ/ouA3QLMDgEEEEAAAQRSLkDinvIXAMtHAAEEEEiLAOtEAIG4C/w/AAAA///5supeAAAABklEQVQDAFvyncE0okICAAAAAElFTkSuQmCC&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=ca3972d4&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---long_accel-%EB%85%B8%EC%9D%B4%EC%A6%88&quot; data-ke-size=&quot;size23&quot;&gt;발견 - long_accel 노이즈&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---long_accel-%EB%85%B8%EC%9D%B4%EC%A6%88&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;long_accel에 노이즈가 많다. 필터링한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=89be080b&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[37]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# long_accel에 노이즈가 많다. 필터링한다. 
b_la, a_la = butter(N=3, Wn=1.0 / (fs / 2), btype='low')
df['long_accel_filt'] = filtfilt(b_la, a_la, df['long_accel'].to_numpy())

# vs_filt를 미분하여 종가속도 long_accel_vs를 구한다.
df['long_accel_vs'] = df['vs_filt'].mul(1000 / 3600).diff() / dt

# 측정된 신호 long_accel과 long_accel_vs의 차이 diff_long_accel을 구한다. 
df['diff_long_accel'] = df['long_accel_filt'] - df['long_accel_vs']

# 이 차이를 경사도 지표로 볼 수 있을까?  
df['diff_long_accel'] = df['diff_long_accel'].fillna(df['diff_long_accel'].mean())  # 첫 번째 값은 diff 계산이 안되므로 두 번째 값으로 채운다.

# diff_long_accel에도 노이즈가 많다. 필터링한다.
b_la, a_la = butter(N=4, Wn=0.1 / (fs / 2), btype='low')
df['diff_long_accel_filt'] = filtfilt(b_la, a_la, df['diff_long_accel'].to_numpy())
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=62a7d28c&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;px.line(
    df,
    x=df.index,
    y=['long_accel', 'long_accel_filt', 'long_accel_vs'],
    title='Longitudinal Acceleration Over Time',
    labels={'long_accel_filt': 'Longitudinal Acceleration (m/s&amp;sup2;)', 'long_accel': 'Longitudinal Acceleration (m/s&amp;sup2;)', 'ts': 'Time'},
    width=1000,  
    height=600
)
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=97509591&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
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&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---long_accel_filt&quot; data-ke-size=&quot;size23&quot;&gt;발견 - long_accel_filt&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---long_accel_filt&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;그래프를 확대하면 아래와 같다.&lt;br /&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;image.png&quot; /&gt;&lt;/li&gt;
&lt;li&gt;필터를 적용한 long_accel_filt가 적당히 매끄러워 보인다.&lt;/li&gt;
&lt;li&gt;이 신호를 사용하기로 한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c0d4f7cd&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[39]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;def plot_diff_long_accel_and_altitude(df):

    # long_accel, long_accel_vs, diff_long_accel, altitude를 3 x 1 subplot으로 그려본다.
    fig = make_subplots(
        rows=3, cols=1, shared_xaxes=True,
        subplot_titles=[&quot;Longitudinal Acceleration: Measured vs Estimated&quot;, &quot;Difference in Longitudinal Acceleration&quot;, &quot;Altitude&quot;]
    )
    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;long_accel_filt&quot;],
            mode=&quot;lines&quot;,
            name=&quot;long_accel_filt (measured)&quot;,
            line=dict(color=&quot;#d62728&quot;, width=2)
        ),
        row=1, col=1
    )   
    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;long_accel_vs&quot;],
            mode=&quot;lines&quot;,
            name=&quot;long_accel_vs (from vehicle speed)&quot;,
            line=dict(color=&quot;#1f77b4&quot;, width=2)
        ),
        row=1, col=1
    )
    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;diff_long_accel_filt&quot;],
            mode=&quot;lines&quot;,
            name=&quot;diff_long_accel_filt&quot;,
            line=dict(color=&quot;#2ca02c&quot;, width=2)
        ),
        row=2, col=1
    )

    fig.add_trace(
        go.Scatter(
            x=df.index,
            y=df[&quot;altitude&quot;],
            mode=&quot;lines&quot;,
            name=&quot;altitude&quot;,
            line=dict(color=&quot;#888888&quot;, width=1.5, dash='dot')
        ),
        row=3, col=1
    )

    fig.update_yaxes(title_text=&quot;Longitudinal Acceleration (m/s&amp;sup2;)&quot;, row=1, col=1)
    fig.update_yaxes(title_text=&quot;Difference in Longitudinal Acceleration (m/s&amp;sup2;)&quot;, row=2, col=1)
    fig.update_yaxes(title_text=&quot;Altitude (m)&quot;, row=3, col=1)
    fig.update_layout(
        width=1000,
        height=600, 
        title_text=&quot;Longitudinal Acceleration Comparison&quot;,
        legend_title_text=&quot;Signals&quot;
    )

    return fig
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=e9d164e1&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;stylus&quot;&gt;&lt;code&gt;plot_diff_long_accel_and_altitude(df).show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=d1799c5e&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
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&quot; 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&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---%EA%B2%BD%EC%82%AC%EC%99%80-%EC%A2%85%EA%B0%80%EC%86%8D%EB%8F%84&quot; data-ke-size=&quot;size23&quot;&gt;발견 - 경사와 종가속도&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EA%B2%BD%EC%82%AC%EC%99%80-%EC%A2%85%EA%B0%80%EC%86%8D%EB%8F%84&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;산을 넘을 때, 즉, 경사가 있을 때, 차속에서 계산한 종가속도와 센서가 측정한 종가속도 차이가 두두러진다.&lt;/li&gt;
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&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%97%90-%EA%B2%BD%EC%82%AC%EB%8F%84-%EB%B0%98%EC%98%81%ED%95%98%EA%B8%B0&quot; data-ke-size=&quot;size26&quot;&gt;타이어 마모 인덱스에 경사도 반영하기&lt;a class=&quot;anchor-link&quot; href=&quot;#%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%97%90-%EA%B2%BD%EC%82%AC%EB%8F%84-%EB%B0%98%EC%98%81%ED%95%98%EA%B8%B0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[41]:&lt;/div&gt;
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&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;css&quot;&gt;&lt;code&gt;df['diff_long_accel_filt'].describe()
&lt;/code&gt;&lt;/pre&gt;
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&lt;div class=&quot;jp-OutputPrompt jp-OutputArea-prompt&quot;&gt;Out[41]:&lt;/div&gt;
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&lt;pre class=&quot;yaml&quot;&gt;&lt;code&gt;count    28792.000000
mean        -0.100138
std          0.300798
min         -1.110021
25%         -0.204642
50%         -0.081113
75%         -0.022774
max          1.636077
Name: diff_long_accel_filt, dtype: float64&lt;/code&gt;&lt;/pre&gt;
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&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[42]:&lt;/div&gt;
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&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;properties&quot;&gt;&lt;code&gt;# 튜닝 파라미터
k_factor_slope_deadzone = 0.5  # 경사도 가중의 데드존 (경사도가 이 값 이하이면 가중치 0)
k_factor_slope_to_weight = 1

def wear_increment_from_slip_w_slope(r_slip_xx: pd.Series, r_slip_max_no_turning: float) -&amp;gt; pd.Series:
    '''
    slip_series: 슬립 비율 시리즈 (예: r_slip_fl)

    앞뒤 바퀴의 수직 하중 차이가 고려되야 한다. 
    동일한 슬립율이라도 수직 하중이 큰 바퀴에서의 마모 증가량이 더 클 것이다. 
    앞 바퀴 하중 : 뒷 바퀴 하중 = 6 : 4 로 한다. 
    즉, 앞바퀴는 슬립으로 인한 마모 증가량이 1.5배가 된다. (필요에 따라 조정 가능)

    경사가 심한 구간에서는 구동륜의 마모가 가속된다고 가정할 수 있다. 
    이 경우, 경사도에 따른 가중치를 추가할 수 있다.

    return: 슬립으로 인한 마모 증가량 시리즈 (0 이상)
    '''

    # 1) 절대값 사용: 양/음 슬립 모두 마모 증가
    s_abs = r_slip_xx.abs()

    # 2) 데드존: 미소 슬립 노이즈 제거
    s_eff = (s_abs - k_r_slip_deadzone).clip(lower=0.0)

    # 3) 선회 중 r_slip이 크게 계산된다. 
    # 선회 여부 시 r_slip_eff를 보정한다. 
    s_eff = s_eff.where(df['is_turning'] &amp;gt; 0, r_slip_max_no_turning * k_limit_factor_r_slip_in_turning)

    # 4) 수직 하중 가중 
    # 앞바퀴 1.5배, 뒷바퀴 1.0배: 베뉴의 경우, 앞바퀴 하중 : 뒷바퀴 하중 = 6 : 4 정도로 추정된다. (필요에 따라 조정 가능)
    if 'fl' in r_slip_xx.name:
        s_eff *= 1.5
    elif 'rl' in r_slip_xx.name:
        s_eff *= 1.0
    elif 'fr' in r_slip_xx.name:
        s_eff *= 1.5
    elif 'rr' in r_slip_xx.name:
        s_eff *= 1.0
    
    # 5) 경사도 가중 (경사도가 클수록 마모 증가)
    # 경사도는 diff_long_accel_filt로 대체한다. (필요에 따라 조정 가능)
    # 구동륜에만 적용한다. 베뉴는 전륜구동이므로, fl과 fr에 적용한다. (필요에 따라 조정 가능)


    if 'fl' in r_slip_xx.name or 'fr' in r_slip_xx.name:
        slope = df['diff_long_accel_filt']
        slope_mean = slope.mean()
        slope_std = slope.std()
        slope_abs = (slope - slope_mean).abs()
        slope_eff = (slope_abs - slope_std * k_factor_slope_deadzone).clip(lower=0.0)
        slope_weight = 1 + slope_eff * k_factor_slope_to_weight
        s_eff *= slope_weight

    # 6) 비선형 가중
    severity = s_eff.pow(k_slip_power)
    
    # 7) 시간 적분
    inc = severity * dt
    
    return inc.where(valid_speed, 0.0)
&lt;/code&gt;&lt;/pre&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[43]:&lt;/div&gt;
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&lt;pre class=&quot;prolog&quot;&gt;&lt;code&gt;# 타이어별 누적 인덱스 계산


for wheel in [&quot;fl&quot;, &quot;fr&quot;, &quot;rl&quot;, &quot;rr&quot;]:
    col_r_slip = f&quot;r_slip_{wheel}&quot;
    col_inc = f&quot;wear_inc_{wheel}&quot;
    col_idx = f&quot;wear_idx_{wheel}&quot;

    r_slip_max_no_turning = df.loc[df['is_turning'] == 0, col_r_slip].max()
    df[col_inc] = wear_increment_from_slip_w_slope(df[col_r_slip], r_slip_max_no_turning)
    df[col_idx] = df[col_inc].cumsum()
&lt;/code&gt;&lt;/pre&gt;
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&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
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&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
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&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;stylus&quot;&gt;&lt;code&gt;plot_wear_index_with_altitude(df).show()
&lt;/code&gt;&lt;/pre&gt;
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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=ad2dba1d&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h3 id=&quot;%EB%B0%9C%EA%B2%AC---%EA%B2%BD%EC%82%AC%EC%9D%98-%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%97%90-%EC%98%81%ED%96%A5&quot; data-ke-size=&quot;size23&quot;&gt;발견 - 경사의 타이어 마모 인덱스에 영향&lt;a class=&quot;anchor-link&quot; href=&quot;#%EB%B0%9C%EA%B2%AC---%EA%B2%BD%EC%82%AC%EC%9D%98-%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EC%97%90-%EC%98%81%ED%96%A5&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;아래는 경사를 고려하기 전 타이어 마모 인덱스 그래프이다.&lt;br /&gt;
&lt;div&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;그래프들을 비교하면 산을 넘을 때 타이어 마모 인덱스가 증가한 것을 확인할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=bb6fee9e&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EC%A3%BC%ED%96%89-%EA%B2%BD%EB%A1%9C%EC%99%80-%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EB%A5%BC-%EC%A7%80%EB%8F%84%EC%97%90%EC%84%9C-%EC%8B%9C%EA%B0%81%ED%99%94&quot; data-ke-size=&quot;size26&quot;&gt;주행 경로와 타이어 마모 인덱스를 지도에서 시각화&lt;a class=&quot;anchor-link&quot; href=&quot;#%EC%A3%BC%ED%96%89-%EA%B2%BD%EB%A1%9C%EC%99%80-%ED%83%80%EC%9D%B4%EC%96%B4-%EB%A7%88%EB%AA%A8-%EC%9D%B8%EB%8D%B1%EC%8A%A4%EB%A5%BC-%EC%A7%80%EB%8F%84%EC%97%90%EC%84%9C-%EC%8B%9C%EA%B0%81%ED%99%94&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=c44cdee4&quot; class=&quot;jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;In&amp;nbsp;[&amp;nbsp;]:&lt;/div&gt;
&lt;div class=&quot;jp-CodeMirrorEditor jp-Editor jp-InputArea-editor&quot; data-type=&quot;inline&quot;&gt;
&lt;div class=&quot;cm-editor cm-s-jupyter&quot;&gt;
&lt;div class=&quot;highlight hl-ipython3&quot;&gt;
&lt;pre class=&quot;routeros&quot;&gt;&lt;code&gt;# 경로와 fl 바퀴의 마모 인덱스를 지도에 시각화한다.
# 마모인덱스가 잘 보이도록 지도는 흑백(그레이스케일) 스타일을 사용한다.
# scatter_map을 사용한다. (scatter_mapbox 사용 안 함)
import plotly.express as px

# 지도 시각화를 위해 latitude, longitude, wear_idx_fl 컬럼을 사용한다.
wear_idx_fl_min = df['wear_idx_fl'].min()
wear_idx_fl_max = df['wear_idx_fl'].max()
wear_idx_range = wear_idx_fl_max - wear_idx_fl_min if wear_idx_fl_max &amp;gt; wear_idx_fl_min else 1.0
df['wear_idx_fl_normalized'] = (df['wear_idx_fl'] - wear_idx_fl_min) / wear_idx_range

# df['wear_color'] = wear_idx_fl_normalized.apply(
#     lambda x: f&quot;rgb({int(255*x)}, {int(255*(1-x))}, 126)&quot;
# )

fig = px.scatter_map(
    df,
    lat='latitude',
    lon='longitude',
    color='wear_idx_fl_normalized',
    color_continuous_scale=[
        (0.0, 'green'),
        (0.5, 'yellow'),
        (1.0, 'red')
    ],
    range_color=(0, 1),
    size_max=15,
    zoom=10,
    map_style='carto-positron', # 흑백 스타일
    title='Front Left Tire Wear Index Along the Route'
)

fig.update_layout(
    coloraxis_colorbar=dict(
        title='Normalized Wear Index',
        len=0.5
    ),
    width=900,
    height=900
)

fig.show()
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=9eae2bef&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;&lt;img 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&quot; alt=&quot;image.png&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;cell-id=1aaaa773&quot; class=&quot;jp-Cell jp-MarkdownCell jp-Notebook-cell&quot;&gt;
&lt;div class=&quot;jp-Cell-inputWrapper&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;jp-Collapser jp-InputCollapser jp-Cell-inputCollapser&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-InputArea jp-Cell-inputArea&quot;&gt;
&lt;div class=&quot;jp-InputPrompt jp-InputArea-prompt&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput&quot; data-mime-type=&quot;text/markdown&quot;&gt;
&lt;h2 id=&quot;%EA%B2%B0%EB%A1%A0&quot; data-ke-size=&quot;size26&quot;&gt;결론&lt;a class=&quot;anchor-link&quot; href=&quot;#%EA%B2%B0%EB%A1%A0&quot;&gt;&amp;para;&lt;/a&gt;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;CAN 데이터와 GPS 데이터를 함께 이용하면 뭔가 유용한 계산을 할 수 있지 않을까 해서 타이어 마모 인덱스라는 것을 정의하고 계산해 봤다.&lt;/li&gt;
&lt;li&gt;내가 정의한 타이어 마모 인덱스는 이대로는 현실적 유용성은 없다고 생각한다. 인텍스를 정의하고 계산식을 만드는 과정이 누군가에게 영감을 줄 수 있으면 좋겠다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/main&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/164&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf or csv 개선 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/23&quot;&gt;hsl's tsmaster 사용기 목차 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
      <category>application</category>
      <category>CAN로거</category>
      <category>can통신</category>
      <category>GPS</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <category>투썬</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/166</guid>
      <comments>https://tsmaster.tistory.com/166#entry166comment</comments>
      <pubDate>Fri, 10 Apr 2026 13:49:23 +0900</pubDate>
    </item>
    <item>
      <title>blf &amp;amp; dbc --&amp;gt; mdf or csv 개선</title>
      <link>https://tsmaster.tistory.com/164</link>
      <description>&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;시작하기 전에&amp;nbsp;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf는 CAN 프레임 단위로 타임스탬프와 함께 데이터를 저장한다.&lt;/li&gt;
&lt;li&gt;mdf는 신호 별로 타임스탬프와 함께 데이터를 저장한다.&lt;/li&gt;
&lt;li&gt;한 CAN 프레임에 10개 신호들이 있다고 가정하자. 이 10개 신호들을 저장할 때, 동일한 타임스탬프가 10번 저장된다. 타임스탬프를 1회 저장하고 10개 신호들이 공통으로 이 타임스탬프를 참조하도록 하면, 파일 저장 공간을 절약할 수 있다. 이런 CAN 프레임이 10개 있고, 각 프레임에 신호가 10개씩 있다면, 절약할 수 있는 파일 저장 공간이 상당할 것이다.&lt;/li&gt;
&lt;li&gt;설마 내가 지구에 왔다갔거나 아직 있는 사람들 중에서 최초로 이런 생각을 한 사람은 아닐 것이다. 찾아보니 ASAM mdf v4 부터는 공통 타임스탬프(Common Time Base: CTB)가 적용되어 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;기존에 만든 blf &amp;amp; dbc --&amp;gt; mdf or csv 변환기는 공통 타임스탬프를 적용하지 않았다. 개선한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1818&quot; data-origin-height=&quot;687&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/VXZKz/dJMcacWUMDt/kuCmtqyoqTKrQGtcyN7kJk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/VXZKz/dJMcacWUMDt/kuCmtqyoqTKrQGtcyN7kJk/img.png&quot; data-alt=&quot;프레임 기반 blf 파일과 신호 기반 mdf 파일의 구조를 비교하면 위 그림과 같다.&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/VXZKz/dJMcacWUMDt/kuCmtqyoqTKrQGtcyN7kJk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FVXZKz%2FdJMcacWUMDt%2FkuCmtqyoqTKrQGtcyN7kJk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1818&quot; height=&quot;687&quot; data-origin-width=&quot;1818&quot; data-origin-height=&quot;687&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;프레임 기반 blf 파일과 신호 기반 mdf 파일의 구조를 비교하면 위 그림과 같다.&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf와 mdf 포맷의 차이점은 아래와 같다.&lt;/li&gt;
&lt;/ul&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%; text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;Aspect&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 39.186%; text-align: center;&quot;&gt;&lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;BLF&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%; text-align: center;&quot;&gt;MDF4&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Data organization&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;메시지(프레임) 단위 저장&lt;br /&gt;여러 신호가 raw bytes로 혼재&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;신호(채널) 단위 저장 &lt;br /&gt;각 신호가 독립 컬럼으로 분리&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Timestamp structure&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;단일 타임라인에 모든 ID가 시간순 혼재&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;채널별 독립 타임스탬프 배열 &lt;br /&gt;같은 메시지 내 신호는 동일 타임스탬프 공유&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Signal decoding&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;읽기 시점에 DBC 파일 필요 &lt;br /&gt;(bit position, factor, offset 적용)&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;변환 시 이미 디코딩 완료&lt;br /&gt;읽기에 DBC 불필요, 자체 완결&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Stored values&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;Raw hex bytes&lt;br /&gt;(factor/offset 미적용, 단위 없음)&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;물리값 저장 (rpm, km/h, % 등)&lt;br /&gt;단위&amp;middot;정밀도 메타데이터 내장&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Multiplexing (MUX)&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;MUX selector byte가 같은 행 안에 혼재&lt;br /&gt;(구분 불명확)&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;selector 값별로 독립 채널로 분리 저장 &lt;br /&gt;(Mux_A, Mux_B&amp;hellip;)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Sample rate per signal&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;혼재 &amp;mdash; ID마다 다른 주기가 단일 스트림에 섞임&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;채널마다 명확히 분리&lt;br /&gt;주기&amp;middot;샘플 수가 채널별로 독립&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;File size &amp;amp; compression&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;상대적으로 소형&lt;br /&gt;이벤트 기록 방식의 compact binary&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;상대적으로 대형&lt;br /&gt;DZ/DL 블록으로 채널 단위 압축 지원&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Common Timebase&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;개념 없음. 채널 간 공통 시간 기준 미정의&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;CTB(Common Timebase) 지원&lt;br /&gt;채널 간 시간 동기화 메타데이터 포함&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 21.9767%;&quot;&gt;Standard &amp;amp; ecosystem&lt;/td&gt;
&lt;td style=&quot;width: 39.186%;&quot;&gt;Vector 독점 포맷&lt;br /&gt;CANalyzer/CANoe 중심 생태계&lt;/td&gt;
&lt;td style=&quot;width: 38.7209%;&quot;&gt;ASAM 국제 공개 표준 (MDF 4.x) &lt;br /&gt;다양한 도구 호환&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;color: #333333; text-align: start;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;사용법&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;기존 blf &amp;amp; dbc --&amp;gt; mdf or csv 와 동일하다.&amp;nbsp; (&lt;a style=&quot;letter-spacing: 0px;&quot; href=&quot;https://tsmaster.tistory.com/157&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf or csv 변환 :: hsl's tsmaster 사용기&lt;/a&gt;)&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;변환 파일 형식을 MDF4 (.mf4)를 선택하면 CTB가 적용된다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;476&quot; data-origin-height=&quot;401&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bM9OW3/dJMcadO0Ktt/XytzlqdjEkeFnEpOsXmkXK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bM9OW3/dJMcadO0Ktt/XytzlqdjEkeFnEpOsXmkXK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bM9OW3/dJMcadO0Ktt/XytzlqdjEkeFnEpOsXmkXK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbM9OW3%2FdJMcadO0Ktt%2FXytzlqdjEkeFnEpOsXmkXK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;352&quot; height=&quot;297&quot; data-origin-width=&quot;476&quot; data-origin-height=&quot;401&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;뷰어에서 .mf4 파일을 로드하여 그래프를 그릴 수 있다.&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/FS2BA/dJMcac3J5w8/xl14zjzBhBUBKe1XVpOKT1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/FS2BA/dJMcac3J5w8/xl14zjzBhBUBKe1XVpOKT1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/FS2BA/dJMcac3J5w8/xl14zjzBhBUBKe1XVpOKT1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FFS2BA%2FdJMcac3J5w8%2Fxl14zjzBhBUBKe1XVpOKT1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;2048&quot; height=&quot;1220&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;&amp;nbsp;&lt;/h3&gt;
&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;코드&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;코드 파일을 첨부한다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/lsK9S/dJMcafTFmos/Mu25nl5UJgsZB1RN45w020/blf_dbc_to_mdf_csv_mp.ctb.py?attach=1&amp;amp;knm=tfile.py&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;blf_dbc_to_mdf_csv_mp.ctb.py&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.14MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;코드를 개선하는 차에 CLI 실행이 가능하도록 하였다. 가능한 커맨드 라인 옵션은 아래와 같다.&lt;/li&gt;
&lt;/ul&gt;
&lt;table style=&quot;background-color: #191a1b; color: #bfbfbf; text-align: left; border-collapse: collapse; width: 100%; height: 283px;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt; 옵션 &lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt; 설명 &lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt; 기본값 &lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;-b, --blf&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;BLF 파일 경로 (필수)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;-&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;-d, --dbc&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;DBC 파일 경로 (필수)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;-&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;-o, --output&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;출력 파일 경로 (필수)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;-&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;-f, --format&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;출력 형식 (mdf4/mdf3/csv)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;mdf4&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#1737%2C13&quot;&gt;--resample-ms&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;리샘플 주기(ms). 미지정 시 비활성화&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;(비활성화)&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#767%2C13&quot;&gt;--resample-method&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;리샘플 방법 (interp/ffill/mode)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;ffill&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#493%2C9&quot;&gt;--normalize-ts&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;타임스탬프 0초 시작&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;✓ 활성화&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#493%2C9&quot;&gt;--no-normalize-ts&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;타임스탬프 정규화 비활성화&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;-&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;--workers&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;병렬 프로세스 수&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;CPU-1&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#474%2C19&quot;&gt;--batch-size&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;배치 크기(프레임)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;200000&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;--if-exist&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;기존 파일 처리 (overwrite/skip)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;overwrite&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;&lt;a style=&quot;color: #ffffff;&quot; data-href=&quot;file:///c%3A/Users/haese/OneDrive/Desktop/my_toolbox/_calc/eng/_file_analysis/blf/blf_dbc_to_mdf/blf_dbc_to_mdf_csv_mp.ctb.py#430%2C5&quot;&gt;-s, --signals&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;신호 선택 (all 또는 JSON 파일 경로)&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;all&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;&lt;b&gt;--scan-limit-mb&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;BLF 스캔 크기&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;span style=&quot;color: #ffffff;&quot;&gt;5.0&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;pre id=&quot;code_1775222312245&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;# 1. 기본 변환 (MDF4, 모든 신호, 정규화)
python blf_dbc_to_mdf_csv_mp.ctb.py \
  -b test.blf -d database.dbc -o output.mf4

# 2. 리샘플링 + CSV 출력 (50ms 주기, 선형 보간)
python blf_dbc_to_mdf_csv_mp.ctb.py \
  -b test.blf -d database.dbc -o output.csv \
  --format csv --resample-ms 50 --resample-method interp

# 3. 기존 파일 있으면 건너뛰기 + MDF3 + 여러 워커
python blf_dbc_to_mdf_csv_mp.ctb.py \
  -b test.blf -d database.dbc -o output.mdf \
  --format mdf3 --if-exist skip --workers 8 --batch-size 500000

# 4. 타임스탬프 정규화 안 함
python blf_dbc_to_mdf_csv_mp.ctb.py \
  -b test.blf -d database.dbc -o output.mf4 --no-normalize-ts

# 5. JSON 신호 선택 파일 사용
python blf_dbc_to_mdf_csv_mp.ctb.py \
  -b test.blf -d database.dbc -o output.mf4 \
  --signals my_signals.json&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;결론&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc; color: #333333; text-align: start;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;기존 blf &amp;amp; dbc --&amp;gt; mdf 변환기를 개선하여 공통 타임스탬프를 사용하는 md4&amp;nbsp; 형식 파일로 저장할 수 있도록 했다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;변환 기능을 툴 체인에 넣어 자동화 할 수 있도록 CLI로 사용할 수 있도록 하였다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;md4로 저장할 때 압축 옵션을 사용할 수 있다는 것을 알았다. 압축을 적용하도록 하였다. 50Mbyte 크기의 blf 파일을 변환했다. md4 파일은 45Mbyte이다. mdf 파일은 675Mbyte이다. mdf에 비해 90% 이상 파일 크기가 줄었다. CTB로 파일 크기가 어느 정도 줄었겠지만, 압축으로 파일 크기가 상당히 줄었을 것으로 짐작한다.&amp;nbsp; &amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/155&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf 변환 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/157&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf or csv 변환 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/23&quot;&gt;hsl's tsmaster 사용기 목차 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
      <category>application</category>
      <category>blf</category>
      <category>blf2mdf</category>
      <category>mdf</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <category>투썬</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/164</guid>
      <comments>https://tsmaster.tistory.com/164#entry164comment</comments>
      <pubDate>Fri, 3 Apr 2026 22:29:37 +0900</pubDate>
    </item>
    <item>
      <title>C 미니프로그램에서 CAN 신호를 다루기</title>
      <link>https://tsmaster.tistory.com/162</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;시작하기 전에&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/161&quot;&gt;C 미니프로그램에서 CAN 메시지 송수신하기 :: hsl's tsmaster 사용기&lt;/a&gt;에서 &quot;메시지&quot; 수준에서 데이터를 다뤘다. '&quot;신호&quot; 수준에서 데이터를 다룰 수 있는가?' 궁금했다. 해봤다. 된다. 이 방법을 설명한다.&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;개요&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc; color: #333333; text-align: start;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;프로젝트 설계&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;dbc 임포트&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;미니프로그램
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;On CAN Rx&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;코드에서 dbc의 메시지/신호 사용하는 방법&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;코드&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;나머지 설정&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;힌트를 얻은 곳&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;실행 결과&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;프로젝트 설계&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://tsmaster.tistory.com/161&quot;&gt;C 미니프로그램에서 CAN 메시지 송수신하기 :: hsl's tsmaster 사용기&lt;/a&gt;와 동일한 하드웨어 설정이다.&lt;/li&gt;
&lt;li&gt;메시지/신호들이 정의된 dbc를 임포트한다. 내가 작성해서 사용 중인 venue_esc.dbc를 사용한다.&lt;/li&gt;
&lt;li&gt;대상 메시지와 신호를 선정한다. 나는 ESP 메시지의 ESP_counter 신호를 대상으로 정했다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;트랜스밋창에서 ESP 메시지를 전송한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;미니프로그램에서 ESP 메시지를 수신하면 아래 동작을 하도록 한다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메시지가 채널 2에서 수신된 경우 실행한다.&lt;/li&gt;
&lt;li&gt;메시지의 데이터를 dbc에 정의된 구조에 따라 신호들로 파싱한다.&lt;/li&gt;
&lt;li&gt;ESP_counter 신호에&amp;nbsp; + 1한다.&lt;/li&gt;
&lt;li&gt;ESP 메시지를 복사하여 송신할 메시지를 만든다. 송신할 메시지의 데이터는 위에서 수정된 데이터이다.&lt;/li&gt;
&lt;li&gt;송신할 메시지의 아이디를 변경한다. 그렇지 않으면 ESP 메시지와 동일한 메시지 아이디로 송신된다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;미니프로그램 작동을 Trace 창에서 확인한다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;송신과 수신 메시지를 구분하기 위해서
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;채널 1번과 채널 2번용 트레이스창을 각각 생성한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;각 트레이스창에 채널 필터를 적용한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;dbc 임포트&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;dbc 파일을 TSMaster 창에 드래그&amp;amp;드롭한다.&amp;nbsp;CAN Database 창이 열린다. dbc가 Channel 1에 연결되어 있다.&lt;/li&gt;
&lt;li&gt;venue_esc.dbc에는 ESP(0x220) 메시지가 있다. 그 안에는 4 bit 길이의 ESP_counter 신호가 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;이 신호를 대상으로 읽기/쓰기를 해본다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;878&quot; data-origin-height=&quot;608&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/WWS9r/dJMcafTsc1H/FgcLzECkJT66Hamgsv7S0k/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/WWS9r/dJMcafTsc1H/FgcLzECkJT66Hamgsv7S0k/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/WWS9r/dJMcafTsc1H/FgcLzECkJT66Hamgsv7S0k/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FWWS9r%2FdJMcafTsc1H%2FFgcLzECkJT66Hamgsv7S0k%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;500&quot; height=&quot;346&quot; data-origin-width=&quot;878&quot; data-origin-height=&quot;608&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&amp;nbsp;&lt;/h3&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&amp;nbsp;&lt;/h3&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;미니프로그램&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;On CAN Rx&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;On CAN Rx 에서 마우스 우클릭으로 Add On Rx - CAN Message를 선택한 후, Id의 드롭다운리스트에서 0x220=ESP 선택한다. 나는 함수 이름에 넣을 문구로 &lt;span style=&quot;background-color: #f89009; color: #ffffff;&quot;&gt;ESP&lt;/span&gt;를 입력했다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;750&quot; data-origin-height=&quot;262&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Jx7kE/dJMcag5TH3x/D1esXPqfEV3C5o5g4kOWQk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Jx7kE/dJMcag5TH3x/D1esXPqfEV3C5o5g4kOWQk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Jx7kE/dJMcag5TH3x/D1esXPqfEV3C5o5g4kOWQk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FJx7kE%2FdJMcag5TH3x%2FD1esXPqfEV3C5o5g4kOWQk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;500&quot; height=&quot;175&quot; data-origin-width=&quot;750&quot; data-origin-height=&quot;262&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;void on_can_rx_ &lt;span style=&quot;background-color: #f89009; color: #ffffff; text-align: start;&quot;&gt;ESP&lt;/span&gt; (const TCAN* ACAN) 함수의 뼈대가 만들어졌다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;코드에서 dbc의 메시지/신호 사용하는 방법&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;미니프로그램에서 ESP 메시지와 신호들을 사용하기 위해서, Properties 탭의 Database Symbols에서 &quot;venue_esc.pdbc&quot;를 체크하여 포함한다. (pdbc 파일은 dbc 파일을 TSMaster가 변환한 파일이다. TSMaster는 dbc 파일을 직접 사용하지 않고, pdbc 파일을 사용하는 것 같다.)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;731&quot; data-origin-height=&quot;587&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bzVvw4/dJMcaiCB8To/IfHVPZ5NLfmYHKmGCz0zx1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bzVvw4/dJMcaiCB8To/IfHVPZ5NLfmYHKmGCz0zx1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bzVvw4/dJMcaiCB8To/IfHVPZ5NLfmYHKmGCz0zx1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbzVvw4%2FdJMcaiCB8To%2FIfHVPZ5NLfmYHKmGCz0zx1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;500&quot; height=&quot;402&quot; data-origin-width=&quot;731&quot; data-origin-height=&quot;587&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;Functions 탭으로 가면 venue_esc.dbc에 정의된 메시지/신호들이 포함된 것을 볼 수 있다. 코드에서 메시지를 사용하고 싶으면, 메시지를 마우스 우클릭하고 Insert into script를 하면 된다.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;TESP_1 (_1은 '채널 1'이라는 의미이다.) 이라는 타입으로 ESP_1 변수를 선언한다. ESP_1 변수를 사용하기 전에 ESP_1.init() 문으로 초기화를 해야 한다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt; ESP_1.FCAN = *ACAN 라는 한 줄의 코드로 CAN 메시지를 ESP_1 메시지의 구조에 따라 파싱할 수 있다. &lt;span style=&quot;background-color: #006dd7; color: #ffffff; text-align: start;&quot;&gt;ACAN&lt;/span&gt; 은 &lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;void on_can_rx_ESP&lt;/span&gt;&lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;(const TCAN* &lt;span style=&quot;background-color: #006dd7; color: #ffffff;&quot;&gt;ACAN&lt;/span&gt;)의 인자이다. 즉, 수신된 메시지다. &lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;*ACAN = ESP_1.FCAN 라는 한 줄의 코드로 ESP_1 변수를 CAN 메시지에 할당할 수 있다. &lt;span style=&quot;background-color: #ee2323; color: #ffffff; text-align: start;&quot;&gt;ACAN &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;은&amp;nbsp; 메시지를 전송하는 com.transmit_can_async(&lt;span style=&quot;background-color: #ee2323; color: #ffffff;&quot;&gt;ACAN&lt;/span&gt;) 의 인자로 사용될 수 있다.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1775&quot; data-origin-height=&quot;921&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/PUdJ5/dJMcajnV1B9/pEpXTmg9XF2oDrYjJIFGak/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/PUdJ5/dJMcajnV1B9/pEpXTmg9XF2oDrYjJIFGak/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/PUdJ5/dJMcajnV1B9/pEpXTmg9XF2oDrYjJIFGak/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FPUdJ5%2FdJMcajnV1B9%2FpEpXTmg9XF2oDrYjJIFGak%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;311&quot; data-origin-width=&quot;1775&quot; data-origin-height=&quot;921&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;신호를 사용하고 싶으면, 신호를 마우스 우클릭하고 Insert into script를 하면 된다. 변수의 신호에 해당하는 부분은 &quot;메시지.신호&quot;로 형식으로 사용할 수 있다. ESP_1.ESP_counter는 ESP_1 메시지 형식의 변수에서 ESP_counter 부분이다.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1752&quot; data-origin-height=&quot;477&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/n2tch/dJMcabwJiyV/yrJadl5e5tK68EatQi3N51/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/n2tch/dJMcabwJiyV/yrJadl5e5tK68EatQi3N51/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/n2tch/dJMcabwJiyV/yrJadl5e5tK68EatQi3N51/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fn2tch%2FdJMcabwJiyV%2FyrJadl5e5tK68EatQi3N51%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;163&quot; data-origin-width=&quot;1752&quot; data-origin-height=&quot;477&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;코드&lt;/span&gt;&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;span style=&quot;letter-spacing: 0px;&quot;&gt;코드를 입력한다. 코드의 작용은 커멘트로 설명하였다.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1041&quot; data-origin-height=&quot;602&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bYdEb4/dJMcacvF3ju/ZikS5Zc6zzLGEWPDR9jn41/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bYdEb4/dJMcacvF3ju/ZikS5Zc6zzLGEWPDR9jn41/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bYdEb4/dJMcacvF3ju/ZikS5Zc6zzLGEWPDR9jn41/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbYdEb4%2FdJMcacvF3ju%2FZikS5Zc6zzLGEWPDR9jn41%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;347&quot; data-origin-width=&quot;1041&quot; data-origin-height=&quot;602&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div data-ke-type=&quot;moreLess&quot; data-text-more=&quot;더보기&quot; data-text-less=&quot;닫기&quot;&gt;&lt;a class=&quot;btn-toggle-moreless&quot;&gt;더보기&lt;/a&gt;
&lt;div class=&quot;moreless-content&quot;&gt;
&lt;pre id=&quot;code_1773901154097&quot; class=&quot;cpp&quot; data-ke-language=&quot;cpp&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;// venue_esc.dbc에는ESP 메시지가 정의되어 있다.
// ESP 메시지에는 ESP_counter 신호가 있다.
// ESP 메시지를 수신하면, ESP_counter 신호에 + 1을 하고
// ESP 메시지의 아이디(= 0x220)에 + 0x100한 메시지에 (= 0x320)
// 변경된 데이터를 담아 송신한다.

// 수신 채널이 2번일 경우에만 실행한다.
if (ACAN-&amp;gt;FIdxChn != CH2) return; 

// 수신한 ESP 메시지를 담을 변수 my_ESP_1을 선언한다.
// 변수 이름은 자유롭게 정하면 된다. 
// ESP 메시지는 TESP_1 형식의 변수로 선언된다. 
// TESP로 하면 될 것 같은데 _1이 붙어있다. _1은 
// 채널 1에 할당된 dbc의 정의에 따른다는 의미이다.
TESP_1 my_ESP_1;

// 메시지 송신에 사용할 변수를 선언한다. 
TCAN m_tx;

// my_ESP_1 변수를 사용하기 전에 초기화(init) 해야한다.
my_ESP_1.init(); 

// 수신한 ACAN 메시지를 my_ESP_1 메시지의 FCAN에 할당하여
// ESP 메시지의 구조에 따라 파싱한다. 
// 파싱이 코드 한 줄로 간단하다.
my_ESP_1.FCAN = *ACAN; 

// ESP_counter 신호에 + 1 한다.
my_ESP_1.ESP_counter = my_ESP_1.ESP_counter + 1;

// 송신에 사용할 m_tx에 my_ESP_1 메시지를 할당한다.
m_tx = my_ESP_1.FCAN;

// [중요] 바로 위에서 m_tx 메시지의 채널과 아이디가
// my_ESP_1 메시지의 채널과 아이디로 변경되었다.
// m_tx 메시지 채널과 아이디를 바꾸고자 한다면,
// 위 실행문 다음에 실행되도록 해야 한다.
m_tx.FIdxChn = 1; // 채널 2번
m_tx.FIdentifier = (ACAN-&amp;gt;FIdentifier + 0x100);

// System Message 창에 출력한다. 
// log(&quot;0x%03x  0x%03x&quot;,  ACAN-&amp;gt;FIdentifier, m_tx.FIdentifier);
// log(&quot;0x%02x  0x%02x&quot;,  ACAN-&amp;gt;FData[7], m_tx.FData[7]);

// m_tx 메시지를 송신한다.
if (0 != com.transmit_can_async(&amp;amp;m_tx)){
    // 송신에 실패하면 System Messages 창에 ERROR를 출력한다.
    log(&quot;ERROR: Tx 0x%03x&quot;, m_tx.FIdentifier);
}

return;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;나머지 설정&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;트랜스밋창&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;트랜스밋창을 연다.&lt;/li&gt;
&lt;li&gt;dbc에서 메시지를 추가한다. 그렇게 하기 위해 트랜스밋창 상단의 첫번째 버튼을 클릭한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;268&quot; data-origin-height=&quot;109&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/vBCBx/dJMcadg1Crt/CYD1ZlwW3D1inS9kgJpAc1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/vBCBx/dJMcadg1Crt/CYD1ZlwW3D1inS9kgJpAc1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/vBCBx/dJMcadg1Crt/CYD1ZlwW3D1inS9kgJpAc1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FvBCBx%2FdJMcadg1Crt%2FCYD1ZlwW3D1inS9kgJpAc1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;250&quot; height=&quot;102&quot; data-origin-width=&quot;268&quot; data-origin-height=&quot;109&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;CAN Database 창이 열리면 ESP 메시지를 선택한다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;840&quot; data-origin-height=&quot;776&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bZIxJM/dJMcaflB5Ye/okcmY3RcTup9axJ9X5V6p1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bZIxJM/dJMcaflB5Ye/okcmY3RcTup9axJ9X5V6p1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bZIxJM/dJMcaflB5Ye/okcmY3RcTup9axJ9X5V6p1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbZIxJM%2FdJMcaflB5Ye%2FokcmY3RcTup9axJ9X5V6p1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;554&quot; data-origin-width=&quot;840&quot; data-origin-height=&quot;776&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;ESP 메시지를 선택하고, Signals 탭에 나열된 신호들의 값을 변경한다. 나는 아래 그림과 같이 변경하였다. 변경의 목적은 데이터가 모두 0x00으로 채워지지 않도록 하기 위해서다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;967&quot; data-origin-height=&quot;700&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/NHmeR/dJMcaaq4PxB/fotKiZRPtzYOOnl1Pdzhy0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/NHmeR/dJMcaaq4PxB/fotKiZRPtzYOOnl1Pdzhy0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/NHmeR/dJMcaaq4PxB/fotKiZRPtzYOOnl1Pdzhy0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FNHmeR%2FdJMcaaq4PxB%2FfotKiZRPtzYOOnl1Pdzhy0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;434&quot; data-origin-width=&quot;967&quot; data-origin-height=&quot;700&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;트레이스창들&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://tsmaster.tistory.com/161&quot;&gt;C 미니프로그램에서 CAN 메시지 송수신하기 :: hsl's tsmaster 사용기&lt;/a&gt;의 방법과 동일하다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;힌트를 얻은 곳&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;위에서 설명한 Insert into script에서 변수 사용법의 힌트를 얻었다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;실행 결과&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc; color: #333333; text-align: start;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;실행 결과는 아래 비디오와 같다.&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;미니프로그램을 실행한다.&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;Start 버튼을 클릭하여 버스를 연결한다.&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;트랜스밋창에서 ESP(0x220) 메시지를 전송한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;채널 1을 표시하는 위쪽 트레이스창에서 ESP(0x220) 메시지가 송신(Tx)되는 것을 확인한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;채널 2를 표시하는 아래쪽 트레이스창에서 &lt;span style=&quot;color: #000000; text-align: start;&quot;&gt;ESP(0x220)&lt;/span&gt; 메시지가 수신(Rx)되는 것을 확인한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;아래쪽 트레이스창에서 0x320 메시지가 송신되는 것을 확인한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;위쪽 트레이스창에서 0x320 메시지가 수신되는 것을 확인한다. &amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;0x320 메시지의 ESP_counter 부분이 업데이트되는 것을 확인한다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=NLXnZ8gtDaY&quot; target=&quot;_blank&quot; rel=&quot;noopener&amp;nbsp;noreferrer&quot;&gt;https://www.youtube.com/watch?v=NLXnZ8gtDaY&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;figure data-ke-type=&quot;video&quot; data-ke-style=&quot;alignCenter&quot; data-video-host=&quot;youtube&quot; data-video-url=&quot;https://www.youtube.com/watch?v=NLXnZ8gtDaY&quot; data-video-thumbnail=&quot;https://scrap.kakaocdn.net/dn/cbY5bG/dJMb8T9Yx8U/kKW1eveuvob2JRItGSGsLk/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720&quot; data-video-width=&quot;860&quot; data-video-height=&quot;484&quot; data-video-origin-width=&quot;860&quot; data-video-origin-height=&quot;484&quot; data-ke-mobilestyle=&quot;widthContent&quot; data-video-title=&quot;TSMaster - C Miniprogram - Rx &amp;amp; Tx Signal Level Manipulation&quot; data-original-url=&quot;&quot;&gt;&lt;iframe src=&quot;https://www.youtube.com/embed/NLXnZ8gtDaY&quot; width=&quot;860&quot; height=&quot;484&quot; frameborder=&quot;&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;
&lt;figcaption style=&quot;display: none;&quot;&gt;&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 style=&quot;color: #000000; text-align: start;&quot; data-ke-size=&quot;size23&quot;&gt;결론&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc; color: #333333; text-align: start;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;TSMaster의 C 미니프로램을 이용하여 메시지를 수신하고, 신호를 변경하고, 변경된 신호가 포함된 데이터를 새 메시지에 실어서 송신하는 예제를 작성하였다.&lt;/li&gt;
&lt;li style=&quot;list-style-type: disc; color: #000000;&quot;&gt;생각보다 쉽다.&lt;/li&gt;
&lt;/ul&gt;</description>
      <category>design</category>
      <category>miniprogram</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <category>미니프로그램</category>
      <category>투썬</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/162</guid>
      <comments>https://tsmaster.tistory.com/162#entry162comment</comments>
      <pubDate>Thu, 19 Mar 2026 16:08:45 +0900</pubDate>
    </item>
    <item>
      <title>C 미니프로그램에서 CAN 메시지 송수신하기</title>
      <link>https://tsmaster.tistory.com/161</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;시작하기 전에&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;0x700 메시지를 수시하면 0x701, 0x702, 0x703, 0x704 메시지를 전송하는 기능이 필요하다. TSMaster의 미니프로그램을 이용하면 이 기능을 구현할 수 있다. 미니프로그램의 언어로 Python 혹은 C를 사용할 수 있다. 나는 C를 모른다. 하지만 C로 도전한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;개요&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;프로젝트 설계&lt;/li&gt;
&lt;li&gt;미니프로그램&lt;/li&gt;
&lt;li&gt;나머지 설정&lt;/li&gt;
&lt;li&gt;힌트를 얻은 곳&lt;/li&gt;
&lt;li&gt;실행 결과&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;프로젝트 설계&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2 채널 CAN 인터페이스 하드웨어를 사용한다. 채널 1과 채널 2를 직접 연결하여 버스를 구성한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-filename=&quot;TC1013_bus.png&quot; data-origin-width=&quot;844&quot; data-origin-height=&quot;1125&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/AYgWD/dJMcaibz6br/uTo2QxE2xm4VES89dlBaW1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/AYgWD/dJMcaibz6br/uTo2QxE2xm4VES89dlBaW1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/AYgWD/dJMcaibz6br/uTo2QxE2xm4VES89dlBaW1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FAYgWD%2FdJMcaibz6br%2FuTo2QxE2xm4VES89dlBaW1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;344&quot; height=&quot;459&quot; data-filename=&quot;TC1013_bus.png&quot; data-origin-width=&quot;844&quot; data-origin-height=&quot;1125&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;채널 1에서 0x700 메시지를 1000msec 주기로 전송한다. (채널 2에서 수신한다.) 트랜스밋창에서 0x700 메시지 송신을 설정한다.&lt;/li&gt;
&lt;li&gt;미니프로그램은 0x700 메시지를 수신하면 (On CAN Rx)
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메시지가 채널 2에서 수신된 경우 실행한다.&lt;/li&gt;
&lt;li&gt;채널 2에서 0x701, 0x702, 0x703, 0x704 메시지를 송신한다.&lt;/li&gt;
&lt;li&gt;각 메시지의 첫 바이트를 카운터하여 메시지가 업데이트되어 송신되는 것을 확인할 수 있도록 한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;미니프로그램 작동을 Trace 창에서 확인한다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;송신과 수신 메시지를 구분하기 위해서
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;채널 1번과 채널 2번용 트레이스창을 각각 생성한다.&lt;/li&gt;
&lt;li&gt;각 트레이스창에 채널 필터를 적용한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;미니프로그램&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메인 메뉴/ Design/ C Mini Program 버튼을 클릭하여 Add C Code Editor를 한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1462&quot; data-origin-height=&quot;295&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/boqbFk/dJMcafsmlUN/0LmXcqKgATjhikIaTZ10Nk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/boqbFk/dJMcafsmlUN/0LmXcqKgATjhikIaTZ10Nk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/boqbFk/dJMcafsmlUN/0LmXcqKgATjhikIaTZ10Nk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FboqbFk%2FdJMcafsmlUN%2F0LmXcqKgATjhikIaTZ10Nk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;121&quot; data-origin-width=&quot;1462&quot; data-origin-height=&quot;295&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Symbols 탭의 이벤트 목록에서 &quot;On CAN Rx&quot; 항목을 마우스 우클릭으로 선택한다. &quot;Add On Rx - CAN Message&quot;를 선택한다. (CAN-FD의 경우 Add On Rx - CAN FD Message를)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1023&quot; data-origin-height=&quot;393&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/NAjU2/dJMcaf6XRkI/yjkDiQdbI90mn6ERv3qaU1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/NAjU2/dJMcaf6XRkI/yjkDiQdbI90mn6ERv3qaU1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/NAjU2/dJMcaf6XRkI/yjkDiQdbI90mn6ERv3qaU1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FNAjU2%2FdJMcaf6XRkI%2FyjkDiQdbI90mn6ERv3qaU1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;700&quot; height=&quot;269&quot; data-origin-width=&quot;1023&quot; data-origin-height=&quot;393&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;id에 700을 입력한다. 0x700 메시지를 수신할 때 실행할 함수를 정의할 것이니까. Name에 함수 이름에 사용한 문구를 입력한다. 나는 m700으로 하였다. 0x700 메시지(m)를 수신할 때 실행할 함수니까.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;759&quot; data-origin-height=&quot;211&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bK3Q9R/dJMcagrgTyj/h7HEY208M1Bk6OzR9UzVOk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bK3Q9R/dJMcagrgTyj/h7HEY208M1Bk6OzR9UzVOk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bK3Q9R/dJMcagrgTyj/h7HEY208M1Bk6OzR9UzVOk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbK3Q9R%2FdJMcagrgTyj%2Fh7HEY208M1Bk6OzR9UzVOk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;167&quot; data-origin-width=&quot;759&quot; data-origin-height=&quot;211&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;함수의 뼈대가 만들어 진다. 함수 원형이 아래와 같이 생성된다. m700는 함수 이름에 사용하기 위해 입력한 문구이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1773888893748&quot; class=&quot;cpp&quot; data-ke-language=&quot;cpp&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;void on_can_rx_m700(const TCAN* ACN)&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;코드를 입력한다. 코드의&amp;nbsp; 작용은 커멘트로 설명하였다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1181&quot; data-origin-height=&quot;623&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/borS4y/dJMcafTrUDE/GhxoKEXoBMNkvn3RbVElck/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/borS4y/dJMcafTrUDE/GhxoKEXoBMNkvn3RbVElck/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/borS4y/dJMcafTrUDE/GhxoKEXoBMNkvn3RbVElck/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FborS4y%2FdJMcafTrUDE%2FGhxoKEXoBMNkvn3RbVElck%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;700&quot; height=&quot;369&quot; data-origin-width=&quot;1181&quot; data-origin-height=&quot;623&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div data-ke-type=&quot;moreLess&quot; data-text-more=&quot;더보기&quot; data-text-less=&quot;닫기&quot;&gt;&lt;a class=&quot;btn-toggle-moreless&quot;&gt;더보기&lt;/a&gt;
&lt;div class=&quot;moreless-content&quot;&gt;
&lt;pre id=&quot;code_1773889200652&quot; class=&quot;cpp&quot; data-ke-language=&quot;cpp&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;// 0x700 message를 수신하면 
// 0x701, 0x702, 0x703, 0x704 메시지를 전송한다.
// 송신 메시지의 첫 바이트를 카운터로 정의한다. 송신할 때마다 
// 데이터가 변경되는 것을 확인하기 이한 목적이다. 

// 수신 채널이 2번일 경우에만 실행한다.
if (ACAN-&amp;gt;FIdxChn != CH2) return; 


// 메시지 송신에 사용할 변수를 선언한다.
TCAN m_tx;   

// 송신 메시지의 아이디들
static u16 m_tx_ids[4] = {0x701, 0x702, 0x703, 0x704};  

// 메시지를 전송할 때마다 카운터 바이트를 변경하기 위해
static u8 m_tx_counters[4] = {0x01, 0x02, 0x03, 0x04}; 

// for 루프를 위한 인덱스
u8 i;

for (i=0; i&amp;lt;4; i++) {
    m_tx = {1,0x1,8,0,m_tx_ids[i],0,{m_tx_counters[i], 0x6, 0x5, 0x4, 0x3, 0x2, 0x1, 0x0}};
    // 데이터의 맨 앞에 1이 채널 2를 의미한다. 채널 0은 채널 1이다.
    m_tx_counters[i] += 1;

    if (0 != com.transmit_can_async(&amp;amp;m_tx)){
      log(&quot;ERROR: Tx 0x%03x&quot;, m_tx.FIdentifier);
    }
}

return;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;나머지 설정&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;트랜스밋창&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;트랜스밋창을 생성한다. (아래 그림에서 &quot;[1] CAN / CAN FD Transmit&quot;는 창이 이미 존재하기 때문에 표시된다.)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1147&quot; data-origin-height=&quot;248&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/uBFMv/dJMcabXOokw/MnKG8FAVNNtLF67qx3woj1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/uBFMv/dJMcabXOokw/MnKG8FAVNNtLF67qx3woj1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/uBFMv/dJMcabXOokw/MnKG8FAVNNtLF67qx3woj1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FuBFMv%2FdJMcabXOokw%2FMnKG8FAVNNtLF67qx3woj1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;130&quot; data-origin-width=&quot;1147&quot; data-origin-height=&quot;248&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메시지를 추가한다. 트랜스밋창 상단의 두번째 버튼을 클릭하면 임의의 메시지를 생성할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;236&quot; data-origin-height=&quot;110&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bmwLdY/dJMcafFUJhE/7GOlE3f8xL92WsUvy9LWrk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bmwLdY/dJMcafFUJhE/7GOlE3f8xL92WsUvy9LWrk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bmwLdY/dJMcafFUJhE/7GOlE3f8xL92WsUvy9LWrk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbmwLdY%2FdJMcafFUJhE%2F7GOlE3f8xL92WsUvy9LWrk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;200&quot; height=&quot;93&quot; data-origin-width=&quot;236&quot; data-origin-height=&quot;110&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메시지를 정의한다. Trigger 셀을 클릭하여 Period 을 선택한다. Period에 주기를 1000 msec로 하였다. Id는 700으로, Chn(채널)은 1로 하였다. D0 ... D7은 임의의 데이터를 넣었다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1502&quot; data-origin-height=&quot;206&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bABrDl/dJMcahRfojX/M3TGH3ICbQfUYR57RQvcT1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bABrDl/dJMcahRfojX/M3TGH3ICbQfUYR57RQvcT1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bABrDl/dJMcahRfojX/M3TGH3ICbQfUYR57RQvcT1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbABrDl%2FdJMcahRfojX%2FM3TGH3ICbQfUYR57RQvcT1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;700&quot; height=&quot;96&quot; data-origin-width=&quot;1502&quot; data-origin-height=&quot;206&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;트레이스창들&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;트레이스창을 두 개 생성한다. (아래 그림에서 &quot;[1] CAN / CAN FD Trace&quot;, &quot;[2] CAN / CAN FD Trace [#2]&quot;는 창들이 이미 존재하기 때문에 표시된다.)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1148&quot; data-origin-height=&quot;321&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cfpUPH/dJMb99MqE23/SQ2H8gxa5cbm40pX6QhP10/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cfpUPH/dJMb99MqE23/SQ2H8gxa5cbm40pX6QhP10/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cfpUPH/dJMb99MqE23/SQ2H8gxa5cbm40pX6QhP10/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcfpUPH%2FdJMb99MqE23%2FSQ2H8gxa5cbm40pX6QhP10%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;700&quot; height=&quot;196&quot; data-origin-width=&quot;1148&quot; data-origin-height=&quot;321&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;두 창들에 각각 채널 1, 채널 2의 메시지들만 표시되도록 필터를 설정한다. 필터를 설정하기 위해서 Measurement Setup 창을 연다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;604&quot; data-origin-height=&quot;244&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/lw2zk/dJMcaaLmW5U/WyBAc7f3i6vo8mTAkV71t1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/lw2zk/dJMcaaLmW5U/WyBAc7f3i6vo8mTAkV71t1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/lw2zk/dJMcaaLmW5U/WyBAc7f3i6vo8mTAkV71t1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Flw2zk%2FdJMcaaLmW5U%2FWyBAc7f3i6vo8mTAkV71t1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;400&quot; height=&quot;162&quot; data-origin-width=&quot;604&quot; data-origin-height=&quot;244&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;필터를 적용할 CAN / CAN FD Trace 창을 마우스 우클릭으로 선택한다. 메뉴에서 Insert Filter를 선택한다. 필터가 추가된다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;649&quot; data-origin-height=&quot;556&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/s6R4g/dJMcahX1jQi/vCf88zTIFeuvU95APmo2gk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/s6R4g/dJMcahX1jQi/vCf88zTIFeuvU95APmo2gk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/s6R4g/dJMcahX1jQi/vCf88zTIFeuvU95APmo2gk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fs6R4g%2FdJMcahX1jQi%2FvCf88zTIFeuvU95APmo2gk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;400&quot; height=&quot;343&quot; data-origin-width=&quot;649&quot; data-origin-height=&quot;556&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1014&quot; data-origin-height=&quot;869&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/4Jh4d/dJMcaiCBPhv/jgt6VrKCLjMckkBy0zYsyK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/4Jh4d/dJMcaiCBPhv/jgt6VrKCLjMckkBy0zYsyK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/4Jh4d/dJMcaiCBPhv/jgt6VrKCLjMckkBy0zYsyK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F4Jh4d%2FdJMcaiCBPhv%2Fjgt6VrKCLjMckkBy0zYsyK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;400&quot; height=&quot;343&quot; data-origin-width=&quot;1014&quot; data-origin-height=&quot;869&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Measurement Filter를 더블클릭한다. Pass를 선택한다. CAN 1(채널 1)을 선택한다. Add를 선택하여 Add Any Frame을 선택한다. 채널 1의 모든 프레임이 통과되어 트레이스창에 표시된다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;729&quot; data-origin-height=&quot;425&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/qU8u2/dJMcaakiDkh/4W4AIL8c1QoiCzAufHXU50/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/qU8u2/dJMcaakiDkh/4W4AIL8c1QoiCzAufHXU50/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/qU8u2/dJMcaakiDkh/4W4AIL8c1QoiCzAufHXU50/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FqU8u2%2FdJMcaakiDkh%2F4W4AIL8c1QoiCzAufHXU50%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;350&quot; data-origin-width=&quot;729&quot; data-origin-height=&quot;425&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;같은 방법으로 다른 트레이스창 앞에 Measurement Filter를 추가하고, 채널 2의 메시지들만 표시되도록 설정한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;힌트를 얻은 곳&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;C에서 메시지를 다루는 방법은 트랜스밋창에서 힌트를 얻었다.&lt;/li&gt;
&lt;li&gt;트랜스밋창에서 메시지를 마우스 우클릭으로 선택하고, Copy as C Script를 선택하면, 해당 메시지를 전송하는 C 코드를 알 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;497&quot; data-origin-height=&quot;338&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/0y6gs/dJMcaiCBQ5q/ERNpkuPEtNqwI8IKYtnuR0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/0y6gs/dJMcaiCBQ5q/ERNpkuPEtNqwI8IKYtnuR0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/0y6gs/dJMcaiCBQ5q/ERNpkuPEtNqwI8IKYtnuR0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F0y6gs%2FdJMcaiCBQ5q%2FERNpkuPEtNqwI8IKYtnuR0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;400&quot; height=&quot;272&quot; data-origin-width=&quot;497&quot; data-origin-height=&quot;338&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;910&quot; data-origin-height=&quot;293&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/pEV1V/dJMcad2kX4f/avF9q2mKlGpJde6wxVj2AK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/pEV1V/dJMcad2kX4f/avF9q2mKlGpJde6wxVj2AK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/pEV1V/dJMcad2kX4f/avF9q2mKlGpJde6wxVj2AK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FpEV1V%2FdJMcad2kX4f%2FavF9q2mKlGpJde6wxVj2AK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;450&quot; height=&quot;145&quot; data-origin-width=&quot;910&quot; data-origin-height=&quot;293&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;실행 결과&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;실행 결과는 아래 비디오와 같다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;미니프로그램을 실행한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Start 버튼을 클릭하여 버스를 연결한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;트랜스밋창에서 0x700 메시지를 전송한다.&lt;/li&gt;
&lt;li&gt;채널 1을 표시하는 위쪽 트레이스창에서 0x700 메시지가 송신(Tx)되는 것을 확인한다.&lt;/li&gt;
&lt;li&gt;채널 2를 표시하는 아래쪽 트레이스창에서 0x700 메시지가 수신(Rx)되는 것을 확인한다.&lt;/li&gt;
&lt;li&gt;아래쪽 트레이스창에서 0x701, 0x702, 0x702, 0x703 메시지들이 송신되는 것을 확인한다.&lt;/li&gt;
&lt;li&gt;위쪽 트레이스창에서 0x701, 0x702, 0x702, 0x703 메시지들이 수신되는 것을 확인한다. &amp;nbsp;&lt;/li&gt;
&lt;li&gt;0x701, 0x702, 0x702, 0x703의 카운터들이 업데이트되는 것을 확인한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a title=&quot;TSMaster C 미니프로그램에서 CAN 메시지 송수신하기&quot; href=&quot;https://www.youtube.com/watch?v=-qR8ElcMC_Y&quot; rel=&quot;noopener&quot;&gt;https://www.youtube.com/watch?v=-qR8ElcMC_Y&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;figure data-ke-type=&quot;video&quot; data-ke-style=&quot;alignCenter&quot; data-video-host=&quot;youtube&quot; data-video-url=&quot;https://www.youtube.com/watch?v=-qR8ElcMC_Y&quot; data-video-thumbnail=&quot;https://scrap.kakaocdn.net/dn/bto8Vr/dJMb88eZGH7/KjM31m6xPdHKLtkt3QrvyK/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/bJAoEA/dJMb82MB8Wg/U7tdUZe4nvOPFp8wr8EQzK/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/bGIAjs/dJMb81GWhkV/FgKyySXhGM5hIkzHRebVak/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720&quot; data-video-width=&quot;860&quot; data-video-height=&quot;484&quot; data-video-origin-width=&quot;860&quot; data-video-origin-height=&quot;484&quot; data-ke-mobilestyle=&quot;widthContent&quot; data-video-title=&quot;TSMaster - C Miniprogram - Rx &amp;amp; Tx raw CAN message&quot; data-original-url=&quot;&quot;&gt;&lt;iframe src=&quot;https://www.youtube.com/embed/-qR8ElcMC_Y&quot; width=&quot;860&quot; height=&quot;484&quot; frameborder=&quot;&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;
&lt;figcaption style=&quot;display: none;&quot;&gt;&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;결론&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;TSMaster의 C 미니프로램을 이용하여 메시지를 수신하고 메시지들을 송신하는 예제를 작성하였다.&lt;/li&gt;
&lt;li&gt;생각보다 쉽다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>design</category>
      <category>miniprogram</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <category>미니프로그램</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/161</guid>
      <comments>https://tsmaster.tistory.com/161#entry161comment</comments>
      <pubDate>Thu, 19 Mar 2026 12:32:17 +0900</pubDate>
    </item>
    <item>
      <title>dbc 병합</title>
      <link>https://tsmaster.tistory.com/160</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;시작하기 전에&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/139&quot;&gt;포르쉐 타이칸 CAN 데이터에서 요-레이트 신호 찾기 :: hsl's tsmaster 사용기&lt;/a&gt;, &lt;a href=&quot;https://tsmaster.tistory.com/140&quot;&gt;포르쉐 타이칸 CAN 데이터에서 횡가속도 신호 찾기 :: hsl's tsmaster 사용기&lt;/a&gt; 에서 &lt;span style=&quot;letter-spacing: 0px;&quot;&gt;&lt;/span&gt;&lt;a style=&quot;letter-spacing: 0px;&quot; href=&quot;https://github.com/commaai/opendbc/tree/master/opendbc/dbc&quot;&gt;opendbc/opendbc/dbc at master &amp;middot; commaai/opendbc&lt;/a&gt;에서 다운로드 받은 dbc 파일들을 사용했다고 이야기 했다. dbc 파일들이 5개 있었다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;200&quot; data-origin-height=&quot;253&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cM95ct/dJMcagdIhLZ/GDDfvDgJX9pyKDJYyxHAq0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cM95ct/dJMcagdIhLZ/GDDfvDgJX9pyKDJYyxHAq0/img.png&quot; data-alt=&quot;opendbc에서 다운로드 받은 VW의 dbc 파일들&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cM95ct/dJMcagdIhLZ/GDDfvDgJX9pyKDJYyxHAq0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcM95ct%2FdJMcagdIhLZ%2FGDDfvDgJX9pyKDJYyxHAq0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;168&quot; height=&quot;213&quot; data-origin-width=&quot;200&quot; data-origin-height=&quot;253&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;opendbc에서 다운로드 받은 VW의 dbc 파일들&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여러 메시지/신호들이 다른 이름으로 여러 dbc 파일들에 중복되어 있었다. TSMaster에 dbc 파일들을 임포트하니 중복된 메시지/신호들이 마지막에 임포트된 dbc 파일의 정의로 대체되었다. 내가 원하는 메시지/신호 정의를 사용할 수 없었다. dbc 파일들에서 메시지/신호들을 선택하여 내게 필요한 dbc를 만들 필요가 생겼다.&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;나는 Vector사의 프리웨어인 CANdb++ 에디터(&lt;a href=&quot;https://tsmaster.tistory.com/37&quot;&gt;CAN dbc 편집 :: hsl's tsmaster 사용기&lt;/a&gt;)를 사용한다. 좋은 툴이다. 복수의 dbc 파일들에서 메시지/신호들을 합치는 작업(dbc 병합)에는 다소 불편하다. 바이브 코딩으로 dbc 병합용 툴을 만들었다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-filename=&quot;main_screen.png&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dRG3bT/dJMcahcBc1J/8vduaeqQRHf8hdKBLtnd10/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dRG3bT/dJMcahcBc1J/8vduaeqQRHf8hdKBLtnd10/img.png&quot; data-alt=&quot;dbc merger 실행 화면&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dRG3bT/dJMcahcBc1J/8vduaeqQRHf8hdKBLtnd10/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdRG3bT%2FdJMcahcBc1J%2F8vduaeqQRHf8hdKBLtnd10%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;2048&quot; height=&quot;1220&quot; data-filename=&quot;main_screen.png&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;dbc merger 실행 화면&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;dbc merger의 설치 방법과 사용법을 설명한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;설치&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/b6PbIa/dJMcafePq3c/Rqgn92czR3020DkZq40jPK/app_dbc_merger_qt.zip?attach=1&amp;amp;knm=tfile.zip&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;app_dbc_merger_qt.zip&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.14MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;ZIP 파일을 압축 해제합니다.&lt;/li&gt;
&lt;li&gt;&quot;app_dbc_merger_qt&quot; 폴더를 포함한 &quot;상위&quot; 경로에서 터미널을 엽니다.&lt;/li&gt;
&lt;li&gt;(선택) 가상환경을 생성합니다.&lt;/li&gt;
&lt;li&gt;의존성 패키지를 설치합니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;pre id=&quot;code_1773624717559&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;REM python 가상 환경을 만듭니다. 옵션입니다.
python -m venv .venv

REM 가상 환경을 활성화 합니다. 
.\.venv\Scripts\Activate.ps1

REM dbc merger 앱을 실행하기 위해서 필요한 패키지/모듈들을 설치합니다.
pip install -r .\app_dbc_merger_qt\requirements.txt&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&lt;br /&gt;&lt;br /&gt;실행&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;상위 폴더에서 아래 명령으로 실행합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1773624916031&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;python -m app_dbc_merger_qt.app&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;메인 화면&lt;/h2&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1888&quot; data-origin-height=&quot;1125&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/etnw6D/dJMcac99b9O/00itRfVxvvyAC0nUSKkMk1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/etnw6D/dJMcac99b9O/00itRfVxvvyAC0nUSKkMk1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/etnw6D/dJMcac99b9O/00itRfVxvvyAC0nUSKkMk1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fetnw6D%2FdJMcac99b9O%2F00itRfVxvvyAC0nUSKkMk1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1888&quot; height=&quot;1125&quot; data-origin-width=&quot;1888&quot; data-origin-height=&quot;1125&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;기본 사용 순서&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #ee2323;&quot;&gt;왼쪽 패널에서 DBC1 파일을 로드합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #f89009;&quot;&gt;오른쪽 패널에서 DBC2 파일을 로드합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #009a87;&quot;&gt;병합에 포함할 메시지/신호를 선택합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #006dd7;&quot;&gt;&quot;Copy&quot; 또는 &quot;Copy All&quot; 버튼으로 중앙 DBC3로 복사합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #8a3db6;&quot;&gt;중앙 DBC3 트리에서 체크 상태와 Source를 확인합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #409d00;&quot;&gt;파일 이름과 인코딩을 설정합니다.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #ef5369;&quot;&gt;&quot;Save DBC&quot; 버튼으로 저장합니다.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;참고 사항&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;앱 실행 후 GUI가 뜰 때까지 조금 시간이 걸립니다.&lt;/li&gt;
&lt;li&gt;마지막에 사용한 DBC1/DBC2/DBC3 경로는 `dbc_merger_last_paths.json`에 저장됩니다.&lt;/li&gt;
&lt;li&gt;DBC3 트리는 메시지/신호 단위 체크박스로 포함 여부를 제어할 수 있습니다.&lt;/li&gt;
&lt;li&gt;Help 메뉴에서 About, License, Third-Party Licenses를 확인할 수 있습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;문제 해결&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;DBC 로드 실패 시 파일 인코딩 또는 DBC 파일 유효성(CANdb++ 에디터에서 열어보십시오.)을 확인하세요.&lt;/li&gt;
&lt;li&gt;병합 실패 시 하단 로그 패널의 충돌 메시지를 확인하세요.&lt;/li&gt;
&lt;/ul&gt;</description>
      <category>application</category>
      <category>can통신</category>
      <category>DBC</category>
      <category>dbc병합</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/160</guid>
      <comments>https://tsmaster.tistory.com/160#entry160comment</comments>
      <pubDate>Mon, 16 Mar 2026 10:53:07 +0900</pubDate>
    </item>
    <item>
      <title>YouTube: Panel에서 LED와 Switch 사용하기</title>
      <link>https://tsmaster.tistory.com/159</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;Panel에서 LED와 Switch 사용하기&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;YouTube: &lt;a href=&quot;https://www.youtube.com/watch?v=HbgT_ASejj4&quot; target=&quot;_blank&quot; rel=&quot;noopener&amp;nbsp;noreferrer&quot;&gt;https://www.youtube.com/watch?v=HbgT_ASejj4&lt;/a&gt;&lt;/p&gt;
&lt;figure data-ke-type=&quot;video&quot; data-ke-style=&quot;alignCenter&quot; data-video-host=&quot;youtube&quot; data-video-url=&quot;https://www.youtube.com/watch?v=HbgT_ASejj4&quot; data-video-thumbnail=&quot;https://scrap.kakaocdn.net/dn/TREZ2/dJMb81GVIdA/GsFRLiAk8lelJrUwwiN2aK/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/ue9tN/dJMb81GVIdz/UsiwWW2mfQ6HT8l5QKLnWk/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/uIggp/dJMb8PGuEAT/xAkVfBsT3WLEeuT0jdMKx1/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720&quot; data-video-width=&quot;860&quot; data-video-height=&quot;484&quot; data-video-origin-width=&quot;860&quot; data-video-origin-height=&quot;484&quot; data-ke-mobilestyle=&quot;widthContent&quot; data-video-title=&quot;TSMaster Panel에서 LED와 Switch 사용법&quot; data-original-url=&quot;&quot;&gt;&lt;iframe src=&quot;https://www.youtube.com/embed/HbgT_ASejj4&quot; width=&quot;860&quot; height=&quot;484&quot; frameborder=&quot;&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;
&lt;figcaption style=&quot;display: none;&quot;&gt;&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;설명 내용&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Panel에 LED와 Switch를 추가하고, CAN 신호와 연결한다.&lt;/li&gt;
&lt;li&gt;Switch를 조작하여 CAN 신호가 변경되도록 한다. CAN 신호의 변경에 따라 LED 상태도 변한다.&lt;/li&gt;
&lt;li&gt;CAN 메시지의 신호를 변경하여 LED와 Switch의 상태를 변경한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;원본&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=iR6bF7aOqPI&amp;amp;t=9s&quot; target=&quot;_blank&quot; rel=&quot;noopener&amp;nbsp;noreferrer&quot;&gt;https://www.youtube.com/watch?v=iR6bF7aOqPI&amp;amp;t=9s&lt;/a&gt; 비디오를 편집하고 자막을 추가하였다.&lt;/li&gt;
&lt;/ul&gt;</description>
      <category>can통신</category>
      <category>Panel</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/159</guid>
      <comments>https://tsmaster.tistory.com/159#entry159comment</comments>
      <pubDate>Fri, 13 Mar 2026 12:45:19 +0900</pubDate>
    </item>
    <item>
      <title>YouTube: CAN, LIN 메시지 송수신</title>
      <link>https://tsmaster.tistory.com/158</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;CAN, LIN 메시지 송수신&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;YouTube:&amp;nbsp;&lt;a href=&quot;https://www.youtube.com/watch?v=FJaGl8kGZLY&quot; target=&quot;_blank&quot; rel=&quot;noopener&amp;nbsp;noreferrer&quot;&gt;https://www.youtube.com/watch?v=FJaGl8kGZLY&lt;/a&gt;&lt;/p&gt;
&lt;figure data-ke-type=&quot;video&quot; data-ke-style=&quot;alignCenter&quot; data-video-host=&quot;youtube&quot; data-video-url=&quot;https://www.youtube.com/watch?v=FJaGl8kGZLY&quot; data-video-thumbnail=&quot;https://scrap.kakaocdn.net/dn/A38lV/dJMb84XXaNl/SkKuPGffk41a7cQrbK6zPK/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/JlumV/dJMb8TB70TZ/JqPKUZFveNpjw1OTa3pXVk/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720,https://scrap.kakaocdn.net/dn/b1smOM/dJMb82MBwVW/sI98cXqovL1IcKfLK8ZuS0/img.jpg?width=1280&amp;amp;height=720&amp;amp;face=0_0_1280_720&quot; data-video-width=&quot;860&quot; data-video-height=&quot;484&quot; data-video-origin-width=&quot;860&quot; data-video-origin-height=&quot;484&quot; data-ke-mobilestyle=&quot;widthContent&quot; data-video-title=&quot;TSMaster 튜토리얼 Part1. 하드웨어 연결 및 메시지 송수신&quot; data-original-url=&quot;&quot;&gt;&lt;iframe src=&quot;https://www.youtube.com/embed/FJaGl8kGZLY&quot; width=&quot;860&quot; height=&quot;484&quot; frameborder=&quot;&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/iframe&gt;
&lt;figcaption style=&quot;display: none;&quot;&gt;&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;설명 내용&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;CAN, LIN 하드웨어 설정&lt;/li&gt;
&lt;li&gt;CAN 메시지 전송
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;사용자 정의 신호를 정의하는 방법&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;LIN 메시지 전송&amp;nbsp;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;마스터 노드와 슬레이브 노드 설정 방법&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;내가 배운 것&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;사용자 정의 신호를 정의할 때, 먼저 Export를 한 후 엑스포트된 파일에 (시간, 값) 쌍들을 입력하고 저장하고, 이 파일을 Import 해야 한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;마스터 노드와 슬레이브 노드를 변경할 때, Master Node 체크 박스를 먼저 uncheck 한 후 다시 check 해야한다. 아마 기존 설정을 삭제하고 새 설정을 저장하는 조작인 것 같다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/23&quot;&gt;hsl's tsmaster 사용기 목차 :: hsl's tsmaster 사용기&lt;/a&gt;&lt;/p&gt;</description>
      <category>YouTube</category>
      <category>can통신</category>
      <category>LIN통신</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/158</guid>
      <comments>https://tsmaster.tistory.com/158#entry158comment</comments>
      <pubDate>Thu, 12 Mar 2026 18:39:58 +0900</pubDate>
    </item>
    <item>
      <title>blf &amp;amp; dbc --&amp;gt; mdf or csv 변환</title>
      <link>https://tsmaster.tistory.com/157</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;시작하기 전에&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/155&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf 변환 :: hsl's tsmaster 사용기&lt;/a&gt;에서 blf 파일에서 dbc 파일에 정의된 신호들을 선택하여 mdf 파일을 생성하는 프로그램을 개발의 요점들을 설명하였다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;디렉토리를 선택하면, 그 디렉토리에 있는 모든 blf 파일들을 표시하여 사용자가 선택할 수 있도록 하고, 선택된 파일들을 변환하여 csv 파일들을 생성하는 기능을 추가하였다.&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;사용법&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;파일 입력&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf 파일을 파싱할 dbc 파일을 선택한다.&lt;/li&gt;
&lt;li&gt;단일 파일을 변환할 것인지 디렉토리를 변환할 것인지 선택한다.&lt;/li&gt;
&lt;li&gt;파일 혹은 디렉토리를 선택한다.&lt;/li&gt;
&lt;li&gt;디렉토리를 선택한 경우, 파일 목록에서 변환할 파일들을 선택한다.&lt;/li&gt;
&lt;li&gt;파싱 버튼을 클릭한다.&amp;nbsp;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf 파일에서 일정 크기를 읽는다. 일정 크기는 설정 탭의 &quot;BLF 파싱 크기&quot;에서 설정할 수 있다.&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;프로그램은 blf 파일에 어떤 메시지들이 있는 지 확인한다. 이 정보는 신호 선택 탭에서 이용된다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dtpCg4/dJMcaaLfx92/wbKcMIJQzth9UaT5zMrCtK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dtpCg4/dJMcaaLfx92/wbKcMIJQzth9UaT5zMrCtK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dtpCg4/dJMcaaLfx92/wbKcMIJQzth9UaT5zMrCtK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdtpCg4%2FdJMcaaLfx92%2FwbKcMIJQzth9UaT5zMrCtK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;신호 선택&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;dbc 파일에서 읽은 메시지/신호들이 트리 구조를 표시된다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;blf 파싱 중에 찾지 못한 메시지는 선택 불가 상태로 표시된다.&lt;/li&gt;
&lt;li&gt;변환할 신호들을 선택한다.&lt;/li&gt;
&lt;li&gt;&quot;선택 저장&quot;, &quot;선택 로드&quot; 버튼으로 선택 상태를 저장하고 다시 불러올 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/sp12o/dJMcagdDWhD/oYZ3oFoVnKwluZUF7Co5y1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/sp12o/dJMcagdDWhD/oYZ3oFoVnKwluZUF7Co5y1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/sp12o/dJMcagdDWhD/oYZ3oFoVnKwluZUF7Co5y1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fsp12o%2FdJMcagdDWhD%2FoYZ3oFoVnKwluZUF7Co5y1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;변환&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;리샘플링 여부를 선택할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;리샘플링을 선택하는 경우,
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;주기를 정할 수 있다.&lt;/li&gt;
&lt;li&gt;리샘플링 방법을 선택할 수 있다. (직전값, 선형 보간, 최빈값)&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;타임스탬프&amp;nbsp;정규화를&amp;nbsp;선택할&amp;nbsp;수&amp;nbsp;있다.&amp;nbsp;선택하는&amp;nbsp;경우&amp;nbsp;첫&amp;nbsp;메시지의&amp;nbsp;타임스탬프를&amp;nbsp;0으로&amp;nbsp;하고,&amp;nbsp;나머지&amp;nbsp;메시지들의&amp;nbsp;타임스탬프를&amp;nbsp;이에&amp;nbsp;따라&amp;nbsp;변경한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;background-color: #ffffff; color: #000000; text-align: left;&quot;&gt;변환 파일 형식을 선택할 수 있다.&lt;/span&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;csv로 저장하려면 반드시 리샘플링을 선택해야 한다. csv에 신호별로 타임스탬프를 저장한다면, 데이터를 사용하기에 상당히 불편하기 때문이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;출력 파일/디렉토리 경로 이름을 정할 수 있다.&lt;/li&gt;
&lt;li&gt;변환 실행을 클릭하면 변환이 시작된다. 변환 중 프로그레스바와 변환 결과 요약이 표시된다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ypeUJ/dJMcaa5ynxT/hUGPkydZLoP8Y2qWIjlRTk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ypeUJ/dJMcaa5ynxT/hUGPkydZLoP8Y2qWIjlRTk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ypeUJ/dJMcaa5ynxT/hUGPkydZLoP8Y2qWIjlRTk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FypeUJ%2FdJMcaa5ynxT%2FhUGPkydZLoP8Y2qWIjlRTk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;미리보기&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;변환이 완료되면 미리보기 탭으로 이동한다.&lt;/li&gt;
&lt;li&gt;마지막으로 변환된 파일의 알파벳 순으로 가장 먼저 오는 신호가 그래프로 표시된다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dy8YBy/dJMcagxUp9K/scls7FB3nzImEXsvnixWpK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dy8YBy/dJMcagxUp9K/scls7FB3nzImEXsvnixWpK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dy8YBy/dJMcagxUp9K/scls7FB3nzImEXsvnixWpK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fdy8YBy%2FdJMcagxUp9K%2Fscls7FB3nzImEXsvnixWpK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Shift 키나 Ctrl 키를 누른 상태로 신호들을 선택하면 여러 신호들을 볼 수 있다.&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/uNw7t/dJMcafTkx5Y/R6ZPB4D4lnFnWINpLF6LKk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/uNw7t/dJMcafTkx5Y/R6ZPB4D4lnFnWINpLF6LKk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/uNw7t/dJMcafTkx5Y/R6ZPB4D4lnFnWINpLF6LKk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FuNw7t%2FdJMcafTkx5Y%2FR6ZPB4D4lnFnWINpLF6LKk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;개별 그래프를 체크하면, 신호들마다 축을 분리해서 볼 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/LF16a/dJMcadA797g/hmxIKUgZaK4OMFJf0bFVK0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/LF16a/dJMcadA797g/hmxIKUgZaK4OMFJf0bFVK0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/LF16a/dJMcadA797g/hmxIKUgZaK4OMFJf0bFVK0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FLF16a%2FdJMcadA797g%2FhmxIKUgZaK4OMFJf0bFVK0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1615&quot; height=&quot;1005&quot; data-origin-width=&quot;1615&quot; data-origin-height=&quot;1005&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&quot;파일 열기&quot; 버튼을 클릭하여 다른 csv, mdf 파일을 열어 그래프로 볼 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;코드&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;아래 파이썬 코드와 requirements.txt 파일을 드라이브의 같은 디렉토리에 저장한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/baaBYu/dJMcaiicEC6/wkxvZOkrJnwLUM7gYirTZK/blf_dbc_to_mdf_csv_mp.py?attach=1&amp;amp;knm=tfile.py&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;blf_dbc_to_mdf_csv_mp.py&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.11MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/bgnIJC/dJMcaibsQoo/bNxdQ7typHF3Rae13CpFL0/requirements.txt?attach=1&amp;amp;knm=tfile.txt&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;requirements.txt&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.00MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;이 디렉토리에서 커맨드 창을 연다. (파일 탐색기의 경로가 표시되는 곳에 cmd 라고 입력하고 엔터하면 현재 경로에서 커맨드 창이 열린다.)&lt;/li&gt;
&lt;li&gt;아래 명령어로 프로그램 실행에 필요한 패키지들을 설치한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1773112572288&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;pin install -r requirements.txt&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&amp;nbsp;아래 명령어로 프로그램을 실행한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1773112619932&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;python blf_dbc_to_mdf_csv_mp.py&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;결론&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;기존 blf &amp;amp; dbc --&amp;gt; mdf 변환기를 개선하여 csv 형식 파일으로 저장할 수 있도록 했다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/23&quot;&gt;hsl's tsmaster 사용기 목차 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
      <category>application</category>
      <category>blf_to_csv</category>
      <category>blf_to_mdf</category>
      <category>can통신</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/157</guid>
      <comments>https://tsmaster.tistory.com/157#entry157comment</comments>
      <pubDate>Tue, 10 Mar 2026 12:18:03 +0900</pubDate>
    </item>
    <item>
      <title>FRD: blf &amp;amp; dbc --&amp;gt; mdf</title>
      <link>https://tsmaster.tistory.com/156</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;나는 클로드를 이용하여 코딩할 때, 구현하고자 하는 기능을 (10줄 이내로) 간략하게 기술한다. 이를 FRD(Functional Requirement Document)라고 부른다. 클로드에게 FRD 검토와 피드백을 요청한다. 클로드의 피드백들 중에 내 마음에 드는 것을 선택하고 &lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;서브 기능에 관해&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; 내 생각을 이야기하고 피드백을 요청한다. 이런 작업을 반복한다. 중간중간에 코드 작성을 요청하고 실행해 본다. 버그나 사용 방법 개선에 관해 클로드와 대화한다. 어느 정도 진척이 이뤄지면 클로드에게 FRD 업데이트를 요청한다.&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;h1&gt;BLF + DBC &amp;rarr; MDF 변환 도구 기능 요구 조건 (FRD)&lt;/h1&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;문서 버전&lt;/b&gt;: 0.7 &amp;lt;-- 버전이 0.7인 것으로 미루어 프로젝트 중에 클로드에게 6번 FRD 정리를 요청했나보다. 첫 버전은 내가 작성한 것이다.&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;b&gt;작성일&lt;/b&gt;: 2026-03-08&lt;br /&gt;&lt;b&gt;파일명&lt;/b&gt;: &lt;code&gt;blf_dbc_to_mdf_mp.py&lt;/code&gt; (PySide6 데스크톱 앱, 멀티프로세싱 버전)&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;변경 이력&lt;/h2&gt;
&lt;table style=&quot;height: 430px;&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr style=&quot;height: 23px;&quot;&gt;
&lt;th style=&quot;width: 76px; height: 23px;&quot;&gt;버전&lt;/th&gt;
&lt;th style=&quot;width: 100px; height: 23px;&quot;&gt;날짜&lt;/th&gt;
&lt;th style=&quot;width: 693px; height: 23px;&quot;&gt;내용&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 21px;&quot;&gt;0.1&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 21px;&quot;&gt;2026-03-06&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 21px;&quot;&gt;초안 (Streamlit 기반)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 43px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 43px;&quot;&gt;0.2&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 43px;&quot;&gt;2026-03-06&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 43px;&quot;&gt;프레임워크 변경: Streamlit &amp;rarr; PySide6. FR-01 파일 입력 방식 변경 (text_input &amp;rarr; 파일 다이얼로그). Streamlit 특화 표현 전반 수정.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 64px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 64px;&quot;&gt;0.3&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 64px;&quot;&gt;2026-03-07&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 64px;&quot;&gt;FR-02에 파싱 트리거 버튼 추가(FR-02-8). FR-05-2 리샘플링 주기 단위 ms 고정. FR-06-2 변환 버튼 비활성화 조건 확장. FR-06-7 취소 버튼 추가. FR-07-2 차트 라이브러리 pyqtgraph 확정. OI-02 단일 채널 처리 방식 확정. OI-03 JSON 저장 범위 확정. 의존 라이브러리 목록 갱신.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 43px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 43px;&quot;&gt;0.4&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 43px;&quot;&gt;2026-03-07&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 43px;&quot;&gt;UI 레이아웃을 4개 탭 구조로 변경 (파일 입력 / 신호 선택 / 변환 옵션 및 실행 / 미리보기). FR-08 탭 전환 규칙 추가.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 43px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 43px;&quot;&gt;0.5&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 43px;&quot;&gt;2026-03-07&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 43px;&quot;&gt;탭 5 [설정] 추가. FR-09 다국어 지원(한국어 / English / 中文) 추가. NFR-07 i18n 문자열 관리 추가. FR-08-1 탭 수 4 &amp;rarr; 5 변경.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 64px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 64px;&quot;&gt;0.6&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 64px;&quot;&gt;2026-03-07&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 64px;&quot;&gt;FR-01-6 파일별 디렉터리 독립 기억으로 확장. FR-02-9 신호 선택 탭 트리 수준 버튼 추가. FR-03-5 BLF 파싱 크기 제한 추가. FR-09-6 설정 탭에 파싱 크기 항목 추가. FR-06-2 변환 버튼 재활성화 버그 수정 내용 반영. 설정 탭 UI 레이아웃 업데이트.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 129px;&quot;&gt;
&lt;td style=&quot;width: 76px; height: 129px;&quot;&gt;0.7&lt;/td&gt;
&lt;td style=&quot;width: 100px; height: 129px;&quot;&gt;2026-03-08&lt;/td&gt;
&lt;td style=&quot;width: 693px; height: 129px;&quot;&gt;파일명 변경: &lt;code&gt;blf_dbc_to_mdf.py&lt;/code&gt; &amp;rarr; &lt;code&gt;blf_dbc_to_mdf_mp.py&lt;/code&gt;. FR-06-4 진행 상태 표시 개선 (0% &amp;rarr; 현재/전체 MB + 경과 시간). FR-06-8 신규: 변환 완료 효과음. FR-07 미리보기 탭 전면 개편: 수평 스플리터(4:1) 레이아웃, MDF 열기 버튼, 다중 신호 선택, 개별 그래프 체크박스. FR-02-9 신호 선택 툴바 버튼 순서 명시. FR-09-7/FR-09-8 신규: 병렬 프로세스 수&amp;middot;배치 크기 설정. FR-10 신규: 멀티프로세싱 변환 (ProcessPoolExecutor, 프레임 배치 분할). NFR-08 신규: 의존 라이브러리 multiprocessing 추가.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 개요&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;BLF(Binary Logging File) 형식의 CAN 데이터 로그와 DBC(Database CAN) 형식의 CAN 매트릭스를 입력으로 받아,&lt;br /&gt;사용자가 선택한 신호들을 MDF4(&lt;code&gt;.mf4&lt;/code&gt;) 형식으로 변환&amp;middot;저장하는 PySide6 데스크톱 애플리케이션.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1.1 배경&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;BLF는 Vector 장비 등에서 생성되는 CAN 로그 포맷이다.&lt;/li&gt;
&lt;li&gt;DBC는 CAN 버스의 메시지&amp;middot;신호 정의 파일이다.&lt;/li&gt;
&lt;li&gt;MDF4는 자동차 산업 표준 계측 데이터 포맷(ASAM MDF)으로, 채널마다 독립적인 타임스탬프를 지원하여 리샘플링 없이도 원본 데이터를 보존할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1.2 처리 흐름&lt;/h3&gt;
&lt;pre class=&quot;less&quot;&gt;&lt;code&gt;BLF 파일 ──┐
            ├─&amp;rarr; [파싱] 버튼 &amp;rarr; DBC 파싱 + BLF 스캔(앞 N MB) &amp;rarr; 신호 선택 &amp;rarr; [변환 실행] &amp;rarr; (옵션: 리샘플링/정규화) &amp;rarr; MDF4 저장
DBC 파일 ──┘

탭 흐름: [파일 입력] &amp;rarr; [신호 선택] &amp;rarr; [변환 옵션 및 실행] &amp;rarr; [미리보기]&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 기능 요구 조건&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-01. 파일 경로 입력&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 91px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 764px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-1&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;BLF 파일 선택 버튼을 클릭하면 &lt;code&gt;QFileDialog&lt;/code&gt;가 열리고, &lt;code&gt;.blf&lt;/code&gt; 확장자 필터가 적용되어야 한다. 선택된 경로는 &lt;code&gt;QLineEdit&lt;/code&gt;에 표시된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-2&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;DBC 파일 선택 버튼을 클릭하면 &lt;code&gt;QFileDialog&lt;/code&gt;가 열리고, &lt;code&gt;.dbc&lt;/code&gt; 확장자 필터가 적용되어야 한다. 선택된 경로는 &lt;code&gt;QLineEdit&lt;/code&gt;에 표시된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-3&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;&lt;code&gt;QLineEdit&lt;/code&gt;에 경로를 직접 타이핑하거나 붙여넣기(Ctrl+V)할 수도 있어야 한다. 경로가 변경될 때마다 파일 존재 여부를 즉시 검증하고, 존재하지 않으면 오류 아이콘 또는 메시지를 표시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-4&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;파일 확장자가 올바른지 검증해야 한다 (BLF: &lt;code&gt;.blf&lt;/code&gt;, DBC: &lt;code&gt;.dbc&lt;/code&gt;).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-5&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;파일 크기 정보를 경로 표시 아래에 표시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 91px;&quot;&gt;FR-01-6&lt;/td&gt;
&lt;td style=&quot;width: 764px;&quot;&gt;BLF, DBC, JSON 파일 다이얼로그는 &lt;b&gt;각각 독립적으로&lt;/b&gt; 마지막 디렉터리를 기억하여 다음 실행 시 같은 디렉터리에서 시작해야 한다 (&lt;code&gt;QSettings&lt;/code&gt; 키: &lt;code&gt;last_dir_blf&lt;/code&gt;, &lt;code&gt;last_dir_dbc&lt;/code&gt;, &lt;code&gt;last_dir_json&lt;/code&gt;).&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-02. DBC 파싱 및 신호 목록 표시&lt;/h3&gt;
&lt;table style=&quot;height: 299px;&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr style=&quot;height: 23px;&quot;&gt;
&lt;th style=&quot;width: 97px; height: 23px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 759px; height: 23px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-1&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;DBC 파일이 유효한 경우 DBC 내의 모든 메시지와 신호를 파싱하여 표시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-2&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;메시지 목록은 메시지 ID, 메시지 이름, 신호 수를 포함해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-3&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;메시지-신호 계층 구조를 &lt;code&gt;QTreeWidget&lt;/code&gt;으로 표시해야 한다. 메시지는 최상위 항목, 신호는 자식 항목이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-4&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;각 신호 항목에는 신호명, 단위(unit), 최솟값/최댓값(DBC 정의 기준)을 표시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-5&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;각 신호 항목에 개별 체크박스(&lt;code&gt;Qt.ItemIsUserCheckable&lt;/code&gt;)가 있어야 하며, 체크된 신호만 MDF로 추출되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-6&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;각 메시지 항목에도 체크박스가 있어야 하며, 메시지 체크박스를 조작하면 하위 신호 전체가 선택/해제되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 21px;&quot;&gt;FR-02-7&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 21px;&quot;&gt;전체 메시지에 대한 &lt;b&gt;전체 선택 / 전체 해제&lt;/b&gt; 버튼이 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 43px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 43px;&quot;&gt;FR-02-8&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 43px;&quot;&gt;DBC 파싱과 BLF 스캔은 &lt;b&gt;[파싱]&lt;/b&gt; 버튼을 클릭했을 때 시작된다 (파일 선택 시 자동 시작하지 않는다). [파싱] 버튼은 BLF와 DBC 파일이 모두 유효하게 선택된 경우에만 활성화된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 86px;&quot;&gt;
&lt;td style=&quot;width: 97px; height: 86px;&quot;&gt;FR-02-9&lt;/td&gt;
&lt;td style=&quot;width: 759px; height: 86px;&quot;&gt;신호 선택 탭 툴바의 버튼 배치 순서는 다음과 같다: &lt;b&gt;[전체 선택]&lt;/b&gt; &amp;rarr; &lt;b&gt;[전체 해제]&lt;/b&gt; &amp;rarr; &lt;b&gt;[메시지 수준]&lt;/b&gt; &amp;rarr; &lt;b&gt;[신호 수준]&lt;/b&gt; &amp;rarr; (여백) &amp;rarr; &lt;b&gt;[선택 저장]&lt;/b&gt; &amp;rarr; &lt;b&gt;[선택 로드]&lt;/b&gt; &amp;rarr; (stretch) &amp;rarr; BLF 발견 메시지 요약 &amp;rarr; 선택된 신호 수. [메시지 수준] 버튼은 트리의 모든 메시지 항목을 접어(&lt;code&gt;collapseAll&lt;/code&gt;) 메시지 목록만 보이게 하고, [신호 수준] 버튼은 모든 메시지 항목을 펼쳐(&lt;code&gt;expandAll&lt;/code&gt;) 신호 목록까지 보이게 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-03. BLF 분석 &amp;mdash; 실제 존재 메시지 검증&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 102px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 753px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-03-1&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;BLF 파일을 스캔하여 실제로 존재하는 CAN 메시지 ID 목록을 추출해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-03-2&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;DBC에 정의되어 있지만 BLF에 존재하지 않는 메시지의 항목은 체크박스를 비활성화(&lt;code&gt;setDisabled(True)&lt;/code&gt;)하고 시각적으로 구분(회색 표시 등)해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-03-3&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;BLF 스캔은 UI가 멈추지 않도록 별도 워커 스레드(&lt;code&gt;QThread&lt;/code&gt;)에서 실행되어야 한다. 스캔 중 진행 상태를 상태 표시줄과 &lt;code&gt;QProgressBar&lt;/code&gt;로 표시해야 한다. 스캔 중 &lt;b&gt;[취소]&lt;/b&gt; 버튼을 클릭하면 스캔을 중단하고 트리를 초기 상태로 되돌려야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-03-4&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;BLF에 존재하는 메시지 수와 DBC 전체 메시지 수를 비교하는 요약 정보를 표시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-03-5&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;BLF 스캔은 파일 전체가 아닌 &lt;b&gt;앞부분 N MB만&lt;/b&gt; 읽어 수행한다 (기본값: 5 MB). 스캔 크기는 [설정] 탭에서 MB 단위로 지정할 수 있으며 (FR-09-6), 파싱 단계에만 적용된다. 변환 실행 시에는 BLF 파일 전체를 읽는다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-04. 신호 선택 저장 및 로드&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 104px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 751px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-1&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;현재 신호 선택 상태를 JSON 파일로 저장하는 버튼이 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-2&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;저장 파일명은 자동으로 DBC 파일명 기반으로 생성되어야 한다 (예: &lt;code&gt;venue_esc_selection.json&lt;/code&gt;).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-3&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;저장 경로는 &lt;code&gt;QFileDialog&lt;/code&gt;를 통해 사용자가 변경할 수 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-4&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;저장 파일이 존재하면 앱 시작 시 자동으로 로드하여 신호 선택 상태를 복원해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-5&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;저장 파일 로드 버튼이 있고, &lt;code&gt;QFileDialog&lt;/code&gt;를 통해 경로를 직접 지정할 수 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-6&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;로드 시 현재 DBC에 없는 신호가 저장 파일에 있으면 경고 메시지를 표시하고 해당 신호는 무시해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 104px;&quot;&gt;FR-04-7&lt;/td&gt;
&lt;td style=&quot;width: 751px;&quot;&gt;저장 파일에는 DBC 파일 경로, BLF 파일 경로, 저장 시각, &lt;b&gt;선택된 신호 목록&lt;/b&gt;이 포함되어야 한다. 변환 설정(리샘플링 여부, 주기 등)은 저장하지 않는다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-05. 변환 옵션 설정&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 102px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 753px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-1&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;&lt;b&gt;리샘플링 여부&lt;/b&gt;를 &lt;code&gt;QCheckBox&lt;/code&gt;로 선택할 수 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-2&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;리샘플링을 선택한 경우 리샘플링 주기를 &lt;code&gt;QLineEdit&lt;/code&gt;으로 입력할 수 있어야 한다. 입력값은 숫자(정수 또는 소수)이며 단위는 &lt;b&gt;ms로 고정&lt;/b&gt;한다 (기본값: &lt;code&gt;20&lt;/code&gt;). 리샘플링을 선택하지 않으면 입력 필드는 비활성화된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-3&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;&lt;b&gt;타임스탬프 정규화 여부&lt;/b&gt;를 &lt;code&gt;QCheckBox&lt;/code&gt;로 선택할 수 있어야 한다 (0초 시작 여부).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-4&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;리샘플링을 선택하지 않은 경우(MDF 기본 사용 방식), 각 신호가 독립적인 타임스탬프를 갖도록 저장해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-5&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;출력 MDF 파일 경로를 &lt;code&gt;QFileDialog&lt;/code&gt;로 사용자가 지정할 수 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-6&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;출력 파일명은 BLF 파일명을 기반으로 자동 생성되어야 한다 (예: &lt;code&gt;xxx_resampled_20ms.mf4&lt;/code&gt; 또는 &lt;code&gt;xxx_raw.mf4&lt;/code&gt;).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-05-7&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;MDF 버전을 &lt;code&gt;QComboBox&lt;/code&gt;로 선택할 수 있어야 한다 (MDF4 &lt;code&gt;.mf4&lt;/code&gt; 기본, MDF3 &lt;code&gt;.mdf&lt;/code&gt; 옵션).&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-06. 변환 실행 및 진행 상태 표시&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 102px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 753px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-1&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;&lt;b&gt;[변환 실행]&lt;/b&gt; 버튼(&lt;code&gt;QPushButton&lt;/code&gt;)이 있어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-2&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;다음 조건 중 하나라도 해당하면 [변환 실행] 버튼이 비활성화되어야 한다: (1) BLF 또는 DBC 파일이 선택되지 않은 경우, (2) 파싱이 완료되지 않은 경우, (3) 선택된 신호가 없는 경우, (4) 변환이 실행 중인 경우. 변환이 완료되면 버튼은 즉시 다시 활성화되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-3&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환은 UI가 멈추지 않도록 별도 워커 스레드(&lt;code&gt;QThread&lt;/code&gt;)에서 실행되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-4&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환 중 단계별 진행 상태를 &lt;code&gt;QProgressBar&lt;/code&gt;와 상태 레이블로 표시해야 한다 (BLF 파싱 &amp;rarr; NaN 처리 &amp;rarr; (리샘플링) &amp;rarr; MDF 저장). 상태 레이블의 진행 상세 정보는 &lt;code&gt;(현재 처리 MB / 전체 MB, 경과 시간 초)&lt;/code&gt; 형식으로 표시한다 (예: &lt;code&gt;변환 중... BLF 파싱 (12.3 MB / 45.6 MB, 8 sec)&lt;/code&gt;).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-5&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환 완료 후 결과 요약을 표시해야 한다: 총 신호 수, 총 데이터 포인트 수, 시간 범위, 저장 경로.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-6&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환 중 오류 발생 시 &lt;code&gt;QMessageBox&lt;/code&gt;로 오류 메시지를 명확하게 표시하고 앱이 중단되지 않아야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-7&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환 실행 중 &lt;b&gt;[취소]&lt;/b&gt; 버튼을 클릭하면 변환을 중단하고 미완성 출력 파일을 삭제해야 한다. [취소] 버튼은 변환 실행 중에만 활성화된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 102px;&quot;&gt;FR-06-8&lt;/td&gt;
&lt;td style=&quot;width: 753px;&quot;&gt;변환 완료 시 효과음을 재생한다. Windows에서는 &lt;code&gt;winsound.Beep(1000, 300)&lt;/code&gt;을 사용하고, 그 외 플랫폼 또는 실패 시 &lt;code&gt;QApplication.beep()&lt;/code&gt;으로 폴백한다. 다른 작업을 하다가도 완료 여부를 인지할 수 있도록 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-07. 결과 미리보기&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 99px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 757px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-1&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;미리보기 탭은 &lt;code&gt;QSplitter(Horizontal)&lt;/code&gt;로 좌우 분리되며 비율은 &lt;b&gt;4:1&lt;/b&gt; (좌: 신호 선택 + 차트, 우: 테이블)이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-2&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;좌측 패널 상단에 &lt;b&gt;[MDF 열기]&lt;/b&gt; 버튼과 파일 경로 표시 &lt;code&gt;QLineEdit&lt;/code&gt;(읽기 전용)이 있다. 변환 완료 시 출력 파일 경로가 자동으로 채워지며, [MDF 열기] 버튼을 클릭하면 &lt;code&gt;QFileDialog&lt;/code&gt;로 임의의 &lt;code&gt;.mf4&lt;/code&gt;/&lt;code&gt;.mdf&lt;/code&gt; 파일을 열어 미리볼 수 있다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-3&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;파일 경로 아래에 신호 선택 &lt;code&gt;QListWidget&lt;/code&gt;이 있다. 표시 방향은 수평 흐름(&lt;code&gt;LeftToRight&lt;/code&gt;)이며 체크박스 형태로 복수 신호를 선택할 수 있다(&lt;code&gt;ExtendedSelection&lt;/code&gt;). 최대 높이는 140 px로 제한하여 차트 영역을 최대화한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-4&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;신호 선택 영역 우측에 &lt;b&gt;[개별 그래프]&lt;/b&gt; 체크박스(&lt;code&gt;QCheckBox&lt;/code&gt;)가 있다. 체크 시 선택된 신호들이 각각 별도 서브플롯으로 표시되고, 미체크 시 하나의 플롯에 겹쳐 표시된다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-5&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;차트 라이브러리는 &lt;b&gt;&lt;code&gt;pyqtgraph&lt;/code&gt;&lt;/b&gt;를 사용한다. 차트 배경은 흰색이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 99px;&quot;&gt;FR-07-6&lt;/td&gt;
&lt;td style=&quot;width: 757px;&quot;&gt;우측 패널에는 &lt;code&gt;QTableWidget&lt;/code&gt; (컬럼: 타임스탬프(s), 값)이 있으며, 현재 선택된 신호(단일) 기준으로 첫 N 행을 표시한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-08. 탭 구조 및 전환 규칙&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 95px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 693px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 95px;&quot;&gt;FR-08-1&lt;/td&gt;
&lt;td style=&quot;width: 693px;&quot;&gt;앱은 &lt;code&gt;QTabWidget&lt;/code&gt;으로 구성된 5개 탭을 가진다: &lt;b&gt;[파일 입력]&lt;/b&gt;, &lt;b&gt;[신호 선택]&lt;/b&gt;, &lt;b&gt;[변환 옵션 및 실행]&lt;/b&gt;, &lt;b&gt;[미리보기]&lt;/b&gt;, &lt;b&gt;[설정]&lt;/b&gt;.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 95px;&quot;&gt;FR-08-2&lt;/td&gt;
&lt;td style=&quot;width: 693px;&quot;&gt;파싱이 완료되면 자동으로 [신호 선택] 탭으로 전환한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 95px;&quot;&gt;FR-08-3&lt;/td&gt;
&lt;td style=&quot;width: 693px;&quot;&gt;변환이 완료되면 자동으로 [미리보기] 탭으로 전환한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 95px;&quot;&gt;FR-08-4&lt;/td&gt;
&lt;td style=&quot;width: 693px;&quot;&gt;탭은 사용자가 언제든지 자유롭게 클릭하여 이동할 수 있다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-09. 설정 탭&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 97px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 758px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-1&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;[설정] 탭에 언어 선택 &lt;code&gt;QComboBox&lt;/code&gt;가 있어야 한다. 선택 가능한 언어는 &lt;b&gt;한국어&lt;/b&gt;, &lt;b&gt;English&lt;/b&gt;, &lt;b&gt;中文&lt;/b&gt; 세 가지이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-2&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;언어를 변경하면 앱을 재시작하지 않고 즉시 모든 UI 텍스트(탭 이름, 버튼, 레이블, 메시지, 상태 표시줄 등)가 선택한 언어로 갱신되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-3&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;모든 UI 문자열은 언어 키 딕셔너리(&lt;code&gt;STRINGS&lt;/code&gt;)로 중앙 관리하며, 하드코딩 문자열을 UI 위젯에 직접 사용하지 않아야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-4&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;선택된 언어는 &lt;code&gt;QSettings&lt;/code&gt;에 저장되어 다음 실행 시 자동으로 복원되어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-5&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;앱 최초 실행 시 기본 언어는 &lt;b&gt;한국어&lt;/b&gt;이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-6&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;[설정] 탭에 &lt;b&gt;BLF 파싱 크기 제한&lt;/b&gt; 입력 필드(&lt;code&gt;QLineEdit&lt;/code&gt;)가 있어야 한다. 단위는 MB이며 기본값은 5이다. 입력된 값은 &lt;code&gt;QSettings&lt;/code&gt;에 저장되어 다음 실행 시 자동으로 복원된다. 유효하지 않은 값(숫자가 아닌 경우)이 입력된 경우 기본값(5 MB)을 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-7&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;[설정] 탭에 &lt;b&gt;병렬 프로세스 수&lt;/b&gt; 입력 필드(&lt;code&gt;QLineEdit&lt;/code&gt;)가 있어야 한다. 기본값은 &lt;code&gt;cpu_count - 1&lt;/code&gt; (최소 1)이다. 입력된 값은 &lt;code&gt;QSettings&lt;/code&gt;에 저장&amp;middot;복원된다. 유효하지 않은 값이 입력된 경우 기본값을 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 97px;&quot;&gt;FR-09-8&lt;/td&gt;
&lt;td style=&quot;width: 758px;&quot;&gt;[설정] 탭에 &lt;b&gt;배치 크기 (프레임)&lt;/b&gt; 입력 필드(&lt;code&gt;QLineEdit&lt;/code&gt;)가 있어야 한다. BLF를 멀티프로세싱으로 변환할 때 한 번에 처리할 프레임 수를 지정한다. 기본값은 200,000 프레임이다. 입력된 값은 &lt;code&gt;QSettings&lt;/code&gt;에 저장&amp;middot;복원된다. 유효하지 않은 값이 입력된 경우 기본값을 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;FR-10. 멀티프로세싱 변환&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 94px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 761px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;FR-10-1&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;변환 실행 시 BLF 파일을 &lt;b&gt;배치 크기(FR-09-8)&lt;/b&gt; 프레임 단위 청크로 순차 분할하고, &lt;code&gt;ProcessPoolExecutor&lt;/code&gt;를 사용하여 각 청크를 병렬로 디코딩&amp;middot;변환한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;FR-10-2&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;병렬 프로세스 수는 FR-09-7에서 설정한 값을 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;FR-10-3&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;각 청크의 변환 결과를 수집하여 신호별로 시간순으로 합산(concatenate)한다. 청크 경계에서 신호 불연속이 발생하지 않도록 타임스탬프 기준으로 정렬하여 합친다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;FR-10-4&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;멀티프로세싱 진행 상태는 완료된 청크 수 및 처리된 데이터 크기로 FR-06-4의 형식에 따라 표시한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;FR-10-5&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;멀티프로세싱은 워커 프로세스 간 통신 오버헤드를 최소화하기 위해 각 청크를 독립적으로 직렬화하여 서브프로세스에 전달한다. 서브프로세스에서는 &lt;code&gt;can.io.BLFReader&lt;/code&gt;와 &lt;code&gt;cantools&lt;/code&gt;를 사용하지 않고, 이미 파싱된 메시지 바이트를 받아 디코딩만 수행한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 비기능 요구 조건&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&quot;width: 94px;&quot;&gt;ID&lt;/th&gt;
&lt;th style=&quot;width: 761px;&quot;&gt;요구 조건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-01&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;BLF 파일 파싱 시 &lt;code&gt;can.io.BLFReader&lt;/code&gt;와 &lt;code&gt;cantools&lt;/code&gt;를 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-02&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;MDF 저장 시 &lt;code&gt;asammdf&lt;/code&gt; 라이브러리를 사용한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-03&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;앱 종료 시 창 크기&amp;middot;위치, 마지막으로 사용한 디렉터리, BLF 파싱 크기 제한 값 등을 &lt;code&gt;QSettings&lt;/code&gt;에 저장하고, 다음 실행 시 복원해야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-04&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;대용량 BLF 파일(수백 MB)을 처리할 수 있어야 한다. BLF 스캔 및 변환은 워커 스레드에서 실행되어 UI가 응답 불가 상태가 되지 않아야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-05&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;BLF 파싱 중 알 수 없는 메시지는 건너뛰고 처리를 계속해야 한다 (DBC 미등록 메시지).&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-06&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;신호 선택 저장 파일은 사람이 읽을 수 있는 JSON 형식이어야 한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-07&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;UI 문자열은 &lt;code&gt;STRINGS&lt;/code&gt; 딕셔너리(&lt;code&gt;{ &quot;ko&quot;: {...}, &quot;en&quot;: {...}, &quot;zh&quot;: {...} }&lt;/code&gt;)로 관리한다. 언어 변경 시 모든 위젯에 대해 &lt;code&gt;retranslate_ui()&lt;/code&gt; 메서드를 호출하여 문자열을 갱신한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 94px;&quot;&gt;NFR-08&lt;/td&gt;
&lt;td style=&quot;width: 761px;&quot;&gt;멀티프로세싱 사용 시 Windows에서 &lt;code&gt;if __name__ == &quot;__main__&quot;:&lt;/code&gt; 가드와 &lt;code&gt;multiprocessing.freeze_support()&lt;/code&gt;를 메인 진입점에 호출하여 서브프로세스 스폰 문제를 방지한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. UI 레이아웃 (탭 구조)&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;공통 헤더: 앱 제목 + 탭 바 (&lt;code&gt;QTabWidget&lt;/code&gt;)&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;탭 1: 파일 입력&lt;/h3&gt;
&lt;pre class=&quot;markdown&quot;&gt;&lt;code&gt;┌─────────────────────────────────────────────────────────────────────┐
│  BLF + DBC &amp;rarr; MDF 변환 도구                                           │
├───────────┬──────────┬──────────────────┬───────────┬──────────────┤
│ [파일 입력]│[신호 선택]│ [변환 옵션/실행] │ [미리보기] │  [설정]      │
├─────────────────────────────────────────────────────────────────────┤
│                                                                     │
│  BLF 파일                                                           │
│  [경로 표시_____________________________________________]  [선택...] │
│  크기: 128.4 MB                                                     │
│                                                                     │
│  DBC 파일                                                           │
│  [경로 표시_____________________________________________]  [선택...] │
│  크기: 24.1 KB                                                      │
│                                                                     │
│                        [▶ 파싱]                                     │
│                                                                     │
│  상태: BLF 스캔 중... (DBC: 20개 메시지 / BLF 스캔 40%)             │
│  진행: [████████░░░░░░░░░░░░░░] 40%        [■ 취소]                 │
│                                                                     │
├─────────────────────────────────────────────────────────────────────┤
│  상태 표시줄                                                         │
└─────────────────────────────────────────────────────────────────────┘&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;탭 2: 신호 선택&lt;/h3&gt;
&lt;pre class=&quot;angelscript&quot;&gt;&lt;code&gt;┌─────────────────────────────────────────────────────────────────────┐
│  BLF + DBC &amp;rarr; MDF 변환 도구                                           │
├───────────┬──────────┬──────────────────┬───────────┬──────────────┤
│ [파일 입력]│[신호 선택]│ [변환 옵션/실행] │ [미리보기] │  [설정]      │
├─────────────────────────────────────────────────────────────────────┤
│ [전체 선택] [전체 해제] [메시지 수준] [신호 수준]  [선택 저장] [선택 로드]  BLF: 12/20 메시지 발견  선택된 신호: 3개 │
├──────────────────────────┬────────┬──────────┬──────────────────────┤
│  메시지 / 신호            │  단위  │  최솟값  │  최댓값              │
├──────────────────────────┴────────┴──────────┴──────────────────────┤
│  ☑ MSG_001 (0x123)   3개 신호                                       │
│    ├ ☑ WHL_SPD_FL          km/h       0.0        300.0             │
│    ├ ☑ WHL_SPD_FR          km/h       0.0        300.0             │
│    └ ☐ WHL_SPD_RL          km/h       0.0        300.0             │
│  ☑ MSG_002 (0x200)   2개 신호                                       │
│    ├ ☑ YAW_RATE            deg/s   -300.0        300.0             │
│    └ ☐ LAT_ACCEL           m/s&amp;sup2;     -20.0         20.0             │
│  ☐ MSG_003 (0x300)   &amp;larr; 회색 (BLF에 없음)                           │
│    ├ ☐ SIG_A               -          0.0          1.0             │
│    └ ☐ SIG_B               -          0.0        255.0             │
│  ...                                                                │
│  (QTreeWidget, 화면 전체 높이 활용)                                  │
├─────────────────────────────────────────────────────────────────────┤
│  상태 표시줄                                                         │
└─────────────────────────────────────────────────────────────────────┘&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;탭 3: 변환 옵션 및 실행&lt;/h3&gt;
&lt;pre class=&quot;less&quot;&gt;&lt;code&gt;┌─────────────────────────────────────────────────────────────────────┐
│  BLF + DBC &amp;rarr; MDF 변환 도구                                           │
├───────────┬──────────┬──────────────────┬───────────┬──────────────┤
│ [파일 입력]│[신호 선택]│ [변환 옵션/실행] │ [미리보기] │  [설정]      │
├─────────────────────────────────────────────────────────────────────┤
│  변환 옵션                                                           │
│  ☑ 리샘플링     주기: [20___] ms                                    │
│  ☑ 타임스탬프 정규화 (0초 시작)                                      │
│  MDF 버전: [MDF4 (.mf4)  ▼]                                        │
│                                                                     │
│  출력 파일                                                           │
│  [경로 표시_____________________________________________]  [선택...] │
│                                                                     │
│  ─────────────────────────────────────────────────────────────────  │
│  [▶ 변환 실행]   [■ 취소]                                            │
│  상태: MDF 저장 중...                                                │
│  진행: [████████████░░░░░░░░] 60%   BLF 파싱 &amp;rarr; NaN 처리 &amp;rarr; MDF 저장  │
│        변환 중... BLF 파싱 (12.3 MB / 45.6 MB, 8 sec)               │
│                                                                     │
│  ─────────────────────────────────────────────────────────────────  │
│  결과 요약                                                           │
│  신호 수: 3          원본 프레임: 117,853       저장 행 수: 16,837   │
│  시간 범위: 0.0 ~ 336.7 초                                           │
│  저장 경로: C:/output/xxx_resampled_20ms.mf4                        │
│                                                                     │
├─────────────────────────────────────────────────────────────────────┤
│  상태 표시줄                                                         │
└─────────────────────────────────────────────────────────────────────┘&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;탭 4: 미리보기&lt;/h3&gt;
&lt;pre class=&quot;css&quot;&gt;&lt;code&gt;┌─────────────────────────────────────────────────────────────────────┐
│  BLF + DBC &amp;rarr; MDF 변환 도구                                           │
├───────────┬──────────┬──────────────────┬───────────┬──────────────┤
│ [파일 입력]│[신호 선택]│ [변환 옵션/실행] │ [미리보기] │  [설정]      │
├──────────────────────────────────────────────┬──────────────────────┤
│  파일: [경로_______________________________]  │  timestamp (s)  값   │
│  [MDF 열기]                                   │  0.000000       0.0  │
│                                               │  0.020000       12.5 │
│  신호  ☑개별 그래프                            │  0.040000       12.3 │
│  ┌─────────────────────────────────────────┐  │  ...                 │
│  │☑ WHL_SPD_FL  ☑ WHL_SPD_FR  ☐ YAW_RATE│  │  (QTableWidget,      │
│  │☐ LAT_ACCEL  ...                        │  │   2 컬럼,            │
│  └─────────────────────────────────────────┘  │   선택 신호 기준)    │
│  (QListWidget, 수평 흐름, 최대 140px 높이)      │                     │
│                                               │                     │
│  ┌─────────────────────────────────────────┐  │                     │
│  │                                         │  │                     │
│  │        pyqtgraph 차트 영역              │  │                     │
│  │        (흰 배경, 서브플롯 또는 단일)     │  │                     │
│  │                                         │  │                     │
│  └─────────────────────────────────────────┘  │                     │
│      &amp;larr; 좌측 패널 (4) &amp;rarr;                         │ &amp;larr; 우측 패널 (1) &amp;rarr;  │
├──────────────────────────────────────────────┴──────────────────────┤
│  상태 표시줄                                                         │
└─────────────────────────────────────────────────────────────────────┘&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;탭 5: 설정&lt;/h3&gt;
&lt;pre class=&quot;less&quot;&gt;&lt;code&gt;┌─────────────────────────────────────────────────────────────────────┐
│  BLF + DBC &amp;rarr; MDF 변환 도구                                           │
├───────────┬──────────┬──────────────────┬───────────┬──────────────┤
│ [파일 입력]│[신호 선택]│ [변환 옵션/실행] │ [미리보기] │  [설정]      │
├─────────────────────────────────────────────────────────────────────┤
│                                                                     │
│  언어 / Language / 语言                                              │
│  [한국어  ▼]                                                        │
│   ├ 한국어                                                           │
│   ├ English                                                         │
│   └ 中文                                                            │
│                                                                     │
│  BLF 파싱 크기   [5___] MB                                          │
│  (파싱 단계에서 BLF 파일의 앞부분만 읽는 크기. 기본값: 5 MB)          │
│                                                                     │
│  병렬 프로세스 수   [7__]                                            │
│  (멀티프로세싱 변환에 사용할 워커 수. 기본: cpu_count - 1)            │
│                                                                     │
│  배치 크기 (프레임)   [200000____]                                   │
│  (한 번에 처리할 BLF 프레임 수. 기본: 200,000)                       │
│                                                                     │
└─────────────────────────────────────────────────────────────────────┘&lt;/code&gt;&lt;/pre&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 의존 라이브러리&lt;/h2&gt;
&lt;table style=&quot;height: 191px;&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr style=&quot;height: 23px;&quot;&gt;
&lt;th style=&quot;height: 23px;&quot;&gt;라이브러리&lt;/th&gt;
&lt;th style=&quot;height: 23px;&quot;&gt;용도&lt;/th&gt;
&lt;th style=&quot;height: 23px;&quot;&gt;설치&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;PySide6&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;데스크톱 GUI 프레임워크&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install PySide6&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;cantools&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;DBC 파싱&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install cantools&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;python-can&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;BLF 파일 읽기&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install python-can&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;asammdf&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;MDF4 파일 저장/읽기&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install asammdf&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pandas&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;데이터 처리&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install pandas&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;numpy&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;수치 연산&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install numpy&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pyqtgraph&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;결과 미리보기 차트&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;pip install pyqtgraph&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 21px;&quot;&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;&lt;code&gt;multiprocessing&lt;/code&gt;&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;멀티프로세싱 변환 (Python 표준 라이브러리)&lt;/td&gt;
&lt;td style=&quot;height: 21px;&quot;&gt;별도 설치 불필요&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 미결 사항 (Open Issues)&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style5&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;ID&lt;/th&gt;
&lt;th&gt;내용&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;OI-01&lt;/td&gt;
&lt;td&gt;복수의 DBC 파일 지원 여부 (멀티 버스 환경)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;OI-02&lt;/td&gt;
&lt;td&gt;BLF에 복수의 CAN 채널이 있는 경우 채널 필터링 여부&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;OI-03&lt;/td&gt;
&lt;td&gt;변환 설정(리샘플링 여부, 주기, 정규화 여부, MDF 버전)도 신호 선택 JSON과 함께 저장/로드할지 여부&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;OI-04&lt;/td&gt;
&lt;td&gt;변환 완료 후 MDF 파일 다운로드 버튼 제공 여부 (로컬 앱이라면 불필요)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. 미결 사항에 대한 결정&amp;nbsp;&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;i&gt;아래는 클로드가 오픈 이슈라고 문의한 것에 대해 내가 답을 한 것이다.&amp;nbsp;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;OI-01: MVP 개발 단계에서는 단수 DBC 파일 지원만 고려한다.&lt;/li&gt;
&lt;li&gt;OI-02: BLF에 복수의 CAN 채널이 있을 경우, 동일 신호명이 여러 채널에 존재하면 &lt;code&gt;신호이름_채널번호&lt;/code&gt; 형식으로 구분한다. &lt;b&gt;단일 채널만 존재하는 경우에는 접미사를 붙이지 않는다.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;OI-03: JSON 저장 파일에는 &lt;b&gt;선택된 신호 목록만&lt;/b&gt; 포함한다. 변환 설정(리샘플링 여부, 주기, 정규화 여부, MDF 버전)은 저장하지 않는다.&lt;/li&gt;
&lt;li&gt;OI-04: 다운로드 버튼은 필요하지 않다. 로컬 앱으로 개발한다.&lt;/li&gt;
&lt;/ul&gt;</description>
      <category>FRD</category>
      <category>클로드</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/156</guid>
      <comments>https://tsmaster.tistory.com/156#entry156comment</comments>
      <pubDate>Mon, 9 Mar 2026 10:09:35 +0900</pubDate>
    </item>
    <item>
      <title>blf &amp;amp; dbc --&amp;gt; mdf 변환</title>
      <link>https://tsmaster.tistory.com/155</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;시작하기 전에&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일이라는 것이 결정들의 연속이다. 엔지니어링도 그렇다. 측정과 연산 기술의 발전으로 감/경험에 기반한 결정들이 데이터 기반 결정들로 대체되고 있다. 최근에 데이터 기반 결정이 적용되는 영역이 빠르게 넓어지고 있다고 느낀다. CAN 데이터를 mdf 파일로 저장하는 방법 문의를 점점 더 많이 받는다.&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;blf 파일과 dbc 파일을 입력으로 받아 mdf 파일을 생성하는 간단한 프로그램을 클로드와 만들었다. 그 방법을 설명한다.&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;815&quot; data-origin-height=&quot;583&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/8O7mv/dJMcaaEt3YD/Q0N2Vt1CNfgzyCGOZnozJk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/8O7mv/dJMcaaEt3YD/Q0N2Vt1CNfgzyCGOZnozJk/img.png&quot; data-alt=&quot;blf+dbc --&amp;amp;gt; mdf 변환기 GUI&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/8O7mv/dJMcaaEt3YD/Q0N2Vt1CNfgzyCGOZnozJk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F8O7mv%2FdJMcaaEt3YD%2FQ0N2Vt1CNfgzyCGOZnozJk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;815&quot; height=&quot;583&quot; data-origin-width=&quot;815&quot; data-origin-height=&quot;583&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;blf+dbc --&amp;gt; mdf 변환기 GUI&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;개요&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf vs. mdf&lt;/li&gt;
&lt;li&gt;메시지 파싱하기&lt;/li&gt;
&lt;li&gt;blf에서 메시지 읽기&lt;/li&gt;
&lt;li&gt;mdf 파일로 저장하기&lt;/li&gt;
&lt;li&gt;코드&lt;/li&gt;
&lt;li&gt;프로그램&lt;/li&gt;
&lt;li&gt;결론&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;blf vs. mdf&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;CAN 데이터는 주로 blf 파일로 저장된다. blf는 메시지 기반이다. 프레임들은 수신된 순서대로 타임스탬프와 함께 파일에 저장된다. 특정 신호의 시간에 따른 변화를 보기에 불편하다. 아래 그림은 blf 파일에 CAN 프레임들이 저장된 상태를 시각화한 것이다. 빈 칸은 진짜 빈 칸일 수도 다른 신호일 수도 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;832&quot; data-origin-height=&quot;202&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bNlGEY/dJMcab4qQTS/807y2gl4UaoO8HWUxOwFPk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bNlGEY/dJMcab4qQTS/807y2gl4UaoO8HWUxOwFPk/img.png&quot; data-alt=&quot;blf 파일에 CAN 프레임은 수신 순서대로 저장된다.&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bNlGEY/dJMcab4qQTS/807y2gl4UaoO8HWUxOwFPk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbNlGEY%2FdJMcab4qQTS%2F807y2gl4UaoO8HWUxOwFPk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;146&quot; data-origin-width=&quot;832&quot; data-origin-height=&quot;202&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;blf 파일에 CAN 프레임은 수신 순서대로 저장된다.&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;데이터가 아래 그림처럼 저장되어 있다면 데이터 처리에 좋을 것이다. 나는 이런 형태를 신호 기반이라고 칭했다. 행과 열로 구성된 엑셀 표 형식이다. 파이썬 numpy의 2-D 어레이나 pandas의 데이터프레임이 대표적이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;832&quot; data-origin-height=&quot;108&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/biOX74/dJMcaaqV3VH/3Reo9mw6iw6vakiSFdNyf0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/biOX74/dJMcaaqV3VH/3Reo9mw6iw6vakiSFdNyf0/img.png&quot; data-alt=&quot;pandas의 데이터프레임 형식이다. 데이터처리가 쉽다.&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/biOX74/dJMcaaqV3VH/3Reo9mw6iw6vakiSFdNyf0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbiOX74%2FdJMcaaqV3VH%2F3Reo9mw6iw6vakiSFdNyf0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;78&quot; data-origin-width=&quot;832&quot; data-origin-height=&quot;108&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;pandas의 데이터프레임 형식이다. 데이터처리가 쉽다.&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;나는 이전 포스트들에서 blf를 데이터프레임으로 변환하는 방법을 설명하였었다.&amp;nbsp;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://tsmaster.tistory.com/14&quot;&gt;mat 파일을 데이터프레임으로 변환하고 feather 파일로 저장하기 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://tsmaster.tistory.com/126&quot;&gt;blf --&amp;gt; csv --&amp;gt; 리샘플 --&amp;gt; xlsx :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://tsmaster.tistory.com/122&quot;&gt;TIO 측정 데이터 분석 - mat 파일을 데이터프레임으로 변환하기 (mdf2df) :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;mdf 파일은 신호 기반이라고 할 수 있다. mdf는 신호별로 타임스탬프를 별도로 저장한다. 위 그림의 blf 파일을 mdf 파일로 저장한 경우는 아래 그림처럼 표현할 수 있다. (개념만 표현한 것이다. 타임스탬프가 같은 경우, 저장 공간의 낭비를 줄이기 위한 방법이 적용되어 있다.)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1170&quot; data-origin-height=&quot;539&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/vmssT/dJMcagSdVpD/8Jd3e5A9IKNs8OFvHLYrI0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/vmssT/dJMcagSdVpD/8Jd3e5A9IKNs8OFvHLYrI0/img.png&quot; data-alt=&quot;mdf는 신호와 신호의 타임스탬프를 개별적으로 저장한다.&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/vmssT/dJMcagSdVpD/8Jd3e5A9IKNs8OFvHLYrI0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FvmssT%2FdJMcagSdVpD%2F8Jd3e5A9IKNs8OFvHLYrI0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;600&quot; height=&quot;276&quot; data-origin-width=&quot;1170&quot; data-origin-height=&quot;539&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;mdf는 신호와 신호의 타임스탬프를 개별적으로 저장한다.&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;기회가 있을 때 설명을 하자면, 내가 blf를 데이터프레임으로 바꾸는 방법은 아래와 같다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock widthContent&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1812&quot; data-origin-height=&quot;534&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bdZvLO/dJMcabchtHV/NHocKRjR9ywtb0KbRcSvJk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bdZvLO/dJMcabchtHV/NHocKRjR9ywtb0KbRcSvJk/img.png&quot; data-alt=&quot;blf를 데이터프레임으로 변환하는 방법&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bdZvLO/dJMcabchtHV/NHocKRjR9ywtb0KbRcSvJk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbdZvLO%2FdJMcabchtHV%2FNHocKRjR9ywtb0KbRcSvJk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1812&quot; height=&quot;534&quot; data-origin-width=&quot;1812&quot; data-origin-height=&quot;534&quot;/&gt;&lt;/span&gt;&lt;figcaption&gt;blf를 데이터프레임으로 변환하는 방법&lt;/figcaption&gt;
&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;dbc의 메시지/신호 정의를 이용하여 메시지 기반의 blf 데이터를 신호 기반으로 변환(파싱)한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;변환된 데이터에는 빈 칸이 많이 있다. &quot;결측치&quot;이다. 이 결측치를 채운다. 빈 칸 바로 위의 측정값으로 채운다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;필요한 주기로 다시 샘플링(resample) 한다. 샘플링 구간의 대표값을 구간의 시작값/마지막값/평균값/중간값 등으로 할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&amp;nbsp;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;메시지 파싱하기&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;CAN 메시지의 데이터를 신호로 파싱하기 위해서는
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;dbc를 읽어 메시지/신호 정의를 파악해야 한다.&lt;/li&gt;
&lt;li&gt;메시지/신호의 정의에 따라 데이터를 파싱해야 한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;cantools 모듈을 사용했다. (&lt;a href=&quot;https://github.com/cantools/cantools&quot;&gt;cantools/cantools: CAN bus tools.&lt;/a&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1772946541544&quot; class=&quot;python&quot; data-ke-language=&quot;python&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;import cantools    # cantools를 import 한다.

# dbc 파일 읽기
db = cantools.database.load_file(dbc_path)

# CAN 메시지의 데이터를 신호별로 읽기
# 한 개 CAN 메시지에 대해 아래 작업을 한다.
decoded = db.decode_message(mid, data)	# mid: message id, data: data
for sig_name, value in decoded.items():
    try:
        fval = float(value)			# 일반 신호를 읽는다.
    except (TypeError, ValueError):
        fval = float(value.value)	# ValueTable이 있는 경우, 값을 읽는다.
    results.append((mid, sig_name, ts, ch, fval))	# 메시지를 처리하여 신호 단위로 모은다.&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;blf 에서 메시지 읽기&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf 파일에서 CAN 프레임을 하나씩 읽어가며 파싱을 해야 한다. 그러기 위해 python-can &amp;nbsp;모듈을 사용했다. ( &lt;a href=&quot;https://github.com/hardbyte/python-can&quot;&gt;hardbyte/python-can: The can package provides controller area network support for Python developers&lt;/a&gt;)&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1772946993698&quot; class=&quot;python&quot; data-ke-language=&quot;python&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;import can # python-can을 import 한다.

# blf 파일에서 메시지 읽기
with can.BLFReader(path_to_blf_file) as reader:    # blf 파일을 연다.
    for msg in reader:              # 메시지를 하나씩 읽는다.
        mid = msg.arbitration_id    # ID 확인 방법
        ch = msg.channel            # 채널 확인 방법
        ts = msg.timestamp          # 타임스탬프 확인 방법
        data = msg.data             # 데이터를 bytearray로 확인 방법&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;여기 mid와 data를 db.decode_message(mid, data) 함수에 넣어서 최종적으로 (신호, 값) 쌍들로 파싱한다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;이를 처리하여 신호별로 (타임스탬프, 값) 쌍의 어레이를 만들 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;mdf로 저장하기&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;mdf는 ASAM(&lt;a href=&quot;https://www.asam.net/&quot; target=&quot;_blank&quot; rel=&quot;noopener&amp;nbsp;noreferrer&quot;&gt;Association for Standardization of Automotation and Measuring Systems, https://www.asam.net/&lt;/a&gt;)이라는 조직에서 만든 표준이다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;(타임스탬프, 값) 쌍으로 구성된 어레이의 묶음을 mdf 파일로 저장한다. 이를 위해서 asammdf 모듈을 사용했다. ( &lt;a href=&quot;https://asammdf.readthedocs.io/en/latest/&quot;&gt;Welcome to asammdf&amp;rsquo;s documentation! &amp;mdash; asammdf 8.7.2 documentation&lt;/a&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1772948398179&quot; class=&quot;python&quot; data-ke-language=&quot;python&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;from asammdf import MDF                    # mdf 파일을 다루기 위해 asammdf 모듈에서 MDF를 import 한다.
from asammdf import Signal as MdfSignal    # 신호 수준 처리를 위해 asammdf 모듈에서 Singla을 import 한다.

mdf = MDF(version=mdf_version) # mdf 파일을 연다.


# Build unit lookup: sig_name &amp;rarr; unit
mdf_signals = []
for fname, (ts, vs) in final_signals.items():
    # fname format: &quot;MSG_NAME.SIG_NAME&quot; or &quot;MSG_NAME.SIG_NAME_chN&quot;
    raw_sig_name = fname.split(&quot;.&quot;)[-1]
    # Strip _chN suffix to find unit
    base_sig_name = raw_sig_name
    if &quot;_ch&quot; in raw_sig_name:
        base_sig_name = raw_sig_name.rsplit(&quot;_ch&quot;, 1)[0]
    unit = sig_unit.get(base_sig_name, &quot;&quot;)

    mdf_signals.append(
        MdfSignal(		
            samples=vs,
            timestamps=ts,
            name=fname.replace(&quot;.&quot;, &quot;__&quot;),
            unit=unit,
        ) # 신호값(vs), 타임스탬프(ts), 신호 이름, 신호 단위로 mdf 신호를 생성한다.
    ) # Mdf 신호들을 묶어서 mdf_signals라는 리스트를 만든다. 

mdf.append(mdf_signals)    # mdf 파일에 mdf_signals의 데이터를 추가한다.
mdf.save(output_path, overwrite=True)   # mdf 파일에 저장한다.
mdf.close()    # mdf 파일을 닫는다.&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;코드&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;코드와 파이썬 모듈 설치를 위한 requirements.txt 파일은 첨부와 같다. 두 파일들을 같은 디렉토리에 저장한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/b7AYj6/dJMcadnCaYK/j3zwgmhsfdpmNWvuhzfhf1/blf_dbc_to_mdf_mp.py?attach=1&amp;amp;knm=tfile.py&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;blf_dbc_to_mdf_mp.py&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.09MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;figure class=&quot;fileblock&quot; data-ke-align=&quot;alignCenter&quot;&gt;&lt;a href=&quot;https://blog.kakaocdn.net/dn/cYuoMX/dJMb996DjpO/4OjMZUqwqkNkjoNcWnBJfk/requirements.txt?attach=1&amp;amp;knm=tfile.txt&quot; class=&quot;&quot;&gt;
    &lt;div class=&quot;image&quot;&gt;&lt;/div&gt;
    &lt;div class=&quot;desc&quot;&gt;&lt;div class=&quot;filename&quot;&gt;&lt;span class=&quot;name&quot;&gt;requirements.txt&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;size&quot;&gt;0.00MB&lt;/div&gt;
&lt;/div&gt;
  &lt;/a&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #333333; text-align: start;&quot;&gt;파일들을 저장한 디렉토리에서 커맨트라인 창을 연다.&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;아래 명령어로 프로그램 실행에 필요한 파이썬 모듈들을 설치한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1773016404035&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;pip install -r requirements.txt&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;아래 명령으로 프로그램을 실행한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;pre id=&quot;code_1772949933371&quot; class=&quot;bash&quot; data-ke-language=&quot;bash&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;python blf_dbc_to_mdf_mp.py&lt;/code&gt;&lt;/pre&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;프로그램 이름 마지막의 mp는 multiprocessing을 의미한다. 변환 속도를 높이기 위해 blf 파일을 쪼개서 각각 변환한 후에 다시 합치는 방식을 적용했다. 각각을 변환할 때 멀티프로세싱을 적용했다. 클로드가 없었다면 여러 시간/날 걸렸을 일이다. 멀티프로세싱 적용 가능성과 기대 효과를 문의하고, 구현해 달라고 요청하는 것으로 멀티프로세싱 기능을 추가했다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;클로드와 코딩을 하면서 작성한 FRD: &lt;a href=&quot;https://tsmaster.tistory.com/156&quot;&gt;FRD: blf &amp;amp; dbc --&amp;gt; mdf :: hsl's tsmaster 사용기&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;프로그램&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;파일 입력&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf 파일과 dbc 파일을 선택할 수 있따. '선택...'&amp;nbsp; 버튼을 클릭하면 익숙한 파일 열기 대화창이 뜬다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;blf와 dbc를 선택한 후에 '파싱' 버튼을 누르면
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf 파일에 포함된 메시지 아이디들을 추출한다.&lt;/li&gt;
&lt;li&gt;dbc 파일에 포함된 메시지/신호 정의를 로드한다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1020&quot; data-origin-height=&quot;730&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bbERQl/dJMcad2cCfL/oQsCdfr4xGAPBNsrOI5NH1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bbERQl/dJMcad2cCfL/oQsCdfr4xGAPBNsrOI5NH1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bbERQl/dJMcad2cCfL/oQsCdfr4xGAPBNsrOI5NH1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbbERQl%2FdJMcad2cCfL%2FoQsCdfr4xGAPBNsrOI5NH1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1020&quot; height=&quot;730&quot; data-origin-width=&quot;1020&quot; data-origin-height=&quot;730&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;신호 선택&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;mdf 파일로 추출할 신호들을 선택한다. blf에 있는 신호들만 선택 가능하다. 선택을 json 파일로 저장하여 재사용 할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1020&quot; data-origin-height=&quot;730&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/do0zQk/dJMcaaR1sRK/F4kUCnbYITCn6V4AbfYUF1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/do0zQk/dJMcaaR1sRK/F4kUCnbYITCn6V4AbfYUF1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/do0zQk/dJMcaaR1sRK/F4kUCnbYITCn6V4AbfYUF1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fdo0zQk%2FdJMcaaR1sRK%2FF4kUCnbYITCn6V4AbfYUF1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1020&quot; height=&quot;730&quot; data-origin-width=&quot;1020&quot; data-origin-height=&quot;730&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;변환 옵션 및 실행&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;blf를 mdf로 변환 한다.&amp;nbsp;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;리샘플링 주기와 방법을 설정할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;첫 메시지의 타임스탬프를 0s이 되도록(타임스탬프 정규화) 할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;mdf 버전을 선택할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;mdf 파일 경로와 이름을 지정할 수 있다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;미리보기&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;(변환 결과로 생성된) mdf 파일을 볼 수 있다.&lt;/li&gt;
&lt;li&gt;관심이 있는 신호들을 그래프로 볼 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/AQBoP/dJMcaiWK9bT/gDn1KhZonBd2FlkwnYS0M1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/AQBoP/dJMcaiWK9bT/gDn1KhZonBd2FlkwnYS0M1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/AQBoP/dJMcaiWK9bT/gDn1KhZonBd2FlkwnYS0M1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FAQBoP%2FdJMcaiWK9bT%2FgDn1KhZonBd2FlkwnYS0M1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;2048&quot; height=&quot;1220&quot; data-origin-width=&quot;2048&quot; data-origin-height=&quot;1220&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;결론&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;메시지 기반 blf 파일에서 신호 기반 mdf 파일 생성하는 프로그램을 만들었다.&lt;/li&gt;
&lt;li&gt;blf에 정의된 메시지/신호를 알기 위해서 dbc 파일이 함께 필요하다.&lt;/li&gt;
&lt;li&gt;cantools 모듈을 사용하면 몇 줄의 코드로 dbc에서 메시지/신호 정의를 알 수 있고, CAN 메시지를 신호들로 파싱할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;python-can 모듈을 사용하면 blf 파일에서 CAN 메시지를 하나씩 읽어서 처리할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;asammdf 모듈을 사용하면 신호별로 마련한 (타임스탬프, 값) 에레이들을 묶어서 mdf 파일로 저장할 수 있다.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;blf와 dbc를 읽어서 csv로 저장하는 기능을 추가하였다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/157&quot;&gt;blf &amp;amp; dbc --&amp;gt; mdf or csv 변환 :: hsl's tsmaster 사용기&lt;/a&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://tsmaster.tistory.com/23&quot;&gt;hsl's tsmaster 사용기 목차 :: hsl's tsmaster 사용기&lt;/a&gt;&lt;/p&gt;</description>
      <category>application</category>
      <category>blf-to-mdf</category>
      <category>can통신</category>
      <category>mdf</category>
      <category>tosun</category>
      <category>tsmaster</category>
      <category>투썬</category>
      <author>hsl7</author>
      <guid isPermaLink="true">https://tsmaster.tistory.com/155</guid>
      <comments>https://tsmaster.tistory.com/155#entry155comment</comments>
      <pubDate>Sun, 8 Mar 2026 15:04:10 +0900</pubDate>
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