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@bennylp
Created May 30, 2024 00:26
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Banks Analysis
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"id": "d4156f2f",
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"%matplotlib inline"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "376cb2dd",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"07:19:55.497 INFO Default dataset root \"/data/bennylp/SharedDrives-Stosia/IDX-Dataset\" added, 28 dataset directories found\n"
]
}
],
"source": [
"from collections import OrderedDict\n",
"import datetime\n",
"import glob\n",
"#import ipywidgets as widgets\n",
"from IPython.display import display, Markdown, HTML\n",
"import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import os\n",
"import pandas as pd\n",
"from pandas.plotting import register_matplotlib_converters\n",
"from scipy.stats import pearsonr\n",
"from statsmodels.tsa.stattools import coint, adfuller\n",
"import sys\n",
"from typing import Dict, List\n",
"\n",
"p = os.path.abspath('../../tradelib')\n",
"if p not in sys.path:\n",
" sys.path.insert(0, p)\n",
"\n",
"from tradelib.dataset import config, StockSummary, IndexSummary\n",
"import tradelib.pipeline as P\n",
"import tradelib.plotting as pt\n",
"\n",
"from tradelib.logging import Logger\n",
"from tradelib.dataset.idxdownloader import BeritaPengumumanDownloader\n",
"from tradelib.financial.idx.analysis import StockLK, FundamentalAnalyzer, NORM_CURRENCY, NORM_MILYAR, NORM_SCALE\n",
"\n",
"register_matplotlib_converters()\n",
" \n",
"MILLION = 1000000\n",
"BILLION = 1000 * MILLION\n",
"\n",
"config.set_dataset_root('/data/bennylp/SharedDrives-Stosia/IDX-Dataset')\n",
"Logger.get().set_level(Logger.DEBUG)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "6d2725f8",
"metadata": {},
"outputs": [],
"source": [
"CIGARETTES = ['HMSP', 'GGRM', 'WIIM']\n",
"COALS = ['PTBA', 'ADRO', 'ITMG', 'KKGI']\n",
"CPOS = ['TAPG', 'LSIP', 'SIMP', 'AALI', 'DSNG', 'ANJT']\n",
"BLUECHIPS = ['ASII', 'TLKM']\n",
"NICKELS = ['INCO', 'ANTM']\n",
"PROPERTIES = ['BSDE', 'PWON', 'GPRA', ]\n",
"LONGTERMS = ['CLEO', 'MIDI', 'AMRT']\n",
"CONSUMERS = ['CLEO', 'MYOR', 'ICBP']\n",
"BIG_BANKS = ['BBCA', 'BBRI', 'BMRI', 'BBNI'] # Annual revenue: 68T - 188T\n",
"MID_BANKS = ['BJBR', 'BNLI', 'NISP', 'BTPN', 'BRIS', 'BNGA', 'BBTN'] # Annual revenue: 14T - 30T\n",
"SMALL_BANKS = ['BTPS', 'BJTM'] # Annual revenue: 5T - 14T\n",
"BANKS = BIG_BANKS + MID_BANKS + SMALL_BANKS\n",
"\n",
"TICKERS = set(CIGARETTES + COALS + CPOS + BLUECHIPS + NICKELS + \n",
" LONGTERMS + CONSUMERS + BIG_BANKS + MID_BANKS + SMALL_BANKS)\n",
"\n",
"# Finance not supported yet\n",
"#'ADMF', 'BFIN', "
]
},
{
"cell_type": "markdown",
"id": "a7649031",
"metadata": {},
"source": [
"## Prepare"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "e6988d71",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"07:19:58.869 DEBUG BBCA Loading LK 2021-04-23 [####################] [34/34] 100% [3.3s] \n",
"07:19:58.871 INFO BBCA: quarter 2020-09-30 is missing these page(s): bs\n",
"07:19:58.872 INFO BBCA: quarter 2020-06-30 is missing these page(s): bs\n",
"07:19:58.873 INFO BBCA: quarter 2020-03-31 is missing these page(s): bs\n",
"07:19:59.013 DEBUG BBCA LK has 17 quarters, latest is 2024-03-31\n",
"07:20:02.223 DEBUG BBRI Loading LK 2021-05-25 [####################] [35/35] 100% [3.2s] \n",
"07:20:02.225 INFO BBRI: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:02.227 INFO BBRI: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:02.228 INFO BBRI: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:02.360 DEBUG BBRI LK has 17 quarters, latest is 2024-03-31\n",
"07:20:05.486 DEBUG BMRI Loading LK 2021-04-28 [####################] [27/27] 100% [3.1s] \n",
"07:20:05.488 INFO BMRI: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:05.490 INFO BMRI: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:05.492 INFO BMRI: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:05.634 DEBUG BMRI LK has 17 quarters, latest is 2024-03-31\n",
"07:20:09.167 DEBUG BBNI Loading LK 2021-04-27 [####################] [30/30] 100% [3.5s] \n",
"07:20:09.169 INFO BBNI: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:09.171 INFO BBNI: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:09.173 INFO BBNI: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:09.302 DEBUG BBNI LK has 17 quarters, latest is 2024-03-31\n",
"07:20:12.713 DEBUG BJBR Loading LK 2021-04-27 [####################] [32/32] 100% [3.4s] \n",
"07:20:12.715 INFO BJBR: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:12.718 INFO BJBR: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:12.719 INFO BJBR: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:12.850 DEBUG BJBR LK has 17 quarters, latest is 2024-03-31\n",
"07:20:16.448 DEBUG BNLI Loading LK 2021-05-01 [####################] [26/26] 100% [3.6s] \n",
"07:20:16.450 INFO BNLI: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:16.452 INFO BNLI: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:16.454 INFO BNLI: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:16.592 DEBUG BNLI LK has 17 quarters, latest is 2024-03-31\n",
"07:20:20.634 DEBUG NISP Loading LK 2021-05-06 [####################] [26/26] 100% [4.0s] \n",
"07:20:20.635 INFO NISP: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:20.637 INFO NISP: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:20.639 INFO NISP: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:20.777 DEBUG NISP LK has 17 quarters, latest is 2024-03-31\n",
"07:20:24.076 DEBUG BTPN Loading LK 2021-04-28 [####################] [24/24] 100% [3.3s] \n",
"07:20:24.078 INFO BTPN: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:24.080 INFO BTPN: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:24.082 INFO BTPN: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:24.221 DEBUG BTPN LK has 17 quarters, latest is 2024-03-31\n",
"07:20:27.515 DEBUG BRIS Loading LK 2021-05-08 [####################] [33/33] 100% [3.3s] \n",
"07:20:27.518 INFO BRIS: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:27.520 INFO BRIS: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:27.522 INFO BRIS: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:27.660 DEBUG BRIS LK has 17 quarters, latest is 2024-03-31\n",
"07:20:30.828 DEBUG BNGA Loading LK 2021-04-29 [####################] [30/30] 100% [3.2s] \n",
"07:20:30.830 INFO BNGA: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:30.832 INFO BNGA: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:30.834 INFO BNGA: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:30.971 DEBUG BNGA LK has 17 quarters, latest is 2024-03-31\n",
"07:20:34.579 DEBUG BBTN Loading LK 2021-04-23 [####################] [37/37] 100% [3.6s] \n",
"07:20:34.580 INFO BBTN: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:34.581 INFO BBTN: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:34.583 INFO BBTN: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:34.721 DEBUG BBTN LK has 17 quarters, latest is 2024-03-31\n",
"07:20:37.886 DEBUG BTPS Loading LK 2021-04-22 [####################] [24/24] 100% [3.2s] \n",
"07:20:37.887 INFO BTPS: quarter 2022-03-31 is missing these page(s): bs\n",
"07:20:37.889 INFO BTPS: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:37.890 INFO BTPS: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:37.891 INFO BTPS: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:38.027 DEBUG BTPS LK has 17 quarters, latest is 2024-03-31\n",
"07:20:41.741 DEBUG BJTM Loading LK 2021-05-01 [####################] [30/30] 100% [3.7s] \n",
"07:20:41.743 INFO BJTM: quarter 2020-09-30 is missing these page(s): bs\n",
"07:20:41.746 INFO BJTM: quarter 2020-06-30 is missing these page(s): bs\n",
"07:20:41.748 INFO BJTM: quarter 2020-03-31 is missing these page(s): bs\n",
"07:20:41.886 DEBUG BJTM LK has 17 quarters, latest is 2024-03-31\n",
"07:20:41.889 DEBUG Entering StockSummary.load():\n",
"07:20:46.494 DEBUG | Reading files.. [####################] [816/816] 100% [4.6s] \n",
"07:20:46.501 DEBUG | Concatenating..\n",
"07:20:46.971 DEBUG | 816 files loaded..\n",
"07:20:47.143 DEBUG Adjusting BBCA.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.266 DEBUG Adjusting BBRI.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.388 DEBUG Adjusting BMRI.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.508 DEBUG Adjusting BBNI.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.629 DEBUG Adjusting BJBR.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.748 DEBUG Adjusting BNLI.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.867 DEBUG Adjusting NISP.. [####################] [1/1] 100% [0.0s] \n",
"07:20:47.985 DEBUG Adjusting BTPN.. [####################] [1/1] 100% [0.0s] \n",
"07:20:48.114 DEBUG Adjusting BRIS.. [####################] [1/1] 100% [0.0s] \n",
"07:20:48.235 DEBUG Adjusting BNGA.. [####################] [1/1] 100% [0.0s] \n",
"07:20:48.359 DEBUG Adjusting BBTN.. [####################] [1/1] 100% [0.0s] \n",
"07:20:48.487 DEBUG Adjusting BTPS.. [####################] [1/1] 100% [0.0s] \n",
"07:20:48.609 DEBUG Adjusting BJTM.. [####################] [1/1] 100% [0.0s] \n",
"CPU times: user 52.3 s, sys: 964 ms, total: 53.3 s\n",
"Wall time: 53.1 s\n"
]
}
],
"source": [
"%%time\n",
"tickers = BANKS\n",
"industry = 'banks'\n",
"\n",
"fa = FundamentalAnalyzer(tickers) # , normalization=NORM_MILYAR\n",
"fa.create_lk(download='') # download='all', 'missing', ''"
]
},
{
"cell_type": "markdown",
"id": "f41be443",
"metadata": {},
"source": [
"## Analyze"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "e75a3a91",
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 400 ms, sys: 15.6 ms, total: 416 ms\n",
"Wall time: 410 ms\n"
]
}
],
"source": [
"%%time\n",
"result0 = fa.analyze(industry=industry)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "a163ea6b",
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/markdown": [
"### Top scores ranking"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 936x180 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"### Detail Scores"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
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"data": {
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"<div>\n",
"<style scoped>\n",
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" vertical-align: middle;\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"8\" valign=\"top\">Balance Sheet</th>\n",
" <th rowspan=\"4\" valign=\"top\">Kredit Diberikan</th>\n",
" <th>CAGR</th>\n",
" <td>0.25</td>\n",
" <td>0.13</td>\n",
" <td>0.09</td>\n",
" <td>0.06</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.15</td>\n",
" <td>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.04</td>\n",
" <td>0.16</td>\n",
" <td>0.11</td>\n",
" <td>0.08</td>\n",
" <td>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.19</td>\n",
" <td>0.13</td>\n",
" <td>0.14</td>\n",
" <td>0.09</td>\n",
" <td>0.07</td>\n",
" <td>0.13</td>\n",
" <td>0.13</td>\n",
" <td>0.05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last YoY</th>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.11</td>\n",
" <td>0.06</td>\n",
" <td>0.14</td>\n",
" <td>0.15</td>\n",
" <td>0.15</td>\n",
" <td>0.19</td>\n",
" <td>0.17</td>\n",
" <td>0.11</td>\n",
" <td>0.10</td>\n",
" <td>0.12</td>\n",
" <td>0.24</td>\n",
" <td>-0.08</td>\n",
" <td>0.24</td>\n",
" <td>0.14</td>\n",
" <td>0.08</td>\n",
" <td>0.17</td>\n",
" <td>0.19</td>\n",
" <td>0.19</td>\n",
" <td>0.23</td>\n",
" <td>0.21</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.15</td>\n",
" <td>0.25</td>\n",
" <td>-0.10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last QoQ</th>\n",
" <td>0.25</td>\n",
" <td>0.03</td>\n",
" <td>-0.01</td>\n",
" <td>-0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.04</td>\n",
" <td>0.19</td>\n",
" <td>-0.04</td>\n",
" <td>0.13</td>\n",
" <td>-0.05</td>\n",
" <td>-0.04</td>\n",
" <td>0.20</td>\n",
" <td>0.16</td>\n",
" <td>0.13</td>\n",
" <td>0.20</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.00</td>\n",
" <td>0.22</td>\n",
" <td>0.25</td>\n",
" <td>-0.22</td>\n",
" </tr>\n",
" <tr>\n",
" <th># Positive QoQ</th>\n",
" <td>0.25</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>1.00</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.19</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.06</td>\n",
" </tr>\n",
" <tr>\n",
" <th>LDR</th>\n",
" <th>Ratio</th>\n",
" <td>0.50</td>\n",
" <td>0.91</td>\n",
" <td>0.87</td>\n",
" <td>0.85</td>\n",
" <td>0.97</td>\n",
" <td>0.96</td>\n",
" <td>0.82</td>\n",
" <td>0.70</td>\n",
" <td>0.75</td>\n",
" <td>0.87</td>\n",
" <td>0.89</td>\n",
" <td>0.85</td>\n",
" <td>1.55</td>\n",
" <td>0.93</td>\n",
" <td>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.24</td>\n",
" <td>0.05</td>\n",
" <td>0.06</td>\n",
" <td>0.30</td>\n",
" <td>0.49</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</td>\n",
" <td>0.26</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th>CASA to DPK Ratio</th>\n",
" <th>Ratio</th>\n",
" <td>0.50</td>\n",
" <td>0.74</td>\n",
" <td>0.55</td>\n",
" <td>0.65</td>\n",
" <td>0.58</td>\n",
" <td>0.50</td>\n",
" <td>0.61</td>\n",
" <td>0.61</td>\n",
" <td>0.81</td>\n",
" <td>0.62</td>\n",
" <td>0.70</td>\n",
" <td>0.41</td>\n",
" <td>0.41</td>\n",
" <td>0.25</td>\n",
" <td>0.49</td>\n",
" <td>0.30</td>\n",
" <td>0.40</td>\n",
" <td>0.33</td>\n",
" <td>0.25</td>\n",
" <td>0.36</td>\n",
" <td>0.36</td>\n",
" <td>0.50</td>\n",
" <td>0.37</td>\n",
" <td>0.45</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Hutang &amp; Obligasi</th>\n",
" <th>DER</th>\n",
" <td>0.50</td>\n",
" <td>0.55</td>\n",
" <td>0.08</td>\n",
" <td>0.16</td>\n",
" <td>0.26</td>\n",
" <td>1.67</td>\n",
" <td>0.04</td>\n",
" <td>0.05</td>\n",
" <td>0.01</td>\n",
" <td>0.47</td>\n",
" <td>0.36</td>\n",
" <td>1.47</td>\n",
" <td>1.08</td>\n",
" <td>0.00</td>\n",
" <td>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.42</td>\n",
" <td>0.37</td>\n",
" <td>0.00</td>\n",
" <td>0.48</td>\n",
" <td>0.47</td>\n",
" <td>0.50</td>\n",
" <td>0.26</td>\n",
" <td>0.32</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.50</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Ekuitas</th>\n",
" <th>CAGR</th>\n",
" <td>0.50</td>\n",
" <td>0.09</td>\n",
" <td>0.07</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.14</td>\n",
" <td>0.21</td>\n",
" <td>0.05</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.11</td>\n",
" <td>0.15</td>\n",
" <td>0.12</td>\n",
" <td>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.18</td>\n",
" <td>0.12</td>\n",
" <td>0.35</td>\n",
" <td>0.50</td>\n",
" <td>0.12</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</td>\n",
" <td>0.28</td>\n",
" <td>0.38</td>\n",
" <td>0.30</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"20\" valign=\"top\">Income Statement</th>\n",
" <th rowspan=\"4\" valign=\"top\">Pendapatan</th>\n",
" <th>CAGR</th>\n",
" <td>0.25</td>\n",
" <td>0.11</td>\n",
" <td>0.10</td>\n",
" <td>0.03</td>\n",
" <td>0.10</td>\n",
" <td>0.05</td>\n",
" <td>0.10</td>\n",
" <td>0.07</td>\n",
" <td>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.04</td>\n",
" <td>0.05</td>\n",
" <td>0.05</td>\n",
" <td>0.11</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.04</td>\n",
" <td>0.13</td>\n",
" <td>0.06</td>\n",
" <td>0.12</td>\n",
" <td>0.08</td>\n",
" <td>0.13</td>\n",
" <td>0.13</td>\n",
" <td>0.05</td>\n",
" <td>0.06</td>\n",
" <td>0.06</td>\n",
" <td>0.14</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM YoY</th>\n",
" <td>0.25</td>\n",
" <td>0.15</td>\n",
" <td>0.22</td>\n",
" <td>0.15</td>\n",
" <td>0.19</td>\n",
" <td>0.10</td>\n",
" <td>0.12</td>\n",
" <td>0.08</td>\n",
" <td>0.16</td>\n",
" <td>0.17</td>\n",
" <td>0.09</td>\n",
" <td>0.06</td>\n",
" <td>0.13</td>\n",
" <td>0.04</td>\n",
" <td>0.18</td>\n",
" <td>0.25</td>\n",
" <td>0.18</td>\n",
" <td>0.24</td>\n",
" <td>0.13</td>\n",
" <td>0.15</td>\n",
" <td>0.10</td>\n",
" <td>0.20</td>\n",
" <td>0.22</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.16</td>\n",
" <td>0.05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM QoQ</th>\n",
" <td>0.25</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>-0.00</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.04</td>\n",
" <td>0.02</td>\n",
" <td>0.03</td>\n",
" <td>0.05</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.02</td>\n",
" <td>-0.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Positive TTM QoQ</th>\n",
" <td>0.25</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Laba Bruto</th>\n",
" <th>CAGR</th>\n",
" <td>0.12</td>\n",
" <td>0.14</td>\n",
" <td>0.13</td>\n",
" <td>0.02</td>\n",
" <td>0.13</td>\n",
" <td>0.14</td>\n",
" <td>0.10</td>\n",
" <td>0.07</td>\n",
" <td>0.11</td>\n",
" <td>0.13</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.13</td>\n",
" <td>0.09</td>\n",
" <td>0.08</td>\n",
" <td>0.01</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.06</td>\n",
" <td>0.05</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.02</td>\n",
" <td>0.01</td>\n",
" <td>0.03</td>\n",
" <td>0.08</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM YoY</th>\n",
" <td>0.12</td>\n",
" <td>0.07</td>\n",
" <td>0.09</td>\n",
" <td>-0.03</td>\n",
" <td>0.04</td>\n",
" <td>-0.07</td>\n",
" <td>0.02</td>\n",
" <td>0.05</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>-0.05</td>\n",
" <td>-0.14</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.06</td>\n",
" <td>-0.02</td>\n",
" <td>0.03</td>\n",
" <td>-0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.03</td>\n",
" <td>0.08</td>\n",
" <td>0.06</td>\n",
" <td>-0.03</td>\n",
" <td>-0.09</td>\n",
" <td>0.02</td>\n",
" <td>0.01</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>0.01</td>\n",
" <td>0.02</td>\n",
" <td>-0.01</td>\n",
" <td>-0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>-0.02</td>\n",
" <td>-0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.01</td>\n",
" <td>-0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.01</td>\n",
" <td>-0.01</td>\n",
" <td>0.00</td>\n",
" <td>-0.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Positive TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>1.00</td>\n",
" <td>3.00</td>\n",
" <td>1.00</td>\n",
" <td>3.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>4.00</td>\n",
" <td>2.00</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.03</td>\n",
" <td>0.09</td>\n",
" <td>0.03</td>\n",
" <td>0.09</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.06</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Beban Impairment</th>\n",
" <th>CAGR</th>\n",
" <td>0.12</td>\n",
" <td>-0.20</td>\n",
" <td>-0.35</td>\n",
" <td>-0.31</td>\n",
" <td>0.06</td>\n",
" <td>0.16</td>\n",
" <td>-0.11</td>\n",
" <td>0.00</td>\n",
" <td>0.76</td>\n",
" <td>0.01</td>\n",
" <td>-0.25</td>\n",
" <td>1.62</td>\n",
" <td>0.05</td>\n",
" <td>0.31</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>-0.04</td>\n",
" <td>-0.10</td>\n",
" <td>0.07</td>\n",
" <td>-0.00</td>\n",
" <td>-0.12</td>\n",
" <td>-0.01</td>\n",
" <td>0.12</td>\n",
" <td>-0.12</td>\n",
" <td>-0.03</td>\n",
" <td>-0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM YoY</th>\n",
" <td>0.12</td>\n",
" <td>-0.29</td>\n",
" <td>-0.49</td>\n",
" <td>-0.43</td>\n",
" <td>-0.10</td>\n",
" <td>-0.08</td>\n",
" <td>-0.34</td>\n",
" <td>NaN</td>\n",
" <td>-1.29</td>\n",
" <td>0.30</td>\n",
" <td>-0.13</td>\n",
" <td>2.33</td>\n",
" <td>0.79</td>\n",
" <td>1.00</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.06</td>\n",
" <td>0.05</td>\n",
" <td>0.12</td>\n",
" <td>NaN</td>\n",
" <td>0.12</td>\n",
" <td>-0.12</td>\n",
" <td>0.08</td>\n",
" <td>-0.12</td>\n",
" <td>-0.12</td>\n",
" <td>-0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>-0.00</td>\n",
" <td>-0.31</td>\n",
" <td>-0.15</td>\n",
" <td>-0.04</td>\n",
" <td>-0.02</td>\n",
" <td>-0.08</td>\n",
" <td>NaN</td>\n",
" <td>-6.03</td>\n",
" <td>0.17</td>\n",
" <td>-0.04</td>\n",
" <td>0.00</td>\n",
" <td>0.07</td>\n",
" <td>0.07</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.05</td>\n",
" <td>NaN</td>\n",
" <td>0.12</td>\n",
" <td>-0.10</td>\n",
" <td>0.03</td>\n",
" <td>-0.00</td>\n",
" <td>-0.04</td>\n",
" <td>-0.04</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Positive TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>1.00</td>\n",
" <td>1.00</td>\n",
" <td>1.00</td>\n",
" <td>2.00</td>\n",
" <td>1.00</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>3.00</td>\n",
" <td>0.00</td>\n",
" <td>1.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>-0.03</td>\n",
" <td>-0.03</td>\n",
" <td>-0.03</td>\n",
" <td>-0.06</td>\n",
" <td>-0.03</td>\n",
" <td>-0.00</td>\n",
" <td>-0.00</td>\n",
" <td>-0.00</td>\n",
" <td>-0.09</td>\n",
" <td>-0.00</td>\n",
" <td>-0.03</td>\n",
" <td>-0.12</td>\n",
" <td>-0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Laba Sbl. Pajak</th>\n",
" <th>CAGR</th>\n",
" <td>0.12</td>\n",
" <td>0.41</td>\n",
" <td>0.22</td>\n",
" <td>0.39</td>\n",
" <td>0.26</td>\n",
" <td>0.23</td>\n",
" <td>0.34</td>\n",
" <td>0.07</td>\n",
" <td>0.21</td>\n",
" <td>0.37</td>\n",
" <td>0.64</td>\n",
" <td>-0.00</td>\n",
" <td>0.05</td>\n",
" <td>0.01</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.05</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>-0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM YoY</th>\n",
" <td>0.12</td>\n",
" <td>0.25</td>\n",
" <td>0.13</td>\n",
" <td>0.21</td>\n",
" <td>0.30</td>\n",
" <td>0.15</td>\n",
" <td>0.26</td>\n",
" <td>0.03</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.06</td>\n",
" <td>-0.16</td>\n",
" <td>-0.35</td>\n",
" <td>-0.49</td>\n",
" <td>0.12</td>\n",
" <td>0.08</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.02</td>\n",
" <td>0.08</td>\n",
" <td>0.07</td>\n",
" <td>0.03</td>\n",
" <td>-0.10</td>\n",
" <td>-0.12</td>\n",
" <td>-0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.03</td>\n",
" <td>0.04</td>\n",
" <td>0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>-0.00</td>\n",
" <td>0.00</td>\n",
" <td>-0.11</td>\n",
" <td>-0.15</td>\n",
" <td>0.00</td>\n",
" <td>0.02</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.02</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.02</td>\n",
" <td>0.00</td>\n",
" <td>-0.00</td>\n",
" <td>0.00</td>\n",
" <td>-0.07</td>\n",
" <td>-0.09</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Positive TTM QoQ</th>\n",
" <td>0.12</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>2.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>1.00</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.06</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Laba Bersih</th>\n",
" <th>CAGR</th>\n",
" <td>0.25</td>\n",
" <td>0.44</td>\n",
" <td>0.24</td>\n",
" <td>0.44</td>\n",
" <td>0.49</td>\n",
" <td>0.28</td>\n",
" <td>0.36</td>\n",
" <td>-0.00</td>\n",
" <td>0.21</td>\n",
" <td>0.44</td>\n",
" <td>0.77</td>\n",
" <td>0.00</td>\n",
" <td>0.05</td>\n",
" <td>0.02</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>-0.00</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.00</td>\n",
" <td>0.07</td>\n",
" <td>0.03</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM YoY</th>\n",
" <td>0.25</td>\n",
" <td>0.26</td>\n",
" <td>0.13</td>\n",
" <td>0.21</td>\n",
" <td>0.31</td>\n",
" <td>0.16</td>\n",
" <td>0.26</td>\n",
" <td>0.06</td>\n",
" <td>0.13</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>-0.16</td>\n",
" <td>-0.36</td>\n",
" <td>-0.49</td>\n",
" <td>0.25</td>\n",
" <td>0.16</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.20</td>\n",
" <td>0.25</td>\n",
" <td>0.07</td>\n",
" <td>0.16</td>\n",
" <td>0.14</td>\n",
" <td>0.09</td>\n",
" <td>-0.20</td>\n",
" <td>-0.25</td>\n",
" <td>-0.25</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last TTM QoQ</th>\n",
" <td>0.25</td>\n",
" <td>0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>0.00</td>\n",
" <td>0.01</td>\n",
" <td>-0.12</td>\n",
" <td>-0.15</td>\n",
" <td>0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.02</td>\n",
" <td>0.05</td>\n",
" <td>0.00</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.14</td>\n",
" <td>-0.19</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Positive TTM QoQ</th>\n",
" <td>0.25</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>2.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>1.00</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.12</td>\n",
" <td>0.19</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.06</td>\n",
" <td>0.00</td>\n",
" <td>0.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"3\" valign=\"top\">Valuation</th>\n",
" <th rowspan=\"3\" valign=\"top\">PER &amp; PEG TTM</th>\n",
" <th>PER</th>\n",
" <td>1.00</td>\n",
" <td>8.89</td>\n",
" <td>6.47</td>\n",
" <td>6.67</td>\n",
" <td>12.29</td>\n",
" <td>4.92</td>\n",
" <td>16.88</td>\n",
" <td>5.54</td>\n",
" <td>22.33</td>\n",
" <td>10.88</td>\n",
" <td>7.89</td>\n",
" <td>6.01</td>\n",
" <td>10.48</td>\n",
" <td>9.29</td>\n",
" <td>0.77</td>\n",
" <td>0.91</td>\n",
" <td>0.90</td>\n",
" <td>0.58</td>\n",
" <td>1.00</td>\n",
" <td>0.31</td>\n",
" <td>0.96</td>\n",
" <td>0.00</td>\n",
" <td>0.66</td>\n",
" <td>0.83</td>\n",
" <td>0.94</td>\n",
" <td>0.68</td>\n",
" <td>0.75</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Z-value</th>\n",
" <td>1.00</td>\n",
" <td>-3.00</td>\n",
" <td>-1.39</td>\n",
" <td>-1.18</td>\n",
" <td>-2.08</td>\n",
" <td>-2.33</td>\n",
" <td>-0.03</td>\n",
" <td>-2.67</td>\n",
" <td>-1.69</td>\n",
" <td>-3.25</td>\n",
" <td>-1.71</td>\n",
" <td>-0.99</td>\n",
" <td>2.19</td>\n",
" <td>0.51</td>\n",
" <td>1.00</td>\n",
" <td>0.69</td>\n",
" <td>0.59</td>\n",
" <td>1.00</td>\n",
" <td>1.00</td>\n",
" <td>0.01</td>\n",
" <td>1.00</td>\n",
" <td>0.84</td>\n",
" <td>1.00</td>\n",
" <td>0.85</td>\n",
" <td>0.49</td>\n",
" <td>-1.00</td>\n",
" <td>-0.25</td>\n",
" </tr>\n",
" <tr>\n",
" <th>PEG</th>\n",
" <td>1.00</td>\n",
" <td>0.34</td>\n",
" <td>0.49</td>\n",
" <td>0.32</td>\n",
" <td>0.40</td>\n",
" <td>0.31</td>\n",
" <td>0.65</td>\n",
" <td>0.96</td>\n",
" <td>1.71</td>\n",
" <td>0.98</td>\n",
" <td>1.09</td>\n",
" <td>-0.38</td>\n",
" <td>-0.29</td>\n",
" <td>-0.19</td>\n",
" <td>0.73</td>\n",
" <td>0.57</td>\n",
" <td>0.76</td>\n",
" <td>0.66</td>\n",
" <td>0.77</td>\n",
" <td>0.39</td>\n",
" <td>0.04</td>\n",
" <td>0.00</td>\n",
" <td>0.02</td>\n",
" <td>0.00</td>\n",
" <td>1.00</td>\n",
" <td>1.00</td>\n",
" <td>1.00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>SUM</th>\n",
" <th></th>\n",
" <th></th>\n",
" <td>9.50</td>\n",
" <td>31.25</td>\n",
" <td>27.55</td>\n",
" <td>25.21</td>\n",
" <td>31.53</td>\n",
" <td>23.62</td>\n",
" <td>39.67</td>\n",
" <td>23.05</td>\n",
" <td>39.00</td>\n",
" <td>34.95</td>\n",
" <td>25.68</td>\n",
" <td>21.40</td>\n",
" <td>31.45</td>\n",
" <td>21.24</td>\n",
" <td>6.60</td>\n",
" <td>6.03</td>\n",
" <td>5.77</td>\n",
" <td>5.63</td>\n",
" <td>5.62</td>\n",
" <td>5.30</td>\n",
" <td>5.32</td>\n",
" <td>5.25</td>\n",
" <td>4.90</td>\n",
" <td>4.77</td>\n",
" <td>3.68</td>\n",
" <td>1.88</td>\n",
" <td>1.71</td>\n",
" </tr>\n",
" <tr>\n",
" <th>PCT WEIGHTED SCORE</th>\n",
" <th></th>\n",
" <th></th>\n",
" <td>1.00</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.69</td>\n",
" <td>0.63</td>\n",
" <td>0.61</td>\n",
" <td>0.59</td>\n",
" <td>0.59</td>\n",
" <td>0.56</td>\n",
" <td>0.56</td>\n",
" <td>0.55</td>\n",
" <td>0.52</td>\n",
" <td>0.50</td>\n",
" <td>0.39</td>\n",
" <td>0.20</td>\n",
" <td>0.18</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.25 0.13 0.09 \n",
" Last YoY 0.25 0.19 0.11 \n",
" Last QoQ 0.25 0.03 -0.01 \n",
" # Positive QoQ 0.25 4.00 3.00 \n",
" LDR Ratio 0.50 0.91 0.87 \n",
" CASA to DPK Ratio Ratio 0.50 0.74 0.55 \n",
" Hutang & Obligasi DER 0.50 0.55 0.08 \n",
" Ekuitas CAGR 0.50 0.09 0.07 \n",
"Income Statement Pendapatan CAGR 0.25 0.11 0.10 \n",
" Last TTM YoY 0.25 0.15 0.22 \n",
" Last TTM QoQ 0.25 0.03 0.03 \n",
" Positive TTM QoQ 0.25 4.00 4.00 \n",
" Laba Bruto CAGR 0.12 0.14 0.13 \n",
" Last TTM YoY 0.12 0.07 0.09 \n",
" Last TTM QoQ 0.12 0.01 0.02 \n",
" Positive TTM QoQ 0.12 4.00 4.00 \n",
" Beban Impairment CAGR 0.12 -0.20 -0.35 \n",
" Last TTM YoY 0.12 -0.29 -0.49 \n",
" Last TTM QoQ 0.12 -0.00 -0.31 \n",
" Positive TTM QoQ 0.12 1.00 1.00 \n",
" Laba Sbl. Pajak CAGR 0.12 0.41 0.22 \n",
" Last TTM YoY 0.12 0.25 0.13 \n",
" Last TTM QoQ 0.12 0.00 0.03 \n",
" Positive TTM QoQ 0.12 4.00 4.00 \n",
" Laba Bersih CAGR 0.25 0.44 0.24 \n",
" Last TTM YoY 0.25 0.26 0.13 \n",
" Last TTM QoQ 0.25 0.00 0.03 \n",
" Positive TTM QoQ 0.25 4.00 4.00 \n",
"Valuation PER & PEG TTM PER 1.00 8.89 6.47 \n",
" Z-value 1.00 -3.00 -1.39 \n",
" PEG 1.00 0.34 0.49 \n",
"SUM 9.50 31.25 27.55 \n",
"PCT WEIGHTED SCORE 1.00 NaN NaN \n",
"\n",
" \\\n",
" BNGA BNLI BBTN \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.06 0.08 0.09 \n",
" Last YoY 0.06 0.14 0.15 \n",
" Last QoQ -0.01 0.04 0.03 \n",
" # Positive QoQ 3.00 4.00 4.00 \n",
" LDR Ratio 0.85 0.97 0.96 \n",
" CASA to DPK Ratio Ratio 0.65 0.58 0.50 \n",
" Hutang & Obligasi DER 0.16 0.26 1.67 \n",
" Ekuitas CAGR 0.07 0.05 0.14 \n",
"Income Statement Pendapatan CAGR 0.03 0.10 0.05 \n",
" Last TTM YoY 0.15 0.19 0.10 \n",
" Last TTM QoQ 0.02 0.02 0.04 \n",
" Positive TTM QoQ 4.00 4.00 4.00 \n",
" Laba Bruto CAGR 0.02 0.13 0.14 \n",
" Last TTM YoY -0.03 0.04 -0.07 \n",
" Last TTM QoQ -0.01 -0.00 0.01 \n",
" Positive TTM QoQ 1.00 3.00 1.00 \n",
" Beban Impairment CAGR -0.31 0.06 0.16 \n",
" Last TTM YoY -0.43 -0.10 -0.08 \n",
" Last TTM QoQ -0.15 -0.04 -0.02 \n",
" Positive TTM QoQ 1.00 2.00 1.00 \n",
" Laba Sbl. Pajak CAGR 0.39 0.26 0.23 \n",
" Last TTM YoY 0.21 0.30 0.15 \n",
" Last TTM QoQ 0.02 0.02 0.03 \n",
" Positive TTM QoQ 4.00 2.00 3.00 \n",
" Laba Bersih CAGR 0.44 0.49 0.28 \n",
" Last TTM YoY 0.21 0.31 0.16 \n",
" Last TTM QoQ 0.01 0.02 0.02 \n",
" Positive TTM QoQ 4.00 2.00 3.00 \n",
"Valuation PER & PEG TTM PER 6.67 12.29 4.92 \n",
" Z-value -1.18 -2.08 -2.33 \n",
" PEG 0.32 0.40 0.31 \n",
"SUM 25.21 31.53 23.62 \n",
"PCT WEIGHTED SCORE NaN NaN NaN \n",
"\n",
" \\\n",
" BRIS BJTM BBCA \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.15 0.10 0.11 \n",
" Last YoY 0.15 0.19 0.17 \n",
" Last QoQ 0.03 0.04 0.03 \n",
" # Positive QoQ 4.00 4.00 4.00 \n",
" LDR Ratio 0.82 0.70 0.75 \n",
" CASA to DPK Ratio Ratio 0.61 0.61 0.81 \n",
" Hutang & Obligasi DER 0.04 0.05 0.01 \n",
" Ekuitas CAGR 0.21 0.05 0.07 \n",
"Income Statement Pendapatan CAGR 0.10 0.07 0.10 \n",
" Last TTM YoY 0.12 0.08 0.16 \n",
" Last TTM QoQ 0.03 0.02 0.02 \n",
" Positive TTM QoQ 4.00 4.00 4.00 \n",
" Laba Bruto CAGR 0.10 0.07 0.11 \n",
" Last TTM YoY 0.02 0.05 0.12 \n",
" Last TTM QoQ 0.01 0.02 0.02 \n",
" Positive TTM QoQ 3.00 3.00 4.00 \n",
" Beban Impairment CAGR -0.11 0.00 0.76 \n",
" Last TTM YoY -0.34 NaN -1.29 \n",
" Last TTM QoQ -0.08 NaN -6.03 \n",
" Positive TTM QoQ 0.00 0.00 0.00 \n",
" Laba Sbl. Pajak CAGR 0.34 0.07 0.21 \n",
" Last TTM YoY 0.26 0.03 0.13 \n",
" Last TTM QoQ 0.04 0.00 0.03 \n",
" Positive TTM QoQ 4.00 3.00 4.00 \n",
" Laba Bersih CAGR 0.36 -0.00 0.21 \n",
" Last TTM YoY 0.26 0.06 0.13 \n",
" Last TTM QoQ 0.04 0.00 0.03 \n",
" Positive TTM QoQ 4.00 3.00 4.00 \n",
"Valuation PER & PEG TTM PER 16.88 5.54 22.33 \n",
" Z-value -0.03 -2.67 -1.69 \n",
" PEG 0.65 0.96 1.71 \n",
"SUM 39.67 23.05 39.00 \n",
"PCT WEIGHTED SCORE NaN NaN NaN \n",
"\n",
" \\\n",
" BBRI BBNI BJBR \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.07 0.05 0.10 \n",
" Last YoY 0.11 0.10 0.12 \n",
" Last QoQ 0.03 0.00 0.04 \n",
" # Positive QoQ 4.00 4.00 4.00 \n",
" LDR Ratio 0.87 0.89 0.85 \n",
" CASA to DPK Ratio Ratio 0.62 0.70 0.41 \n",
" Hutang & Obligasi DER 0.47 0.36 1.47 \n",
" Ekuitas CAGR 0.08 0.09 0.11 \n",
"Income Statement Pendapatan CAGR 0.10 0.04 0.05 \n",
" Last TTM YoY 0.17 0.09 0.06 \n",
" Last TTM QoQ 0.04 0.01 0.03 \n",
" Positive TTM QoQ 4.00 4.00 3.00 \n",
" Laba Bruto CAGR 0.13 0.03 0.02 \n",
" Last TTM YoY 0.09 -0.05 -0.14 \n",
" Last TTM QoQ 0.02 -0.02 -0.01 \n",
" Positive TTM QoQ 3.00 0.00 0.00 \n",
" Beban Impairment CAGR 0.01 -0.25 1.62 \n",
" Last TTM YoY 0.30 -0.13 2.33 \n",
" Last TTM QoQ 0.17 -0.04 0.00 \n",
" Positive TTM QoQ 3.00 0.00 1.00 \n",
" Laba Sbl. Pajak CAGR 0.37 0.64 -0.00 \n",
" Last TTM YoY 0.12 0.06 -0.16 \n",
" Last TTM QoQ 0.00 -0.00 0.00 \n",
" Positive TTM QoQ 4.00 3.00 1.00 \n",
" Laba Bersih CAGR 0.44 0.77 0.00 \n",
" Last TTM YoY 0.11 0.07 -0.16 \n",
" Last TTM QoQ 0.01 0.00 0.01 \n",
" Positive TTM QoQ 4.00 4.00 1.00 \n",
"Valuation PER & PEG TTM PER 10.88 7.89 6.01 \n",
" Z-value -3.25 -1.71 -0.99 \n",
" PEG 0.98 1.09 -0.38 \n",
"SUM 34.95 25.68 21.40 \n",
"PCT WEIGHTED SCORE NaN NaN NaN \n",
"\n",
" \\\n",
" BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.10 0.04 \n",
" Last YoY 0.24 -0.08 \n",
" Last QoQ 0.19 -0.04 \n",
" # Positive QoQ 3.00 1.00 \n",
" LDR Ratio 1.55 0.93 \n",
" CASA to DPK Ratio Ratio 0.41 0.25 \n",
" Hutang & Obligasi DER 1.08 0.00 \n",
" Ekuitas CAGR 0.15 0.12 \n",
"Income Statement Pendapatan CAGR 0.05 0.11 \n",
" Last TTM YoY 0.13 0.04 \n",
" Last TTM QoQ 0.01 -0.00 \n",
" Positive TTM QoQ 4.00 3.00 \n",
" Laba Bruto CAGR 0.04 0.13 \n",
" Last TTM YoY 0.03 0.02 \n",
" Last TTM QoQ 0.01 -0.01 \n",
" Positive TTM QoQ 4.00 2.00 \n",
" Beban Impairment CAGR 0.05 0.31 \n",
" Last TTM YoY 0.79 1.00 \n",
" Last TTM QoQ 0.07 0.07 \n",
" Positive TTM QoQ 4.00 4.00 \n",
" Laba Sbl. Pajak CAGR 0.05 0.01 \n",
" Last TTM YoY -0.35 -0.49 \n",
" Last TTM QoQ -0.11 -0.15 \n",
" Positive TTM QoQ 0.00 0.00 \n",
" Laba Bersih CAGR 0.05 0.02 \n",
" Last TTM YoY -0.36 -0.49 \n",
" Last TTM QoQ -0.12 -0.15 \n",
" Positive TTM QoQ 0.00 0.00 \n",
"Valuation PER & PEG TTM PER 10.48 9.29 \n",
" Z-value 2.19 0.51 \n",
" PEG -0.29 -0.19 \n",
"SUM 31.45 21.24 \n",
"PCT WEIGHTED SCORE NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BMRI NISP \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.16 0.11 \n",
" Last YoY 0.24 0.14 \n",
" Last QoQ 0.13 -0.05 \n",
" # Positive QoQ 0.25 0.19 \n",
" LDR Ratio 0.15 0.21 \n",
" CASA to DPK Ratio Ratio 0.49 0.30 \n",
" Hutang & Obligasi DER 0.23 0.46 \n",
" Ekuitas CAGR 0.22 0.17 \n",
"Income Statement Pendapatan CAGR 0.13 0.12 \n",
" Last TTM YoY 0.18 0.25 \n",
" Last TTM QoQ 0.04 0.03 \n",
" Positive TTM QoQ 0.25 0.25 \n",
" Laba Bruto CAGR 0.09 0.08 \n",
" Last TTM YoY 0.04 0.06 \n",
" Last TTM QoQ 0.01 0.01 \n",
" Positive TTM QoQ 0.12 0.12 \n",
" Beban Impairment CAGR 0.12 0.12 \n",
" Last TTM YoY 0.12 0.12 \n",
" Last TTM QoQ 0.00 0.12 \n",
" Positive TTM QoQ -0.03 -0.03 \n",
" Laba Sbl. Pajak CAGR 0.12 0.12 \n",
" Last TTM YoY 0.12 0.08 \n",
" Last TTM QoQ 0.00 0.02 \n",
" Positive TTM QoQ 0.12 0.12 \n",
" Laba Bersih CAGR 0.25 0.25 \n",
" Last TTM YoY 0.25 0.16 \n",
" Last TTM QoQ 0.01 0.04 \n",
" Positive TTM QoQ 0.25 0.25 \n",
"Valuation PER & PEG TTM PER 0.77 0.91 \n",
" Z-value 1.00 0.69 \n",
" PEG 0.73 0.57 \n",
"SUM 6.60 6.03 \n",
"PCT WEIGHTED SCORE 0.69 0.63 \n",
"\n",
" \\\n",
" BNGA BNLI BBTN BRIS \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.08 0.10 0.11 0.19 \n",
" Last YoY 0.08 0.17 0.19 0.19 \n",
" Last QoQ -0.04 0.20 0.16 0.13 \n",
" # Positive QoQ 0.19 0.25 0.25 0.25 \n",
" LDR Ratio 0.24 0.05 0.06 0.30 \n",
" CASA to DPK Ratio Ratio 0.40 0.33 0.25 0.36 \n",
" Hutang & Obligasi DER 0.42 0.37 0.00 0.48 \n",
" Ekuitas CAGR 0.18 0.12 0.35 0.50 \n",
"Income Statement Pendapatan CAGR 0.04 0.13 0.06 0.12 \n",
" Last TTM YoY 0.18 0.24 0.13 0.15 \n",
" Last TTM QoQ 0.03 0.02 0.04 0.04 \n",
" Positive TTM QoQ 0.25 0.25 0.25 0.25 \n",
" Laba Bruto CAGR 0.01 0.08 0.09 0.06 \n",
" Last TTM YoY -0.02 0.03 -0.04 0.01 \n",
" Last TTM QoQ -0.01 -0.00 0.01 0.00 \n",
" Positive TTM QoQ 0.03 0.09 0.03 0.09 \n",
" Beban Impairment CAGR 0.12 -0.04 -0.10 0.07 \n",
" Last TTM YoY 0.12 0.06 0.05 0.12 \n",
" Last TTM QoQ 0.09 0.03 0.02 0.05 \n",
" Positive TTM QoQ -0.03 -0.06 -0.03 -0.00 \n",
" Laba Sbl. Pajak CAGR 0.12 0.12 0.12 0.12 \n",
" Last TTM YoY 0.12 0.12 0.09 0.12 \n",
" Last TTM QoQ 0.01 0.01 0.02 0.03 \n",
" Positive TTM QoQ 0.12 0.06 0.09 0.12 \n",
" Laba Bersih CAGR 0.25 0.25 0.25 0.25 \n",
" Last TTM YoY 0.25 0.25 0.20 0.25 \n",
" Last TTM QoQ 0.02 0.02 0.02 0.05 \n",
" Positive TTM QoQ 0.25 0.12 0.19 0.25 \n",
"Valuation PER & PEG TTM PER 0.90 0.58 1.00 0.31 \n",
" Z-value 0.59 1.00 1.00 0.01 \n",
" PEG 0.76 0.66 0.77 0.39 \n",
"SUM 5.77 5.63 5.62 5.30 \n",
"PCT WEIGHTED SCORE 0.61 0.59 0.59 0.56 \n",
"\n",
" \\\n",
" BJTM BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.13 0.14 0.09 0.07 \n",
" Last YoY 0.23 0.21 0.13 0.12 \n",
" Last QoQ 0.20 0.16 0.16 0.00 \n",
" # Positive QoQ 0.25 0.25 0.25 0.25 \n",
" LDR Ratio 0.49 0.42 0.21 0.18 \n",
" CASA to DPK Ratio Ratio 0.36 0.50 0.37 0.45 \n",
" Hutang & Obligasi DER 0.47 0.50 0.26 0.32 \n",
" Ekuitas CAGR 0.12 0.16 0.21 0.23 \n",
"Income Statement Pendapatan CAGR 0.08 0.13 0.13 0.05 \n",
" Last TTM YoY 0.10 0.20 0.22 0.11 \n",
" Last TTM QoQ 0.02 0.03 0.05 0.02 \n",
" Positive TTM QoQ 0.25 0.25 0.25 0.25 \n",
" Laba Bruto CAGR 0.05 0.07 0.08 0.02 \n",
" Last TTM YoY 0.03 0.08 0.06 -0.03 \n",
" Last TTM QoQ 0.01 0.01 0.01 -0.01 \n",
" Positive TTM QoQ 0.09 0.12 0.09 0.00 \n",
" Beban Impairment CAGR -0.00 -0.12 -0.01 0.12 \n",
" Last TTM YoY NaN 0.12 -0.12 0.08 \n",
" Last TTM QoQ NaN 0.12 -0.10 0.03 \n",
" Positive TTM QoQ -0.00 -0.00 -0.09 -0.00 \n",
" Laba Sbl. Pajak CAGR 0.05 0.12 0.12 0.12 \n",
" Last TTM YoY 0.02 0.08 0.07 0.03 \n",
" Last TTM QoQ 0.00 0.02 0.00 -0.00 \n",
" Positive TTM QoQ 0.09 0.12 0.12 0.09 \n",
" Laba Bersih CAGR -0.00 0.25 0.25 0.25 \n",
" Last TTM YoY 0.07 0.16 0.14 0.09 \n",
" Last TTM QoQ 0.00 0.03 0.01 0.01 \n",
" Positive TTM QoQ 0.19 0.25 0.25 0.25 \n",
"Valuation PER & PEG TTM PER 0.96 0.00 0.66 0.83 \n",
" Z-value 1.00 0.84 1.00 0.85 \n",
" PEG 0.04 0.00 0.02 0.00 \n",
"SUM 5.32 5.25 4.90 4.77 \n",
"PCT WEIGHTED SCORE 0.56 0.55 0.52 0.50 \n",
"\n",
" \n",
" BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.13 0.13 0.05 \n",
" Last YoY 0.15 0.25 -0.10 \n",
" Last QoQ 0.22 0.25 -0.22 \n",
" # Positive QoQ 0.25 0.19 0.06 \n",
" LDR Ratio 0.26 0.00 0.12 \n",
" CASA to DPK Ratio Ratio 0.16 0.16 0.00 \n",
" Hutang & Obligasi DER 0.00 0.00 0.50 \n",
" Ekuitas CAGR 0.28 0.38 0.30 \n",
"Income Statement Pendapatan CAGR 0.06 0.06 0.14 \n",
" Last TTM YoY 0.07 0.16 0.05 \n",
" Last TTM QoQ 0.04 0.02 -0.00 \n",
" Positive TTM QoQ 0.19 0.25 0.19 \n",
" Laba Bruto CAGR 0.01 0.03 0.08 \n",
" Last TTM YoY -0.09 0.02 0.01 \n",
" Last TTM QoQ -0.01 0.00 -0.00 \n",
" Positive TTM QoQ 0.00 0.12 0.06 \n",
" Beban Impairment CAGR -0.12 -0.03 -0.12 \n",
" Last TTM YoY -0.12 -0.12 -0.12 \n",
" Last TTM QoQ -0.00 -0.04 -0.04 \n",
" Positive TTM QoQ -0.03 -0.12 -0.12 \n",
" Laba Sbl. Pajak CAGR -0.00 0.03 0.01 \n",
" Last TTM YoY -0.10 -0.12 -0.12 \n",
" Last TTM QoQ 0.00 -0.07 -0.09 \n",
" Positive TTM QoQ 0.03 0.00 0.00 \n",
" Laba Bersih CAGR 0.00 0.07 0.03 \n",
" Last TTM YoY -0.20 -0.25 -0.25 \n",
" Last TTM QoQ 0.01 -0.14 -0.19 \n",
" Positive TTM QoQ 0.06 0.00 0.00 \n",
"Valuation PER & PEG TTM PER 0.94 0.68 0.75 \n",
" Z-value 0.49 -1.00 -0.25 \n",
" PEG 1.00 1.00 1.00 \n",
"SUM 3.68 1.88 1.71 \n",
"PCT WEIGHTED SCORE 0.39 0.20 0.18 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"### Balance Sheet"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Kredit Diberikan (Weight=1.0)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 1080x432 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Total scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 936x144 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Detailed scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Balance Sheet</th>\n",
" <th rowspan=\"4\" valign=\"top\">Kredit Diberikan</th>\n",
" <th>CAGR</th>\n",
" <td>0.25</td>\n",
" <td>0.13</td>\n",
" <td>0.09</td>\n",
" <td>0.06</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.15</td>\n",
" <td>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.04</td>\n",
" <td>0.16</td>\n",
" <td>0.11</td>\n",
" <td>0.08</td>\n",
" <td>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.19</td>\n",
" <td>0.13</td>\n",
" <td>0.14</td>\n",
" <td>0.09</td>\n",
" <td>0.07</td>\n",
" <td>0.13</td>\n",
" <td>0.13</td>\n",
" <td>0.05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last YoY</th>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.11</td>\n",
" <td>0.06</td>\n",
" <td>0.14</td>\n",
" <td>0.15</td>\n",
" <td>0.15</td>\n",
" <td>0.19</td>\n",
" <td>0.17</td>\n",
" <td>0.11</td>\n",
" <td>0.10</td>\n",
" <td>0.12</td>\n",
" <td>0.24</td>\n",
" <td>-0.08</td>\n",
" <td>0.24</td>\n",
" <td>0.14</td>\n",
" <td>0.08</td>\n",
" <td>0.17</td>\n",
" <td>0.19</td>\n",
" <td>0.19</td>\n",
" <td>0.23</td>\n",
" <td>0.21</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.15</td>\n",
" <td>0.25</td>\n",
" <td>-0.10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>Last QoQ</th>\n",
" <td>0.25</td>\n",
" <td>0.03</td>\n",
" <td>-0.01</td>\n",
" <td>-0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.04</td>\n",
" <td>0.19</td>\n",
" <td>-0.04</td>\n",
" <td>0.13</td>\n",
" <td>-0.05</td>\n",
" <td>-0.04</td>\n",
" <td>0.20</td>\n",
" <td>0.16</td>\n",
" <td>0.13</td>\n",
" <td>0.20</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.00</td>\n",
" <td>0.22</td>\n",
" <td>0.25</td>\n",
" <td>-0.22</td>\n",
" </tr>\n",
" <tr>\n",
" <th># Positive QoQ</th>\n",
" <td>0.25</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>3.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>1.00</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.19</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.25</td>\n",
" <td>0.19</td>\n",
" <td>0.06</td>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th>TOTAL:</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.78</td>\n",
" <td>0.39</td>\n",
" <td>0.31</td>\n",
" <td>0.72</td>\n",
" <td>0.71</td>\n",
" <td>0.76</td>\n",
" <td>0.81</td>\n",
" <td>0.76</td>\n",
" <td>0.63</td>\n",
" <td>0.44</td>\n",
" <td>0.75</td>\n",
" <td>0.82</td>\n",
" <td>-0.21</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BNGA BNLI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.25 0.13 0.09 0.06 0.08 \n",
" Last YoY 0.25 0.19 0.11 0.06 0.14 \n",
" Last QoQ 0.25 0.03 -0.01 -0.01 0.04 \n",
" # Positive QoQ 0.25 4.00 3.00 3.00 4.00 \n",
" TOTAL: NaN NaN NaN NaN NaN \n",
"\n",
" \\\n",
" BBTN BRIS BJTM BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.09 0.15 0.10 0.11 0.07 \n",
" Last YoY 0.15 0.15 0.19 0.17 0.11 \n",
" Last QoQ 0.03 0.03 0.04 0.03 0.03 \n",
" # Positive QoQ 4.00 4.00 4.00 4.00 4.00 \n",
" TOTAL: NaN NaN NaN NaN NaN \n",
"\n",
" \\\n",
" BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.05 0.10 0.10 0.04 \n",
" Last YoY 0.10 0.12 0.24 -0.08 \n",
" Last QoQ 0.00 0.04 0.19 -0.04 \n",
" # Positive QoQ 4.00 4.00 3.00 1.00 \n",
" TOTAL: NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BMRI NISP BNGA \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.16 0.11 0.08 \n",
" Last YoY 0.24 0.14 0.08 \n",
" Last QoQ 0.13 -0.05 -0.04 \n",
" # Positive QoQ 0.25 0.19 0.19 \n",
" TOTAL: 0.78 0.39 0.31 \n",
"\n",
" \\\n",
" BNLI BBTN BRIS BJTM BBCA \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.10 0.11 0.19 0.13 0.14 \n",
" Last YoY 0.17 0.19 0.19 0.23 0.21 \n",
" Last QoQ 0.20 0.16 0.13 0.20 0.16 \n",
" # Positive QoQ 0.25 0.25 0.25 0.25 0.25 \n",
" TOTAL: 0.72 0.71 0.76 0.81 0.76 \n",
"\n",
" \n",
" BBRI BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.09 0.07 0.13 0.13 0.05 \n",
" Last YoY 0.13 0.12 0.15 0.25 -0.10 \n",
" Last QoQ 0.16 0.00 0.22 0.25 -0.22 \n",
" # Positive QoQ 0.25 0.25 0.25 0.19 0.06 \n",
" TOTAL: 0.63 0.44 0.75 0.82 -0.21 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### LDR (Weight=0.5)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 1080x432 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Total scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 936x144 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Detailed scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Balance Sheet</th>\n",
" <th>LDR</th>\n",
" <th>Ratio</th>\n",
" <td>0.5</td>\n",
" <td>0.91</td>\n",
" <td>0.87</td>\n",
" <td>0.85</td>\n",
" <td>0.97</td>\n",
" <td>0.96</td>\n",
" <td>0.82</td>\n",
" <td>0.7</td>\n",
" <td>0.75</td>\n",
" <td>0.87</td>\n",
" <td>0.89</td>\n",
" <td>0.85</td>\n",
" <td>1.55</td>\n",
" <td>0.93</td>\n",
" <td>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.24</td>\n",
" <td>0.05</td>\n",
" <td>0.06</td>\n",
" <td>0.3</td>\n",
" <td>0.49</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</td>\n",
" <td>0.26</td>\n",
" <td>0.0</td>\n",
" <td>0.12</td>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th>TOTAL:</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.24</td>\n",
" <td>0.05</td>\n",
" <td>0.06</td>\n",
" <td>0.3</td>\n",
" <td>0.49</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</td>\n",
" <td>0.26</td>\n",
" <td>0.0</td>\n",
" <td>0.12</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BNGA BNLI BBTN BRIS BJTM \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.5 0.91 0.87 0.85 0.97 0.96 0.82 0.7 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBCA BBRI BBNI BJBR BTPN BTPS BMRI \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.75 0.87 0.89 0.85 1.55 0.93 0.15 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN 0.15 \n",
"\n",
" \\\n",
" NISP BNGA BNLI BBTN BRIS BJTM BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.21 0.24 0.05 0.06 0.3 0.49 0.42 0.21 \n",
" TOTAL: 0.21 0.24 0.05 0.06 0.3 0.49 0.42 0.21 \n",
"\n",
" \n",
" BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.18 0.26 0.0 0.12 \n",
" TOTAL: 0.18 0.26 0.0 0.12 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### CASA to DPK Ratio (Weight=0.5)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 1080x432 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Total scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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HJMnkwpQkSZK0McZJ9FcBl48sX9Gvm3OfqroF+BGw0yQClCRJkrTxUlUL75A8Azi0qo7pl48GHlZVx43s8/V+nyv65W/1+1wz67uOBY7tF38JuGhSBRnDzsA1G9xruCzfcLVcNrB8Q2f5hqvlsoHlGzrLNzn3rqpd5tqwzRgfvhLYY2R5937dXPtckWQbYEfg2tlfVFWnAKeME/GkJTm3qlZP49hLwfINV8tlA8s3dJZvuFouG1i+obN8S2OcpjvnAHsn2SvJtsAzgdNn7XM68Oz+72cAZ9aGXhVIkiRJWjQbrNGvqluSHAd8Atga+PuquiDJScC5VXU68A7gvUnWAT+gexiQJEmSNCXjNN2hqs4Azpi17uUjf/8M+M3JhjZxU2kytIQs33C1XDawfENn+Yar5bKB5Rs6y7cENtgZV5IkSdLwjDUzriRJkqRhMdGXJEmSGmSiL0na4iXZbdoxSHNJssO0Y9BwjdUZd2iSPG2h7VX14aWKZbEk2QW4N7Cuqq6bcjiLrr/RPQ14ZlU9edrxaG5JDlpoe1V9bqliWQpJdgIOAi6rqvOmHc/mSvKChbZX1RuWKpalkORuwNOBZwEPAO451YA2Q5I3A/N2uquqP17CcCYuyQELba+qLy1VLIslySrgHsD5VXVTkl2B5wO/y4CvTYAkv7PQ9qp6z1LFshiS3Bu4rqp+1C8fDPw6cCnwlqq6aVqxNZnoA09dYFsBg070kxwD/AXwLWCvJMf2w5w2pZ+34cl0P8JPAD4EvG2qQW2mJF9j7h/jAFVV+y9xSJP2J3OsK2B/ukn1tl7acCYryUeBE6vq60nuAXwJOBe4b5JTquqvpxrg5ns98BXgY8CNdNdlU5JsDxxOd195MLCS7gd56A+h5047gEX2VwtsK+DXliqQxZDk+cBLgXXAdkn+BngN8B7gIVMMbVIeOs/6w4BVdOUcstOA3wB+lORBwAeAVwMPBP4GOGZagTnqzgAl+TpwcFV9P8l9gH+oqodPO65JSfJ44Ejg8cC/Au8H3lxVe04zrknon/rnVVWXLlUsSyHJI4GXAXcHXlVVH5lySJslyQVV9cv93y8B9qmq30myEvi3oT+oJXkg3f/3DgXOA94HfKaVCRCT/CPwaOCTwKnAmXRvRfeaamCLLMm9quqyaceh+SX5BvCoqvpBknsB/wE8soU3hbMlCXAUcALwDbrfhvOnG9XmSXL+zP0/yeuBW6vqxUm2Ar4yzd+GVmv0SbI1cPequqZf3pbu9dfxVfWAacY2ATdV1fcBquriJNtNO6AJ+zhwFt1N7xKAJP97uiFNxkKJfJJ/Ax65hOEsmiSHAP+TrqbtL6rqU1MOaVJuHvn7EOBvAarq+iS3TiekyamqrwJfBU5M8gi6pP/NSU5o5K3hvsAPgQuBC6vq50maeIgBSPJwutrRz1XV1Un2B06ke7jZY6rBbaYNNAusqjpryYJZHD+rqh8AVNVlSS5qLclPsg1dHvYi4GzgGVV10VSDmpzRt5+/BvwpQFXd2j3XTE+TiX6SZwJvB36S5D+BVwF/D5xD9xQ5dLsnedN8y0NviwkcQDe78qeTXExX8zboJh9jute0A9hcSZ5M9/r5R8DLqurzUw5p0i5P8kfAFXTX6cfhv5qD3GmagU1S3wfowcCv0JX16ulGNBlV9aAk+9A9wHw6yTXAyiS7VdX3phzeZknyOuApdE2vTkjyCbrmAq8Gfn+KoU1K080CuePv+j1a+l1P8ofA84DPAIdW1benG9HEnZnkNOA7dG+wzwTom3hOrX0+NNp0p2/a8utVta7vwPMFuifHQTcbmJHk2Qttr6p3L1Usi22kVvHpdDWN/1RVy2K2uUlLcllVDTrZ72u1r6A7V3e4uVTVYUse1AT1neNOouswd3JVfbJffzDwkKp6/TTj21xJfh84Argz8EHgtKpqIsmfS5KH0N1fjgCuqKpHTDmkTdY3/Tigqn6W5O7A5cB+DSZUQJPNApv+Xe9/G64Gvs/tfxua6J/WN0f6LbrfhtOq6sp+/YOBXavqE1OLrdFE/0tVdcDI8terar9pxrTY+hv7da20pZ2tb+d2CHBkVQ22dmqBEaECvK2qdlnKeCYtyWMW2l5Vn12qWLTx+h/jr9ONFAGzHtaG/qA2n/5H+tFDHhVqjt+9L1fVg6cZ02JouFlg07aE/mlJfh24H/C1aSb2szXZdAfYddYwcXcbXR76EHFJXk73xPjNvn3+x4AHAbckeVZVfXqqAW6mvn/F9lW1vl/+VWBbulFAnjfN2CZgoRGhPrpkUSye36uq3512EIslyUdYeAjDoSfCB087gMXUN29ZV1Vvn7XpWGAvhj3yzn2SjPaj2Gt0eejXZuvNApPsDPwhXR+SvwdeR9e34lvAC6tq3RTD22xVdelyTYQnIclb6foA/T/gFUkOrKpXTDksoN0a/T9baHtV/flSxbIYklxA90q2khxL9+r5scD9gXdX1YFTDXAz9T3Wr66q1/bLl9DVMt4ZOK+qTpxmfJrf7FrF1rT+xiLJuxp/UDsPWD37zWf/xvD8Ib/53QKuzdabBX6SbojUlXRvr98JfIQu2T+qqtZML7rN1w8X+st0ifAhwEeWSyI8CX2T8Qf2HfzvApxVVctiWNQma/SHnsiP4aaRH6onAKdW1c+BC/te7UN3CLcfc/e6qnpq/3p90CMrZOFJQ6qq3rtkwSyOu/RtEuccZqAGPqnNQslS32Z46AbdTnYM283VvLEfGWPQcwYMPZEfQ9Nvm4Ddquol/XV4aVW9rl//zb4j69AdxKxEGGgm0afLy34OUFU3LKf7SQtJ4R3M6rl+B0PvvQ7cmGQ/4Ht0N78XjWy7y3RCmqitquqWkeUToMuCk6yYUkyTsqFJQ4ae6K+im9hmrptcC5PabE3XcXMV8PHqJs56CvASYHu6kWqGrOkHNeCnSfauqv8cXZlkb+CnU4ppIvoyvISu6ccb6IZ+nWn68ZyqGvSEWlvAg8xMklj9aFCjBj90L8s4EZ6QfZLMzAUQukkUz2cZdDZuMtEHnkvX1OM04Cram93x+XQjYuwCvHFkrPknAV+eYlyTsm2SlVV1PcDIyCY70jXfGayq+qOZv/sb3cykIWfTDQM7dOuqatDJ/Aa8g24ov38H3pTkKmA13Wy5/zzNwCak6Qc14OXAx5K8km5CMOjO35/S3VeH7J10s4veFfgiXXl+gy7ZPxl42NQim4DWH2S4rY9FuH1/i9D1Hxm6ZZsIT8iynZ+p1Tb6OwG/STfU0S10M6t+sKqum2ZcGk/fcfqxwHOrn82x77H/VuDMBoYwnD1pyKtbmTSk1ZE+ZvTtMPfvm3rcGfgucN+qunbKoU1E6+cPoH8b+ifATHv8C4DXVdXXphfV5kvylap6UP/3uqq631zbhirJ57ntQeZ4ugeZmTbsr6yqoT/ItN7HoulRd5J8sqoeP+045tJkjX7/o/s24G1JdqebfOkb6WZ3HHrTiJlEeF5DH1Woqt6Q5Abg80l2oHvivx74y6p663Sj2zxpf9KQE6YdwCK7qapuBejHK7+4lSR/S1FVXwcWHLN8oEabd/x4gW1DtaL6OVSSPLeqPtCv/1Q/mtKgDT2RH8PfLtdEeEKW7dDYTSb6M9JNlnUk8Di6IShbmU565bQDWGxVNfOgtrJfvn7KIU3Km+kmDXkU8MiRZoqtvL78dpJ3AT/gttfrBwHrgGOq6pwpxjYJrb9+fvG0A1hMffOPl3L763Om+cfQr899Rq7F+866Tu8zvbAmpukHmSRfY/6he2+ku0ZfXVVfXbqoJmrZJsITsuMC8+RQVR9eymBGtdp05yTgycCFwKl0neZuWfhTWi42MDINVfWepYpl0raA15etv15v/fw1nWy0fH1uAdfmDXQVBgHu2/9Nv3yfqtphWrFNwgbO3zZ0Tc3+11Cb1iW5mNsPHHI700yEJyHJtcD/ZZ7+TTXFiT5bTfRvBS4BbuhXzRSyiVq3fsKs+dTQx6ZN8uZ5Nh0GrKqqpt5E9ROlXDvXsH9D03o74bk0dv5aTza2qOtzC7o2B/8gM5fZ5y/Jn1fVgvMELVfLORGehOU8h0xTCdOIFnqoL+Qnc6zbAXgOsBMDH5u25ZFp0s3y+5d0TQdeQTec5s7AVkl+p6o+Ps34JqD11+tNn7+5kqVZyca3+iaRQ9Xs9em1OWzjnL+hJvm9S4eezG/Ash3dscka/bm0dEMY1bdhfx5dkn8a8FdVdfV0o9p8rY5Mk+RcuiHidgROAZ5YVWcn2Qd431BrSmdsAa/XWz9/8yYbwOCTxZavT6/NwV+brZ+/pkf0SrJf39F/dN2yyDubrNFvvWYDIMkvAC+gq+1+N3BAVf1wulFNRuMj02wzMi/ASVV1NkBVfbOR+UOW7VjCE9L6+XsLtyUbZzIr2QCGfu9s+fr02hy21s/f0bNXLJdEeEJWJFnLMsw7m0z0afyG0A8l9jS6p/5fqar1Uw5p0loemWa0ecDsmTgHf7Nr/fU6jZ8/Gk82Gr8+vTaHrfXzt2wT4QlZtnlnq4l+6zeEF9KNgPEy4KVzJMJ3nVZgE9JyH4sHJvkx3bnavv+bfnnQs/7CFvE2renzR+PJRuPXp9fmsLV+/pZtIjwhyzbvbDXRb/qGUFVbTTuGxdRyrVtVbT3tGBZZ0zfzLeD8mWwMlNfmsG0B52/ZJsITsmzzzlYT/aZvCK1rvNatda3fzJtmsqHlagu4Nlu3bBPhCVm2eWeTib43hMFrttZtC9D6zVzD5vUpTceyTYQnYTnnnVvM8JoajlmT2lxYVQ8Y2db0EF1Dl+TndPM8BNie2yatC3DnqrrTtGKTvD4lbWmarNHX4FnrNlDLuVZD8vqUtKWxRl/LjrVukiRJm89EX5IkSWpQ08M0SpIkSVsqE31JkiSpQSb6kiRJUoNM9CVJkqQGmehLkiRJDfr/+KaJV0km2E8AAAAASUVORK5CYII=\n",
"text/plain": [
"<Figure size 936x144 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Detailed scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Balance Sheet</th>\n",
" <th>CASA to DPK Ratio</th>\n",
" <th>Ratio</th>\n",
" <td>0.5</td>\n",
" <td>0.74</td>\n",
" <td>0.55</td>\n",
" <td>0.65</td>\n",
" <td>0.58</td>\n",
" <td>0.5</td>\n",
" <td>0.61</td>\n",
" <td>0.61</td>\n",
" <td>0.81</td>\n",
" <td>0.62</td>\n",
" <td>0.7</td>\n",
" <td>0.41</td>\n",
" <td>0.41</td>\n",
" <td>0.25</td>\n",
" <td>0.49</td>\n",
" <td>0.3</td>\n",
" <td>0.4</td>\n",
" <td>0.33</td>\n",
" <td>0.25</td>\n",
" <td>0.36</td>\n",
" <td>0.36</td>\n",
" <td>0.5</td>\n",
" <td>0.37</td>\n",
" <td>0.45</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th>TOTAL:</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.49</td>\n",
" <td>0.3</td>\n",
" <td>0.4</td>\n",
" <td>0.33</td>\n",
" <td>0.25</td>\n",
" <td>0.36</td>\n",
" <td>0.36</td>\n",
" <td>0.5</td>\n",
" <td>0.37</td>\n",
" <td>0.45</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BNGA BNLI BBTN \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.5 0.74 0.55 0.65 0.58 0.5 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" \\\n",
" BRIS BJTM BBCA BBRI BBNI BJBR \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.61 0.61 0.81 0.62 0.7 0.41 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BTPN BTPS BMRI NISP BNGA \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.41 0.25 0.49 0.3 0.4 \n",
" TOTAL: NaN NaN 0.49 0.3 0.4 \n",
"\n",
" \\\n",
" BNLI BBTN BRIS BJTM BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.33 0.25 0.36 0.36 0.5 0.37 \n",
" TOTAL: 0.33 0.25 0.36 0.36 0.5 0.37 \n",
"\n",
" \n",
" BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.45 0.16 0.16 0.0 \n",
" TOTAL: 0.45 0.16 0.16 0.0 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Hutang & Obligasi (Weight=0.5)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 1080x432 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Total scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 936x144 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Detailed scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Balance Sheet</th>\n",
" <th>Hutang &amp; Obligasi</th>\n",
" <th>DER</th>\n",
" <td>0.5</td>\n",
" <td>0.55</td>\n",
" <td>0.08</td>\n",
" <td>0.16</td>\n",
" <td>0.26</td>\n",
" <td>1.67</td>\n",
" <td>0.04</td>\n",
" <td>0.05</td>\n",
" <td>0.01</td>\n",
" <td>0.47</td>\n",
" <td>0.36</td>\n",
" <td>1.47</td>\n",
" <td>1.08</td>\n",
" <td>0.0</td>\n",
" <td>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.42</td>\n",
" <td>0.37</td>\n",
" <td>0.0</td>\n",
" <td>0.48</td>\n",
" <td>0.47</td>\n",
" <td>0.5</td>\n",
" <td>0.26</td>\n",
" <td>0.32</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.5</td>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th>TOTAL:</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.42</td>\n",
" <td>0.37</td>\n",
" <td>0.0</td>\n",
" <td>0.48</td>\n",
" <td>0.47</td>\n",
" <td>0.5</td>\n",
" <td>0.26</td>\n",
" <td>0.32</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.5</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BNGA BNLI BBTN \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.5 0.55 0.08 0.16 0.26 1.67 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" \\\n",
" BRIS BJTM BBCA BBRI BBNI BJBR \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.04 0.05 0.01 0.47 0.36 1.47 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BTPN BTPS BMRI NISP BNGA \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 1.08 0.0 0.23 0.46 0.42 \n",
" TOTAL: NaN NaN 0.23 0.46 0.42 \n",
"\n",
" \\\n",
" BNLI BBTN BRIS BJTM BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.37 0.0 0.48 0.47 0.5 0.26 \n",
" TOTAL: 0.37 0.0 0.48 0.47 0.5 0.26 \n",
"\n",
" \n",
" BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.32 0.0 0.0 0.5 \n",
" TOTAL: 0.32 0.0 0.0 0.5 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Ekuitas (Weight=0.5)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 1080x432 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Total scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 936x144 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"Detailed scores:"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead tr th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe thead tr:last-of-type th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Score</th>\n",
" <th colspan=\"13\" halign=\"left\">Value</th>\n",
" <th colspan=\"13\" halign=\"left\">Weighted Score</th>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>Weight</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BNGA</th>\n",
" <th>BNLI</th>\n",
" <th>BBTN</th>\n",
" <th>BRIS</th>\n",
" <th>BJTM</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BJBR</th>\n",
" <th>BTPN</th>\n",
" <th>BTPS</th>\n",
" </tr>\n",
" <tr>\n",
" <th>Group</th>\n",
" <th>Field</th>\n",
" <th>Metric</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>Balance Sheet</th>\n",
" <th>Ekuitas</th>\n",
" <th>CAGR</th>\n",
" <td>0.5</td>\n",
" <td>0.09</td>\n",
" <td>0.07</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.14</td>\n",
" <td>0.21</td>\n",
" <td>0.05</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.11</td>\n",
" <td>0.15</td>\n",
" <td>0.12</td>\n",
" <td>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.18</td>\n",
" <td>0.12</td>\n",
" <td>0.35</td>\n",
" <td>0.5</td>\n",
" <td>0.12</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</td>\n",
" <td>0.28</td>\n",
" <td>0.38</td>\n",
" <td>0.3</td>\n",
" </tr>\n",
" <tr>\n",
" <th></th>\n",
" <th></th>\n",
" <th>TOTAL:</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.18</td>\n",
" <td>0.12</td>\n",
" <td>0.35</td>\n",
" <td>0.5</td>\n",
" <td>0.12</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</td>\n",
" <td>0.28</td>\n",
" <td>0.38</td>\n",
" <td>0.3</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BNGA BNLI BBTN BRIS BJTM \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.5 0.09 0.07 0.07 0.05 0.14 0.21 0.05 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN NaN NaN \n",
"\n",
" \\\n",
" BBCA BBRI BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.07 0.08 0.09 0.11 0.15 0.12 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BMRI NISP BNGA BNLI BBTN BRIS \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.22 0.17 0.18 0.12 0.35 0.5 \n",
" TOTAL: 0.22 0.17 0.18 0.12 0.35 0.5 \n",
"\n",
" \n",
" BJTM BBCA BBRI BBNI BJBR BTPN BTPS \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.12 0.16 0.21 0.23 0.28 0.38 0.3 \n",
" TOTAL: 0.12 0.16 0.21 0.23 0.28 0.38 0.3 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"### Income Statement"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Pendapatan (Weight=1.0)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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