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HousePrice.py
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HousePrice.py
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import pandas as pd
import numpy as np
from PIL import Image,ImageDraw,ImageFont
from pandas.core.frame import DataFrame
import time
from requests.api import options
import streamlit as st
import requests
import base64
import xgboost as xgb
from sklearn.base import TransformerMixin
from scipy.sparse import csr_matrix
from scipy.sparse import hstack
import joblib
from sklearn.pipeline import Pipeline
from streamlit import caching
from streamlit.scriptrunner import RerunException
from PIL import Image,ImageDraw,ImageFont
st.set_page_config(page_title='House Price Project', page_icon=':house_with_garden')
#Menü gizleme
st.markdown(""" <style>
#MainMenu {visibility: hidden;}
footer {visibility: hidden;}
</style> """, unsafe_allow_html=True)
#Tek sayfaya sığdırma
padding = 0
st.markdown(f""" <style>
.reportview-container .main .block-container{{
padding-top: {padding}rem;
padding-right: {padding}rem;
padding-left: {padding}rem;
padding-bottom: {padding}rem;
}} </style> """, unsafe_allow_html=True)
dil = ["TR", "EN"]
col1, col2, col3, col4, col5,col6,col7,col8,col9,col10,col11,col12 = st.columns([1,1,1,1,1,1,1,1,1,1,1,5])
detail = False
with col12:
dil_secenek = st.radio("Language",dil)
st.write('<style>div.row-widget.stRadio > div{flex-direction:row;}</style>', unsafe_allow_html=True)
class SparseMatrix(TransformerMixin):
def __init__(self):
None
def fit(self, X, y=None):
return self
def transform(self, X, y=None):
categorical_columns = ['MSSubClass','MSZoning', 'Street', 'Alley', 'LotShape', 'LandContour', 'Utilities', 'LotConfig', 'LandSlope', 'Neighborhood', 'Condition1', 'Condition2', 'BldgType', 'HouseStyle', 'RoofStyle', 'RoofMatl', 'Exterior1st', 'Exterior2nd', 'MasVnrType', 'Foundation', 'BsmtQual', 'BsmtCond', 'BsmtExposure', 'BsmtFinType1', 'BsmtFinType2', 'Heating', 'Electrical', 'Functional', 'FireplaceQu', 'GarageType', 'GarageFinish','GarageQual','GarageCond', 'PavedDrive', 'Fence', 'SaleType', 'SaleCondition']
X[categorical_columns] = X[categorical_columns].astype(str)
ohe = joblib.load('ohe.joblib')
hot = ohe.transform(X[categorical_columns].astype(str))
cold_df = X.select_dtypes(exclude=["object"])
cold = csr_matrix(cold_df.values)
final_sparse_matrix = hstack((hot, cold))
final_csr_matrix = final_sparse_matrix.tocsr()
return final_csr_matrix
data_pipeline = Pipeline([('sparse', SparseMatrix())])
bst = xgb.Booster()
bst.load_model('./model/housepricexgb.model')
single_row = pd.read_csv('./data/single_row.csv',index_col =0)
if "load_state" not in st.session_state:
st.session_state.load_state = False
if (dil_secenek == "TR")&(detail == False) :
if "load_state" not in st.session_state:
st.session_state.load_state = False
if (st.sidebar.button("Haydi başlayalım! 🔍") or st.session_state.load_state) != True :
col1, col2, col3, col4, col5,col6,col7,col8,col9,col10,col11,col12 = st.columns([1,1,1,1,1,1,1,1,1,1,1,5])
with col12:
if dil_secenek == "TR":
button = st.button("Beğen 👍")
if button:
st.write("Teşekkür ederiz 💗")
file1 = open("counter.txt","r")
count = file1.read()
count_int = count.replace("'","")
count_int = int(count_int) + 1
with open('counter.txt', 'w') as f:
f.write(str(count_int))
st.title("H O Ş G E L D İ N İ Z !")
st.title("Lütfen istediğiniz evin özelliklerini seçiniz!")
st.title("Proje hakkında")
#Buradaki bilgiler bizim projemiz için değiştirilerek bir giriş yazısı yazılacak
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;"><b><i>Ev fiyatı tahminleme aracı:</i></b> Ev satın almak isteyen tüketicilerin kendileri için uygun bulduğu özelliklerdeki evin yaklaşık fiyatını gösteren bir Python projesidir.</span>', unsafe_allow_html=True)
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;"> Ev satın almak isteyen tüketicilerin kendileri için uygun bulduğu özelliklerdeki evin yaklaşık fiyatını gösteren bir Python projesidir.</span>', unsafe_allow_html=True)
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;">Siz de hayallerinizde evin ederini görmek için sol taraftaki açılır pencereden özellikleri seçin!</span>', unsafe_allow_html=True)
st.markdown(" ")
#Proje Geliştiricileri olarak kendimizi ekleyeceğiz
st.title("Proje Geliştiricileri")
st.markdown(" ")
col1, col2, col3, col4, col5, = st.columns([1,1,1,1,1])
with col1:
st.markdown("<b><i>Ömer Topcu</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAAEWtJREFUaEPVWXl019WV/3zuNyF7AgFCAgmIyhoWBRcCilqhajvWDeiMSyuIOi1dXOrYOq069rTO6bRje7pbDNa6VMClteJSC1XZBBTZt0QgCSQkIRASyPq9nzkvUQ4JUJdO/+g7h3M437zfe+/z7r2fe+/nEf/kg//k58c/FMAtL6xJbW9uuwCmooYYD2ZGNg2u/q62YkNCHB3o0fDwrWe1/T2X+P8O4Kb5y89pS4hKo9hvE5lEoMSEBFFXOxSb+BhMfQnbH8Vtr8eWMDaOsOHRq4p2fRIgnxjArD8szVBbNJNCdoLai9uYcDMN7QRiCec6vJaKKgkNh5AjQwkdo2H6vYAKgBNNOCJgfYP0bF+0RA0JPVJ/d/Wk6o8D5GMDuP9+WdnoFTMVczYjbJE0mFSC3P5q9N6C9SbQKikZxFCSqyANk9sRmL8AcKyEmSR+ASgCsFvA5yH2AfGTedOKHvqHAZg+f36UYfkvgFaDGP1EXUjDk3TUyDBQMdJItIsaCHAbnamghot4DcB7dE6GxSMFWyEoj87+MLWA1mqKF0sBJBLN8frc6UV//ShAPrIFvjB/+YAE41fdcboZPgvgHQjvwpgOVwagLICtoNQB0L3IxfUW4U+SCgG7HK7tZnIXz5C42+jtIPoAWAm3QTDvKdmvYVqHKKpJjGz/w5efdeRvAflIAGYuWP4vlN0k+lnhhkF7Q5II9hA03KAyd2aaYY8cwxxsoukZgqmS/l2GfRbzgOhnEDgE49sQCgFVCDwAcLzkJSRySTYiRptMCQSa0lIPXvXTz3ym5WQgPhTATQtXXC4pMMoZAF42eAS3DBkKCB1050EaGwHvKWCgga8K2ALgxuD7MG50aSCBfDiXEkgPLCTYYoMPcWE8yVSHdhpY6dJgI3pL9qM44o8SY01Vj/Y3iq84b++JQJwUwA2PrUtLSD1yCxyX01ADMAY0SpCFhQxc60BMKQ3AOJi9DfgrEIskXE9qm5PNJhVKrO2wgjBG8ldBa6QwRUA7qXSB7XSUyjACjo2MuBCODTKdYa6dIk6h45FHZkys6w7ipABmLVx+F8mhilnwfuAJUhLNXoHUkp3So399S9uouB1rEWGpHIF9viSL2+lcD6BA4EBSlQCyBVYb/M+AfVpANhC+sy+kwD5HHKgmbAngRQTaBNQBlmfCXNDrCjYWPXr//fSPBODL85ekN0UpPwQwRu6nGJkgaDdg60/LTu1/89lDJuekJ6e2xd76Rmn14ic27CwAMJTOd52qNvIcQT0BNhBIAfQ7OvPdNJViKYiQfYcASAbQLPDJQKmEzpaQCTKV0CGAiYLeMkbFUY9oCZqQ+PCMs+qPBXFCC8xcsGK2DDebMASSA3zDDUcsZtr3Lx1zSb+MlJQPFpGAB/+6sa60tnELTL0AnI6O22OSS8tJ7uyMB+wXtc2AfImnkUiC4zVG2CVpIoR+IDKkQGOqM6AHwKdBlodgFvzfKL7+yPSiu08KICSp8sIV14j8jqBCkWtM2EUoycGBOek91vz3JeNu7m7G5zdV1L+wtewQZIc79u+IET0r8HLIBsqwhe5Nwa1ADCJY7sBSOkaKGECi3/trRgj0Jm6iYbGEDdbJdPdBWC9y9bzpE+45OYAlSxIqDqRcJPc5DuTT2YyAni7SXo7Mxv7sc2dd2yOyhGMXefydnWsXl+6roPkwKFoEem+E7ArsFa2S7n1A5ndSLxY5kUlxFKmQA0JgZgBMk9BAYj7EBkBrAFwv4nQDVgrcZM6nPamtJcGSD36QH45zoRsXvHW+QX+EtEadLrGEChkVfRzq+enT88791zGDssjOn+491LTv/r+sL4kdZZC2g/gyoFRAe+TW2nHjRAboSxFHtbB4vGQ9CYW/lQgcwhDkjhcYoTZkddAzXPwiwAjCchiLCV0IoFbQunnTJj71wQV2AXDDs8tyEhX9j2IVEKwHtQ7mF0O2V9BpEEYA7DE8J2PLmXnZVt3QrDd3V9e1O54VdRWEC4LFAJSEYCQxKPA7hM0EzgLYk4QArwHsIIBcOfaZ+Zvuli/z/aboSsCzRByCsxyGTAgicUjA0xA3ktGG4mlnvxdAdAEwe+HKMS7MFNQow2CTst15xAxDQ5CJKodUBzJYpjG4A8E8h75CMJFAqZPVVJwPMIvAOoflAB4YJ2zWBFmbqFoIqSRegjBADOW1cgArELSGbvtp6OdSL0KlJAe5o4zkEhH71ND02KMzLwru3RVAoM+WKPk2l64lsKYj49KLjGyMpa0Ue6clRa0JCbbWiIrm1niOwFPa4rgqlvZQyDRjdkpiwgEQLRCGC4ia27wl9jgO1iPRIGJpsqGhJcZlgFoA5nZmYiyScyBMpxNsd6mMwNiwBs12USoHUFU8rejrXV1I4qxnV8yCcDOhdxxspfNCGU4TsTmKUetAyuBeaQ3fmTL6c91Z6NXtlYee3hD6EbYU9s1qumPyiIHHzvnxsi2H9hxqzrxyxIC6MXm9ElMTo/TIjM1t7dp98HC8qbr+Ly9uqdwCabJTeWbc7jFppvfJQv0BbhSU3mF1RpsfuebcF49aYPr85SnpxMXWETAoFjgR8GaIOyTmkNhB8vVTs9PH3XNR4Re6A3h5e2XT/PW7D1CoGd4vc8Bdk0cGdjk6nt9c0XTZ0LyEpIQo8WRF2YqymubfrC7Z2ZmFLcngWwEb5FIOobyQ/AQuBANDAZHwi7nTJqw/GgOzn1k5weU/BnCmhAMdGxFbKFsMqo8cnyromVr/X1PHTOp+iMUlVfueWLerVML4UblZe+84b8TgY+c44BZSw4eMX7+1/eCqsro1IBooJMFCZas+cG4h0CjTAABHAM6ZN63oraMW+NITb/ZqSYreIfmaS9MB7CD0BmTJYKAvbiRceRnpI7776TFjjnOhHZUHf79uVwtgxePyek3+yqShx4H84DfucLMTg9lcfbDyh29sXt05l1MobpJxA4BJgFJIL4PsIIEdh7z8rgUzZsQdFrhx4fLh5q6BfdtKy/enhCzcE/RxUGAW7nBoPJz1+T1TMh6YOrawO4DVFbWrfrWy5E1QNxf2y6q947yRp3afs3Zv3YFF2yt/UFrTcEVuZsrI2WefmnZqdkZoKY+Oprb25q+8sGY9xR6ANop+CmSFEPaB2glnPzesQkPz7cexUOi4ItocWnw+QqsnvidjATvSp6ogDs3LSE783iVn9O1+uD+XVO1/at2uA4Be/NTg3MTrxw3+8rFzmtviw7e/+Pa81tiv62B0ug3ITKt6YOqYod3X+tof1jx/pL2tt4Ph4M2g9sIZOreOZorUTXGcsPjRGedUHXWh8J+ZC1ecS2gOgPHvLzpIsAoiTu3gZ3LFoMyU5vumjLmo+6bLdtdsfGRNyQKK7aPzel5726ThXay0qry2/lerSoK5KWA/oHoC7Q99dvzozOQeqceud+eid+oPNLVGhIdOLfwLlS4kNFGoQoTtov1m3tXnLu4CYNaCld8B/EbR2oK/gZ5KWR9BWwiWij6hX2pK7wcvPfO48mP93rrFP1m+LdTvU4b2zUi6+4KRR6vVsMlL2/YcWbix/AActTDUSn4YFvX91uQR5wzpk9nFje55eW31vsNNByVLB5BDeqXEHoQlSVrLiLWQDhVPK5p9FMD0+Rt7ZFjDLxysI3GeoMiEFHdsN2AwTKMgVAzISjnwwNQzPrDQ0Yt7dUdl/dPrdzfKcWB8fq/aOUXDQt1ydPxpa8X+5zZUbCVQL0MSwd6AMu6bMjqxICutS8749ivrqiobm3IltJBeTUT7JU8j9VrslmOm8Qa7IlDoUQCdIlXCFQaNix2hizqPxiUunWuCQCUK1is/K2XnA1PGju7uQq+VVNU8uW7nmwQGDOubOfY/JheGRuXoeHFrRe1zm/ZUiNgB12gSayT0uf384ZeO6tezy3IBQFVj0+GY2G+S4Ewm8ZSEGSBSRTyemJT40Amr0SALxsS9JFpE5lsMwjRWYBXIl0b0yWi8a/LIO7sDeP29fbt/+87O3PC9sF9mzZ3nj8zvZoGa5zaVvxeCMSh0AK4JddG9F49uGdQzrcvc/3x1bXlVQxMkc6M/7mA6wBsovA5yFeGvPDJt4toP1u/iz0GM9db20Hj/AGB/l/JothDwtS7rX5CZMuWBqWPO7A7gxW178OyG8q2h6yrM7Vlwx/nDu7jFi1v31Dy7qXyJoNEEBwN6LEguX5807LrRub26nCFYYE9j0/ORWOrQ7aRaAfs1iBGUJon8ZfE1E350QgCzFqy4jOQEwW+D8CrMVkJxf8CGCsrNTU8Z/f1Lzkg63gLVO3+7tnR/uOGR/TIKvjG5MGTMo2PRtj2Vz2woy4XxaUi7Qs0loOmBqWPi/Ky0QcfO/fHSbd/euK/uEgcDW/wcQqiHbgiND+lLHrlm4hwwkFnn6IJ+1sLVp9LbDBH7CcqRcM/7Yu2AIGKNzM0svvO8kd88DkBphwtVkhoyOq9XVXcafWVH5c75G8p+jlg3hAIRwKNBqbhj0vDPj8rt2YWFvvny2vbqwy1PgNhM4Wsh2OV824xveoLNnXflOaEiPTqOo8RO/bPgexBvBdQaJBARc43Y3D8t9RvfvWRMF/cIKwUW+v263aHWaRiWk5Fz9+TCLi3n4veqNjyxdtdIAY+bsM+pWwm2fuvCUdHpvdOzjz3QQ8u23rdh78HLaKGMZhng7QRXAvDiaybceuztH2eB8OGmZ1beAMXDxGgo5U+KdhVcl4pKys9KrXpgythhJ4qBZzaUh342YWifjJS7L+habfx5R1XJU+t3/VTEdUHoCoo0gLcfvPTMcTlpyV0mf+vld9uqDzftDworiGQCjwdVpMEznl8wY1Rr971PKKvcNH95ttO+IaqXQVeG7ElgWSKZl5OeMsSBqN19sIGHQ3pvbG2vb2hpD11VelJi9PiQ7MySmqaWWyC1Z6cmPVbZ2JRx4HDrVaLcnHtlehXgqVnJiVfmZiTPc9Hqm1pnU2qobW5RHKMXoJrQixi5J6m5/c5fXnd+Z4XcbZxUmevQRIlToNBMBAPamTLPhzgwtJwkqwgkKLR9ZD7Bd0UVK8ZVHXUL8L+w0ILyyk5JEocBe4sKva1m0LhM0lJKX5cpk0KdxECpDSBb2LnH8giJ9z58zVlB3TvhOCmAW55c06c9OR7A2K916jCF6zuaCoXGPFBbR32SA9MRk/1OwABB09jRdOAlQKci5qWdYhUqzXyrwyYE0B1BLH0W5EQ4toEIDQsBxep86GimUCHyoXnTJjx8ssOfMAaOnXzj/FW5iNoKTHZvKG/jSHOt3f4S9ByJTmg1aPsABSWhPPA1wSxJIVtPCiIAxTIQiYCPBbAAsAxBNxLcGoRigqH0bpTQK8QQoEMElrQ55jw2Y+Kev3X4DwUQJsxcsHImIu6GvC9jzgR1BMQ5oTBT5AMoSyPwDIAa0c+GWx+RpGMXTBVOjKZUEV5oIE7v0INM++Q2lkQzoCSAmYLqg6BrwFYz3jn36qIg0X/o+ND3gbDC7PlvDUaSjrS3ea9Ei1yuZAc+I3S0eNmSLjKqPYi5Luw0BjmSWbFzoBHvkD7ewUGQbyOsIKgQoO99/12sd3joo0MifzZv2rmPdqfKT+xC3X/Y+WZw+HN07YoSEvbH7rNc+oIRaQT/GDNsrRR6qOFZ51AjTONCi2rO0EiOFVkCeSbRUSAepocXH6yW2u6fN2NyzYde+UdloRMt9NVFi5J6r7qs7f77oFkL3npJ1HAQy2j2A3r79MBU3vHuZQUdIhbR5jFqaRpJoRJiEoghnW7IlZ1g7btzZ0x4++Me/IP5H8mFui/eIYAl9DglZmvFo1dddPCLzy07zeLoYoOvdtrPCb0CaD3AfLlPoUUHIR8W+msJ+yQWN6JsW2jKP+nB/y4A3TedNX/psOIZ520L30M9BcWnk14Tyt6ZC1Ze0aiyP6UgP/ejsMrHBfSJLPBxN/lHzv+nB/B/jzziqZ3jZRgAAAAASUVORK5CYII=)](https://www.linkedin.com/in/drot/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/dromertopcu)")
with col2:
st.markdown("<b><i>Enes Bol</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/enesbol/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/enesbol)")
with col3:
st.markdown("<b><i>Yasin Tarakcı</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/yasintarakci)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/ysntrkc)")
with col2:
st.markdown("<b><i>Eren Güneştaş</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/erengunestas/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/shuharii)")
with col1:
st.markdown("<b><i>Tunahan Demirkol</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/tunahandemirkol/)")
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAACepJREFUaEO9WntwXFUZ/33n7gZM7i6ltLaCQ4Vm76ZFaiHdu03Loz6YIgoyQCl1KIijlKEgICD44ik4aEEoDo8OKoLQVuAPEYHBUQsI7e4mlJelu5tWqli0BJjsvUnaZO/5nHN2b9gke7ObNOH+leSc8zvf73ud73wnhAn4mo5IzqCwXALGQiJqYYkjIXg6MTUBICZ2wegCaCcEZYXkLV6Y/9azLfPf/d2exgsQnds2VRblCgavFICtBB0zFiNDhIdYYL2zPf3+mNePZ9PG+OJDDW/gSklYJQhKw/v9SUaPIKzzKLymN/vS7rEA1q+11tZwpGBcLoHrRwrOfUz8IrF4niC3kuSckOj6cGdHtxJmanMy6pE3jQVZzJjPTEsgcDwxGiuF1USAG52odyc6OgbqIVIXgeicZEx6vJGAY4ZsCKQE830HiIYnurIvOfVs6M+ZPneJubfYeyYTVhGjrXItE78iiqHlhR2bO2th1iQQsezTmfkhIooMgkm0s4Fr3Gz6r7U2qGfcjCc/T5JvAyHhz2dwgUic52RTfxgNY1QCEcv+FsD3AWQoECb0gul7bi51LwBZj3BjmCPMeGIVS/r5Ry7KHkAXObn0A0E4gQRKwmPdYKAzbWeWZ7mdmX+MQagxTzWbk3NJeI8DYk55MQO4MIhEVQLKbQB+fFDzwMsiZJxa2Lb5gzFLNI4FBx193MFyb/+TIBxXWs4eyDjDyW55cjjcCAI6YIuyw/d5JmxuOmDvSf97/fWeccgy7iWHHtra6DSGnoPgxZoCuCC8UOvwwB5KoLU1bDpGajDbMG2nsFj8cWl+ONuSJQZeBnGLJsGywz3MXIhNm4r+3CEEIjH7ahB+VjZbHxtsu2+1vzkEuLU1HHXFF8mT+e7Ojh3jVnHFwoNiC45UZ0TBlH8Znv/N5sRRMChdcWZc6eTSd4wgoE5YIQeyRDDVIDFfVshn1g4X0IwlTiCi5/Uc4FVmWuvkU78dR1YSEcteycBlvsWZ+UQ3n3lh+J7RmH0pE7QszOxwGJZfRw1aINJs3w6B75b8DVvd3KwE8Jg3AiyevJmZf1T5d0UEoB8yIQxmVRfNl6BpBJ7GzAQS7wmJ9yGkmpchgV4u4icQWDAEh+nmQj513UirLjPM+NtpYjpWjxGvcbKZq8tKBFRh5g14//LzLxF/uZDNPFvNPSKW/SCA8yfCdYZjSNCDPbnUBdWwoy32UpbQMjHDNQ5sOLz7jb9/qC1gWsnVBP6lHiR+xc1mWoMEjFjJhwE+dzIIAHjYyaXPC8I2YwvaiYSWjYkvdrOZezWBJiuZEtCmV+wucvPp+wNBLPt6Am6YDAJMfJ2bzdwcTCB5IRFr2VR6d7PpRaQuIyLM7+qYZPSLAxtmKtMEgURjyZuY+MeTQYDANxVymeuDsKd8Zv4Ur6FBXYIOKGXVgRlkWonlBNpQXvSCk0ufGCi8lUgwsNk/oSecBHNRCGrrzqbbA104bm8CQ8vIhLPJjCXuJKLLShE9ugYilv0MgJMnXPChgE87ufRXgpVo38CAb6VfkBmznyXC0pL/01luPvVE1Swwt20qF4t7Jk37g5uyB0Ezgq6YZix5JpGq0/T3NJmWnSegWf0mhTGvZ/vmN6oSsJKnMPhPk6x9DU+QpxRy7craI76mlrajhfRe1wqXyCkLdBHhEE0gxJ8K6hREYskLQPzrj4MAmL7p5FO/qUpgbmKmKJJKOurE7aJIzN4HQoP6PeJ6Tbt3d/QGWGAlgx/6OAgQ8bmFbOaRanvNmDevqXfvgW55bN8QAqGiN8W/iA9fHI0nTmamqmadaFJC0tLuztRz1XDLqdRP8/uGuBB5RizoIt0US8wXRFsnWthqeJLocz3ZlPbzEYqck4yxx7lBFzItu5OA2Tp4JLUVOlNbqgu5zDBjb+8hoqmTSoLR5eRnzaxWSGo3b0ksgqSXdAgw54emUaJlbjblp6gRcpqW/SgBKyaTADMecfPpwFrLjCfOJqaNWgZJz5AZT95FzN8pM7rLzWcuDxKw7EYdAMTkkGBPkjg2yH3UnqZlryXg0rK8d1I0Zq9gwqPahYBXC7n0kObVcEFNy76bgEsmgwATrXWzKV0VBH2R2ILXQGKeJkC8nJpKeVX1I1VlKgFvhpPr6AqGWGZErV3rGVg2kSQI+H0hN+vrQb6vtT970SfJKKozQHkAsxeaqcvpSMxOD3bFmK528qk1NYRTsbMK4Fv2N6iZ+QOAfuDm06oHpXpAwdq3EtcC9FOtffAWN5dp0wSiln0JA3eXBrDTzaVj/h3XbE6cyIJuM0Ad0jNudHe8vMffQbc+mkLLQfgqwMcDmF6nVd4D8QuQeMrpC23EO5v7aq9bZkSsXaqJMKtMYLWby9xTskCLfYj0sGuwpUd0ekVPUl2+lUWuAONdAXlcd759Z7UNq3QQhk3jvYLo+NHK5SAiZjx5FjE/psZVF9sIG4erds9Hl3rLVq2KK8pW6HT7G4/G25v2+oCmlbyOwDcC/JrT37SwcsyfU899mcAbCrnMmFKxsnR3k3hTEB1R2otud3Kpq/RP/uYj2yojOgQiEluwVWUAHXD9jecPIVFqiu0hYMpo7qC01xP1Dq63/689xErcCtD3tXKD2irlYK5obGGfELS4e3tK5X39mbHEGUTk3xd2gbEBoC6GPIyITgJwVG1fBooeH963I/PveuZGrQU2s3jRLzgBVG9saTClRVdsGey/MO8uskj2dabeKW8mIs2JP0PQF+rZPGgOSzrK7Uxtq4UxZc6iWZ5XVKXNzJL2a7QW1aTo7LZmaRQ7CBQt+9irDRQ+wX+BmRZfHOnn/nUMOqeWAPtDQFed4Qal+c+W47LbkF7r8HZm9fZ6PPk1sHzCvz6qE3pA0qkVlsBBza2zPTK+BMJMARS4FE+310OqlgW05ovFp3zhwVwE4wynM/PH4fj1P3CA/+NJPrW3s71qSa1SKAka2ggOYDMagajufJB6B9Buo48mwredbPpX1eBqPTGdD+YHQBQqQ6mXwzucgcYbhqfR/Sbw6bZPRBu9axi4ttz30Q8bzOJiN59Sp3TVr/YjX3zhaczew35MlIIJWQKucvLppytO7PFaQB2UpzGwxr+X+D5PkldWc5tKJjUJDAa2GNjg9yV9AHWhEELcUxTFjYYX+gbAt9YTAyoVeoa33vCMFQysJuDIynUq2xjMy+t5f6iLgAZfsiQUfbdvtWR5U6U16hS4rmm6RCCsKYTcW7FtW389i+onUEbT5beHK1nSRf5jSD0bjTZHtcuJ6H4ZkmvG+g8gYybgC6Ler7z+fecAtJIYC8fxfxfM4BQgfidCYv143+HGTaBSo2bzMdNhhJeQh4UQaGHWTYJp2kIMYrAL0HtE+CeAt5h4C4rhTZWl+Xit+H+mCGntW0TDWgAAAABJRU5ErkJggg==)](https://github.com/TunahanDemirkol)")
with col3:
st.markdown("<b><i>Furkan Güneştaş</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/fgunestas/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/fgunestas)")
with col4:
st.markdown("<b><i>Kumru Orkun</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAAEWtJREFUaEPVWXl019WV/3zuNyF7AgFCAgmIyhoWBRcCilqhajvWDeiMSyuIOi1dXOrYOq069rTO6bRje7pbDNa6VMClteJSC1XZBBTZt0QgCSQkIRASyPq9nzkvUQ4JUJdO/+g7h3M437zfe+/z7r2fe+/nEf/kg//k58c/FMAtL6xJbW9uuwCmooYYD2ZGNg2u/q62YkNCHB3o0fDwrWe1/T2X+P8O4Kb5y89pS4hKo9hvE5lEoMSEBFFXOxSb+BhMfQnbH8Vtr8eWMDaOsOHRq4p2fRIgnxjArD8szVBbNJNCdoLai9uYcDMN7QRiCec6vJaKKgkNh5AjQwkdo2H6vYAKgBNNOCJgfYP0bF+0RA0JPVJ/d/Wk6o8D5GMDuP9+WdnoFTMVczYjbJE0mFSC3P5q9N6C9SbQKikZxFCSqyANk9sRmL8AcKyEmSR+ASgCsFvA5yH2AfGTedOKHvqHAZg+f36UYfkvgFaDGP1EXUjDk3TUyDBQMdJItIsaCHAbnamghot4DcB7dE6GxSMFWyEoj87+MLWA1mqKF0sBJBLN8frc6UV//ShAPrIFvjB/+YAE41fdcboZPgvgHQjvwpgOVwagLICtoNQB0L3IxfUW4U+SCgG7HK7tZnIXz5C42+jtIPoAWAm3QTDvKdmvYVqHKKpJjGz/w5efdeRvAflIAGYuWP4vlN0k+lnhhkF7Q5II9hA03KAyd2aaYY8cwxxsoukZgqmS/l2GfRbzgOhnEDgE49sQCgFVCDwAcLzkJSRySTYiRptMCQSa0lIPXvXTz3ym5WQgPhTATQtXXC4pMMoZAF42eAS3DBkKCB1050EaGwHvKWCgga8K2ALgxuD7MG50aSCBfDiXEkgPLCTYYoMPcWE8yVSHdhpY6dJgI3pL9qM44o8SY01Vj/Y3iq84b++JQJwUwA2PrUtLSD1yCxyX01ADMAY0SpCFhQxc60BMKQ3AOJi9DfgrEIskXE9qm5PNJhVKrO2wgjBG8ldBa6QwRUA7qXSB7XSUyjACjo2MuBCODTKdYa6dIk6h45FHZkys6w7ipABmLVx+F8mhilnwfuAJUhLNXoHUkp3So399S9uouB1rEWGpHIF9viSL2+lcD6BA4EBSlQCyBVYb/M+AfVpANhC+sy+kwD5HHKgmbAngRQTaBNQBlmfCXNDrCjYWPXr//fSPBODL85ekN0UpPwQwRu6nGJkgaDdg60/LTu1/89lDJuekJ6e2xd76Rmn14ic27CwAMJTOd52qNvIcQT0BNhBIAfQ7OvPdNJViKYiQfYcASAbQLPDJQKmEzpaQCTKV0CGAiYLeMkbFUY9oCZqQ+PCMs+qPBXFCC8xcsGK2DDebMASSA3zDDUcsZtr3Lx1zSb+MlJQPFpGAB/+6sa60tnELTL0AnI6O22OSS8tJ7uyMB+wXtc2AfImnkUiC4zVG2CVpIoR+IDKkQGOqM6AHwKdBlodgFvzfKL7+yPSiu08KICSp8sIV14j8jqBCkWtM2EUoycGBOek91vz3JeNu7m7G5zdV1L+wtewQZIc79u+IET0r8HLIBsqwhe5Nwa1ADCJY7sBSOkaKGECi3/trRgj0Jm6iYbGEDdbJdPdBWC9y9bzpE+45OYAlSxIqDqRcJPc5DuTT2YyAni7SXo7Mxv7sc2dd2yOyhGMXefydnWsXl+6roPkwKFoEem+E7ArsFa2S7n1A5ndSLxY5kUlxFKmQA0JgZgBMk9BAYj7EBkBrAFwv4nQDVgrcZM6nPamtJcGSD36QH45zoRsXvHW+QX+EtEadLrGEChkVfRzq+enT88791zGDssjOn+491LTv/r+sL4kdZZC2g/gyoFRAe+TW2nHjRAboSxFHtbB4vGQ9CYW/lQgcwhDkjhcYoTZkddAzXPwiwAjCchiLCV0IoFbQunnTJj71wQV2AXDDs8tyEhX9j2IVEKwHtQ7mF0O2V9BpEEYA7DE8J2PLmXnZVt3QrDd3V9e1O54VdRWEC4LFAJSEYCQxKPA7hM0EzgLYk4QArwHsIIBcOfaZ+Zvuli/z/aboSsCzRByCsxyGTAgicUjA0xA3ktGG4mlnvxdAdAEwe+HKMS7MFNQow2CTst15xAxDQ5CJKodUBzJYpjG4A8E8h75CMJFAqZPVVJwPMIvAOoflAB4YJ2zWBFmbqFoIqSRegjBADOW1cgArELSGbvtp6OdSL0KlJAe5o4zkEhH71ND02KMzLwru3RVAoM+WKPk2l64lsKYj49KLjGyMpa0Ue6clRa0JCbbWiIrm1niOwFPa4rgqlvZQyDRjdkpiwgEQLRCGC4ia27wl9jgO1iPRIGJpsqGhJcZlgFoA5nZmYiyScyBMpxNsd6mMwNiwBs12USoHUFU8rejrXV1I4qxnV8yCcDOhdxxspfNCGU4TsTmKUetAyuBeaQ3fmTL6c91Z6NXtlYee3hD6EbYU9s1qumPyiIHHzvnxsi2H9hxqzrxyxIC6MXm9ElMTo/TIjM1t7dp98HC8qbr+Ly9uqdwCabJTeWbc7jFppvfJQv0BbhSU3mF1RpsfuebcF49aYPr85SnpxMXWETAoFjgR8GaIOyTmkNhB8vVTs9PH3XNR4Re6A3h5e2XT/PW7D1CoGd4vc8Bdk0cGdjk6nt9c0XTZ0LyEpIQo8WRF2YqymubfrC7Z2ZmFLcngWwEb5FIOobyQ/AQuBANDAZHwi7nTJqw/GgOzn1k5weU/BnCmhAMdGxFbKFsMqo8cnyromVr/X1PHTOp+iMUlVfueWLerVML4UblZe+84b8TgY+c44BZSw4eMX7+1/eCqsro1IBooJMFCZas+cG4h0CjTAABHAM6ZN63oraMW+NITb/ZqSYreIfmaS9MB7CD0BmTJYKAvbiRceRnpI7776TFjjnOhHZUHf79uVwtgxePyek3+yqShx4H84DfucLMTg9lcfbDyh29sXt05l1MobpJxA4BJgFJIL4PsIIEdh7z8rgUzZsQdFrhx4fLh5q6BfdtKy/enhCzcE/RxUGAW7nBoPJz1+T1TMh6YOrawO4DVFbWrfrWy5E1QNxf2y6q947yRp3afs3Zv3YFF2yt/UFrTcEVuZsrI2WefmnZqdkZoKY+Oprb25q+8sGY9xR6ANop+CmSFEPaB2glnPzesQkPz7cexUOi4ItocWnw+QqsnvidjATvSp6ogDs3LSE783iVn9O1+uD+XVO1/at2uA4Be/NTg3MTrxw3+8rFzmtviw7e/+Pa81tiv62B0ug3ITKt6YOqYod3X+tof1jx/pL2tt4Ph4M2g9sIZOreOZorUTXGcsPjRGedUHXWh8J+ZC1ecS2gOgPHvLzpIsAoiTu3gZ3LFoMyU5vumjLmo+6bLdtdsfGRNyQKK7aPzel5726ThXay0qry2/lerSoK5KWA/oHoC7Q99dvzozOQeqceud+eid+oPNLVGhIdOLfwLlS4kNFGoQoTtov1m3tXnLu4CYNaCld8B/EbR2oK/gZ5KWR9BWwiWij6hX2pK7wcvPfO48mP93rrFP1m+LdTvU4b2zUi6+4KRR6vVsMlL2/YcWbix/AActTDUSn4YFvX91uQR5wzpk9nFje55eW31vsNNByVLB5BDeqXEHoQlSVrLiLWQDhVPK5p9FMD0+Rt7ZFjDLxysI3GeoMiEFHdsN2AwTKMgVAzISjnwwNQzPrDQ0Yt7dUdl/dPrdzfKcWB8fq/aOUXDQt1ydPxpa8X+5zZUbCVQL0MSwd6AMu6bMjqxICutS8749ivrqiobm3IltJBeTUT7JU8j9VrslmOm8Qa7IlDoUQCdIlXCFQaNix2hizqPxiUunWuCQCUK1is/K2XnA1PGju7uQq+VVNU8uW7nmwQGDOubOfY/JheGRuXoeHFrRe1zm/ZUiNgB12gSayT0uf384ZeO6tezy3IBQFVj0+GY2G+S4Ewm8ZSEGSBSRTyemJT40Amr0SALxsS9JFpE5lsMwjRWYBXIl0b0yWi8a/LIO7sDeP29fbt/+87O3PC9sF9mzZ3nj8zvZoGa5zaVvxeCMSh0AK4JddG9F49uGdQzrcvc/3x1bXlVQxMkc6M/7mA6wBsovA5yFeGvPDJt4toP1u/iz0GM9db20Hj/AGB/l/JothDwtS7rX5CZMuWBqWPO7A7gxW178OyG8q2h6yrM7Vlwx/nDu7jFi1v31Dy7qXyJoNEEBwN6LEguX5807LrRub26nCFYYE9j0/ORWOrQ7aRaAfs1iBGUJon8ZfE1E350QgCzFqy4jOQEwW+D8CrMVkJxf8CGCsrNTU8Z/f1Lzkg63gLVO3+7tnR/uOGR/TIKvjG5MGTMo2PRtj2Vz2woy4XxaUi7Qs0loOmBqWPi/Ky0QcfO/fHSbd/euK/uEgcDW/wcQqiHbgiND+lLHrlm4hwwkFnn6IJ+1sLVp9LbDBH7CcqRcM/7Yu2AIGKNzM0svvO8kd88DkBphwtVkhoyOq9XVXcafWVH5c75G8p+jlg3hAIRwKNBqbhj0vDPj8rt2YWFvvny2vbqwy1PgNhM4Wsh2OV824xveoLNnXflOaEiPTqOo8RO/bPgexBvBdQaJBARc43Y3D8t9RvfvWRMF/cIKwUW+v263aHWaRiWk5Fz9+TCLi3n4veqNjyxdtdIAY+bsM+pWwm2fuvCUdHpvdOzjz3QQ8u23rdh78HLaKGMZhng7QRXAvDiaybceuztH2eB8OGmZ1beAMXDxGgo5U+KdhVcl4pKys9KrXpgythhJ4qBZzaUh342YWifjJS7L+habfx5R1XJU+t3/VTEdUHoCoo0gLcfvPTMcTlpyV0mf+vld9uqDzftDworiGQCjwdVpMEznl8wY1Rr971PKKvcNH95ttO+IaqXQVeG7ElgWSKZl5OeMsSBqN19sIGHQ3pvbG2vb2hpD11VelJi9PiQ7MySmqaWWyC1Z6cmPVbZ2JRx4HDrVaLcnHtlehXgqVnJiVfmZiTPc9Hqm1pnU2qobW5RHKMXoJrQixi5J6m5/c5fXnd+Z4XcbZxUmevQRIlToNBMBAPamTLPhzgwtJwkqwgkKLR9ZD7Bd0UVK8ZVHXUL8L+w0ILyyk5JEocBe4sKva1m0LhM0lJKX5cpk0KdxECpDSBb2LnH8giJ9z58zVlB3TvhOCmAW55c06c9OR7A2K916jCF6zuaCoXGPFBbR32SA9MRk/1OwABB09jRdOAlQKci5qWdYhUqzXyrwyYE0B1BLH0W5EQ4toEIDQsBxep86GimUCHyoXnTJjx8ssOfMAaOnXzj/FW5iNoKTHZvKG/jSHOt3f4S9ByJTmg1aPsABSWhPPA1wSxJIVtPCiIAxTIQiYCPBbAAsAxBNxLcGoRigqH0bpTQK8QQoEMElrQ55jw2Y+Kev3X4DwUQJsxcsHImIu6GvC9jzgR1BMQ5oTBT5AMoSyPwDIAa0c+GWx+RpGMXTBVOjKZUEV5oIE7v0INM++Q2lkQzoCSAmYLqg6BrwFYz3jn36qIg0X/o+ND3gbDC7PlvDUaSjrS3ea9Ei1yuZAc+I3S0eNmSLjKqPYi5Luw0BjmSWbFzoBHvkD7ewUGQbyOsIKgQoO99/12sd3joo0MifzZv2rmPdqfKT+xC3X/Y+WZw+HN07YoSEvbH7rNc+oIRaQT/GDNsrRR6qOFZ51AjTONCi2rO0EiOFVkCeSbRUSAepocXH6yW2u6fN2NyzYde+UdloRMt9NVFi5J6r7qs7f77oFkL3npJ1HAQy2j2A3r79MBU3vHuZQUdIhbR5jFqaRpJoRJiEoghnW7IlZ1g7btzZ0x4++Me/IP5H8mFui/eIYAl9DglZmvFo1dddPCLzy07zeLoYoOvdtrPCb0CaD3AfLlPoUUHIR8W+msJ+yQWN6JsW2jKP+nB/y4A3TedNX/psOIZ520L30M9BcWnk14Tyt6ZC1Ze0aiyP6UgP/ejsMrHBfSJLPBxN/lHzv+nB/B/jzziqZ3jZRgAAAAASUVORK5CYII=)](https://www.linkedin.com/in/kumru-orkun-30848b198/)")
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAACepJREFUaEO9WntwXFUZ/33n7gZM7i6ltLaCQ4Vm76ZFaiHdu03Loz6YIgoyQCl1KIijlKEgICD44ik4aEEoDo8OKoLQVuAPEYHBUQsI7e4mlJelu5tWqli0BJjsvUnaZO/5nHN2b9gke7ObNOH+leSc8zvf73ud73wnhAn4mo5IzqCwXALGQiJqYYkjIXg6MTUBICZ2wegCaCcEZYXkLV6Y/9azLfPf/d2exgsQnds2VRblCgavFICtBB0zFiNDhIdYYL2zPf3+mNePZ9PG+OJDDW/gSklYJQhKw/v9SUaPIKzzKLymN/vS7rEA1q+11tZwpGBcLoHrRwrOfUz8IrF4niC3kuSckOj6cGdHtxJmanMy6pE3jQVZzJjPTEsgcDwxGiuF1USAG52odyc6OgbqIVIXgeicZEx6vJGAY4ZsCKQE830HiIYnurIvOfVs6M+ZPneJubfYeyYTVhGjrXItE78iiqHlhR2bO2th1iQQsezTmfkhIooMgkm0s4Fr3Gz6r7U2qGfcjCc/T5JvAyHhz2dwgUic52RTfxgNY1QCEcv+FsD3AWQoECb0gul7bi51LwBZj3BjmCPMeGIVS/r5Ry7KHkAXObn0A0E4gQRKwmPdYKAzbWeWZ7mdmX+MQagxTzWbk3NJeI8DYk55MQO4MIhEVQLKbQB+fFDzwMsiZJxa2Lb5gzFLNI4FBx193MFyb/+TIBxXWs4eyDjDyW55cjjcCAI6YIuyw/d5JmxuOmDvSf97/fWeccgy7iWHHtra6DSGnoPgxZoCuCC8UOvwwB5KoLU1bDpGajDbMG2nsFj8cWl+ONuSJQZeBnGLJsGywz3MXIhNm4r+3CEEIjH7ahB+VjZbHxtsu2+1vzkEuLU1HHXFF8mT+e7Ojh3jVnHFwoNiC45UZ0TBlH8Znv/N5sRRMChdcWZc6eTSd4wgoE5YIQeyRDDVIDFfVshn1g4X0IwlTiCi5/Uc4FVmWuvkU78dR1YSEcteycBlvsWZ+UQ3n3lh+J7RmH0pE7QszOxwGJZfRw1aINJs3w6B75b8DVvd3KwE8Jg3AiyevJmZf1T5d0UEoB8yIQxmVRfNl6BpBJ7GzAQS7wmJ9yGkmpchgV4u4icQWDAEh+nmQj513UirLjPM+NtpYjpWjxGvcbKZq8tKBFRh5g14//LzLxF/uZDNPFvNPSKW/SCA8yfCdYZjSNCDPbnUBdWwoy32UpbQMjHDNQ5sOLz7jb9/qC1gWsnVBP6lHiR+xc1mWoMEjFjJhwE+dzIIAHjYyaXPC8I2YwvaiYSWjYkvdrOZezWBJiuZEtCmV+wucvPp+wNBLPt6Am6YDAJMfJ2bzdwcTCB5IRFr2VR6d7PpRaQuIyLM7+qYZPSLAxtmKtMEgURjyZuY+MeTQYDANxVymeuDsKd8Zv4Ur6FBXYIOKGXVgRlkWonlBNpQXvSCk0ufGCi8lUgwsNk/oSecBHNRCGrrzqbbA104bm8CQ8vIhLPJjCXuJKLLShE9ugYilv0MgJMnXPChgE87ufRXgpVo38CAb6VfkBmznyXC0pL/01luPvVE1Swwt20qF4t7Jk37g5uyB0Ezgq6YZix5JpGq0/T3NJmWnSegWf0mhTGvZ/vmN6oSsJKnMPhPk6x9DU+QpxRy7craI76mlrajhfRe1wqXyCkLdBHhEE0gxJ8K6hREYskLQPzrj4MAmL7p5FO/qUpgbmKmKJJKOurE7aJIzN4HQoP6PeJ6Tbt3d/QGWGAlgx/6OAgQ8bmFbOaRanvNmDevqXfvgW55bN8QAqGiN8W/iA9fHI0nTmamqmadaFJC0tLuztRz1XDLqdRP8/uGuBB5RizoIt0US8wXRFsnWthqeJLocz3ZlPbzEYqck4yxx7lBFzItu5OA2Tp4JLUVOlNbqgu5zDBjb+8hoqmTSoLR5eRnzaxWSGo3b0ksgqSXdAgw54emUaJlbjblp6gRcpqW/SgBKyaTADMecfPpwFrLjCfOJqaNWgZJz5AZT95FzN8pM7rLzWcuDxKw7EYdAMTkkGBPkjg2yH3UnqZlryXg0rK8d1I0Zq9gwqPahYBXC7n0kObVcEFNy76bgEsmgwATrXWzKV0VBH2R2ILXQGKeJkC8nJpKeVX1I1VlKgFvhpPr6AqGWGZErV3rGVg2kSQI+H0hN+vrQb6vtT970SfJKKozQHkAsxeaqcvpSMxOD3bFmK528qk1NYRTsbMK4Fv2N6iZ+QOAfuDm06oHpXpAwdq3EtcC9FOtffAWN5dp0wSiln0JA3eXBrDTzaVj/h3XbE6cyIJuM0Ad0jNudHe8vMffQbc+mkLLQfgqwMcDmF6nVd4D8QuQeMrpC23EO5v7aq9bZkSsXaqJMKtMYLWby9xTskCLfYj0sGuwpUd0ekVPUl2+lUWuAONdAXlcd759Z7UNq3QQhk3jvYLo+NHK5SAiZjx5FjE/psZVF9sIG4erds9Hl3rLVq2KK8pW6HT7G4/G25v2+oCmlbyOwDcC/JrT37SwcsyfU899mcAbCrnMmFKxsnR3k3hTEB1R2otud3Kpq/RP/uYj2yojOgQiEluwVWUAHXD9jecPIVFqiu0hYMpo7qC01xP1Dq63/689xErcCtD3tXKD2irlYK5obGGfELS4e3tK5X39mbHEGUTk3xd2gbEBoC6GPIyITgJwVG1fBooeH963I/PveuZGrQU2s3jRLzgBVG9saTClRVdsGey/MO8uskj2dabeKW8mIs2JP0PQF+rZPGgOSzrK7Uxtq4UxZc6iWZ5XVKXNzJL2a7QW1aTo7LZmaRQ7CBQt+9irDRQ+wX+BmRZfHOnn/nUMOqeWAPtDQFed4Qal+c+W47LbkF7r8HZm9fZ6PPk1sHzCvz6qE3pA0qkVlsBBza2zPTK+BMJMARS4FE+310OqlgW05ovFp3zhwVwE4wynM/PH4fj1P3CA/+NJPrW3s71qSa1SKAka2ggOYDMagajufJB6B9Buo48mwredbPpX1eBqPTGdD+YHQBQqQ6mXwzucgcYbhqfR/Sbw6bZPRBu9axi4ttz30Q8bzOJiN59Sp3TVr/YjX3zhaczew35MlIIJWQKucvLppytO7PFaQB2UpzGwxr+X+D5PkldWc5tKJjUJDAa2GNjg9yV9AHWhEELcUxTFjYYX+gbAt9YTAyoVeoa33vCMFQysJuDIynUq2xjMy+t5f6iLgAZfsiQUfbdvtWR5U6U16hS4rmm6RCCsKYTcW7FtW389i+onUEbT5beHK1nSRf5jSD0bjTZHtcuJ6H4ZkmvG+g8gYybgC6Ler7z+fecAtJIYC8fxfxfM4BQgfidCYv143+HGTaBSo2bzMdNhhJeQh4UQaGHWTYJp2kIMYrAL0HtE+CeAt5h4C4rhTZWl+Xit+H+mCGntW0TDWgAAAABJRU5ErkJggg==)](https://github.com/kumruo)")
with col4:
st.markdown("<b><i>Baranalp Özkan</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/baranalpozkan/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/baranalpozkan)")
with col5:
st.markdown("<b><i>M.Yavuz Gökmen</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/myavuzgokmen/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/AbyssWatcher-17)")
else:
st.session_state.load_state = True
st.title("Lütfen istediğiniz evin özelliklerini seçiniz!")
with st.sidebar:
#Buradaki optionların isimleri Türkçeye çevrilecek
#CAT_OPTIONS
LandContour_options =['', 'Daireye Yakın/Seviye', 'Yatırılmış - Hızlı ve önemli artış', 'Yamaç', 'Depresyon']
LandContour_dict ={'':'' ,'Daireye Yakın/Seviye':'Lvl', 'Yatırılmış - Hızlı ve önemli artış':'Bnk', 'Yamaç':'HLS', 'Depresyon':'Low'}
LandContour = st.sidebar.selectbox('Mülkün düzlüğü',options=LandContour_options)
PavedDrive_options=['', 'Döşeli', 'Kısmi Kaldırım', 'Kir/Çakıl']
PavedDrive_dict={'':'','Döşeli':'Y', 'Kısmi Kaldırım':'P', 'Kir/Çakıl':'N'}
PavedDrive= st.sidebar.selectbox('Döşeme yolu',options=PavedDrive_options)
BsmtQual_options = ['','Mükemmel', 'İyi', 'Ortalama', 'İdare Eder']
BsmtQual_dict = {'':'','Mükemmel':'5','İyi':'4', 'Ortalama':'3', 'İdare Eder':'2'}
BsmtQual = st.sidebar.selectbox('Bodrum Kalitesi Türü',options=BsmtQual_options)
Condition1_options =['','Ana caddeye bitişik','Besleyici caddeye bitişik', 'Normal', "Kuzey-Güney Demiryolunun 200'ü İçinde", 'Kuzey-Güney Demiryoluna Bitişik', 'Pozitif saha dışı özelliği-- park, yeşil kuşak, vb.','Pozitif tesis dışı özelliğe bitişik', "Doğu-Batı Demiryolunun 200'ü içinde",'Doğu-Batı Demiryoluna Bitişik']
Condition1_dict ={'':'','Ana caddeye bitişik':'Artery','Besleyici caddeye bitişik':'Feedr', 'Normal':'Norm', "Kuzey-Güney Demiryolunun 200'ü İçinde":'RRNn', 'Kuzey-Güney Demiryoluna Bitişik':'RRAn','Pozitif saha dışı özelliği-- park, yeşil kuşak, vb.':'PosN','Pozitif tesis dışı özelliğe bitişik':'PosA',"Doğu-Batı Demiryolunun 200'ü içinde":'RRNe','Doğu-Batı Demiryoluna Bitişik':'RRAe'}
Condition1 = st.sidebar.selectbox('Çeşitli koşullara yakınlık',options=Condition1_options)
FireplaceQu_options = ['','Olağanüstü Duvar Şömine','Ana seviyede duvar şöminesi','Ana yaşam alanında Prefabrik Şömine veya bodrum katında Yığma Şömine','Bodrumda Prefabrik Şömine','Ben Franklin Soba'] #TA ?
FireplaceQu_dict = {'':'','Olağanüstü Duvar Şömine':'5', 'Ana seviyede duvar şöminesi':'4','Ana yaşam alanında Prefabrik Şömine veya bodrum katında Yığma Şömine':'3','Bodrumda Prefabrik Şömine':'2','Ben Franklin Soba':'1'}
FireplaceQu = st.sidebar.selectbox('Şömine Kalitesi',options=FireplaceQu_options)
Alley_options = ['','Çakıl', 'Döşeli']
Alley_dict = {'':"",'Çakıl':'Grvl','Döşeli':'Pave'}
Alley = st.sidebar.selectbox('Mülke geçit erişimi türü', options=Alley_options)
Neighborhood_options = ['',"Bloomington Heights","Bluestem",'Briardale','Brookside','Clear Creek','College Creek','Crawford','Edwards','Gilbert','Iowa DOT and Rail Road', 'Meadow Village', 'Mitchell', 'North Ames', 'Northridge', 'Northpark Villa', 'Northridge Heights', 'Northwest Ames', 'Old Town', 'South & West of Iowa State University', 'Sawyer', 'Sawyer West', 'Somerset', 'Stone Brook', 'Timberland', 'Veenker']
Neighborhood_dict = {'':'',
'Bloomington Heights':'Blmngtn',
'Bluestem':'Blueste',
'Briardale':'BrDale',
'Brookside':'BrkSide',
'Clear Creek':'ClearCr',
'College Creek':'CollgCr',
'Crawford':'Crawfor',
'Edwards':'Edwards',
'Gilbert':'Gilbert',
'Iowa DOT and Rail Road':'IDOTRR',
'Meadow Village':'MeadowV',
'Mitchell':'Mitchel',
'North Ames':'Names',
'Northridge':'NoRidge',
'Northpark Villa':'NPkVill',
'Northridge Heights':'NridgHt',
'Northwest Ames':'NWAmes',
'Old Town':'OldTown',
'South & West of Iowa State University':'SWISU',
'Sawyer':'Sawyer',
'Sawyer West':'SawyerW',
'Somerset':'Somerst',
'Stone Brook':'StoneBr',
'Timberland':'Timber',
'Veenker':'Veenker'}
Neighborhood = st.sidebar.selectbox('Ames şehir sınırları içindeki fiziksel konumlar',options=Neighborhood_options)
GarageQual_options = ['','Excellent', 'Good', 'Typical', 'Fair', 'Poor']
GarageQual_dict = {'':'','Excellent':'5','Good':'4', 'Typical':'3', 'Fair':'2','Poor':'1'}
GarageQual = st.sidebar.selectbox('Garaj Kalitesi',options=GarageQual_options)
###
#NUM_OPTIONS
BsmtFinSF1 = st.sidebar.select_slider(
'Tamamlanmış bodrum alanı',
options=[*range(0, 5645)])
FullBath = st.sidebar.select_slider(
'Üst sınıf banyolar',
options=[*range(0,4)])
KitchenQual= st.sidebar.select_slider(
'Mutfak kalitesi',
options=[*range(2,6)])
TotalBsmtSF= st.sidebar.select_slider(
'Bodrum alanının toplam metrekaresi',
options=[*range(0,6111)])
ndFlrSF = st.sidebar.select_slider(
'İkinci kat metrekare',
options=[*range(1,2066)])
GarageArea = st.sidebar.select_slider(
'Garajın metrekare cinsinden büyüklüğü',
options=[*range(0,1419)])
KitchenAbvGr = st.sidebar.select_slider(
'Sınıf Üstü Mutfaklar',
options = [*range(0,4)])
OverallQual = st.sidebar.select_slider(
'Evin genel malzemesi ve bitişinin değerlendirmesi',
options=[*range(1,11)])
GrLivArea = st.sidebar.select_slider(
'Zeminden yüksekteki yaşam alanı',
options=[*range(334,5643)])
GarageCars = st.sidebar.select_slider(
'Garajın araç kapasitesi',
options=[*range(0,5)])
ExterQual = st.sidebar.select_slider(
'Dış cephe malzeme kalitesi',
options=[*range(2,6)])
soru_list1 = [LandContour_dict,PavedDrive_dict,BsmtQual_dict,Condition1_dict,FireplaceQu_dict,Alley_dict,Neighborhood_dict,GarageQual_dict] #Categoric olanların dict'leri bu listeye eklenecek
soru_list2 = [LandContour,PavedDrive,BsmtQual,Condition1,FireplaceQu,Alley,Neighborhood,GarageQual] #categoric olanların seçimleri bu listeye eklenecek
soru_list3 = []
for i,j in zip(soru_list2,soru_list1):
soru_list3.append(j[i])
soru_list3 += [BsmtFinSF1,FullBath,KitchenQual,TotalBsmtSF,ndFlrSF,GarageArea,KitchenAbvGr,OverallQual,GrLivArea,GarageCars,ExterQual] #numeric olanların seçimleri bu listeye eklenecek
soru_list4 = ['LandContour','PavedDrive','BsmtQual','Condition1','FireplaceQu','Alley','Neighborhood','GarageQual','BsmtFinSF1','FullBath','KitchenQual','TotalBsmtSF','2ndFlrSF','GarageArea','KitchenAbvGr','OverallQual','GrLivArea','GarageCars','ExterQual'] #categoric ve numeric olanların isimleri bu listeye eklenecek
if st.sidebar.button('Evin Tahmini Fiyatını Göster'):
for i in range(len(soru_list3)):
if soru_list3[i] != '' :
single_row.loc[0,soru_list4[i]] = soru_list3[i]
single_row_transformed = data_pipeline.fit_transform(single_row)
xgmat = xgb.DMatrix(single_row_transformed,missing = -999.0)
ypred = bst.predict(xgmat)
st.title('Seçtiğiniz evin tahmini fiyatı : ')
st.title(np.round(ypred[0]))
if st.button('Baştan Başlayalım!') :
st.legacy_caching.clear_cache()
del st.session_state.load_state
st.experimental_rerun()
if (dil_secenek == "EN")&(detail ==0):
if "load_state" not in st.session_state:
st.session_state.load_state = False
if (st.sidebar.button("Let's start! 🔍") or st.session_state.load_state) != True :
col1, col2, col3, col4, col5,col6,col7,col8,col9,col10,col11,col12 = st.columns([1,1,1,1,1,1,1,1,1,1,1,5])
with col12:
if dil_secenek == "EN":
button = st.button("Like 👍")
if button:
st.write("Appreciated 💗")
file1 = open("counter.txt","r")
count = file1.read()
count_int = count.replace("'","")
count_int = int(count_int) + 1
with open('counter.txt', 'w') as f:
f.write(str(count_int))
st.title("W E L C O M E !")
st.title("Please select the properties of the house you want!")
st.title("About")
#Buraya projemiz hakkında ingilizce giriş yazısı eklenecek
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;"><b><i>House price estimation tool: </i></b> It is a Python project that shows the approximate price of a house with features that consumers who want to buy a house find suitable for them.</span>', unsafe_allow_html=True)
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;">This tool allows consumers to make a prediction about the price in terms of the features they want. At the same time, it is helpful to see giving up which features will get a more suitable price. The selected features are the features that affect the house price the most, respectively.</span>', unsafe_allow_html=True)
st.markdown('<span style="font-family:Papyrus; font-size:1.5em;">Select the features from the left-hand pop-up window to see the price of the dream house !</span>', unsafe_allow_html=True)
#Buraya yine developerlar olarak kendimizi ekleyeceğiz
st.markdown(" ")
st.title("Project Developers")
st.markdown(" ")
col1, col2, col3, col4, col5, = st.columns([1,1,1,1,1])
with col1:
st.markdown("<b><i>Ömer Topcu</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAAEWtJREFUaEPVWXl019WV/3zuNyF7AgFCAgmIyhoWBRcCilqhajvWDeiMSyuIOi1dXOrYOq069rTO6bRje7pbDNa6VMClteJSC1XZBBTZt0QgCSQkIRASyPq9nzkvUQ4JUJdO/+g7h3M437zfe+/z7r2fe+/nEf/kg//k58c/FMAtL6xJbW9uuwCmooYYD2ZGNg2u/q62YkNCHB3o0fDwrWe1/T2X+P8O4Kb5y89pS4hKo9hvE5lEoMSEBFFXOxSb+BhMfQnbH8Vtr8eWMDaOsOHRq4p2fRIgnxjArD8szVBbNJNCdoLai9uYcDMN7QRiCec6vJaKKgkNh5AjQwkdo2H6vYAKgBNNOCJgfYP0bF+0RA0JPVJ/d/Wk6o8D5GMDuP9+WdnoFTMVczYjbJE0mFSC3P5q9N6C9SbQKikZxFCSqyANk9sRmL8AcKyEmSR+ASgCsFvA5yH2AfGTedOKHvqHAZg+f36UYfkvgFaDGP1EXUjDk3TUyDBQMdJItIsaCHAbnamghot4DcB7dE6GxSMFWyEoj87+MLWA1mqKF0sBJBLN8frc6UV//ShAPrIFvjB/+YAE41fdcboZPgvgHQjvwpgOVwagLICtoNQB0L3IxfUW4U+SCgG7HK7tZnIXz5C42+jtIPoAWAm3QTDvKdmvYVqHKKpJjGz/w5efdeRvAflIAGYuWP4vlN0k+lnhhkF7Q5II9hA03KAyd2aaYY8cwxxsoukZgqmS/l2GfRbzgOhnEDgE49sQCgFVCDwAcLzkJSRySTYiRptMCQSa0lIPXvXTz3ym5WQgPhTATQtXXC4pMMoZAF42eAS3DBkKCB1050EaGwHvKWCgga8K2ALgxuD7MG50aSCBfDiXEkgPLCTYYoMPcWE8yVSHdhpY6dJgI3pL9qM44o8SY01Vj/Y3iq84b++JQJwUwA2PrUtLSD1yCxyX01ADMAY0SpCFhQxc60BMKQ3AOJi9DfgrEIskXE9qm5PNJhVKrO2wgjBG8ldBa6QwRUA7qXSB7XSUyjACjo2MuBCODTKdYa6dIk6h45FHZkys6w7ipABmLVx+F8mhilnwfuAJUhLNXoHUkp3So399S9uouB1rEWGpHIF9viSL2+lcD6BA4EBSlQCyBVYb/M+AfVpANhC+sy+kwD5HHKgmbAngRQTaBNQBlmfCXNDrCjYWPXr//fSPBODL85ekN0UpPwQwRu6nGJkgaDdg60/LTu1/89lDJuekJ6e2xd76Rmn14ic27CwAMJTOd52qNvIcQT0BNhBIAfQ7OvPdNJViKYiQfYcASAbQLPDJQKmEzpaQCTKV0CGAiYLeMkbFUY9oCZqQ+PCMs+qPBXFCC8xcsGK2DDebMASSA3zDDUcsZtr3Lx1zSb+MlJQPFpGAB/+6sa60tnELTL0AnI6O22OSS8tJ7uyMB+wXtc2AfImnkUiC4zVG2CVpIoR+IDKkQGOqM6AHwKdBlodgFvzfKL7+yPSiu08KICSp8sIV14j8jqBCkWtM2EUoycGBOek91vz3JeNu7m7G5zdV1L+wtewQZIc79u+IET0r8HLIBsqwhe5Nwa1ADCJY7sBSOkaKGECi3/trRgj0Jm6iYbGEDdbJdPdBWC9y9bzpE+45OYAlSxIqDqRcJPc5DuTT2YyAni7SXo7Mxv7sc2dd2yOyhGMXefydnWsXl+6roPkwKFoEem+E7ArsFa2S7n1A5ndSLxY5kUlxFKmQA0JgZgBMk9BAYj7EBkBrAFwv4nQDVgrcZM6nPamtJcGSD36QH45zoRsXvHW+QX+EtEadLrGEChkVfRzq+enT88791zGDssjOn+491LTv/r+sL4kdZZC2g/gyoFRAe+TW2nHjRAboSxFHtbB4vGQ9CYW/lQgcwhDkjhcYoTZkddAzXPwiwAjCchiLCV0IoFbQunnTJj71wQV2AXDDs8tyEhX9j2IVEKwHtQ7mF0O2V9BpEEYA7DE8J2PLmXnZVt3QrDd3V9e1O54VdRWEC4LFAJSEYCQxKPA7hM0EzgLYk4QArwHsIIBcOfaZ+Zvuli/z/aboSsCzRByCsxyGTAgicUjA0xA3ktGG4mlnvxdAdAEwe+HKMS7MFNQow2CTst15xAxDQ5CJKodUBzJYpjG4A8E8h75CMJFAqZPVVJwPMIvAOoflAB4YJ2zWBFmbqFoIqSRegjBADOW1cgArELSGbvtp6OdSL0KlJAe5o4zkEhH71ND02KMzLwru3RVAoM+WKPk2l64lsKYj49KLjGyMpa0Ue6clRa0JCbbWiIrm1niOwFPa4rgqlvZQyDRjdkpiwgEQLRCGC4ia27wl9jgO1iPRIGJpsqGhJcZlgFoA5nZmYiyScyBMpxNsd6mMwNiwBs12USoHUFU8rejrXV1I4qxnV8yCcDOhdxxspfNCGU4TsTmKUetAyuBeaQ3fmTL6c91Z6NXtlYee3hD6EbYU9s1qumPyiIHHzvnxsi2H9hxqzrxyxIC6MXm9ElMTo/TIjM1t7dp98HC8qbr+Ly9uqdwCabJTeWbc7jFppvfJQv0BbhSU3mF1RpsfuebcF49aYPr85SnpxMXWETAoFjgR8GaIOyTmkNhB8vVTs9PH3XNR4Re6A3h5e2XT/PW7D1CoGd4vc8Bdk0cGdjk6nt9c0XTZ0LyEpIQo8WRF2YqymubfrC7Z2ZmFLcngWwEb5FIOobyQ/AQuBANDAZHwi7nTJqw/GgOzn1k5weU/BnCmhAMdGxFbKFsMqo8cnyromVr/X1PHTOp+iMUlVfueWLerVML4UblZe+84b8TgY+c44BZSw4eMX7+1/eCqsro1IBooJMFCZas+cG4h0CjTAABHAM6ZN63oraMW+NITb/ZqSYreIfmaS9MB7CD0BmTJYKAvbiRceRnpI7776TFjjnOhHZUHf79uVwtgxePyek3+yqShx4H84DfucLMTg9lcfbDyh29sXt05l1MobpJxA4BJgFJIL4PsIIEdh7z8rgUzZsQdFrhx4fLh5q6BfdtKy/enhCzcE/RxUGAW7nBoPJz1+T1TMh6YOrawO4DVFbWrfrWy5E1QNxf2y6q947yRp3afs3Zv3YFF2yt/UFrTcEVuZsrI2WefmnZqdkZoKY+Oprb25q+8sGY9xR6ANop+CmSFEPaB2glnPzesQkPz7cexUOi4ItocWnw+QqsnvidjATvSp6ogDs3LSE783iVn9O1+uD+XVO1/at2uA4Be/NTg3MTrxw3+8rFzmtviw7e/+Pa81tiv62B0ug3ITKt6YOqYod3X+tof1jx/pL2tt4Ph4M2g9sIZOreOZorUTXGcsPjRGedUHXWh8J+ZC1ecS2gOgPHvLzpIsAoiTu3gZ3LFoMyU5vumjLmo+6bLdtdsfGRNyQKK7aPzel5726ThXay0qry2/lerSoK5KWA/oHoC7Q99dvzozOQeqceud+eid+oPNLVGhIdOLfwLlS4kNFGoQoTtov1m3tXnLu4CYNaCld8B/EbR2oK/gZ5KWR9BWwiWij6hX2pK7wcvPfO48mP93rrFP1m+LdTvU4b2zUi6+4KRR6vVsMlL2/YcWbix/AActTDUSn4YFvX91uQR5wzpk9nFje55eW31vsNNByVLB5BDeqXEHoQlSVrLiLWQDhVPK5p9FMD0+Rt7ZFjDLxysI3GeoMiEFHdsN2AwTKMgVAzISjnwwNQzPrDQ0Yt7dUdl/dPrdzfKcWB8fq/aOUXDQt1ydPxpa8X+5zZUbCVQL0MSwd6AMu6bMjqxICutS8749ivrqiobm3IltJBeTUT7JU8j9VrslmOm8Qa7IlDoUQCdIlXCFQaNix2hizqPxiUunWuCQCUK1is/K2XnA1PGju7uQq+VVNU8uW7nmwQGDOubOfY/JheGRuXoeHFrRe1zm/ZUiNgB12gSayT0uf384ZeO6tezy3IBQFVj0+GY2G+S4Ewm8ZSEGSBSRTyemJT40Amr0SALxsS9JFpE5lsMwjRWYBXIl0b0yWi8a/LIO7sDeP29fbt/+87O3PC9sF9mzZ3nj8zvZoGa5zaVvxeCMSh0AK4JddG9F49uGdQzrcvc/3x1bXlVQxMkc6M/7mA6wBsovA5yFeGvPDJt4toP1u/iz0GM9db20Hj/AGB/l/JothDwtS7rX5CZMuWBqWPO7A7gxW178OyG8q2h6yrM7Vlwx/nDu7jFi1v31Dy7qXyJoNEEBwN6LEguX5807LrRub26nCFYYE9j0/ORWOrQ7aRaAfs1iBGUJon8ZfE1E350QgCzFqy4jOQEwW+D8CrMVkJxf8CGCsrNTU8Z/f1Lzkg63gLVO3+7tnR/uOGR/TIKvjG5MGTMo2PRtj2Vz2woy4XxaUi7Qs0loOmBqWPi/Ky0QcfO/fHSbd/euK/uEgcDW/wcQqiHbgiND+lLHrlm4hwwkFnn6IJ+1sLVp9LbDBH7CcqRcM/7Yu2AIGKNzM0svvO8kd88DkBphwtVkhoyOq9XVXcafWVH5c75G8p+jlg3hAIRwKNBqbhj0vDPj8rt2YWFvvny2vbqwy1PgNhM4Wsh2OV824xveoLNnXflOaEiPTqOo8RO/bPgexBvBdQaJBARc43Y3D8t9RvfvWRMF/cIKwUW+v263aHWaRiWk5Fz9+TCLi3n4veqNjyxdtdIAY+bsM+pWwm2fuvCUdHpvdOzjz3QQ8u23rdh78HLaKGMZhng7QRXAvDiaybceuztH2eB8OGmZ1beAMXDxGgo5U+KdhVcl4pKys9KrXpgythhJ4qBZzaUh342YWifjJS7L+habfx5R1XJU+t3/VTEdUHoCoo0gLcfvPTMcTlpyV0mf+vld9uqDzftDworiGQCjwdVpMEznl8wY1Rr971PKKvcNH95ttO+IaqXQVeG7ElgWSKZl5OeMsSBqN19sIGHQ3pvbG2vb2hpD11VelJi9PiQ7MySmqaWWyC1Z6cmPVbZ2JRx4HDrVaLcnHtlehXgqVnJiVfmZiTPc9Hqm1pnU2qobW5RHKMXoJrQixi5J6m5/c5fXnd+Z4XcbZxUmevQRIlToNBMBAPamTLPhzgwtJwkqwgkKLR9ZD7Bd0UVK8ZVHXUL8L+w0ILyyk5JEocBe4sKva1m0LhM0lJKX5cpk0KdxECpDSBb2LnH8giJ9z58zVlB3TvhOCmAW55c06c9OR7A2K916jCF6zuaCoXGPFBbR32SA9MRk/1OwABB09jRdOAlQKci5qWdYhUqzXyrwyYE0B1BLH0W5EQ4toEIDQsBxep86GimUCHyoXnTJjx8ssOfMAaOnXzj/FW5iNoKTHZvKG/jSHOt3f4S9ByJTmg1aPsABSWhPPA1wSxJIVtPCiIAxTIQiYCPBbAAsAxBNxLcGoRigqH0bpTQK8QQoEMElrQ55jw2Y+Kev3X4DwUQJsxcsHImIu6GvC9jzgR1BMQ5oTBT5AMoSyPwDIAa0c+GWx+RpGMXTBVOjKZUEV5oIE7v0INM++Q2lkQzoCSAmYLqg6BrwFYz3jn36qIg0X/o+ND3gbDC7PlvDUaSjrS3ea9Ei1yuZAc+I3S0eNmSLjKqPYi5Luw0BjmSWbFzoBHvkD7ewUGQbyOsIKgQoO99/12sd3joo0MifzZv2rmPdqfKT+xC3X/Y+WZw+HN07YoSEvbH7rNc+oIRaQT/GDNsrRR6qOFZ51AjTONCi2rO0EiOFVkCeSbRUSAepocXH6yW2u6fN2NyzYde+UdloRMt9NVFi5J6r7qs7f77oFkL3npJ1HAQy2j2A3r79MBU3vHuZQUdIhbR5jFqaRpJoRJiEoghnW7IlZ1g7btzZ0x4++Me/IP5H8mFui/eIYAl9DglZmvFo1dddPCLzy07zeLoYoOvdtrPCb0CaD3AfLlPoUUHIR8W+msJ+yQWN6JsW2jKP+nB/y4A3TedNX/psOIZ520L30M9BcWnk14Tyt6ZC1Ze0aiyP6UgP/ejsMrHBfSJLPBxN/lHzv+nB/B/jzziqZ3jZRgAAAAASUVORK5CYII=)](https://www.linkedin.com/in/drot/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/dromertopcu)")
with col2:
st.markdown("<b><i>Enes Bol</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAAEWtJREFUaEPVWXl019WV/3zuNyF7AgFCAgmIyhoWBRcCilqhajvWDeiMSyuIOi1dXOrYOq069rTO6bRje7pbDNa6VMClteJSC1XZBBTZt0QgCSQkIRASyPq9nzkvUQ4JUJdO/+g7h3M437zfe+/z7r2fe+/nEf/kg//k58c/FMAtL6xJbW9uuwCmooYYD2ZGNg2u/q62YkNCHB3o0fDwrWe1/T2X+P8O4Kb5y89pS4hKo9hvE5lEoMSEBFFXOxSb+BhMfQnbH8Vtr8eWMDaOsOHRq4p2fRIgnxjArD8szVBbNJNCdoLai9uYcDMN7QRiCec6vJaKKgkNh5AjQwkdo2H6vYAKgBNNOCJgfYP0bF+0RA0JPVJ/d/Wk6o8D5GMDuP9+WdnoFTMVczYjbJE0mFSC3P5q9N6C9SbQKikZxFCSqyANk9sRmL8AcKyEmSR+ASgCsFvA5yH2AfGTedOKHvqHAZg+f36UYfkvgFaDGP1EXUjDk3TUyDBQMdJItIsaCHAbnamghot4DcB7dE6GxSMFWyEoj87+MLWA1mqKF0sBJBLN8frc6UV//ShAPrIFvjB/+YAE41fdcboZPgvgHQjvwpgOVwagLICtoNQB0L3IxfUW4U+SCgG7HK7tZnIXz5C42+jtIPoAWAm3QTDvKdmvYVqHKKpJjGz/w5efdeRvAflIAGYuWP4vlN0k+lnhhkF7Q5II9hA03KAyd2aaYY8cwxxsoukZgqmS/l2GfRbzgOhnEDgE49sQCgFVCDwAcLzkJSRySTYiRptMCQSa0lIPXvXTz3ym5WQgPhTATQtXXC4pMMoZAF42eAS3DBkKCB1050EaGwHvKWCgga8K2ALgxuD7MG50aSCBfDiXEkgPLCTYYoMPcWE8yVSHdhpY6dJgI3pL9qM44o8SY01Vj/Y3iq84b++JQJwUwA2PrUtLSD1yCxyX01ADMAY0SpCFhQxc60BMKQ3AOJi9DfgrEIskXE9qm5PNJhVKrO2wgjBG8ldBa6QwRUA7qXSB7XSUyjACjo2MuBCODTKdYa6dIk6h45FHZkys6w7ipABmLVx+F8mhilnwfuAJUhLNXoHUkp3So399S9uouB1rEWGpHIF9viSL2+lcD6BA4EBSlQCyBVYb/M+AfVpANhC+sy+kwD5HHKgmbAngRQTaBNQBlmfCXNDrCjYWPXr//fSPBODL85ekN0UpPwQwRu6nGJkgaDdg60/LTu1/89lDJuekJ6e2xd76Rmn14ic27CwAMJTOd52qNvIcQT0BNhBIAfQ7OvPdNJViKYiQfYcASAbQLPDJQKmEzpaQCTKV0CGAiYLeMkbFUY9oCZqQ+PCMs+qPBXFCC8xcsGK2DDebMASSA3zDDUcsZtr3Lx1zSb+MlJQPFpGAB/+6sa60tnELTL0AnI6O22OSS8tJ7uyMB+wXtc2AfImnkUiC4zVG2CVpIoR+IDKkQGOqM6AHwKdBlodgFvzfKL7+yPSiu08KICSp8sIV14j8jqBCkWtM2EUoycGBOek91vz3JeNu7m7G5zdV1L+wtewQZIc79u+IET0r8HLIBsqwhe5Nwa1ADCJY7sBSOkaKGECi3/trRgj0Jm6iYbGEDdbJdPdBWC9y9bzpE+45OYAlSxIqDqRcJPc5DuTT2YyAni7SXo7Mxv7sc2dd2yOyhGMXefydnWsXl+6roPkwKFoEem+E7ArsFa2S7n1A5ndSLxY5kUlxFKmQA0JgZgBMk9BAYj7EBkBrAFwv4nQDVgrcZM6nPamtJcGSD36QH45zoRsXvHW+QX+EtEadLrGEChkVfRzq+enT88791zGDssjOn+491LTv/r+sL4kdZZC2g/gyoFRAe+TW2nHjRAboSxFHtbB4vGQ9CYW/lQgcwhDkjhcYoTZkddAzXPwiwAjCchiLCV0IoFbQunnTJj71wQV2AXDDs8tyEhX9j2IVEKwHtQ7mF0O2V9BpEEYA7DE8J2PLmXnZVt3QrDd3V9e1O54VdRWEC4LFAJSEYCQxKPA7hM0EzgLYk4QArwHsIIBcOfaZ+Zvuli/z/aboSsCzRByCsxyGTAgicUjA0xA3ktGG4mlnvxdAdAEwe+HKMS7MFNQow2CTst15xAxDQ5CJKodUBzJYpjG4A8E8h75CMJFAqZPVVJwPMIvAOoflAB4YJ2zWBFmbqFoIqSRegjBADOW1cgArELSGbvtp6OdSL0KlJAe5o4zkEhH71ND02KMzLwru3RVAoM+WKPk2l64lsKYj49KLjGyMpa0Ue6clRa0JCbbWiIrm1niOwFPa4rgqlvZQyDRjdkpiwgEQLRCGC4ia27wl9jgO1iPRIGJpsqGhJcZlgFoA5nZmYiyScyBMpxNsd6mMwNiwBs12USoHUFU8rejrXV1I4qxnV8yCcDOhdxxspfNCGU4TsTmKUetAyuBeaQ3fmTL6c91Z6NXtlYee3hD6EbYU9s1qumPyiIHHzvnxsi2H9hxqzrxyxIC6MXm9ElMTo/TIjM1t7dp98HC8qbr+Ly9uqdwCabJTeWbc7jFppvfJQv0BbhSU3mF1RpsfuebcF49aYPr85SnpxMXWETAoFjgR8GaIOyTmkNhB8vVTs9PH3XNR4Re6A3h5e2XT/PW7D1CoGd4vc8Bdk0cGdjk6nt9c0XTZ0LyEpIQo8WRF2YqymubfrC7Z2ZmFLcngWwEb5FIOobyQ/AQuBANDAZHwi7nTJqw/GgOzn1k5weU/BnCmhAMdGxFbKFsMqo8cnyromVr/X1PHTOp+iMUlVfueWLerVML4UblZe+84b8TgY+c44BZSw4eMX7+1/eCqsro1IBooJMFCZas+cG4h0CjTAABHAM6ZN63oraMW+NITb/ZqSYreIfmaS9MB7CD0BmTJYKAvbiRceRnpI7776TFjjnOhHZUHf79uVwtgxePyek3+yqShx4H84DfucLMTg9lcfbDyh29sXt05l1MobpJxA4BJgFJIL4PsIIEdh7z8rgUzZsQdFrhx4fLh5q6BfdtKy/enhCzcE/RxUGAW7nBoPJz1+T1TMh6YOrawO4DVFbWrfrWy5E1QNxf2y6q947yRp3afs3Zv3YFF2yt/UFrTcEVuZsrI2WefmnZqdkZoKY+Oprb25q+8sGY9xR6ANop+CmSFEPaB2glnPzesQkPz7cexUOi4ItocWnw+QqsnvidjATvSp6ogDs3LSE783iVn9O1+uD+XVO1/at2uA4Be/NTg3MTrxw3+8rFzmtviw7e/+Pa81tiv62B0ug3ITKt6YOqYod3X+tof1jx/pL2tt4Ph4M2g9sIZOreOZorUTXGcsPjRGedUHXWh8J+ZC1ecS2gOgPHvLzpIsAoiTu3gZ3LFoMyU5vumjLmo+6bLdtdsfGRNyQKK7aPzel5726ThXay0qry2/lerSoK5KWA/oHoC7Q99dvzozOQeqceud+eid+oPNLVGhIdOLfwLlS4kNFGoQoTtov1m3tXnLu4CYNaCld8B/EbR2oK/gZ5KWR9BWwiWij6hX2pK7wcvPfO48mP93rrFP1m+LdTvU4b2zUi6+4KRR6vVsMlL2/YcWbix/AActTDUSn4YFvX91uQR5wzpk9nFje55eW31vsNNByVLB5BDeqXEHoQlSVrLiLWQDhVPK5p9FMD0+Rt7ZFjDLxysI3GeoMiEFHdsN2AwTKMgVAzISjnwwNQzPrDQ0Yt7dUdl/dPrdzfKcWB8fq/aOUXDQt1ydPxpa8X+5zZUbCVQL0MSwd6AMu6bMjqxICutS8749ivrqiobm3IltJBeTUT7JU8j9VrslmOm8Qa7IlDoUQCdIlXCFQaNix2hizqPxiUunWuCQCUK1is/K2XnA1PGju7uQq+VVNU8uW7nmwQGDOubOfY/JheGRuXoeHFrRe1zm/ZUiNgB12gSayT0uf384ZeO6tezy3IBQFVj0+GY2G+S4Ewm8ZSEGSBSRTyemJT40Amr0SALxsS9JFpE5lsMwjRWYBXIl0b0yWi8a/LIO7sDeP29fbt/+87O3PC9sF9mzZ3nj8zvZoGa5zaVvxeCMSh0AK4JddG9F49uGdQzrcvc/3x1bXlVQxMkc6M/7mA6wBsovA5yFeGvPDJt4toP1u/iz0GM9db20Hj/AGB/l/JothDwtS7rX5CZMuWBqWPO7A7gxW178OyG8q2h6yrM7Vlwx/nDu7jFi1v31Dy7qXyJoNEEBwN6LEguX5807LrRub26nCFYYE9j0/ORWOrQ7aRaAfs1iBGUJon8ZfE1E350QgCzFqy4jOQEwW+D8CrMVkJxf8CGCsrNTU8Z/f1Lzkg63gLVO3+7tnR/uOGR/TIKvjG5MGTMo2PRtj2Vz2woy4XxaUi7Qs0loOmBqWPi/Ky0QcfO/fHSbd/euK/uEgcDW/wcQqiHbgiND+lLHrlm4hwwkFnn6IJ+1sLVp9LbDBH7CcqRcM/7Yu2AIGKNzM0svvO8kd88DkBphwtVkhoyOq9XVXcafWVH5c75G8p+jlg3hAIRwKNBqbhj0vDPj8rt2YWFvvny2vbqwy1PgNhM4Wsh2OV824xveoLNnXflOaEiPTqOo8RO/bPgexBvBdQaJBARc43Y3D8t9RvfvWRMF/cIKwUW+v263aHWaRiWk5Fz9+TCLi3n4veqNjyxdtdIAY+bsM+pWwm2fuvCUdHpvdOzjz3QQ8u23rdh78HLaKGMZhng7QRXAvDiaybceuztH2eB8OGmZ1beAMXDxGgo5U+KdhVcl4pKys9KrXpgythhJ4qBZzaUh342YWifjJS7L+habfx5R1XJU+t3/VTEdUHoCoo0gLcfvPTMcTlpyV0mf+vld9uqDzftDworiGQCjwdVpMEznl8wY1Rr971PKKvcNH95ttO+IaqXQVeG7ElgWSKZl5OeMsSBqN19sIGHQ3pvbG2vb2hpD11VelJi9PiQ7MySmqaWWyC1Z6cmPVbZ2JRx4HDrVaLcnHtlehXgqVnJiVfmZiTPc9Hqm1pnU2qobW5RHKMXoJrQixi5J6m5/c5fXnd+Z4XcbZxUmevQRIlToNBMBAPamTLPhzgwtJwkqwgkKLR9ZD7Bd0UVK8ZVHXUL8L+w0ILyyk5JEocBe4sKva1m0LhM0lJKX5cpk0KdxECpDSBb2LnH8giJ9z58zVlB3TvhOCmAW55c06c9OR7A2K916jCF6zuaCoXGPFBbR32SA9MRk/1OwABB09jRdOAlQKci5qWdYhUqzXyrwyYE0B1BLH0W5EQ4toEIDQsBxep86GimUCHyoXnTJjx8ssOfMAaOnXzj/FW5iNoKTHZvKG/jSHOt3f4S9ByJTmg1aPsABSWhPPA1wSxJIVtPCiIAxTIQiYCPBbAAsAxBNxLcGoRigqH0bpTQK8QQoEMElrQ55jw2Y+Kev3X4DwUQJsxcsHImIu6GvC9jzgR1BMQ5oTBT5AMoSyPwDIAa0c+GWx+RpGMXTBVOjKZUEV5oIE7v0INM++Q2lkQzoCSAmYLqg6BrwFYz3jn36qIg0X/o+ND3gbDC7PlvDUaSjrS3ea9Ei1yuZAc+I3S0eNmSLjKqPYi5Luw0BjmSWbFzoBHvkD7ewUGQbyOsIKgQoO99/12sd3joo0MifzZv2rmPdqfKT+xC3X/Y+WZw+HN07YoSEvbH7rNc+oIRaQT/GDNsrRR6qOFZ51AjTONCi2rO0EiOFVkCeSbRUSAepocXH6yW2u6fN2NyzYde+UdloRMt9NVFi5J6r7qs7f77oFkL3npJ1HAQy2j2A3r79MBU3vHuZQUdIhbR5jFqaRpJoRJiEoghnW7IlZ1g7btzZ0x4++Me/IP5H8mFui/eIYAl9DglZmvFo1dddPCLzy07zeLoYoOvdtrPCb0CaD3AfLlPoUUHIR8W+msJ+yQWN6JsW2jKP+nB/y4A3TedNX/psOIZ520L30M9BcWnk14Tyt6ZC1Ze0aiyP6UgP/ejsMrHBfSJLPBxN/lHzv+nB/B/jzziqZ3jZRgAAAAASUVORK5CYII=)](https://www.linkedin.com/in/enesbol/)")
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAACepJREFUaEO9WntwXFUZ/33n7gZM7i6ltLaCQ4Vm76ZFaiHdu03Loz6YIgoyQCl1KIijlKEgICD44ik4aEEoDo8OKoLQVuAPEYHBUQsI7e4mlJelu5tWqli0BJjsvUnaZO/5nHN2b9gke7ObNOH+leSc8zvf73ud73wnhAn4mo5IzqCwXALGQiJqYYkjIXg6MTUBICZ2wegCaCcEZYXkLV6Y/9azLfPf/d2exgsQnds2VRblCgavFICtBB0zFiNDhIdYYL2zPf3+mNePZ9PG+OJDDW/gSklYJQhKw/v9SUaPIKzzKLymN/vS7rEA1q+11tZwpGBcLoHrRwrOfUz8IrF4niC3kuSckOj6cGdHtxJmanMy6pE3jQVZzJjPTEsgcDwxGiuF1USAG52odyc6OgbqIVIXgeicZEx6vJGAY4ZsCKQE830HiIYnurIvOfVs6M+ZPneJubfYeyYTVhGjrXItE78iiqHlhR2bO2th1iQQsezTmfkhIooMgkm0s4Fr3Gz6r7U2qGfcjCc/T5JvAyHhz2dwgUic52RTfxgNY1QCEcv+FsD3AWQoECb0gul7bi51LwBZj3BjmCPMeGIVS/r5Ry7KHkAXObn0A0E4gQRKwmPdYKAzbWeWZ7mdmX+MQagxTzWbk3NJeI8DYk55MQO4MIhEVQLKbQB+fFDzwMsiZJxa2Lb5gzFLNI4FBx193MFyb/+TIBxXWs4eyDjDyW55cjjcCAI6YIuyw/d5JmxuOmDvSf97/fWeccgy7iWHHtra6DSGnoPgxZoCuCC8UOvwwB5KoLU1bDpGajDbMG2nsFj8cWl+ONuSJQZeBnGLJsGywz3MXIhNm4r+3CEEIjH7ahB+VjZbHxtsu2+1vzkEuLU1HHXFF8mT+e7Ojh3jVnHFwoNiC45UZ0TBlH8Znv/N5sRRMChdcWZc6eTSd4wgoE5YIQeyRDDVIDFfVshn1g4X0IwlTiCi5/Uc4FVmWuvkU78dR1YSEcteycBlvsWZ+UQ3n3lh+J7RmH0pE7QszOxwGJZfRw1aINJs3w6B75b8DVvd3KwE8Jg3AiyevJmZf1T5d0UEoB8yIQxmVRfNl6BpBJ7GzAQS7wmJ9yGkmpchgV4u4icQWDAEh+nmQj513UirLjPM+NtpYjpWjxGvcbKZq8tKBFRh5g14//LzLxF/uZDNPFvNPSKW/SCA8yfCdYZjSNCDPbnUBdWwoy32UpbQMjHDNQ5sOLz7jb9/qC1gWsnVBP6lHiR+xc1mWoMEjFjJhwE+dzIIAHjYyaXPC8I2YwvaiYSWjYkvdrOZezWBJiuZEtCmV+wucvPp+wNBLPt6Am6YDAJMfJ2bzdwcTCB5IRFr2VR6d7PpRaQuIyLM7+qYZPSLAxtmKtMEgURjyZuY+MeTQYDANxVymeuDsKd8Zv4Ur6FBXYIOKGXVgRlkWonlBNpQXvSCk0ufGCi8lUgwsNk/oSecBHNRCGrrzqbbA104bm8CQ8vIhLPJjCXuJKLLShE9ugYilv0MgJMnXPChgE87ufRXgpVo38CAb6VfkBmznyXC0pL/01luPvVE1Swwt20qF4t7Jk37g5uyB0Ezgq6YZix5JpGq0/T3NJmWnSegWf0mhTGvZ/vmN6oSsJKnMPhPk6x9DU+QpxRy7craI76mlrajhfRe1wqXyCkLdBHhEE0gxJ8K6hREYskLQPzrj4MAmL7p5FO/qUpgbmKmKJJKOurE7aJIzN4HQoP6PeJ6Tbt3d/QGWGAlgx/6OAgQ8bmFbOaRanvNmDevqXfvgW55bN8QAqGiN8W/iA9fHI0nTmamqmadaFJC0tLuztRz1XDLqdRP8/uGuBB5RizoIt0US8wXRFsnWthqeJLocz3ZlPbzEYqck4yxx7lBFzItu5OA2Tp4JLUVOlNbqgu5zDBjb+8hoqmTSoLR5eRnzaxWSGo3b0ksgqSXdAgw54emUaJlbjblp6gRcpqW/SgBKyaTADMecfPpwFrLjCfOJqaNWgZJz5AZT95FzN8pM7rLzWcuDxKw7EYdAMTkkGBPkjg2yH3UnqZlryXg0rK8d1I0Zq9gwqPahYBXC7n0kObVcEFNy76bgEsmgwATrXWzKV0VBH2R2ILXQGKeJkC8nJpKeVX1I1VlKgFvhpPr6AqGWGZErV3rGVg2kSQI+H0hN+vrQb6vtT970SfJKKozQHkAsxeaqcvpSMxOD3bFmK528qk1NYRTsbMK4Fv2N6iZ+QOAfuDm06oHpXpAwdq3EtcC9FOtffAWN5dp0wSiln0JA3eXBrDTzaVj/h3XbE6cyIJuM0Ad0jNudHe8vMffQbc+mkLLQfgqwMcDmF6nVd4D8QuQeMrpC23EO5v7aq9bZkSsXaqJMKtMYLWby9xTskCLfYj0sGuwpUd0ekVPUl2+lUWuAONdAXlcd759Z7UNq3QQhk3jvYLo+NHK5SAiZjx5FjE/psZVF9sIG4erds9Hl3rLVq2KK8pW6HT7G4/G25v2+oCmlbyOwDcC/JrT37SwcsyfU899mcAbCrnMmFKxsnR3k3hTEB1R2otud3Kpq/RP/uYj2yojOgQiEluwVWUAHXD9jecPIVFqiu0hYMpo7qC01xP1Dq63/689xErcCtD3tXKD2irlYK5obGGfELS4e3tK5X39mbHEGUTk3xd2gbEBoC6GPIyITgJwVG1fBooeH963I/PveuZGrQU2s3jRLzgBVG9saTClRVdsGey/MO8uskj2dabeKW8mIs2JP0PQF+rZPGgOSzrK7Uxtq4UxZc6iWZ5XVKXNzJL2a7QW1aTo7LZmaRQ7CBQt+9irDRQ+wX+BmRZfHOnn/nUMOqeWAPtDQFed4Qal+c+W47LbkF7r8HZm9fZ6PPk1sHzCvz6qE3pA0qkVlsBBza2zPTK+BMJMARS4FE+310OqlgW05ovFp3zhwVwE4wynM/PH4fj1P3CA/+NJPrW3s71qSa1SKAka2ggOYDMagajufJB6B9Buo48mwredbPpX1eBqPTGdD+YHQBQqQ6mXwzucgcYbhqfR/Sbw6bZPRBu9axi4ttz30Q8bzOJiN59Sp3TVr/YjX3zhaczew35MlIIJWQKucvLppytO7PFaQB2UpzGwxr+X+D5PkldWc5tKJjUJDAa2GNjg9yV9AHWhEELcUxTFjYYX+gbAt9YTAyoVeoa33vCMFQysJuDIynUq2xjMy+t5f6iLgAZfsiQUfbdvtWR5U6U16hS4rmm6RCCsKYTcW7FtW389i+onUEbT5beHK1nSRf5jSD0bjTZHtcuJ6H4ZkmvG+g8gYybgC6Ler7z+fecAtJIYC8fxfxfM4BQgfidCYv143+HGTaBSo2bzMdNhhJeQh4UQaGHWTYJp2kIMYrAL0HtE+CeAt5h4C4rhTZWl+Xit+H+mCGntW0TDWgAAAABJRU5ErkJggg==)](https://github.com/enesbol)")
with col3:
st.markdown("<b><i>Yasin Tarakcı</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/yasintarakci)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/ysntrkc)")
with col2:
st.markdown("<b><i>Eren Güneştaş</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/erengunestas/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/shuharii)")
with col1:
st.markdown("<b><i>Tunahan Demirkol</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/tunahandemirkol/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/TunahanDemirkol)")
with col3:
st.markdown("<b><i>Furkan Güneştaş</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/fgunestas/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/fgunestas)")
with col4:
st.markdown("<b><i>Kumru Orkun</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/kumru-orkun-30848b198/)")
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAACepJREFUaEO9WntwXFUZ/33n7gZM7i6ltLaCQ4Vm76ZFaiHdu03Loz6YIgoyQCl1KIijlKEgICD44ik4aEEoDo8OKoLQVuAPEYHBUQsI7e4mlJelu5tWqli0BJjsvUnaZO/5nHN2b9gke7ObNOH+leSc8zvf73ud73wnhAn4mo5IzqCwXALGQiJqYYkjIXg6MTUBICZ2wegCaCcEZYXkLV6Y/9azLfPf/d2exgsQnds2VRblCgavFICtBB0zFiNDhIdYYL2zPf3+mNePZ9PG+OJDDW/gSklYJQhKw/v9SUaPIKzzKLymN/vS7rEA1q+11tZwpGBcLoHrRwrOfUz8IrF4niC3kuSckOj6cGdHtxJmanMy6pE3jQVZzJjPTEsgcDwxGiuF1USAG52odyc6OgbqIVIXgeicZEx6vJGAY4ZsCKQE830HiIYnurIvOfVs6M+ZPneJubfYeyYTVhGjrXItE78iiqHlhR2bO2th1iQQsezTmfkhIooMgkm0s4Fr3Gz6r7U2qGfcjCc/T5JvAyHhz2dwgUic52RTfxgNY1QCEcv+FsD3AWQoECb0gul7bi51LwBZj3BjmCPMeGIVS/r5Ry7KHkAXObn0A0E4gQRKwmPdYKAzbWeWZ7mdmX+MQagxTzWbk3NJeI8DYk55MQO4MIhEVQLKbQB+fFDzwMsiZJxa2Lb5gzFLNI4FBx193MFyb/+TIBxXWs4eyDjDyW55cjjcCAI6YIuyw/d5JmxuOmDvSf97/fWeccgy7iWHHtra6DSGnoPgxZoCuCC8UOvwwB5KoLU1bDpGajDbMG2nsFj8cWl+ONuSJQZeBnGLJsGywz3MXIhNm4r+3CEEIjH7ahB+VjZbHxtsu2+1vzkEuLU1HHXFF8mT+e7Ojh3jVnHFwoNiC45UZ0TBlH8Znv/N5sRRMChdcWZc6eTSd4wgoE5YIQeyRDDVIDFfVshn1g4X0IwlTiCi5/Uc4FVmWuvkU78dR1YSEcteycBlvsWZ+UQ3n3lh+J7RmH0pE7QszOxwGJZfRw1aINJs3w6B75b8DVvd3KwE8Jg3AiyevJmZf1T5d0UEoB8yIQxmVRfNl6BpBJ7GzAQS7wmJ9yGkmpchgV4u4icQWDAEh+nmQj513UirLjPM+NtpYjpWjxGvcbKZq8tKBFRh5g14//LzLxF/uZDNPFvNPSKW/SCA8yfCdYZjSNCDPbnUBdWwoy32UpbQMjHDNQ5sOLz7jb9/qC1gWsnVBP6lHiR+xc1mWoMEjFjJhwE+dzIIAHjYyaXPC8I2YwvaiYSWjYkvdrOZezWBJiuZEtCmV+wucvPp+wNBLPt6Am6YDAJMfJ2bzdwcTCB5IRFr2VR6d7PpRaQuIyLM7+qYZPSLAxtmKtMEgURjyZuY+MeTQYDANxVymeuDsKd8Zv4Ur6FBXYIOKGXVgRlkWonlBNpQXvSCk0ufGCi8lUgwsNk/oSecBHNRCGrrzqbbA104bm8CQ8vIhLPJjCXuJKLLShE9ugYilv0MgJMnXPChgE87ufRXgpVo38CAb6VfkBmznyXC0pL/01luPvVE1Swwt20qF4t7Jk37g5uyB0Ezgq6YZix5JpGq0/T3NJmWnSegWf0mhTGvZ/vmN6oSsJKnMPhPk6x9DU+QpxRy7craI76mlrajhfRe1wqXyCkLdBHhEE0gxJ8K6hREYskLQPzrj4MAmL7p5FO/qUpgbmKmKJJKOurE7aJIzN4HQoP6PeJ6Tbt3d/QGWGAlgx/6OAgQ8bmFbOaRanvNmDevqXfvgW55bN8QAqGiN8W/iA9fHI0nTmamqmadaFJC0tLuztRz1XDLqdRP8/uGuBB5RizoIt0US8wXRFsnWthqeJLocz3ZlPbzEYqck4yxx7lBFzItu5OA2Tp4JLUVOlNbqgu5zDBjb+8hoqmTSoLR5eRnzaxWSGo3b0ksgqSXdAgw54emUaJlbjblp6gRcpqW/SgBKyaTADMecfPpwFrLjCfOJqaNWgZJz5AZT95FzN8pM7rLzWcuDxKw7EYdAMTkkGBPkjg2yH3UnqZlryXg0rK8d1I0Zq9gwqPahYBXC7n0kObVcEFNy76bgEsmgwATrXWzKV0VBH2R2ILXQGKeJkC8nJpKeVX1I1VlKgFvhpPr6AqGWGZErV3rGVg2kSQI+H0hN+vrQb6vtT970SfJKKozQHkAsxeaqcvpSMxOD3bFmK528qk1NYRTsbMK4Fv2N6iZ+QOAfuDm06oHpXpAwdq3EtcC9FOtffAWN5dp0wSiln0JA3eXBrDTzaVj/h3XbE6cyIJuM0Ad0jNudHe8vMffQbc+mkLLQfgqwMcDmF6nVd4D8QuQeMrpC23EO5v7aq9bZkSsXaqJMKtMYLWby9xTskCLfYj0sGuwpUd0ekVPUl2+lUWuAONdAXlcd759Z7UNq3QQhk3jvYLo+NHK5SAiZjx5FjE/psZVF9sIG4erds9Hl3rLVq2KK8pW6HT7G4/G25v2+oCmlbyOwDcC/JrT37SwcsyfU899mcAbCrnMmFKxsnR3k3hTEB1R2otud3Kpq/RP/uYj2yojOgQiEluwVWUAHXD9jecPIVFqiu0hYMpo7qC01xP1Dq63/689xErcCtD3tXKD2irlYK5obGGfELS4e3tK5X39mbHEGUTk3xd2gbEBoC6GPIyITgJwVG1fBooeH963I/PveuZGrQU2s3jRLzgBVG9saTClRVdsGey/MO8uskj2dabeKW8mIs2JP0PQF+rZPGgOSzrK7Uxtq4UxZc6iWZ5XVKXNzJL2a7QW1aTo7LZmaRQ7CBQt+9irDRQ+wX+BmRZfHOnn/nUMOqeWAPtDQFed4Qal+c+W47LbkF7r8HZm9fZ6PPk1sHzCvz6qE3pA0qkVlsBBza2zPTK+BMJMARS4FE+310OqlgW05ovFp3zhwVwE4wynM/PH4fj1P3CA/+NJPrW3s71qSa1SKAka2ggOYDMagajufJB6B9Buo48mwredbPpX1eBqPTGdD+YHQBQqQ6mXwzucgcYbhqfR/Sbw6bZPRBu9axi4ttz30Q8bzOJiN59Sp3TVr/YjX3zhaczew35MlIIJWQKucvLppytO7PFaQB2UpzGwxr+X+D5PkldWc5tKJjUJDAa2GNjg9yV9AHWhEELcUxTFjYYX+gbAt9YTAyoVeoa33vCMFQysJuDIynUq2xjMy+t5f6iLgAZfsiQUfbdvtWR5U6U16hS4rmm6RCCsKYTcW7FtW389i+onUEbT5beHK1nSRf5jSD0bjTZHtcuJ6H4ZkmvG+g8gYybgC6Ler7z+fecAtJIYC8fxfxfM4BQgfidCYv143+HGTaBSo2bzMdNhhJeQh4UQaGHWTYJp2kIMYrAL0HtE+CeAt5h4C4rhTZWl+Xit+H+mCGntW0TDWgAAAABJRU5ErkJggg==)](https://github.com/kumruo)")
with col4:
st.markdown("<b><i>Baranalp Özkan</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,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)](https://www.linkedin.com/in/baranalpozkan/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/baranalpozkan)")
with col5:
st.markdown("<b><i>M.Yavuz Gökmen</i></b>", unsafe_allow_html=True)
st.markdown("[![Foo](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAAEWtJREFUaEPVWXl019WV/3zuNyF7AgFCAgmIyhoWBRcCilqhajvWDeiMSyuIOi1dXOrYOq069rTO6bRje7pbDNa6VMClteJSC1XZBBTZt0QgCSQkIRASyPq9nzkvUQ4JUJdO/+g7h3M437zfe+/z7r2fe+/nEf/kg//k58c/FMAtL6xJbW9uuwCmooYYD2ZGNg2u/q62YkNCHB3o0fDwrWe1/T2X+P8O4Kb5y89pS4hKo9hvE5lEoMSEBFFXOxSb+BhMfQnbH8Vtr8eWMDaOsOHRq4p2fRIgnxjArD8szVBbNJNCdoLai9uYcDMN7QRiCec6vJaKKgkNh5AjQwkdo2H6vYAKgBNNOCJgfYP0bF+0RA0JPVJ/d/Wk6o8D5GMDuP9+WdnoFTMVczYjbJE0mFSC3P5q9N6C9SbQKikZxFCSqyANk9sRmL8AcKyEmSR+ASgCsFvA5yH2AfGTedOKHvqHAZg+f36UYfkvgFaDGP1EXUjDk3TUyDBQMdJItIsaCHAbnamghot4DcB7dE6GxSMFWyEoj87+MLWA1mqKF0sBJBLN8frc6UV//ShAPrIFvjB/+YAE41fdcboZPgvgHQjvwpgOVwagLICtoNQB0L3IxfUW4U+SCgG7HK7tZnIXz5C42+jtIPoAWAm3QTDvKdmvYVqHKKpJjGz/w5efdeRvAflIAGYuWP4vlN0k+lnhhkF7Q5II9hA03KAyd2aaYY8cwxxsoukZgqmS/l2GfRbzgOhnEDgE49sQCgFVCDwAcLzkJSRySTYiRptMCQSa0lIPXvXTz3ym5WQgPhTATQtXXC4pMMoZAF42eAS3DBkKCB1050EaGwHvKWCgga8K2ALgxuD7MG50aSCBfDiXEkgPLCTYYoMPcWE8yVSHdhpY6dJgI3pL9qM44o8SY01Vj/Y3iq84b++JQJwUwA2PrUtLSD1yCxyX01ADMAY0SpCFhQxc60BMKQ3AOJi9DfgrEIskXE9qm5PNJhVKrO2wgjBG8ldBa6QwRUA7qXSB7XSUyjACjo2MuBCODTKdYa6dIk6h45FHZkys6w7ipABmLVx+F8mhilnwfuAJUhLNXoHUkp3So399S9uouB1rEWGpHIF9viSL2+lcD6BA4EBSlQCyBVYb/M+AfVpANhC+sy+kwD5HHKgmbAngRQTaBNQBlmfCXNDrCjYWPXr//fSPBODL85ekN0UpPwQwRu6nGJkgaDdg60/LTu1/89lDJuekJ6e2xd76Rmn14ic27CwAMJTOd52qNvIcQT0BNhBIAfQ7OvPdNJViKYiQfYcASAbQLPDJQKmEzpaQCTKV0CGAiYLeMkbFUY9oCZqQ+PCMs+qPBXFCC8xcsGK2DDebMASSA3zDDUcsZtr3Lx1zSb+MlJQPFpGAB/+6sa60tnELTL0AnI6O22OSS8tJ7uyMB+wXtc2AfImnkUiC4zVG2CVpIoR+IDKkQGOqM6AHwKdBlodgFvzfKL7+yPSiu08KICSp8sIV14j8jqBCkWtM2EUoycGBOek91vz3JeNu7m7G5zdV1L+wtewQZIc79u+IET0r8HLIBsqwhe5Nwa1ADCJY7sBSOkaKGECi3/trRgj0Jm6iYbGEDdbJdPdBWC9y9bzpE+45OYAlSxIqDqRcJPc5DuTT2YyAni7SXo7Mxv7sc2dd2yOyhGMXefydnWsXl+6roPkwKFoEem+E7ArsFa2S7n1A5ndSLxY5kUlxFKmQA0JgZgBMk9BAYj7EBkBrAFwv4nQDVgrcZM6nPamtJcGSD36QH45zoRsXvHW+QX+EtEadLrGEChkVfRzq+enT88791zGDssjOn+491LTv/r+sL4kdZZC2g/gyoFRAe+TW2nHjRAboSxFHtbB4vGQ9CYW/lQgcwhDkjhcYoTZkddAzXPwiwAjCchiLCV0IoFbQunnTJj71wQV2AXDDs8tyEhX9j2IVEKwHtQ7mF0O2V9BpEEYA7DE8J2PLmXnZVt3QrDd3V9e1O54VdRWEC4LFAJSEYCQxKPA7hM0EzgLYk4QArwHsIIBcOfaZ+Zvuli/z/aboSsCzRByCsxyGTAgicUjA0xA3ktGG4mlnvxdAdAEwe+HKMS7MFNQow2CTst15xAxDQ5CJKodUBzJYpjG4A8E8h75CMJFAqZPVVJwPMIvAOoflAB4YJ2zWBFmbqFoIqSRegjBADOW1cgArELSGbvtp6OdSL0KlJAe5o4zkEhH71ND02KMzLwru3RVAoM+WKPk2l64lsKYj49KLjGyMpa0Ue6clRa0JCbbWiIrm1niOwFPa4rgqlvZQyDRjdkpiwgEQLRCGC4ia27wl9jgO1iPRIGJpsqGhJcZlgFoA5nZmYiyScyBMpxNsd6mMwNiwBs12USoHUFU8rejrXV1I4qxnV8yCcDOhdxxspfNCGU4TsTmKUetAyuBeaQ3fmTL6c91Z6NXtlYee3hD6EbYU9s1qumPyiIHHzvnxsi2H9hxqzrxyxIC6MXm9ElMTo/TIjM1t7dp98HC8qbr+Ly9uqdwCabJTeWbc7jFppvfJQv0BbhSU3mF1RpsfuebcF49aYPr85SnpxMXWETAoFjgR8GaIOyTmkNhB8vVTs9PH3XNR4Re6A3h5e2XT/PW7D1CoGd4vc8Bdk0cGdjk6nt9c0XTZ0LyEpIQo8WRF2YqymubfrC7Z2ZmFLcngWwEb5FIOobyQ/AQuBANDAZHwi7nTJqw/GgOzn1k5weU/BnCmhAMdGxFbKFsMqo8cnyromVr/X1PHTOp+iMUlVfueWLerVML4UblZe+84b8TgY+c44BZSw4eMX7+1/eCqsro1IBooJMFCZas+cG4h0CjTAABHAM6ZN63oraMW+NITb/ZqSYreIfmaS9MB7CD0BmTJYKAvbiRceRnpI7776TFjjnOhHZUHf79uVwtgxePyek3+yqShx4H84DfucLMTg9lcfbDyh29sXt05l1MobpJxA4BJgFJIL4PsIIEdh7z8rgUzZsQdFrhx4fLh5q6BfdtKy/enhCzcE/RxUGAW7nBoPJz1+T1TMh6YOrawO4DVFbWrfrWy5E1QNxf2y6q947yRp3afs3Zv3YFF2yt/UFrTcEVuZsrI2WefmnZqdkZoKY+Oprb25q+8sGY9xR6ANop+CmSFEPaB2glnPzesQkPz7cexUOi4ItocWnw+QqsnvidjATvSp6ogDs3LSE783iVn9O1+uD+XVO1/at2uA4Be/NTg3MTrxw3+8rFzmtviw7e/+Pa81tiv62B0ug3ITKt6YOqYod3X+tof1jx/pL2tt4Ph4M2g9sIZOreOZorUTXGcsPjRGedUHXWh8J+ZC1ecS2gOgPHvLzpIsAoiTu3gZ3LFoMyU5vumjLmo+6bLdtdsfGRNyQKK7aPzel5726ThXay0qry2/lerSoK5KWA/oHoC7Q99dvzozOQeqceud+eid+oPNLVGhIdOLfwLlS4kNFGoQoTtov1m3tXnLu4CYNaCld8B/EbR2oK/gZ5KWR9BWwiWij6hX2pK7wcvPfO48mP93rrFP1m+LdTvU4b2zUi6+4KRR6vVsMlL2/YcWbix/AActTDUSn4YFvX91uQR5wzpk9nFje55eW31vsNNByVLB5BDeqXEHoQlSVrLiLWQDhVPK5p9FMD0+Rt7ZFjDLxysI3GeoMiEFHdsN2AwTKMgVAzISjnwwNQzPrDQ0Yt7dUdl/dPrdzfKcWB8fq/aOUXDQt1ydPxpa8X+5zZUbCVQL0MSwd6AMu6bMjqxICutS8749ivrqiobm3IltJBeTUT7JU8j9VrslmOm8Qa7IlDoUQCdIlXCFQaNix2hizqPxiUunWuCQCUK1is/K2XnA1PGju7uQq+VVNU8uW7nmwQGDOubOfY/JheGRuXoeHFrRe1zm/ZUiNgB12gSayT0uf384ZeO6tezy3IBQFVj0+GY2G+S4Ewm8ZSEGSBSRTyemJT40Amr0SALxsS9JFpE5lsMwjRWYBXIl0b0yWi8a/LIO7sDeP29fbt/+87O3PC9sF9mzZ3nj8zvZoGa5zaVvxeCMSh0AK4JddG9F49uGdQzrcvc/3x1bXlVQxMkc6M/7mA6wBsovA5yFeGvPDJt4toP1u/iz0GM9db20Hj/AGB/l/JothDwtS7rX5CZMuWBqWPO7A7gxW178OyG8q2h6yrM7Vlwx/nDu7jFi1v31Dy7qXyJoNEEBwN6LEguX5807LrRub26nCFYYE9j0/ORWOrQ7aRaAfs1iBGUJon8ZfE1E350QgCzFqy4jOQEwW+D8CrMVkJxf8CGCsrNTU8Z/f1Lzkg63gLVO3+7tnR/uOGR/TIKvjG5MGTMo2PRtj2Vz2woy4XxaUi7Qs0loOmBqWPi/Ky0QcfO/fHSbd/euK/uEgcDW/wcQqiHbgiND+lLHrlm4hwwkFnn6IJ+1sLVp9LbDBH7CcqRcM/7Yu2AIGKNzM0svvO8kd88DkBphwtVkhoyOq9XVXcafWVH5c75G8p+jlg3hAIRwKNBqbhj0vDPj8rt2YWFvvny2vbqwy1PgNhM4Wsh2OV824xveoLNnXflOaEiPTqOo8RO/bPgexBvBdQaJBARc43Y3D8t9RvfvWRMF/cIKwUW+v263aHWaRiWk5Fz9+TCLi3n4veqNjyxdtdIAY+bsM+pWwm2fuvCUdHpvdOzjz3QQ8u23rdh78HLaKGMZhng7QRXAvDiaybceuztH2eB8OGmZ1beAMXDxGgo5U+KdhVcl4pKys9KrXpgythhJ4qBZzaUh342YWifjJS7L+habfx5R1XJU+t3/VTEdUHoCoo0gLcfvPTMcTlpyV0mf+vld9uqDzftDworiGQCjwdVpMEznl8wY1Rr971PKKvcNH95ttO+IaqXQVeG7ElgWSKZl5OeMsSBqN19sIGHQ3pvbG2vb2hpD11VelJi9PiQ7MySmqaWWyC1Z6cmPVbZ2JRx4HDrVaLcnHtlehXgqVnJiVfmZiTPc9Hqm1pnU2qobW5RHKMXoJrQixi5J6m5/c5fXnd+Z4XcbZxUmevQRIlToNBMBAPamTLPhzgwtJwkqwgkKLR9ZD7Bd0UVK8ZVHXUL8L+w0ILyyk5JEocBe4sKva1m0LhM0lJKX5cpk0KdxECpDSBb2LnH8giJ9z58zVlB3TvhOCmAW55c06c9OR7A2K916jCF6zuaCoXGPFBbR32SA9MRk/1OwABB09jRdOAlQKci5qWdYhUqzXyrwyYE0B1BLH0W5EQ4toEIDQsBxep86GimUCHyoXnTJjx8ssOfMAaOnXzj/FW5iNoKTHZvKG/jSHOt3f4S9ByJTmg1aPsABSWhPPA1wSxJIVtPCiIAxTIQiYCPBbAAsAxBNxLcGoRigqH0bpTQK8QQoEMElrQ55jw2Y+Kev3X4DwUQJsxcsHImIu6GvC9jzgR1BMQ5oTBT5AMoSyPwDIAa0c+GWx+RpGMXTBVOjKZUEV5oIE7v0INM++Q2lkQzoCSAmYLqg6BrwFYz3jn36qIg0X/o+ND3gbDC7PlvDUaSjrS3ea9Ei1yuZAc+I3S0eNmSLjKqPYi5Luw0BjmSWbFzoBHvkD7ewUGQbyOsIKgQoO99/12sd3joo0MifzZv2rmPdqfKT+xC3X/Y+WZw+HN07YoSEvbH7rNc+oIRaQT/GDNsrRR6qOFZ51AjTONCi2rO0EiOFVkCeSbRUSAepocXH6yW2u6fN2NyzYde+UdloRMt9NVFi5J6r7qs7f77oFkL3npJ1HAQy2j2A3r79MBU3vHuZQUdIhbR5jFqaRpJoRJiEoghnW7IlZ1g7btzZ0x4++Me/IP5H8mFui/eIYAl9DglZmvFo1dddPCLzy07zeLoYoOvdtrPCb0CaD3AfLlPoUUHIR8W+msJ+yQWN6JsW2jKP+nB/y4A3TedNX/psOIZ520L30M9BcWnk14Tyt6ZC1Ze0aiyP6UgP/ejsMrHBfSJLPBxN/lHzv+nB/B/jzziqZ3jZRgAAAAASUVORK5CYII=)](https://www.linkedin.com/in/myavuzgokmen/)")
st.markdown("[![Foo](data:image/png;base64,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)](https://github.com/AbyssWatcher-17)")
else:
st.session_state.load_state = True
st.title("Please select the properties of the house you want!")
with st.sidebar:
#CAT_OPTIONS
###
LandContour_options = ['','Near Flat/Level', 'Banked - Quick and significant rise','Hillside','Depression']
LandContour_dict = {'':'','Near Flat/Level':'Lvl', 'Banked - Quick and significant rise':'Bnk','Hillside':'HLS','Depression':'Low'}
LandContour = st.sidebar.selectbox('Flatness of the property',options=LandContour_options)
PavedDrive_options=['', 'Paved','Partial Pavement','Dirt/Gravel']
PavedDrive_dict={'':'', 'Paved':'Y','Partial Pavement':'P','Dirt/Gravel':'N'}
PavedDrive= st.sidebar.selectbox('Paved driveway',options=PavedDrive_options)
BsmtQual_options = ['','Excellent', 'Good', 'Typical', 'Fair']
BsmtQual_dict = {'':'','Excellent':'5','Good':'4', 'Typical':'3', 'Fair':'2'}
BsmtQual = st.sidebar.selectbox('Type of Basement Quality',options=BsmtQual_options)
Condition1_options = ['','Adjacent to arterial street','Adjacent to feeder street', 'Normal', "Within 200' of North-South Railroad", 'Adjacent to North-South Railroad','Near positive off-site feature--park, greenbelt, etc.','Adjacent to postive off-site feature',"Within 200' of East-West Railroad",'Adjacent to East-West Railroad']
Condition1_dict = {'':'','Adjacent to arterial street':'Artery','Adjacent to feeder street':'Feedr', 'Normal':'Norm', "Within 200' of North-South Railroad":'RRNn', 'Adjacent to North-South Railroad':'RRAn','Near positive off-site feature--park, greenbelt, etc.':'PosN','Adjacent to postive off-site feature':'PosA',"Within 200' of East-West Railroad":'RRNe','Adjacent to East-West Railroad':'RRAe'}
Condition1 = st.sidebar.selectbox('Proximity to various conditions',options=Condition1_options)
FireplaceQu_options = ['','Exceptional Masonry Fireplace','Masonry Fireplace in main level','Prefabricated Fireplace in main living area or Masonry Fireplace in basement','Prefabricated Fireplace in basement','Ben Franklin Stove'] #TA ?
FireplaceQu_dict = {'':'','Exceptional Masonry Fireplace':'5', 'Masonry Fireplace in main level':'4','Prefabricated Fireplace in main living area or Masonry Fireplace in basement':'3','Prefabricated Fireplace in basement':'2','Ben Franklin Stove':'1'}
FireplaceQu = st.sidebar.selectbox('Fireplace Quality',options=FireplaceQu_options)
Alley_options = ['','Gravel','Paved']
Alley_dict = {'':"",'Gravel':'Grvl','Paved':'Pave'}
Alley = st.sidebar.selectbox('Type of alley access to property', options=Alley_options)
Neighborhood_options = ['',"Bloomington Heights","Bluestem",'Briardale','Brookside','Clear Creek','College Creek','Crawford','Edwards','Gilbert','Iowa DOT and Rail Road', 'Meadow Village', 'Mitchell', 'North Ames', 'Northridge', 'Northpark Villa', 'Northridge Heights', 'Northwest Ames', 'Old Town', 'South & West of Iowa State University', 'Sawyer', 'Sawyer West', 'Somerset', 'Stone Brook', 'Timberland', 'Veenker']
Neighborhood_dict = {'':'',
'Bloomington Heights':'Blmngtn',
'Bluestem':'Blueste',
'Briardale':'BrDale',
'Brookside':'BrkSide',
'Clear Creek':'ClearCr',
'College Creek':'CollgCr',
'Crawford':'Crawfor',
'Edwards':'Edwards',
'Gilbert':'Gilbert',
'Iowa DOT and Rail Road':'IDOTRR',
'Meadow Village':'MeadowV',
'Mitchell':'Mitchel',
'North Ames':'Names',
'Northridge':'NoRidge',
'Northpark Villa':'NPkVill',
'Northridge Heights':'NridgHt',
'Northwest Ames':'NWAmes',
'Old Town':'OldTown',
'South & West of Iowa State University':'SWISU',
'Sawyer':'Sawyer',
'Sawyer West':'SawyerW',
'Somerset':'Somerst',
'Stone Brook':'StoneBr',
'Timberland':'Timber',
'Veenker':'Veenker'}
Neighborhood = st.sidebar.selectbox('Physical locations within Ames city limits',options=Neighborhood_options)
GarageQual_options = ['','Excellent', 'Good', 'Typical', 'Fair', 'Poor']
GarageQual_dict = {'':'','Excellent':'5','Good':'4', 'Typical':'3', 'Fair':'2','Poor':'1'}
GarageQual = st.sidebar.selectbox('Garage Quality',options=GarageQual_options)
#categoric olanlar buraya
###
#NUM_OPTIONS
BsmtFinSF1 = st.sidebar.select_slider(
'Finished Basement Area',
options=[*range(0, 5645)])
FullBath = st.sidebar.select_slider(
'Full bathrooms above grade',
options=[*range(0,4)])
KitchenQual= st.sidebar.select_slider(
'Kitchen quality',
options=[*range(2,6)])
TotalBsmtSF = st.sidebar.select_slider(
'Total square feet of basement area',
options=[*range(0,6111)])
ndFlrSF = st.sidebar.select_slider(
'Second floor square feet',
options=[*range(1,2066)])
GarageArea = st.sidebar.select_slider(
'Size of garage in square feet',
options=[*range(0,1419)])
KitchenAbvGr = st.sidebar.select_slider(
'Kitchens above grade' ,
options = [*range(0,4)])
OverallQual = st.sidebar.select_slider(
'Rates the overall material and finish of the house',
options=[*range(1,11)])
GrLivArea = st.sidebar.select_slider(
'Above grade (ground) living area square feet',
options=[*range(334,5643)])
GarageCars = st.sidebar.select_slider(
'The size of garage according to car capacity',
options=[*range(0,5)])
ExterQual = st.sidebar.select_slider(
'Evaluates the quality of the material on the exterior',
options=[*range(2,6)])
# numeric olanlar buraya
soru_list1 = [LandContour_dict,PavedDrive_dict,BsmtQual_dict,Condition1_dict,FireplaceQu_dict,Alley_dict,Neighborhood_dict,GarageQual_dict] #Categoric olanların dict'leri bu listeye eklenecek
soru_list2 = [LandContour,PavedDrive,BsmtQual,Condition1,FireplaceQu,Alley,Neighborhood,GarageQual] #categoric olanların seçimleri bu listeye eklenecek
soru_list3 = []
for i,j in zip(soru_list2,soru_list1):
soru_list3.append(j[i])
soru_list3 += [BsmtFinSF1,FullBath,KitchenQual,TotalBsmtSF,ndFlrSF,GarageArea,KitchenAbvGr,OverallQual,GrLivArea,GarageCars,ExterQual] #numeric olanların seçimleri bu listeye eklenecek
soru_list4 = ['LandContour','PavedDrive','BsmtQual','Condition1','FireplaceQu','Alley','Neighborhood','GarageQual','BsmtFinSF1','FullBath','KitchenQual','TotalBsmtSF','2ndFlrSF','GarageArea','KitchenAbvGr','OverallQual','GrLivArea','GarageCars','ExterQual'] #categoric ve numeric olanların isimleri bu listeye eklenecek
if st.sidebar.button('Show House Price'):
for i in range(len(soru_list3)):
if soru_list3[i] != '' :
single_row.loc[0,soru_list4[i]] = soru_list3[i]
single_row_transformed = data_pipeline.fit_transform(single_row)
xgmat = xgb.DMatrix(single_row_transformed,missing = -999.0)
ypred = bst.predict(xgmat)
st.title('With selected properties estimated Price of the House: ')
st.title(np.round(ypred[0]))
if st.button('Start over') :
st.legacy_caching.clear_cache()
del st.session_state.load_state
st.experimental_rerun()
detail = st.sidebar.checkbox('Details')
if detail:
# Create a page dropdown
st.write(" ")
st.write(" ")
st.title('Model Değerlendirmesi ve Başarı Metrikleri')
st.write('Model hakkında genel bilgiler.')
col1, col3, col5, = st.columns([1,3,3])
im1 = Image.open('./images/MSE-İterations.png').resize((500,300))
im2 = Image.open('./images/totalbms_saleprice.png').resize((450,305))
im3 = Image.open('./images/oiriginal_predicted.png')
with col1:
b1 = st.image(im1, width=400)
with col5:
b3 = st.image(im3, width=400)
with col1:
b2 = st.image(im2, width=400)
with col5:
st.write("MSE: 635030379.79")
st.write(" RMSE: 25199.81")
st.write(" R2_score: 0.904")