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@bennylp
Created May 30, 2024 03:50
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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": [
"10:48:01.260 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": [
"10:48:04.879 DEBUG BBCA Loading LK 2021-04-23 [####################] [34/34] 100% [3.5s] \n",
"10:48:04.881 INFO BBCA: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:04.883 INFO BBCA: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:04.885 INFO BBCA: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:05.022 DEBUG BBCA LK has 17 quarters, latest is 2024-03-31\n",
"10:48:08.401 DEBUG BBRI Loading LK 2021-05-25 [####################] [35/35] 100% [3.4s] \n",
"10:48:08.403 INFO BBRI: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:08.406 INFO BBRI: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:08.408 INFO BBRI: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:08.542 DEBUG BBRI LK has 17 quarters, latest is 2024-03-31\n",
"10:48:11.750 DEBUG BMRI Loading LK 2021-04-28 [####################] [27/27] 100% [3.2s] \n",
"10:48:11.752 INFO BMRI: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:11.754 INFO BMRI: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:11.756 INFO BMRI: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:11.899 DEBUG BMRI LK has 17 quarters, latest is 2024-03-31\n",
"10:48:15.500 DEBUG BBNI Loading LK 2021-04-27 [####################] [30/30] 100% [3.6s] \n",
"10:48:15.503 INFO BBNI: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:15.505 INFO BBNI: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:15.507 INFO BBNI: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:15.638 DEBUG BBNI LK has 17 quarters, latest is 2024-03-31\n",
"10:48:18.941 DEBUG NISP Loading LK 2021-05-06 [####################] [26/26] 100% [3.3s] \n",
"10:48:18.944 INFO NISP: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:18.945 INFO NISP: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:18.946 INFO NISP: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:19.084 DEBUG NISP LK has 17 quarters, latest is 2024-03-31\n",
"10:48:22.335 DEBUG BRIS Loading LK 2021-05-08 [####################] [33/33] 100% [3.2s] \n",
"10:48:22.337 INFO BRIS: quarter 2020-09-30 is missing these page(s): bs\n",
"10:48:22.339 INFO BRIS: quarter 2020-06-30 is missing these page(s): bs\n",
"10:48:22.341 INFO BRIS: quarter 2020-03-31 is missing these page(s): bs\n",
"10:48:22.479 DEBUG BRIS LK has 17 quarters, latest is 2024-03-31\n",
"10:48:22.482 DEBUG Entering StockSummary.load():\n",
"10:48:27.284 DEBUG | Reading files.. [####################] [816/816] 100% [4.8s] \n",
"10:48:27.291 DEBUG | Concatenating..\n",
"10:48:27.593 DEBUG | 816 files loaded..\n",
"10:48:27.763 DEBUG Adjusting BBCA.. [####################] [1/1] 100% [0.0s] \n",
"10:48:27.877 DEBUG Adjusting BBRI.. [####################] [1/1] 100% [0.0s] \n",
"10:48:27.993 DEBUG Adjusting BMRI.. [####################] [1/1] 100% [0.0s] \n",
"10:48:28.117 DEBUG Adjusting BBNI.. [####################] [1/1] 100% [0.0s] \n",
"10:48:28.238 DEBUG Adjusting NISP.. [####################] [1/1] 100% [0.0s] \n",
"10:48:28.352 DEBUG Adjusting BRIS.. [####################] [1/1] 100% [0.0s] \n",
"CPU times: user 26.5 s, sys: 686 ms, total: 27.2 s\n",
"Wall time: 27.1 s\n"
]
}
],
"source": [
"%%time\n",
"tickers = ['BBCA', 'BBRI', 'BMRI', 'BBNI', 'NISP', 'BRIS']\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 211 ms, sys: 10.2 ms, total: 221 ms\n",
"Wall time: 218 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 432x180 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"
},
{
"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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.15</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.16</td>\n",
" <td>0.11</td>\n",
" <td>0.19</td>\n",
" <td>0.14</td>\n",
" <td>0.09</td>\n",
" <td>0.07</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>0.15</td>\n",
" <td>0.17</td>\n",
" <td>0.11</td>\n",
" <td>0.10</td>\n",
" <td>0.24</td>\n",
" <td>0.14</td>\n",
" <td>0.19</td>\n",
" <td>0.21</td>\n",
" <td>0.13</td>\n",
" <td>0.12</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>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.13</td>\n",
" <td>-0.05</td>\n",
" <td>0.13</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.00</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>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</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>0.25</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>0.82</td>\n",
" <td>0.75</td>\n",
" <td>0.87</td>\n",
" <td>0.89</td>\n",
" <td>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.30</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</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>0.61</td>\n",
" <td>0.81</td>\n",
" <td>0.62</td>\n",
" <td>0.70</td>\n",
" <td>0.49</td>\n",
" <td>0.30</td>\n",
" <td>0.36</td>\n",
" <td>0.50</td>\n",
" <td>0.37</td>\n",
" <td>0.45</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>0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.47</td>\n",
" <td>0.36</td>\n",
" <td>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.48</td>\n",
" <td>0.50</td>\n",
" <td>0.26</td>\n",
" <td>0.32</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>0.21</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.50</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</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>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.04</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.13</td>\n",
" <td>0.13</td>\n",
" <td>0.05</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>0.12</td>\n",
" <td>0.16</td>\n",
" <td>0.17</td>\n",
" <td>0.09</td>\n",
" <td>0.18</td>\n",
" <td>0.25</td>\n",
" <td>0.15</td>\n",
" <td>0.20</td>\n",
" <td>0.22</td>\n",
" <td>0.11</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>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.05</td>\n",
" <td>0.02</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>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",
" </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>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.13</td>\n",
" <td>0.03</td>\n",
" <td>0.09</td>\n",
" <td>0.08</td>\n",
" <td>0.06</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.02</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>0.02</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>-0.05</td>\n",
" <td>0.04</td>\n",
" <td>0.06</td>\n",
" <td>0.01</td>\n",
" <td>0.08</td>\n",
" <td>0.06</td>\n",
" <td>-0.03</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>0.02</td>\n",
" <td>0.02</td>\n",
" <td>-0.02</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.01</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>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.00</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>-0.11</td>\n",
" <td>0.76</td>\n",
" <td>0.01</td>\n",
" <td>-0.25</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.07</td>\n",
" <td>-0.12</td>\n",
" <td>-0.01</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>-0.34</td>\n",
" <td>-1.29</td>\n",
" <td>0.30</td>\n",
" <td>-0.13</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>0.08</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>-0.08</td>\n",
" <td>-6.03</td>\n",
" <td>0.17</td>\n",
" <td>-0.04</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.05</td>\n",
" <td>0.12</td>\n",
" <td>-0.10</td>\n",
" <td>0.03</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>0.00</td>\n",
" <td>0.00</td>\n",
" <td>3.00</td>\n",
" <td>0.00</td>\n",
" <td>-0.03</td>\n",
" <td>-0.03</td>\n",
" <td>-0.00</td>\n",
" <td>-0.00</td>\n",
" <td>-0.09</td>\n",
" <td>-0.00</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>0.34</td>\n",
" <td>0.21</td>\n",
" <td>0.37</td>\n",
" <td>0.64</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",
" </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>0.26</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.06</td>\n",
" <td>0.12</td>\n",
" <td>0.08</td>\n",
" <td>0.12</td>\n",
" <td>0.08</td>\n",
" <td>0.07</td>\n",
" <td>0.03</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>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>-0.00</td>\n",
" <td>0.00</td>\n",
" <td>0.02</td>\n",
" <td>0.03</td>\n",
" <td>0.02</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>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</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>0.09</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>0.36</td>\n",
" <td>0.21</td>\n",
" <td>0.44</td>\n",
" <td>0.77</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",
" </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>0.26</td>\n",
" <td>0.13</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.25</td>\n",
" <td>0.16</td>\n",
" <td>0.25</td>\n",
" <td>0.16</td>\n",
" <td>0.14</td>\n",
" <td>0.09</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>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.05</td>\n",
" <td>0.03</td>\n",
" <td>0.01</td>\n",
" <td>0.01</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>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",
" </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>16.88</td>\n",
" <td>22.33</td>\n",
" <td>10.88</td>\n",
" <td>7.89</td>\n",
" <td>0.85</td>\n",
" <td>1.00</td>\n",
" <td>0.34</td>\n",
" <td>0.00</td>\n",
" <td>0.72</td>\n",
" <td>0.91</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>-0.03</td>\n",
" <td>-1.69</td>\n",
" <td>-3.25</td>\n",
" <td>-1.71</td>\n",
" <td>1.00</td>\n",
" <td>0.69</td>\n",
" <td>0.01</td>\n",
" <td>0.84</td>\n",
" <td>1.00</td>\n",
" <td>0.85</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>0.65</td>\n",
" <td>1.71</td>\n",
" <td>0.98</td>\n",
" <td>1.09</td>\n",
" <td>0.73</td>\n",
" <td>0.57</td>\n",
" <td>0.39</td>\n",
" <td>0.00</td>\n",
" <td>0.02</td>\n",
" <td>0.00</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>39.67</td>\n",
" <td>39.00</td>\n",
" <td>34.95</td>\n",
" <td>25.68</td>\n",
" <td>6.68</td>\n",
" <td>6.12</td>\n",
" <td>5.33</td>\n",
" <td>5.25</td>\n",
" <td>4.97</td>\n",
" <td>4.85</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>0.70</td>\n",
" <td>0.64</td>\n",
" <td>0.56</td>\n",
" <td>0.55</td>\n",
" <td>0.52</td>\n",
" <td>0.51</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",
" BRIS BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.15 0.11 0.07 \n",
" Last YoY 0.15 0.17 0.11 \n",
" Last QoQ 0.03 0.03 0.03 \n",
" # Positive QoQ 4.00 4.00 4.00 \n",
" LDR Ratio 0.82 0.75 0.87 \n",
" CASA to DPK Ratio Ratio 0.61 0.81 0.62 \n",
" Hutang & Obligasi DER 0.04 0.01 0.47 \n",
" Ekuitas CAGR 0.21 0.07 0.08 \n",
"Income Statement Pendapatan CAGR 0.10 0.10 0.10 \n",
" Last TTM YoY 0.12 0.16 0.17 \n",
" Last TTM QoQ 0.03 0.02 0.04 \n",
" Positive TTM QoQ 4.00 4.00 4.00 \n",
" Laba Bruto CAGR 0.10 0.11 0.13 \n",
" Last TTM YoY 0.02 0.12 0.09 \n",
" Last TTM QoQ 0.01 0.02 0.02 \n",
" Positive TTM QoQ 3.00 4.00 3.00 \n",
" Beban Impairment CAGR -0.11 0.76 0.01 \n",
" Last TTM YoY -0.34 -1.29 0.30 \n",
" Last TTM QoQ -0.08 -6.03 0.17 \n",
" Positive TTM QoQ 0.00 0.00 3.00 \n",
" Laba Sbl. Pajak CAGR 0.34 0.21 0.37 \n",
" Last TTM YoY 0.26 0.13 0.12 \n",
" Last TTM QoQ 0.04 0.03 0.00 \n",
" Positive TTM QoQ 4.00 4.00 4.00 \n",
" Laba Bersih CAGR 0.36 0.21 0.44 \n",
" Last TTM YoY 0.26 0.13 0.11 \n",
" Last TTM QoQ 0.04 0.03 0.01 \n",
" Positive TTM QoQ 4.00 4.00 4.00 \n",
"Valuation PER & PEG TTM PER 16.88 22.33 10.88 \n",
" Z-value -0.03 -1.69 -3.25 \n",
" PEG 0.65 1.71 0.98 \n",
"SUM 39.67 39.00 34.95 \n",
"PCT WEIGHTED SCORE NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBNI BMRI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.05 0.16 \n",
" Last YoY 0.10 0.24 \n",
" Last QoQ 0.00 0.13 \n",
" # Positive QoQ 4.00 0.25 \n",
" LDR Ratio 0.89 0.15 \n",
" CASA to DPK Ratio Ratio 0.70 0.49 \n",
" Hutang & Obligasi DER 0.36 0.23 \n",
" Ekuitas CAGR 0.09 0.22 \n",
"Income Statement Pendapatan CAGR 0.04 0.13 \n",
" Last TTM YoY 0.09 0.18 \n",
" Last TTM QoQ 0.01 0.04 \n",
" Positive TTM QoQ 4.00 0.25 \n",
" Laba Bruto CAGR 0.03 0.09 \n",
" Last TTM YoY -0.05 0.04 \n",
" Last TTM QoQ -0.02 0.01 \n",
" Positive TTM QoQ 0.00 0.12 \n",
" Beban Impairment CAGR -0.25 0.12 \n",
" Last TTM YoY -0.13 0.12 \n",
" Last TTM QoQ -0.04 0.00 \n",
" Positive TTM QoQ 0.00 -0.03 \n",
" Laba Sbl. Pajak CAGR 0.64 0.12 \n",
" Last TTM YoY 0.06 0.12 \n",
" Last TTM QoQ -0.00 0.00 \n",
" Positive TTM QoQ 3.00 0.12 \n",
" Laba Bersih CAGR 0.77 0.25 \n",
" Last TTM YoY 0.07 0.25 \n",
" Last TTM QoQ 0.00 0.01 \n",
" Positive TTM QoQ 4.00 0.25 \n",
"Valuation PER & PEG TTM PER 7.89 0.85 \n",
" Z-value -1.71 1.00 \n",
" PEG 1.09 0.73 \n",
"SUM 25.68 6.68 \n",
"PCT WEIGHTED SCORE NaN 0.70 \n",
"\n",
" \\\n",
" NISP BRIS BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.11 0.19 0.14 0.09 \n",
" Last YoY 0.14 0.19 0.21 0.13 \n",
" Last QoQ -0.05 0.13 0.16 0.16 \n",
" # Positive QoQ 0.19 0.25 0.25 0.25 \n",
" LDR Ratio 0.21 0.30 0.42 0.21 \n",
" CASA to DPK Ratio Ratio 0.30 0.36 0.50 0.37 \n",
" Hutang & Obligasi DER 0.46 0.48 0.50 0.26 \n",
" Ekuitas CAGR 0.17 0.50 0.16 0.21 \n",
"Income Statement Pendapatan CAGR 0.12 0.12 0.13 0.13 \n",
" Last TTM YoY 0.25 0.15 0.20 0.22 \n",
" Last TTM QoQ 0.03 0.04 0.03 0.05 \n",
" Positive TTM QoQ 0.25 0.25 0.25 0.25 \n",
" Laba Bruto CAGR 0.08 0.06 0.07 0.08 \n",
" Last TTM YoY 0.06 0.01 0.08 0.06 \n",
" Last TTM QoQ 0.01 0.00 0.01 0.01 \n",
" Positive TTM QoQ 0.12 0.09 0.12 0.09 \n",
" Beban Impairment CAGR 0.12 0.07 -0.12 -0.01 \n",
" Last TTM YoY 0.12 0.12 0.12 -0.12 \n",
" Last TTM QoQ 0.12 0.05 0.12 -0.10 \n",
" Positive TTM QoQ -0.03 -0.00 -0.00 -0.09 \n",
" Laba Sbl. Pajak CAGR 0.12 0.12 0.12 0.12 \n",
" Last TTM YoY 0.08 0.12 0.08 0.07 \n",
" Last TTM QoQ 0.02 0.03 0.02 0.00 \n",
" Positive TTM QoQ 0.12 0.12 0.12 0.12 \n",
" Laba Bersih CAGR 0.25 0.25 0.25 0.25 \n",
" Last TTM YoY 0.16 0.25 0.16 0.14 \n",
" Last TTM QoQ 0.04 0.05 0.03 0.01 \n",
" Positive TTM QoQ 0.25 0.25 0.25 0.25 \n",
"Valuation PER & PEG TTM PER 1.00 0.34 0.00 0.72 \n",
" Z-value 0.69 0.01 0.84 1.00 \n",
" PEG 0.57 0.39 0.00 0.02 \n",
"SUM 6.12 5.33 5.25 4.97 \n",
"PCT WEIGHTED SCORE 0.64 0.56 0.55 0.52 \n",
"\n",
" \n",
" BBNI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.07 \n",
" Last YoY 0.12 \n",
" Last QoQ 0.00 \n",
" # Positive QoQ 0.25 \n",
" LDR Ratio 0.18 \n",
" CASA to DPK Ratio Ratio 0.45 \n",
" Hutang & Obligasi DER 0.32 \n",
" Ekuitas CAGR 0.23 \n",
"Income Statement Pendapatan CAGR 0.05 \n",
" Last TTM YoY 0.11 \n",
" Last TTM QoQ 0.02 \n",
" Positive TTM QoQ 0.25 \n",
" Laba Bruto CAGR 0.02 \n",
" Last TTM YoY -0.03 \n",
" Last TTM QoQ -0.01 \n",
" Positive TTM QoQ 0.00 \n",
" Beban Impairment CAGR 0.12 \n",
" Last TTM YoY 0.08 \n",
" Last TTM QoQ 0.03 \n",
" Positive TTM QoQ -0.00 \n",
" Laba Sbl. Pajak CAGR 0.12 \n",
" Last TTM YoY 0.03 \n",
" Last TTM QoQ -0.00 \n",
" Positive TTM QoQ 0.09 \n",
" Laba Bersih CAGR 0.25 \n",
" Last TTM YoY 0.09 \n",
" Last TTM QoQ 0.01 \n",
" Positive TTM QoQ 0.25 \n",
"Valuation PER & PEG TTM PER 0.91 \n",
" Z-value 0.85 \n",
" PEG 0.00 \n",
"SUM 4.85 \n",
"PCT WEIGHTED SCORE 0.51 "
]
},
"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": {
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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 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.15</td>\n",
" <td>0.11</td>\n",
" <td>0.07</td>\n",
" <td>0.05</td>\n",
" <td>0.16</td>\n",
" <td>0.11</td>\n",
" <td>0.19</td>\n",
" <td>0.14</td>\n",
" <td>0.09</td>\n",
" <td>0.07</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>0.15</td>\n",
" <td>0.17</td>\n",
" <td>0.11</td>\n",
" <td>0.10</td>\n",
" <td>0.24</td>\n",
" <td>0.14</td>\n",
" <td>0.19</td>\n",
" <td>0.21</td>\n",
" <td>0.13</td>\n",
" <td>0.12</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>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.03</td>\n",
" <td>0.00</td>\n",
" <td>0.13</td>\n",
" <td>-0.05</td>\n",
" <td>0.13</td>\n",
" <td>0.16</td>\n",
" <td>0.16</td>\n",
" <td>0.00</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>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</td>\n",
" <td>4.00</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>0.25</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>0.78</td>\n",
" <td>0.39</td>\n",
" <td>0.76</td>\n",
" <td>0.76</td>\n",
" <td>0.63</td>\n",
" <td>0.44</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.25 0.13 0.09 0.15 0.11 \n",
" Last YoY 0.25 0.19 0.11 0.15 0.17 \n",
" Last QoQ 0.25 0.03 -0.01 0.03 0.03 \n",
" # Positive QoQ 0.25 4.00 3.00 4.00 4.00 \n",
" TOTAL: NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBRI BBNI BMRI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.07 0.05 0.16 \n",
" Last YoY 0.11 0.10 0.24 \n",
" Last QoQ 0.03 0.00 0.13 \n",
" # Positive QoQ 4.00 4.00 0.25 \n",
" TOTAL: NaN NaN 0.78 \n",
"\n",
" \n",
" NISP BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet Kredit Diberikan CAGR 0.11 0.19 0.14 0.09 0.07 \n",
" Last YoY 0.14 0.19 0.21 0.13 0.12 \n",
" Last QoQ -0.05 0.13 0.16 0.16 0.00 \n",
" # Positive QoQ 0.19 0.25 0.25 0.25 0.25 \n",
" TOTAL: 0.39 0.76 0.76 0.63 0.44 "
]
},
"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": {
"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": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.82</td>\n",
" <td>0.75</td>\n",
" <td>0.87</td>\n",
" <td>0.89</td>\n",
" <td>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.3</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</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>0.15</td>\n",
" <td>0.21</td>\n",
" <td>0.3</td>\n",
" <td>0.42</td>\n",
" <td>0.21</td>\n",
" <td>0.18</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.5 0.91 0.87 0.82 0.75 0.87 0.89 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \n",
" BMRI NISP BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet LDR Ratio 0.15 0.21 0.3 0.42 0.21 0.18 \n",
" TOTAL: 0.15 0.21 0.3 0.42 0.21 0.18 "
]
},
"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": {
"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": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.61</td>\n",
" <td>0.81</td>\n",
" <td>0.62</td>\n",
" <td>0.7</td>\n",
" <td>0.49</td>\n",
" <td>0.3</td>\n",
" <td>0.36</td>\n",
" <td>0.5</td>\n",
" <td>0.37</td>\n",
" <td>0.45</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>0.49</td>\n",
" <td>0.3</td>\n",
" <td>0.36</td>\n",
" <td>0.5</td>\n",
" <td>0.37</td>\n",
" <td>0.45</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.5 0.74 0.55 0.61 0.81 0.62 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBNI BMRI NISP BRIS BBCA \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.7 0.49 0.3 0.36 0.5 \n",
" TOTAL: NaN 0.49 0.3 0.36 0.5 \n",
"\n",
" \n",
" BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet CASA to DPK Ratio Ratio 0.37 0.45 \n",
" TOTAL: 0.37 0.45 "
]
},
"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 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.47</td>\n",
" <td>0.36</td>\n",
" <td>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.48</td>\n",
" <td>0.5</td>\n",
" <td>0.26</td>\n",
" <td>0.32</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>0.23</td>\n",
" <td>0.46</td>\n",
" <td>0.48</td>\n",
" <td>0.5</td>\n",
" <td>0.26</td>\n",
" <td>0.32</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA BBRI \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.5 0.55 0.08 0.04 0.01 0.47 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBNI BMRI NISP BRIS BBCA \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.36 0.23 0.46 0.48 0.5 \n",
" TOTAL: NaN 0.23 0.46 0.48 0.5 \n",
"\n",
" \n",
" BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet Hutang & Obligasi DER 0.26 0.32 \n",
" TOTAL: 0.26 0.32 "
]
},
"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 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </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>0.21</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.09</td>\n",
" <td>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.5</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</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>0.22</td>\n",
" <td>0.17</td>\n",
" <td>0.5</td>\n",
" <td>0.16</td>\n",
" <td>0.21</td>\n",
" <td>0.23</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.5 0.09 0.07 0.21 0.07 0.08 0.09 \n",
" TOTAL: NaN NaN NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \n",
" BMRI NISP BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Balance Sheet Ekuitas CAGR 0.22 0.17 0.5 0.16 0.21 0.23 \n",
" TOTAL: 0.22 0.17 0.5 0.16 0.21 0.23 "
]
},
"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": {
"image/png": 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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 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"4\" 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>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.10</td>\n",
" <td>0.04</td>\n",
" <td>0.13</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.13</td>\n",
" <td>0.13</td>\n",
" <td>0.05</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>0.12</td>\n",
" <td>0.16</td>\n",
" <td>0.17</td>\n",
" <td>0.09</td>\n",
" <td>0.18</td>\n",
" <td>0.25</td>\n",
" <td>0.15</td>\n",
" <td>0.20</td>\n",
" <td>0.22</td>\n",
" <td>0.11</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>0.03</td>\n",
" <td>0.02</td>\n",
" <td>0.04</td>\n",
" <td>0.01</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.04</td>\n",
" <td>0.03</td>\n",
" <td>0.05</td>\n",
" <td>0.02</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>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",
" </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>0.60</td>\n",
" <td>0.65</td>\n",
" <td>0.56</td>\n",
" <td>0.61</td>\n",
" <td>0.65</td>\n",
" <td>0.43</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA \n",
"Group Field Metric \n",
"Income Statement Pendapatan CAGR 0.25 0.11 0.10 0.10 0.10 \n",
" Last TTM YoY 0.25 0.15 0.22 0.12 0.16 \n",
" Last TTM QoQ 0.25 0.03 0.03 0.03 0.02 \n",
" Positive TTM QoQ 0.25 4.00 4.00 4.00 4.00 \n",
" TOTAL: NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBRI BBNI BMRI NISP \n",
"Group Field Metric \n",
"Income Statement Pendapatan CAGR 0.10 0.04 0.13 0.12 \n",
" Last TTM YoY 0.17 0.09 0.18 0.25 \n",
" Last TTM QoQ 0.04 0.01 0.04 0.03 \n",
" Positive TTM QoQ 4.00 4.00 0.25 0.25 \n",
" TOTAL: NaN NaN 0.60 0.65 \n",
"\n",
" \n",
" BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Income Statement Pendapatan CAGR 0.12 0.13 0.13 0.05 \n",
" Last TTM YoY 0.15 0.20 0.22 0.11 \n",
" Last TTM QoQ 0.04 0.03 0.05 0.02 \n",
" Positive TTM QoQ 0.25 0.25 0.25 0.25 \n",
" TOTAL: 0.56 0.61 0.65 0.43 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Laba Bruto (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 1080x864 with 4 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 432x144 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=\"6\" halign=\"left\">Value</th>\n",
" <th colspan=\"6\" 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>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</th>\n",
" <th>BMRI</th>\n",
" <th>NISP</th>\n",
" <th>BRIS</th>\n",
" <th>BBCA</th>\n",
" <th>BBRI</th>\n",
" <th>BBNI</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",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">Income Statement</th>\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>0.10</td>\n",
" <td>0.11</td>\n",
" <td>0.13</td>\n",
" <td>0.03</td>\n",
" <td>0.09</td>\n",
" <td>0.08</td>\n",
" <td>0.06</td>\n",
" <td>0.07</td>\n",
" <td>0.08</td>\n",
" <td>0.02</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>0.02</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>-0.05</td>\n",
" <td>0.04</td>\n",
" <td>0.06</td>\n",
" <td>0.01</td>\n",
" <td>0.08</td>\n",
" <td>0.06</td>\n",
" <td>-0.03</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>0.02</td>\n",
" <td>0.02</td>\n",
" <td>-0.02</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>0.00</td>\n",
" <td>0.01</td>\n",
" <td>0.01</td>\n",
" <td>-0.01</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>3.00</td>\n",
" <td>4.00</td>\n",
" <td>3.00</td>\n",
" <td>0.00</td>\n",
" <td>0.12</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.12</td>\n",
" <td>0.09</td>\n",
" <td>0.00</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>0.26</td>\n",
" <td>0.27</td>\n",
" <td>0.16</td>\n",
" <td>0.28</td>\n",
" <td>0.24</td>\n",
" <td>-0.02</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Score Value \\\n",
" Weight BMRI NISP BRIS BBCA \n",
"Group Field Metric \n",
"Income Statement Laba Bruto CAGR 0.12 0.14 0.13 0.10 0.11 \n",
" Last TTM YoY 0.12 0.07 0.09 0.02 0.12 \n",
" Last TTM QoQ 0.12 0.01 0.02 0.01 0.02 \n",
" Positive TTM QoQ 0.12 4.00 4.00 3.00 4.00 \n",
" TOTAL: NaN NaN NaN NaN NaN \n",
"\n",
" Weighted Score \\\n",
" BBRI BBNI BMRI NISP \n",
"Group Field Metric \n",
"Income Statement Laba Bruto CAGR 0.13 0.03 0.09 0.08 \n",
" Last TTM YoY 0.09 -0.05 0.04 0.06 \n",
" Last TTM QoQ 0.02 -0.02 0.01 0.01 \n",
" Positive TTM QoQ 3.00 0.00 0.12 0.12 \n",
" TOTAL: NaN NaN 0.26 0.27 \n",
"\n",
" \n",
" BRIS BBCA BBRI BBNI \n",
"Group Field Metric \n",
"Income Statement Laba Bruto CAGR 0.06 0.07 0.08 0.02 \n",
" Last TTM YoY 0.01 0.08 0.06 -0.03 \n",
" Last TTM QoQ 0.00 0.01 0.01 -0.01 \n",
" Positive TTM QoQ 0.09 0.12 0.09 0.00 \n",
" TOTAL: 0.16 0.28 0.24 -0.02 "
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/markdown": [
"#### Beban Impairment (Weight=0.5)"
],
"text/plain": [
"<IPython.core.display.Markdown object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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