diff --git a/examples/Inbuilt_Indicator.ipynb b/examples/Inbuilt_Indicator.ipynb
new file mode 100644
index 00000000..972f12a0
--- /dev/null
+++ b/examples/Inbuilt_Indicator.ipynb
@@ -0,0 +1,436 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "19abc18e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import mplfinance as mpf\n",
+    "import pandas as pd"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3fb40b29",
+   "metadata": {},
+   "source": [
+    "Read in daily data for the S&P 500 from November of 2019"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "f76758d9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "df = pd.read_csv('data/SPY_20110701_20120630_Bollinger.csv',index_col=0,parse_dates=True)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "09e10eb2",
+   "metadata": {},
+   "source": [
+    "# Bollinger Bands Indicator"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "377bbfd5",
+   "metadata": {},
+   "source": [
+    "Bollinger Bands Indicator Included in Mplfinance Core\n",
+    "<br>\n",
+    "Now plot() Takes Parameter called \"indicators\" basically which is list or list of dict\n",
+    "<br>\n",
+    "To Plot Bollinger Band indicator Use \"kind\" as \"BBand\"\n",
+    "<br>\n",
+    "To Define Period or Length Timeframe Required \"length\" = Period (Should Be int, Default is 21)\n",
+    "<br>\n",
+    "To Define Colors of Line define \"colors\" = list of color (In this 3 colors)\n",
+    "<br>\n",
+    "To Define Legend Labels a list of Names in \"legend_label\". If Not Define Legend Will Be Disabled\n",
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "1bb1a6e7",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "bband=[\n",
+    "    {\"kind\": \"BBand\", \"length\": 21, \"colors\": ['red','green','blue'],'legend_label': ['Upper','Middle','Lower']}\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "5c5ba3cd",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 3312x1872 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "mpf.plot(\n",
+    "    df,\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    volume=True,\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = bband,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e5b85b21",
+   "metadata": {},
+   "source": [
+    "# Exponential Moving Average and Simple Moving Averages"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "e260a882",
+   "metadata": {},
+   "source": [
+    "Exponential Moving Average Included in Mplfinance Core\n",
+    "<br>\n",
+    "Now plot() Takes Parameter called \"indicators\" basically which is list or list of dict\n",
+    "<br>\n",
+    "To Plot Exponential Moving Average Use \"kind\" as \"ema\"\n",
+    "<br>\n",
+    "To Define Period or Length Timeframe Required \"length\" = Period (Should Be int, Default is 7)\n",
+    "<br>\n",
+    "To Define Multiple EMA length should be tuple of Required EMA's\n",
+    "<br>\n",
+    "To Define Colors of Line define \"colors\" = list of color (Length Should Be Equal of EMA's)\n",
+    "<br>\n",
+    "To Define Legend Labels a list of Names in \"legend_label\". If Not Define Legend Will Be Disabled\n",
+    "<br>"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "15860113",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ema_multiple=[\n",
+    "    {\"kind\": \"ema\", \"length\": (5,7), 'colors': ['green','red'],'legend_label': ['Upper','Middle','Low'] },\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "918ceb7d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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e0ptVG1ZFHUuSJEmSpCJliUqSJEmSJEmSJEklUm5uLhMmTCA3NzfqKJKkiOXm5jJ69Gi3CSr3Fq1ZRL8X+3H4iMP5ce2PtKnVhg+O+YBB+wyiSmaVqOOplKmeVZ1R/UdRv1J9pi+dzuEjDmdjamPUsSRJkiRJKjKWqCRJkiRJkiRJklQi5ebmMnHiRE+YlyRJAiYunEiHhzvw8oyXScQSXNLtEiYNmES3xt2ijqZSrGm1przc72UqZlTknTnvcMYbZxCGYdSxJEmSJEkqEpaoJEmSJEmSJEmSJEmSpBJs5oqZ9Bnah5z1OWxXfzsmnDCBa3a7hqxEVtTRVAZ0atCJZ/s8SyyI8eTnT3LjuBujjiRJkiRJUpGwRCVJkiRJkiRJkiRJkiSVUEvXLqXXkF4sz1tO5wadee/o9+hQr0PUsVTGHNDqAAbtPQiAf4/5N89OfzbaQJIkSZIkFQFLVJIkSZIkSZIkSZIkSVIJtG7jOg4edjCzV86mWbVmvNz3ZSpVqBR1LJVRp3Y+lfO6ngfAKaNP4YPvP4g2kCRJkiRJhcwSlSRJkiRJkiRJkiRJklTCpNIpjh15LJ/88Ak1smowqv8o6lWuF3Wsci349FPiO+1EoksXgsmTo45TJG7Y/QYOa3sYG9Mb6ftiX75a+lXUkSRJkiRJKjSWqCRJkiRJkiRJkiRJkqQSJAxDLnjnAkZ9O4rMeCYj+o5gq9pbRR2r/Fq/nthllxHv0YPY5MkEU6cS33lnYtddB8lk1OkKVSyI8fhBj9OtUTdyN+TSe2hvflzzY9SxJEmSJEkqFJaoJEmSJEmSJEmSJEmSpBJk0CeDuO/T+wB4/KDH6d64e8SJyq9gwgQS229P/LbbCNJp0v37kz7sMIJkkvg11xDfdVeYMSPqmIUqK5HF8MOG07JmS+bmzqXP0D6syV8TdSxJkiRJkv4xS1SSJEmSJEmSJEmSJElSCTH86+Fc9O5FANy858303bpvxInKqXXriF14IfHddiP49lvC+vVJDh9O6umnST37LMnBgwmrVyc2aRKJLl2I3X8/pNNRpy40tSvWZlS/UdTOrs2UH6dw9MtHk0yXrVm3JEmSJEnljyUqSZIkSZIkSZIkSZIkqQQYN38cJ4w6AYB/df4X53Y5N9pA5VTw0UcFs08NGkQQhqSPOYbk558T9ur10wIB4RFHkJwyhfReexHk5RE/91ziBxwACxZEG74QtazZkhF9R5CVyOK1Wa9x3lvnEYZh1LEkSZIkSdpslqgkSZIkSZIkSZIkSZKkiM1YPoNDhx/KhtQGDmp9ELf3vJ0gCKKOVb6sWUPs3HNJ7LknwaxZhI0akRw5ktRjj0GNGr9fvlEjUq++SmrQIMLsbGLvvktiu+0InnsOykjZqGujrjzZ60kCAh6c8iB3Trwz6kiSJEmSJG22RNQBJEmSJEmSJEmSVILNmwfr1kUydPDjjwVf586FDRuKP0DFitCkSfGPK0mSyp3FaxbTa0gvVuStoEvDLjzd+2nisXjUscqV4L33iJ92GsH33wOQHjCA1E03QbVq/+OOAenTTye9557ETziB2KRJJI4/nvQrr5C6916oVavowxexQ7Y6hJv3vJmL3r2IS967hCbVmnBYsE3UsSRJkiRJ2mSWqCRJkiRJkiRJkvTH5s0jcVi/yIavnUjQq3Ytal92BYlkMpIMyeFDLVJJkqQitTZ/LX2G9WFOzhy2rLElL/V9iYoZFaOOVX6sWkXskkuIP/ooAGHTpqQefJBwzz03bT2tW5P68EPCm28mdv31xF58kWDcOFIPPUS4335FELx4ndPlHL7P+Z77J9/PCaNOYIsej7Bz1KEkSZIkSdpElqgkSZIkSZIkSZL0x36agSqsXBkSxf+2UjVCDlizlkTlSoQExTt4MkmwZk1ks3BJkqTyIZlOctTLRzF50WRqZddiVP9R1KlUJ+pY5Ubw5pvETz+dYMECAFKnnUb6+uuhSpXNW2EiQfryy0nvtx+J448n+OYbEr17kzrpJNK33AKVKxdi+uIVBAG397ydeavmMXrmaA6ZcDbjKzWkZdTBJEmSJEnaBLGoA0iSJEmSJEmSJKmESyQivMSjG1uSJKkIhWHIwLcG8tqs18hKZPFS35doVbNV1LHKh5UriZ90EomDDiJYsICwRQuSb79N+u67N79A9d86dSI5cSKps88GIP7ooyR22IFgwoR/vu4IxWNxnu79NJ0bdGZ5fg4H7DSbZRn5UceSJEmSJOlvs0QlSZIkSZIkSZIkSZIkFbPbPr6Nh6Y8REDA4F6D6dqoa9SRyoVg9GgSHTsSe+opwiAgdfbZJCdPJtx118IdKDub9G23kXzrLcImTQhmzya+++7ELr8c8ktv8ahShUq83PdlmlVsyKzKG+izzTTyYqmoY0mSJEmS9Lf4EXqSJEmSJEmSJEmSJOl/mrl2MWuS6yMZe+maRQDMWLOIFbmRRKByIotWlepFM7jKnBe+fIHL378cgNv2uo2Dtzo44kTlwPLlxAcOJPbCCwCErVqReuQRwm7dinTYcLfdSE6eTPy884g9/TTxW28l9uabJJ94ArbdtkjHLir1KtdjZLf72fW1Q5lQbRXHtv6CId90IEYQdTRJkiRJkv6SJSpJkiRJkiRJkiRJkvSXZq5dTLsPr4xs/Oz10KYNDJnxOHlzI4vBl7tea5FK/9iYuWM4afRJAJzT5RzO6nJWxInKvmDECOJnn02wZAlhLEb63HNJX301ZGcXT4Bq1Ug99hjpgw4i/q9/EUybRmKnnUj/5z+kzz0X4vHiyVGI2lZtwUsTW7BP91mMqL2Ei5t9y63ft4k6liRJkiRJf8kSlSRJkiRJkiRJkiRJ+ks/z0BVPZFNIojgZP8MWNAeKlFwKW7JMEVOMi+ymbhUdny19CsOe/Ew8lP5HNzmYG7e8+aoI5VtS5YQP+ccYi++CEDYti2pRx8l3GGHSOKEffqQ3Gkn4qedRuzVV4lfeinBq6+SeuwxaN48kkz/xK7Lq/DYN205ZuuvuKPRXJpvyOZfi5pEHUuSJEmSpD9liUqSJEmSJEmSJEmSJP0tiSBORqz0zZjyj6WjDqCyYNGaRfQa0ouc9Tns1Ggnnuz1JLEgFnWssikMCYYMIT5wIMHy5YTxOOkLLyR9+eWQmRlttnr1SI0YQXrwYOLnnUds7FiCzp1J3X474fHHQxBEm28THbmkPnMr5nNFs1mc0+IbGm/I4qAVdaOOJUmSJEnSH/JIjCRJkiRJkiRJkiRJklSE1uSvofeQ3sxbNY+WNVvy4mEvkp2RHXWssmnRIuKHHUbi2GMLClTbbkty/HjS11wTfYHqZ0FAePzxJCdPJt2jB8GaNSROPZX4IYfA4sVRp9tklyxozoAftyAdwJFtpvFp5dyoI0mSJEmS9IcsUUmSJEmSJEmSJEmSJElFJJlOcuRLRzJ18VTqVKzDK/1foXbF2lHHKnvCkODpp0l07EjslVcIEwlSV15JcsIE2G67qNP9sebNSb39NqmbbiKsUIHYq6+S2G47gpdeijrZJgkIuG92W/ZeWYt18TS9tv6M7zPzoo4lSZIkSdLvWKKSJEmSJEmSJEmSJEmSikAYhpz5xpm8MfsNshPZvNzvZbassWXUscqeBQuI9+lDYsAAgpUrSXfqRPLjj0lfeSVUqBB1ur8Wj5M+7zySH39M2L49wbJlJPr3J37iiZBbemZ0yghjDPmmA+3XVmZxhXwObDeFlfGNUceSJEmSJOk3LFFJkiRJkiRJkiRJkiRJReCm8Tfx+NTHiQUxnunzDDs03CHqSGVLGBI8/njB7FOvv05YoQKpa68lNXYstG8fdbpNs802JMePJ3XRRYSxGLFnniHRqRPB++9Hnexvq5pK8MqXndhiQyZfV1zLYW2nsiFIRx1LkiRJkqRfWKKSJEmSJEmSJEmSJEmSCtmz05/l6g+vBuDOnndyUOuDIk5UxsydS/yAA0icdhrBqlWku3Qh+cknpC++GBKJqNNtngoVSF93Han33yfcckuC+fNJ7LMPsfPPh7y8qNP9LY3ysxj9ZSeqJON8UH0lJ7f6kpAw6liSJEmSJAGWqCRJkiRJkiRJkiRJkqRC9f7373PK6FMAOK/reZy+/ekRJypD0mliDz1EYrvtiL3zDmFWFqmbbyb14Yew9dZRpysU4U47kZw0idTJJwMQv+ceEjvuCFOmRJzs72m/rgpDv+lAPAx4tu4irm4yO+pIkiRJkiQBlqgkSZIkSZIkSZIkSZKkQvPFki/o+2JfNqY30rdtX27Y/YaoI5Uds2cT32cf4medRbBmDenu3Ul++inpgQMhHo86XeGqXJn0ffeRHDWKsEEDgm++IdGjB7HrroNkMup0/9PeObV5cFZBqe36Jt/xeL2FESeSJEmSJMkSlSRJkiRJkiRJkiRJklQoFq5eSO8hvVm1YRU7N96Zxw56jFjg6Tn/WDpN7J57SHTuTOzDDwkrViR1552k3n0XWreOOl2RCvfdl+SUKaQPO4wgmSR+zTXEd90VZsyIOtr/dOLiLbh8XgsATmv5FW9VXxZxIkmSJElSeedRGkmSJEmSJEmSJEmSJOkfWrVhFb2G9GLB6gW0qdWGYYcNIyuRFXWs0u/bb4nvsQfx888nWLeO9G67FZSKzjgDYuXk1KdatUg9+yzJwYMJq1cnNmkSiS5diN1/P6TTUaf7S/+ZtyVHLWlAKgjpt9XnfF5pddSRJEmSJEnlWDk5kiBJkiRJkiRJkiRJkiQVjY2pjRw+4nC+WPIF9SrV45X+r1Azu2bUsUq3VIrY7beT2H57YuPHE1auTOree0m98Qa0aBF1uuIXBIRHHFFQINtrL4K8POLnnkv8gANgwYKo0/2pgIBHZ7Zjt5warE6kOGjrKSyosD7qWJIkSZKkcsoSlSRJkiRJkiRJkiRJkrSZwjDk9NdP550571AxoyIj+42kWfVmUccq3b76ivguuxC/9FKC9etJ9+xJ8rPPSJ9ySvmZferPNGpEavRoUoMGEWZnE3v3XRLbbUfw3HMQhlGn+0MVwhjDv+5I23WVWJi5gYPaTWFVPBl1LEmSJElSOVTOjypIkiRJkiRJkiRJkiRJm++6sdfx1LSniAUxnjv4OTo16BR1pNJr40ZiN91EoksXYpMmEVarRvLhh0mNHg1Nm0adruSIxUiffjrJTz4hvcMOBLm5JI4/nviRR8Ly5VGn+0M1UhmM/rIT9fIrMK3SGvpt9Tkbg3TUsSRJkiRJ5YwlKkmSJEmSJEmSJEmSJGkzDP58MNd+dC0A9+57L/u33D/iRKXYtGkkevQgftVVBPn5pPffn+TUqYTHHw9BEHW6kqlNG1Iffkjq6qsJEwliL75YMCvVG29EnewPNduQzaivtqNiKsbbNZbzry2/JqRkzp4lSZIkSSqbLFFJkiRJkiRJkiRJkiRJm+jt797m9NdPB+Cibhdx0nYnRZyolMrPJ3bNNSS6diX47DPCGjVIPv44qZdegi22iDpdyZdIkL78cpJjxxJutRXBjz+S6NWL2BlnwJo1Uaf7ne3XVOO5Ge2JhfB4/YXc2GhO1JEkSZIkSeWIJSpJkiRJkiRJkiRJkiRpE3y++HMOH3E4yXSSw9sdzrW7Xht1pNJpyhQSO+1E/LrrCJJJ0r16Fcw+dfTRzj61qTp1IjlxIqmzzwYg/sgjJHbYgWDChIiD/d5BK+oy6LutALiy2SyerbMo4kSSJEmSVHqNGzeOww8/nLZt21KjRg1effXV39x+00030aVLF7bYYguaNWtGnz59+PTTT/9wXRs2bGDnnXemRo0afPHFF8URv9hZopIkSZIkSZIkSZIkSZL+pvmr5tN7SG9W569m1ya78sgBjxBY+Nk0GzYQu+IKEt27E3zxBWHt2iSfeYbUsGHQoEHU6Uqv7GzSt91G8q23CBs3Jpg9m/juuxO7/HLIz4863W/8a1ETzlvQFICTWk3nw6orIk4kSZIkSaXTunXr2Gabbbj11lv/8PYtt9ySW265hXHjxvH666/TpEkTDjnkEJYtW/a7Za+++mrq169f1JEjZYlKkiRJkiRJkiRJkiRJ+hty1ufQa0gvfljzA21rt2XYYcPITGRGHatUCT75hMQOOxC/5RaCVIr0YYeR/Pxzwn79nH2qkIS77UZyyhTSRx9NkE4Tv/VWEt26QQn7FPGbv2/NocvqkR8LOWTrqXydvSbqSJIkSZJU6vTs2ZMrrriCAw888A9v79u3L7vtthvNmjWjbdu2XHfddaxevZovv/zyN8u9/fbbvP/++1x7bdmebTuxKQunUik/OUcqA1Kp1G++SpKk6LhdliSpZHHbLEnSbwXp9E/Xwp8uxSsMf/0aBMU9fsF46XSa0L8NJInUT9uEaLYI0fv5MafS6Uj3GSN9Hf5rwxxGcO5ISXgN8lP59HuxH18u/ZL6levzct+XqZJRxeMIf1deHolrriF+990E6TRh3bpsHDSIdJ8+Bbf7PBauypVJPfIIsQMOIOOsswimTSOx004kr76a1DnnQDz+j1ZfGPsKMWDwt+34ocJ6JlTN5cB2Uxj/eRfqbSzpxUT3FVQyeDxbkqSSxW2zCkv40zGYVatW/aa/k5mZSWbmP9tfys/PZ/DgwVStWpVtttnml+8vWbKEc889l2eeeYaKFSv+ozFKuk0qUc2cOfOXF0RS6Tdr1qyoI0iSpJ+4XZYkqWRx2yxJUoHs7+fSCkgmo33TN5VKFv+gyRQZwNzv55JX/KNLKmHWrl3LtGnTaN++PZUqVYo6TiTmblgCFPxOjqXL33kDqbBgWzj3+7lUzIxuy1ASXoeoTgaL+jUIw5Arp1zJB/M/oGKiIndtfxd5i/KYsWhGsWcpjSp99hmNr76axLx5AKzcf38WXnQRqerVYYbPYZFq25bEkCE0uuYaqn34IRmXX86GF19k/rXXkr/FFpu92sLaV8gAhn+xDbtsN4XZFfM4qO1nvD11Oyql/1nJq0i5r6ASxuPZkiSVLG6b9U8FQUDTpk3ZZpttWLPm1xl7L774Yi655JLNWucbb7zBSSedxLp166hfvz4vvfQStWrVAgqOefzrX//ihBNOYLvttmPeT/vuZdUmlahatWrlTFRSGZBKpZg1axYtW7Yk/g8/WUiSJP0zbpclSSpZ3DZLkvRbP78rlEjEIbFJbysVijAsOEk8Hk8Q1VtUTZs1JWzTJprBJZUY8+bNY+LEieyxxx40adIk6jiRWLcqGxZBPJ4gHit/+0vpdADpgu1Cm6rR/QxE+jqEIalUqmB/OYINc9Svwb/H/JvR80cTD+K8cPAL9GzRs9gzlEpr15K46iriDzxAEIaEDRqw8Z57yD7gAFpGna28ef11Nj71FIkLLqDylCls1b8/yVtvJXXccZv1f7ow9xXqhwle+6oT3Tp8wuSqqzm23VeM+LojcUr2eWruKyhqHs+WJKlkcduswhKGIfn5+UyfPv13M1Ftrp133pkxY8awfPlynnrqKU444QTeeecd6tSpw8MPP8yaNWsYOHBgYcQv8TZpDzYej1uiksqQeDzuRlqSpBLC7bIkSSWL22ZJkn4Si/10JYAITmAMgvCnrz9nKNbRAYjFYuDfBVK5F/vp92EsFiu3+wrxn56DaLYI0fv5Mccj/hmI8nUIfz5fJAgi+RmI8jV47LPHuHnCzQA8sP8D7Ntq32Idv7QKPvyQ+KmnEnz3HQDp444jdeutBNWrUz5/k5YAJ55IcvfdiQ8YQGzsWDJOP5346NGkHnwQ6tXbtHUV8r5Cy/WVePmr7dhr208ZXWsZA1vMYNB3WxHNb5z/xX0FlSwez5YkqWRx26x/KgwL3hupWrVqofV3KlWqRIsWLWjRogU77LADnTt35umnn+a8885jzJgxTJo0iXr/b79w9913p2/fvjzwwAOFkqGkiP3vRSRJkiRJkiRJkiRJkqTy543Zb3DmG2cCcHmPyzm+w/HRBioNVq8mdtZZJHr2JPjuO8LGjUm+8gqpRx6B6tWjTqfmzUm9/Tapm24irFCB2KuvkthuO4KXXoo6Gd1WV+epGdsQhHBfw/nc1XBu1JEkSZIkqUxKp9Pk5+cDcNNNN/HRRx8xZswYxowZw9ChQwF4/PHHueKKK6KMWST+2VzKkiRJkiRJkiRJkiRJUhn02Y+fccSII0iFKY7Z9hiu2vmqqCOVeMHbbxM//XSCefMASJ18Mukbb4SqVSNOpt+Ix0mfdx7pnj1JnHACwbRpJPr3J3300aTuvBOqVYss2mHL63PL9+u5sPm3XNj8W5psyObQ5Zs4S5YkSZIklSNr1qxhzpw5v/x77ty5fPHFF1SvXp2aNWty++23s99++1GvXj1WrFjBo48+yqJFi+jduzcAjRs3/s36KleuDEDz5s3ZYostiu+BFBNnopIkSZIkSZIkSZIkSZL+y/c539N7SG/WblzLns325IH9HyAIgqhjlVy5ucRPPZXEAQcQzJtH2KwZyTfeIH3ffRaoSrJttyU5fjypiy4ijMWIPfMMiU6dCN5/P9JYAxc25fQfGhMGcGzrL5hQJSfSPJIkSZJUkk2dOpVddtmFXXbZBYDLL7+cXXbZhRtvvJF4PM7MmTM57rjj2GGHHTjiiCNYsWIFr732Gm3bto04eTSciUqSJEmSJEmSJEmSJEn6ycq8lfQa0osf1/7INnW24YVDXqBCvELUsUqs4PXXif/rXwQLFwKQOuMM0tdeCz99crVKuAoVSF93HeEBBxA/8USC2bNJ7LMPqbPOIn3ddZCdXeyRAgLu+q4N87LyeLXmMvps/RnjPt+RlusrFnsWSZIkSSrpevTowcqVK//09qeffnqT1tekSZO/XF9p50xUkiRJkiRJkiRJkiRJErAhuYG+L/blm+XfsEWVLRjVfxTVsqpFHatkWrGC+Iknkujdm2DhQsKWLUm+9x7pO++0QFUKhTvtRHLSJFInnwxA/J57SOy4I0yZEkmeBDGe/6Y9nVdXZVnGRg5oN4VlifxIskiSJEmSyg5LVJIkSZIkSZIkSZIkSSr30mGaAaMHMGbeGKpmVmVk/5E0qtoo6lglUjByJImOHYk98wxhEJA691ySn35K2KNH1NH0T1SuTPq++0iOGkVYvz7BN9+Q6NGD2HXXQTJZ7HEqpROM+mo7mq7PYlb2Og7eeirrg1Sx55AkSZIklR2WqCRJkiRJkiRJkiRJklTuXfHBFQz9aiiJWIIhhwyhfd32UUcqeZYtI3700ST69iX48UfCNm1Iffgh6VtugYoVo06nQhLuuy/Jzz4jfeihBMkk8WuuIb7rrjBjRrFnqb8xk9FfdqJaMsH4qjkc13o6acJizyFJkiRJKhssUUmSJEmSJEmSJEmSJKlce2jyQ9w24TYAHtz/QfZsvmfEiUqeYPhwEh06EBs6lDAWI3XhhSQnTSLs2jXqaCoKtWqReu45koMHE1avTmzSJBJduhC7/35Ip4s1ytZ5lXnx645kpAOG11nMpc1mFuv4kiRJkqSywxKVJEmSpHIvJyeHUaNGkZOTE3UUSZIkSZIkSVIxGz1zNOe8dQ4AV+9yNce2PzbiRCXM4sXE+/cnceSRBEuXErZrR2rcONLXXw9ZWVGnU1EKAsIjjiA5ZQrpvfYiyMsjfu65xA84AH78sVij7J5bk0dntgPgtkbf80D9+cU6viRJkiSVVGPmjuGg5w+i4e0NCf4T8PI3L//m9n9/8G+2uncrKt1QiRo312Cvp/Zi4oKJv1mm1/O9aHJnE7Kuy6LB7Q045qVj+GH1D3857uwVszl4yMHUubUOVW+sSr9h/Vi8ZnFhP7xCZ4lKkiRJUrmXm5vL6NGjyc3NjTqKJEmSJEmSJKkYffrDpxz98tGkwzQndDiBy7pfFnWkkiMMCZ57rmD2qZdeIkwkSF12GcmPPybs3DnqdCpOjRqRGj2a1KBBhNnZxN59l8Shh8KKFRCGxRbj6KUNuWZuSwDO2vJrdurwMRc2m8HLNZewLJFfbDkkSZIkqSRZm7+WDvU6cN/+9/3h7a1rtebe/e/li9O/YOwJY2lWvRl7P7M3S9cu/WWZ3ZvtztC+Q5lx5gxe7Pcis1fM5rChh/3lmHs/szcBAe8d+x7jThxHfiqfg54/iHRYvLMXb6pE1AEkSZIkSZIkSZIkSZKk4vbdyu/oM7QP6zauY+8We3PvvvcSBEHUsUqGH34gfsYZxF59FYCwQweSjzwCHTtGm0vRicVIn3466T32IH7iicQmTYLVqyFvHWHbraFChWKJcdn85vyYsYH7G87nkyqr+KTKKu5gLgBbratE91XV6bGqBj1yq9N8QzYB/p+WJEllX+76XBavXUzrWq2jjiIpAvu12o/9Wu33p7cfue2Rv/n3HfvcwWOfPca0xdPYs8WeAAzcaeAvtzet3pRLelxCnxf6sDG1kYx4xu/WOW7+OL7P+Z7PTv2MqplVARjcZzA1bq7Be3PeY68WexXGQysSm1SiSqVSHiySyoBUKvWbr5IkKTpul0uGdDr9y1dfC0kq39w2S5L0W0H6508LDH+6FK+fP9Q+DCEIinv8gvHS6TShfxtI5Z7HjyD103MQzRYhej8/5lTEPwORvg7/tWEOIzh3pLBfg+V5yzloyEEsWbeEDnU78EyvZ4gRK7f/x38RhsSffprERRcR5OYSZmSQvOwyUuefDxkZUN6fH0HLlqTee4/ExRcTv/9+gqVLIDeHcOt2ULt2kQ8fAPd8txUXLGzK2Ko5jK26knFVc/iy0lq+qVhweaz+QgAabsj8qVRVUKzadm1l4oVSqnJfQSWDx7MlST+79qNreWDyA9yw+w2cuf2ZUccpt9w2q7CEPx2DWbVq1W/6O5mZmWRmZv6jdeen8nl48sNUy6xGh/od/nCZFXkrePaLZ+nWuNsfFqgANiQ3EBCQGf81T1Yii1gQY+y8sWWnRDVz5sxfXhBJpd+sWbOijiBJkn7idjlaS5YsAWDu3Lnk5eVFnEaSVBK4bZYkqUD293NpBSST0b7pm0oli3/QZIoMYO73c3FPUZLHj2DuhoLnIJVKEkuXv/MGUmHBtnDu93OpmBndz0BJeB2iOhmsMF+DDakNnDruVGaumEmD7Abcut2t/PD9D4URs1TLWLSIRtddR9Vx4wBYt/XWzL/mGta3bAnffRdxOpU02XvvQ6t33iWcP58gbx3B1M9INWhIasstIbFJp6Rtli2SGfRfW4f+i+oAsDyxkQnVchlfLZdx1XKYXGU1P2RuYFidxQyrsxiAKsk4XVdVo0dONbrlVmOH1VXJTsc3fXD3FVTCeDxbksq3OavncP+n95MMk1RcV5EZM2ZEHancc9usfyoIApo2bco222zDmjVrfvn+xRdfzCWXXLJZ6xz97WgOH3446zauo0GVBrx9zNvUrvjbD8K4+O2LuXfSvazbuI6ujboy+ojRf7q+ro26UqlCJS5+52Ju2PMGwjDkkncuIRWmWLR60WZlLC6btMfaqlUrZ6KSyoBUKsWsWbNo2bIl8fhmHAySJEmFxu1yyZCdnQ1A06ZNadKkScRpJElRctssSdJv/fyuUCIRL5YTIf+/MCw4STweTxDVW1RNmzUlbNMmmsEllRgeP4J1q7JhEcTjCeKx8re/lE4HkC7YLrSpGt3PQKSvQxiSSqUK9pcj2DAX1muQDtMcM/IYpq6YSrXMaow+YjRb19m6EJOWQmFI/LHHSFx2GcHq1YSZmSSvuILYuefSNIK/AVU6BAAVKxFuvz18/z3B/HnEF/1ALGclYbttoHr1Ys1TjwR9crPpk1sfgLxYikmVVzG26krGVs1hQtVcViWSvF1zBW/XXAFARjpg+zVV6b6q+i+XWskKf3tM9xUUNY9nS5LCMOTCYReSDJPsv+X+nLjLiVFHKtfcNquwhGFIfn4+06dP/91MVJtr92a7M/W0qSxbt4xHJj9Cv+H9mHjSROpWqvvLMhd2v5ABnQYwN2cu//nwPxz78rGMPmL0H3aI6lSqw7C+wzj91dO5e+LdxIIYR2x7BJ0adCIWxDY7Z3HYpCMd8XjcEpVUhsTjcTfSkiSVEG6XoxWLxX756usgSQK3zZIk/SL28xtdAb9WqopPEIQ/ff05Q7GODvy0z+jfBVK55/EjiP/0HESzRYjez485HvHPQJSvQ/jz+SJBEMnPQGG9Bpe9exkjZowgI5bBsEOHsW39bQsnYGk1Zw7x004j9v77AKS7diX18MOw1VaUz992+tt+3leIJwjbbEVYpy7Bl9MJ8vLg00nQrDlhiy3/a5+ieGWnE+yyqia7rKoJQIqQLyqtZlzVHD76qVi1KHMDE6rmMqFqLrcxF4Ct11aix6oadF9VnR6ratB0Qxa//63nvoJKFo9nS1L5NXrmaN6e8zYV4hW4redtbg9KCLfN+qfCsOC9kapVqxZaf6dShUq0rNmSljVb0rVRV1rd04rHpjzGpTtf+ssytSvWpnbF2rSu1Zq2ddrS+M7GfLzgY3ZqvNMfrnPvLfdm9tmzWbZuGYlYgupZ1al/W31atGtRKJmLih8XI0mSJEmSJEmSJEmSpDLvvkn3cefEOwF49KBH2a3ZbtEGilI6TezBB4ldfjnB2rWE2dmkr7mG9JlnWgrR5qlZk3CnnWDGNwSLFsH3c2DZMsJttoHKVaJOR5yAjmur0nFtVc5Y1ISQkO8z8/ioWg7jfipVfVNxLV9VKrg83GABAI02ZNJ9VQ16rKpOj9watFtX2YKhJEkqETYkN3DhOxcCcHaXs2lZs2XEiSSVJukwzYbUhr+8HfjLZX5Wu2JtAN6b8x5L1i6hV5tehROyiFiikiRJkiRJkiRJkiRJUpk2csZIznv7PACu3e1ajmh3RMSJIjRrFvFTTyX20UcApHfemdRDD0FLT7rUP5TIIGy3bcGsVF9/RbBmNUz8mHDLltC02c9TzJYIAQHNN1Sk+ZKKHLukIQBLE/mMr5rD2KorGVc1h8mVV7EgcwND6vzIkDo/AlAtmaBbbjV6/JjJTssms32yGVmJrCgfiiRJKqcGfTKI2Stn06ByAy7tdun/voOkMmtN/hpmrZj1y7/nrJzD1B+nUjO7JrWya3H9R9fTq00vGlRuwLJ1y7hv0n0sXLWQvlv3BWDigolM+mESPZr0oEZWDWavnM2V71/JljW2ZKdGBbNQLVy1kD2f2pOnDn6KLlt0AeCJz56gbZ221KlYhwkLJnDOG+cwsOtA2tRuU/xPwiawRCVJkiRJkiRJkiRJkqQya+LCiRwz8hhCQk7e7mQu2umiqCNFI5Uids89xK6+miAvj7BSJdLXX0/6tNMgFos6ncqSuvUIq1WHr78kWLaMYNZMwmVLCdttA9kVo073p+okK9B7RV16r6gLwLpYiolVchlXdSUfVc3h4yo55CaSvF5rOa/XAsacQIVxp7J9g+3p1rgbPRr3YKctdqJGdo1oH4gkSSrzflj9AzeOuxGA63e/niqZ0c/8KSk6n/7wKbsP3v2Xf5/3VsGHyBzX4TgePPBBvln2DYM/H8yydcuolV2LHbbYgY9O+Ih2ddsBUDGjIiO+HsHVH1zN2vy1NKjSgH233JcrDruCzEQmABvTG5mxfAbrNq77ZZwZy2dw6buXsiJvBc2qN+PynS9nYNeBxfjIN48lKkmSJEmSJEmSJEmSJJVJs1bM4uChB7M+uZ79W+7PoH0GEZSg2XCKzTffED/lFGIffwxAeo89SD3wADRvHnEwlVmZmYQdtiP8YSHBtzMIcnLg4wmErdtAwy1K1KxUf6ZiOs7uuTXZPbcmAEnSTKu0hrGVlzOu4lI+ahFn8YbljF8wnvELxnPbhNsICGhXpx3dG3f/pVjVuGrjiB+JJEkqay57/zLWblzLjlvsyJHbHBl1HEkR263ZboRXh396+4j+I/7y/tvW25b3jnvvL5dpVr3Z78a4aa+buGmvm/5+0BLCEpUkSZIkSZIkSZIkSZLKnKVrl9JrSC+W5S2jU/1OPNPnGRKxcnaqTDJJ7M47iV1zDcGGDYRVqpC6+WbCAQNKRYlFpVwQwBaNCGvWhC+nE+TkEHz9FeHSpYRtt4bMzKgTbpIEMTqtrUqn3Iqck1OFjWc+wex6GYxfMJ6x88cybv44Zq6YyfSl05m+dDoPTXkIgCZVm/xSqOrWqBtb19maWODsb5IkafNMWDCB56Y/R0DAnT3v9O8KSdpE5ezIkCRJkiRJkiRJkiRJksq6vI15HDL8EGatnEWzas14ud/LVK5QOepYxWv6dOInn0xs8mQA0vvsQ+r++6Gxs+KomGVXJOy8A+G8uQSzZhIsWwofjy8oUtWtF3W6zRYEAS1rtqRlzZYc2/5YAJasXcK4+eMYv2A84+aP47MfP2PeqnnM+3IeL3z5AgA1smqwU6Od6N64Oz0a96BT/U5kJkpXoUySJEUjHaYZ+NZAAI7rcBzbN9w+4kSSVPpYopIkSZIkSZIkSZIkSVKZkUqnOHbksUxcOJEaWTUY2X8k9SvXjzpW8dm4kdgttxC74QaCjRsJq1UjdfvthMcc4+xTik4QQNNmhLVqwfTpBGtWE0z7nLBBA8I2W0EiI+qEhaJupbocvNXBHLzVwQCsyV/DJws/Yez8sYxfMJ6PF37MyvUreW3Wa7w26zUAMuOZ7NBwB7o37k73xt3pukVXqmdVj/BRSJKkkmrw54OZ8uMUqmZW5dpdr406jiSVSpaoJEmSJEmSJEmSJEmSVCaEYciF71zIyG9HUiFegRcPe5G2tdtGHav4TJ1K4uSTCT7/HID0AQeQuu8+aNgw4mDSTypXIeyyI3w3G76fQ7BoEaxYSdiuHdSsFXW6Qle5QmX2aL4HezTfA4CNqY18vvhzxi0Yx7j5BZel65Yydv5Yxs4fC0BAwLZ1t6V74+50a9SNHk16sEWVLaJ8GJIkqQTIWZ/DFR9cAcAVPa6gXuXSO6OnJEXJEpUkSZIkSZIkSZIkSZLKhLsn3c29n94LwOMHPU6PJj0iTlRM8vOJ3XADsVtuIUgmCWvWJHXnnYSHH+7sUyp5YjHClq2gdm34cjpBXh7BlMmEjZsUfD8ejzphkcmIZ7B9w+3ZvuH2nNPlHMIwZOaKmQWFqgXjGD9/PLNWzmLakmlMWzKNByY/AECzas1+mamqW6NutK3dlsD/25IklSvXj72epeuW0rpma/61/b+ijiNJpZYlKkmSJEmSJEmSJEmSJJV6L379Ihe9cxEAN+1xE/227hdxouIRfPop8ZNPJvjySwDSBx9M6u67oZ6fTK8SrnoNwh13gpnfEixcQDB/HqxYTthuW6haNep0xSIIAlrXak3rWq05oeMJACxas4jx88czfsF4xs4fy+eLP+f73O/5Pvd7np3+LAC1smuxU6Od6N64Oz0a92C7+ttRIV4hyociSZKK0NfLvua+T+8D4Paet7vdl6R/wBKVJEmSJEmSJEmSJEmSSrXx88dz/KjjCQk5vfPpDNxxYNSRit769cSuuYbYHXcQpNOEdeqQGjSI8LDDok4m/X2JBGHbrQnr1CH46kuCtWth0kTC5i2gWXOIxaJOWOwaVG7AoW0P5dC2hwKwesNqPl74MePmj2P8gvFMXDiR5XnLGT1zNKNnjgYgK5FFl4ZdfpmtqusWXamaWT6KaJIklXVhGHLB2xeQTCc5oNUB7LPlPlFHkqRSzRKVJEmSJEmSJEmSJEmSSq0Zy2dwyPBD2JDawIGtDuSOnncQBEHUsYpU8PHHBbNPzZgBQLp/f1J33AF16kScTNpMtesQdu0G33xNsGQxwXezCZctLZiVqlKlqNNFqkpmFXq26EnPFj0ByE/lM/XHqYxbMI6x88cyfv54luctZ8y8MYyZNwaAWBCjfd32v5SqujfuToPKDaJ8GJIkaTONnjmat+e8TYV4BW7d89ao40hSqWeJSpIkSZIkSZIkSZIkSaXS4jWL6TWkFyvyVrBDwx14ps8zxGPxqGMVnXXriP3738QGDSIIQ8L69Undey9hr15RJ5P+uQoVCLdtT7j4R4JvviZYtQomTiBs1RoaNYYyXo78uyrEK9Bliy502aILA3ccSBiGfLP8G8bPH8+4BeMYN38cc3LmMHXxVKYunsp9n94HQIvqLX4pVHVr1I02tdqU+cKpJEml3frkei5850IAzulyDi1rtow4kSSVfpaoJEmSJEmSJEmSJEmSVOqszV/LwcMOZk7OHFpUb8FLfV+iYkbFqGMVnW++IXHIIQSzZgGQPvpoUrfdBjVrRhxMKkRBAPUbEFavAV9NJ1ixgmDGN4RLlxJu3Q6ysqJOWOIEQUDb2m1pW7stA7YbAMDC1QsLSlXzxzFuwTimLZ7Gdznf8V3Odzz9xdMA1M6uTbfG3ejRuAfdG3enY72OZMQzonwokiTp/xn0ySC+y/mOBpUbcEm3S6KOI0llgiUqSZIkSZIkSZIkSZIklSqpdIqjRx7Np4s+pVZ2LUb1H0XdSnWjjlV0vv6axD77EPz4I+EWW5C67z7C/fePOpVUdLKyCLfrTLhgPsHMbwlWLIePxxO2aQv16zsr1f+wRZUt6Lt1X/pu3ReA3PW5fLzw44JS1fxxfPLDJyzLW8aob0cx6ttRAFTMqMiODXekW+NudG/cna5bdKVyhcpRPgxJksq1hasXctO4mwC4YY8bqJJZJeJEklQ2WKKSJEmSJEmSJEmSJElSqRGGIQPfGsirM18lM57JiL4jaF2rddSxis5XXxUUqBYvJtx2W5Jvvgm1a0edSip6QQCNmxDWrAVffkGwahXBl18QLl1CuFVbqFAh6oSlRrWsauyz5T7ss+U+AGxIbuCzHz9j7PyxjFswjvHzx7Ny/Uren/s+7899H4B4EKdDvQ50b9y94NKoO/Uq14vyYUiSVK5c9t5lrN24lq5bdOXIdkdGHUeSygxLVJIkSZIkSZIkSZIkSSo17ph4Bw9OeZCAgMG9B7NTo52ijlR0vvyyoEC1ZAlhhw4k33gDatWKOpVUvCpVIty+C+H3cwjmfEewZDGsXAFVqhbMWJWVDdlZkJUFWdmQmQmxWNSpS7TMRCZdG3Wla6OuXMAFpMM0Xy/7mvHzxzN2/ljGLxjP3Ny5TPlxClN+nMI9k+4BoGXNlnRv1P2XYlWrmq0ifiSSJJVN4+eP5/kvnycg4M697yRwFk5JKjSWqCRJkiRJkiRJkiRJklQqvDVzNFe+dykAt+51K4dsdUjEiYrQ9OkFBaqlSwk7diT5+usWqFR+xWLQYkvC2rVh+nSCdWthxXIA/v8pxSFA5k+lquyCYlWY9V8lq+wsiHva3H+LBTHa1WlHuzrtOLnTyQDMXzWfcfMLZqkat2Ac05dMZ9aKWcxaMYvB0wYDcFLHk7hvv/s8sVuSpEKUSqcY+PZAAI7vcDydG3SOOJEklS3uDUqSJEmSJEmSJEmSJKnkW/Mj10x7FoCzdjiLs7ucHXGgIvTFFyT23ffXAtUbb0DNmlGnkqJXtRph150Ic3JgfR5BXh6sX//TpeB6EIawYX3BJbfgbr8rWmVk/Fqqysr6qWSV/WvxKqMClPNiUOOqjTm83eEc3u5wAFbmreTjhR8XzFQ1fzwTFk7g0amP0q5OO87Y4YyI00qSVHYMnjaYz378jKqZVbl2t2ujjiNJZY4lKkmSJEmSJEmSJEmSJJVoybwVMOc9NqY30qdNH27Z85aoIxWdadMKClTLlpHu1InUa69ZoJL+Wyz2y/+J8P/fFoaE+fkFhaq8gmJV8F8FK9avJ0gmCTZuhI0bYfVq4A9KVrHY/ytZ/VfBKpEB4e9GLvNqZNdgv5b7sV/L/QC4+5O7ueCdC7jw3QvpUK8DPZr0iDihJEmlX876HK54/woArtz5SupWqhtxIkkqeyxRSZIkSZIkSZIkSZIkqcRK5a9l1bevQCqfbetvx+Beg4nH4lHHKhqff15QoFq+nHTnzgUFqho1ok4llR5BAJmZBZdqBd/6/3WnMLnxp4LVf5es1v9SvAryNxCk07BuXcGFPyhZAYmePQm33BKaNCFs3BiaNiX8r+tUrlzUjzZSZ+1wFpN+mMSQr4ZwxEtHMPHEiTSs0jDqWJIklWrXfXQdy/KW0aZWG/7V+V9Rx5GkMskSlSRJkiRJkiRJkiRJkkqkdCqfFTNGkc5fDZlVuW3/B8nOyI46VtGYOpXEfvsVFKi2376gQFW9etSppLInkQFVMqBKFeAPSlbp9K+lqp9nr8r79Trr8wjCEBYvJli8GMaP/8Nhwpo1oXHjgmJV06a/XP+5bEWdOgWlr1IqCAIe3P9Bvlz6JdOXTueIl47g7aPepkK8QtTRJEkqlb5a+hX3T74fgDt63kFGPCPiRJJUNlmikiRJkiRJkiRJkiRJUokThmlyZr1Oct0SgkQ2YYu9qJ5dM+pYReOzzwoKVCtWkN5hB1KvvmqBSopKLAYVKxZcfvKbotXGjbBsGalLL4YgIJg3D+bNI/jpwrx5BLm5BCtWwIoVBJ9//ofDhFlZBcWq/ypYhU2aFMxs1aQJNGoEGSX75OlKFSox9NCh7PTETkxYMIEL37mQQfsMijqWJEmlThiGXPDOBSTTSQ5sdSA9W/SMOpIklVmWqCRJkiRJkiRJkiRJklSihGFI7pz32ZDzPcQSVG11ALmZlaOOVTQ++4zEvvsSrFxJukuXggJVtWpRp5L0Z4IAMjII27eHrbb63UxWAOTm/lqsmj8f5s79tWA1fz4sWkSwfj3MnEkwc+YfDhPGYtCwIWHjxr8Wq376+vP1n2fTilLLmi0Z3HswfYb24YHJD9C5QWeObX9s1LEkSSpVXpn5Cu/MeYcK8QrcutetUceRpDLNEpUkSZIkSZIkSZIkSZJKlLU/TCJv6XQAamy5L/HK9WHjmohTFYEpUwpmoFq5kvSOOxYUqKpWjTqVpH+qWjXYdlvCbbf945LVhg2wYEFBoWrePIK5c3+9/nPZKj+/YJkFC2DChD8cJqxRo6BY9fOMVv9/Nqu6dQtKX0Vs/5b7c+XOV3LtR9dy5htnsm3dbdmu/nZFPq4kSWXB+uR6LnznQgDO3fFctqyxZcSJJKlss0QlSZIkSZIkSZIkSZKkEmPdsm9YvaCgMFC16W5k1dySjelUxKkKXzB5MvH99iPIySHdtSup0aMtUEnlRWYmbLkl4ZYFJ0n/rmiVTsOSJQWFqv8uWP339ZwcgpUrYeVKgs8//8NhwsxM+O+CVePGBeWqpk0Lvm6xBVSoUCgP6fIelzN50WRem/Ua/V7sx8cnfEytirUKZd2SJJVld028izk5c2hYuSGXdLsk6jiSVOZZopIkSZJUIsxcu5g1yfWRjL10zSIAZqxZxIrc4h+/ciKLVpXqFf/AkiRJkiRJklTCbMidT+53bwNQqUEnKtXvEHGiohF8+mlBgSo3l3S3bqReeQWqVIk6lqSSIhaD+vUJ69eHLl3+eDarVat+KVj9rmw1bx4sWkSwYQPMmkUwa9YfDhMGATRsWFCo+u+C1X9d/7PfTTk5OYwZM4ZddtmF6tWrEwtiPNnrSXZ6Yidmr5zNsSOPZVT/UcRj8cJ7XiRJKmMWrFrATeNvAuCGPW6gcoXKESeSVCqNGQO33gqTJ8OiRfDSS9Cnz6+3//vf8MILMH9+wYcodO4M118PO+746zK9esHUqbBkCdSoAXvtBTffDA0b/vXYEybA5ZfDxIkQj0PHjvDmm5CdXXD7t9/ChRfCuHGQnw/t28O118Luuxfuc7AJLFFJkiRJitzMtYtp9+GVkY2fvR7atIEhMx4nb240Gb7c9VqLVJIkSZIkSZLKtY3rlrFy5mgI02TVbEWVxj2ijlQkgkmTiO+/f0GBqnt3UqNGWaCStOmqVoVttyXcdts/Llnl58OCBQWFqp+KVf99nfnzC0pWCxcSLFxYcPLjHwirVy+YxapJk4IZrX4qWK3PzOTVUaPo0KED1atXB6B6VnWGHDqEXQbvwttz3ubfY/7NtbtdW0RPgCRJpd9l71/Guo3r2KnRThzR7oio40gqrdauhQ4d4MQT4ZBDfn9769Zw773QogXk5cGdd8Lee8OsWVCnTsEyu+8Ol10GDRrAwoVwwQVw2GEwfvyfjzthAuy7L1x6KdxzDyQS8PnnBR8K8bMDD4RWreC99wqKVXfdVfC92bOhfv1CfRr+LktUkiRJkiL38wxU1RPZJIIIPo0uAxa0h0oUXIpTMkyRk8yLbBYuSZIkSZIkSSoJUvlrWDFjJGEqn4wqDam+5d4EQRB1rEIXfPJJQYFq1SrSPXqQGjnSApWkolGhArRoQdiiBcDvi1bpNCxZ8tti1f8vW+XkEOTkQE4OwbRpv7l7Y+CSunWJnX32b77fvm57Htz/QY4deSw3j7+Zzg0606dNn6J6lJIklVrj54/nhS9fICDgzp53/rP9n1SqYLaXtm0LL6Ck0mO//Qouf+bII3/77zvugMceg2nTYM89C743cOCvtzdtCpdcUjCb1caNkJHxx+sdOBDOPrtg2Z+1afPr9WXLYObMgrHaty/43k03wf33w/TplqgkSZIkKRHEyYhFUKKKUjrqACVDTk4OY8aMYZdddvnl0wolSZIkSZIklQ/pVD4rZowknb+GeFYNarY+iCBW9k5pCSZOLChQrV5NeuedCwpUlStHHUtSeRWLQf36hPXrQ5cufzyb1apVvxar5s+HuXN/KVjx+ee0XrKEDUcdBW+9VfCJ9T85vN3hTF40mUGfDGLAKwPYqtZWbFV7q2J7aJIklXSpdIpz3zoXgBM6nkCnBp3+0fpiV19NbNAgUg8+SHjUUYWQUFKZlZ8PDz8M1aoVzF71R1asgGefhW7d/rxAtWQJTJwIRx1VsNzs2bDVVnD99dDjp5nFa9UqKFU99RR06gSZmfDQQ1C3LnTuXDSP72/YpCNOqVSqTH7Kj1TepFKp33yVJEnRcbtcIJUuaBKF/MGn4JVxPz/eVDpdrn8OVq5cyejRo9l2222p4qeuSoqQ22ZJkn4rSP/8yQ/R7LGF4a9fg6C4xy8YL51OE/q3gVTupX/6fZgux8dwyvMxPCg5x/EifR3+a8McFuK5I2E6xcqZr5Jct4xYIpsabXoTJLJ+9/hKymuwuYKPP6ZCr16/FKjyX3oJsrMLPjFeKoWi3leIVjnaV6hUqWBGiz+Y1eLHt96i+uGHU33GDNK77cbGV18lbN78l9uv3eVaJi+azNj5Y+n3Yj/GHDOGKpm+B1SYPJ4tSaXX41MfZ+riqVTLrMbVPa7+R7/LYyNGEL/lFgDSQUDa7UJk3DarsIQ/HYNZtWrVb/o7mZmZZGZmbt5KR4+Gww+HdesKPgDh7behdu3fLnPxxXDvvQXLdO1acJ8/8913BV///W+47Tbo2LGgLLXnngWzTLVqBUEA77xTMKNVlSoFH+RQty688QbUqLF5j6MQbFKJaubMmb+8IJJKv1mzZkUdQZIk/aS8b5fnblgCQCqVJJYuX/scqbDgwMnc7+dSMTMv4jTRWbKk4Gdg7ty55OWV3+dBUslR3rfNkiT9LPv7ubQCkslo3/RNpZLFP2gyRQYF+2vupUjy2EX5PoYHJec4Xkl4HQrzZLAwDFkz9z3yc+dBLEHVlgcSJCqRSv5+219SXoPNUfGzz2hxxhkE69axZvvtmXPLLaQXLIg6lvSPlJR9hUi4rwDAkuxs3t5vP/49YQIV58whtssufHf//axv3fqXZf7T7j8cvvRwvln+DUcOPZJbd7jVD3EvAh7PlqTSZVX+Kq54/woATm51MisXrGQlKzdrXZmzZtHqpJMAWHLssSzq2BFmzCisqNpMbpv1TwVBQNOmTdlmm21Ys2bNL9+/+OKLueSSSzZvpbvvDlOnwrJl8Mgj0K9fwUxSdev+usyFF8KAATB3LvznP3DssQVFqj/6G/7nD9Y49VQ44YSC69ttB+++C48/DjfeWPCBPGecUTDGRx8VfJjMo4/CQQfBpEm/mc22OG1SiapVq1buxEhlQCqVYtasWbRs2ZJ4PB51HEmSyjW3ywXWrcqGRRCPJ4jHytfzkE4HkIamzZrSpmqTqONEJjs7G4CmTZvSpEn5fR4kRc9tsyRJv/Xzu0KJRBwSm/S2UqEIw4KTxOPxxB++R1ccmjZrStimTTSDSyoxPHZRvo/hQck5jhfp6xCGpFKpgv3lQtowr1kwkfXLvwECqrfcj6xqDf902ZLyGmyqYNw4Kpx1FsG6daR2243Eiy/SqmLFqGNJ/1jU+wolQXnfV8jOzmZp1aosGjqU5qefTsb06bQ+5RTyX3yRsFu3X5YbVnsYPZ/ryTs/vMOrua9y/o7nR5i6bPF4tiSVThe8cwEr81eyVa2tuGrfq8iIZ2zeinJyqHDoocTy8kjtthtV77uPquX077KSwm2zCksYhuTn5zN9+vTfzUS12SpVgpYtCy5duxbMFPXYY3Dppb8uU7t2waV164LZaBs3ho8/hp12+v36fi5Abb31b7/fti3Mm1dw/b33CkpYK1dC1aoF37v//oJZsAYPhs0thP1Dm/SbMh6PW6KSypB4PO5GWpKkEqK8b5fjsRhQ8IZbedvj+PnxxmOxcv0zEPvpZyBWzp8HSSVHed82S5L0i5/+Vo9qjy0Iwp++/pyhWEcHftpf8e8Cqdzz2EX5PoYHJec4XpSvQ/jz+SJBUChjr1v6FWsWfgxA1Wa7kV2jxV8uX1Jeg00RjB1LvHdvgrVrSe+xB+kRI4hboFJZEfG+QrTcV4Bf/z4K69cn9e670KcPsQkTqHDggaSGDCHcd18AujXpxl1738UZb5zBVR9eRecGndmz+Z5RRi9zPJ4tSaXHV0u/4sEpDwJwx953kFUha/NWlE4TP/FEYrNnEzZtSvq554j/k3KFCpXbZv1TYVjw3kjVqlWLrr+TTsOGDX99O/z5Ms2aQcOGv5/97ttvYb/9Cq6vW1fw9Zf9R37998/rj0Dsfy8iSZIkSZIkSZIkSZIkFY4NuXPJnfMuAJUabE+leu0jTlT4go8+In7QQQUFqj33JDViBFigklRW1ahB6rXXSO+zD0FeHvFDDiF44YVfbj5pu5M4vsPxpMM0R798NHNz50YYVpKkaIRhyPlvn08qTHFQ64PYq/lem72u2DXXEHv9dcKsLJJDhxbMHCOp/FqzBqZOLbgAzJlTcH3ePFi7Fi67rGBGqblzYfJkOPFEWLgQ+vYtWH7iRLj33oL7zJ1bMIPUEUfAllv+OgvVwoWw1VbwyScF/w4CuPBCuPtuGD4cZs2CK6+Eb76BAQMKltlpJ6hRA447Dj7/vKBgdeGFBfkOOKD4np//xxKVJEmSJEmSJEmSJEmSisXGtUtZ+e1rEKbJqtWGKo27RR2p0AVjxvxaoNprLwtUksqHSpVIvfgi6f79CZJJ4scdR+yBBwAIgoC797mbTvU7sTxvOf1f7M/65PqIA0uSVLxGfTuKd79/l8x4JrfueetmrycYOZL4DTcAkLr/fthuu8KKKKm0+vTTgt8FP/8+OO+8gutXXVUwe+4338Chh0Lr1nDQQbB8OXz0EbRrV7B8xYowYgTsuSe0aVNQgmrfHj78EH6e5W7jxoJZp36eXQrg3HPh0kth4EDo0AHefRfefrugfAUFBc833igoee2xB2y/PYwdCyNHFiwfkURkI0uSJEmSJEmSJEmSJKncSG1YzYoZowjT+VSo0ojqLfYiCIKoYxWq4MMPiffuTbBuHem99yY1bBhkZ0cdS5KKR4UKpAYPJqxZk/gDDxA/5xxYvpz05ZeTlchiyKFD6Pp4V6b8OIWz3jiLhw94uMxtByRJ+iPrk+u56N2LADh3x3NpUaPF5q3o66+Jn3giAKmzziI8+ujCiiipNNttNwjDP799xIi/vv+22xbMPvVXmjX74zEuuaTg8me23x7efPOv113MnIlKkiRJkiRJkiRJkiRJRSqd3MCKGSNJb1xDIrsmNVofQBArW5/9G7z/PvFevQoKVPvsQ2r4cAtUksqfWIz0XXeRuuIKAOLXXEPsvPMgnaZptaY80+cZYkGMwdMG8+hnj0YcVpKk4nHnxDuZkzOHhpUbcnG3izdvJbm5JPr2JVi9mvQuu5C+6abCDSlJ5YQlKkmSJEmSJEmSJEmSJBWZMJ1i5cxXSeYtJ5ZRkRptehNLZEUdq1AF771HvE8fgrw80vvuWzADVVbZeoyS9LcFAemrriJ1xx0AxO+7j/gJJ8DGjezZfE+u2+06AM5961wmLpwYZVJJkorcglULuHn8zQDcuOeNVK5QedNXkk4TP+EEgm+/JWzUiNSzz0JGRiEnlaTywRKVJEmSJEmSJEmSJEmSikQYhuTOeZf8VfMJYhnUbNObRGbVqGMVquDdd38tUO2/vwUqSfpJ+swzST75JGE8Tuz554n37Qvr1nF+1/M5uM3BbExv5PARh7N4zeKoo0qSVGQufe9S1m1cR7dG3Th868M3ax2xG24gNno0YWYmqaFDoV69Qk4pSeWHJSpJkiRJkiRJkiRJkiQViTULPyZv2ddAQPVW+5NRqW7UkQpV8M47xA8+mGD9+oIC1ZAhkJkZdSxJKjHCI48k9eKLhFlZxF57jfgBBxDk5vLogY/SplYbFq5eyFEvH8XG1Maoo0qSVOjGzR/HkK+GEBBw5953EgTBJq8jePVV4tdcA0Dq3nsJt9++sGNKUrliiUqSJEmSJEmSJEmSJEmFbt2S6axZ+AkA1ZrvQVb1ZtEGKmTBW2/9WqA64AALVJL0J8L99yf1+uuE1aoRGzeOxJ57UmXlWoYdOowqFaowZt4YLnv/sqhjSpJUqFLpFOe+dS4AJ3Y8ke3qb7fpK/n2W+LHHVewvtNOI/zpuiRp81mikiRJkiRJkiRJkiRJUqFan/M9uXPeA6Bywy5UrLtNxIkKV/Dmm8QPPZRgwwbSBx1kgUqS/oewe3eS77xDWK8ewRdfkNh9d7ZancljBz0GwKBPBvHCly9EnFKSpMLzxOdP8Pniz6mWWY1rdr1m01ewejWJvn0JVq0i3a0b6dtuK/yQklQOWaKSJEmSJEmSJEmSJElSodm4dgk5M18DQrJrb0XlRl2jjlSogjfeIH7YYQUFql69SD3/PFSoEHU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eeSbPPPNMhSYFgOKzlwGg8lpaWtp8fPjhh+df//Vf8/zzz2fWrFlpbGxsve8HP/hB9tprr5x44ol5+umn1/SoANAh2M0AUD3sZQCoLnYzAACsGaXyX7+7E1grtbS0tF7KubGxMUuWLElDQ0Pr/dOnT8///M//5Pzzz89OO+2USZMmZfvtt8+ECROywQYbVGpsACgkexkAqsu0adPSs2fP7LjjjkmSQw89NM8++2yuueaa7LrrrqmtrW197Pjx43Pqqae2uQ0AaF92MwBUD3sZAKqL3QwAAKuXiAoKYOU3av/gBz/I448/nnnz5mXffffNSSedlJ49e7Y+dsGCBZk2bVoeffTRPPDAA7n33nuz8847t/kaAMDHZy8DQHV5/vnnc8ABB2TPPffM8ccfn+233z5JcvDBB+cPf/hDfvSjH2XIkCF/c5C5ubnZgWcAWA3sZgCoHvYyAFQXuxkAAFY/ERUUyLhx43LHHXfk2GOPzcYbb5xRo0blqKOOyqhRo/LpT3/6bx5/9NFHZ+HChbn//vsrMC0AFJu9DACVUS6XUyqV2tw2adKkXHzxxdlhhx1y7LHHth54PuSQQ/L8889n/Pjx2XvvvUXMALAa2M0AUD3sZQCoLnYzAACsef5LGtZyKzrIhx56KJMnT87NN9+cMWPGZKONNkqS3H777TnnnHMye/bs1s9pbGxM8sFZSpqbm/OnP/1pzQ8OAAVkLwNA5a044Lxo0aLW2w4++OCcccYZ+c1vfpMbbrghM2bMSJLcd9996dWrV26++WYHnAFgNbGbAaB62MsAUF3sZgAAWPPqKj0A8PE8++yz6d+/f3r16pWmpqbU1tbmhBNOyI477pif/exnOf744/PDH/4wAwcOzNChQ7Peeuvl5JNPzuabb55OnTolSZ555pm89NJLaW5urvBPAwBrN3sZACrvmWeeSa9evbLZZpvlRz/6UWbPnp1Ro0a1xswHHnhgWlpaMmbMmDQ2NubEE0/Mtttum8cffzwtLS0Vnh4AisduBoDqYS8DQHWxmwEAoHKckgDWQg8++GD22WeffPe7381bb72Vurq67Ljjjhk6dGgWLFiQSy+9NKecckoOO+ywbLjhhunfv39uvfXWTJgwofVrrDiDyS233JLu3btX6kcBgLWevQwAlffyyy/nrLPOytlnn5358+ene/fuuffee3PTTTfl5Zdfbn3cwQcfnK985St5+OGHc8UVV+S5555LktTU1AiZAaAd2c0AUD3sZQCoLnYzAABUlogK1jLLly/PtGnTsmzZsrz00ku59NJL88Ybb6Rnz57ZcMMNs3DhwixcuDCf+cxnknzwxHm//fbLY489lrFjx7Z+ne7du+eCCy7IP//zP1fqRwGAtZ69DADVYaONNsqIESPypz/9KWeeeWYOOuigXHrppZkwYUJuuOGGNgeeu3fvnkGDBqVr167ZfPPNW2+vra2txOgAUEh2MwBUD3sZAKqL3QwAAJVVV+kBgH9MfX19jj766Dz00EOpra3Nc889lyuuuCKjR49O7969UyqV8tprr2Xq1KlZtmxZbrzxxixevDjnn39+SqVSmpqaUlf3wV/9Fb8CAB+PvQwAlVcul1MqlXLMMcekU6dOueWWW/Jv//ZvufLKK9PS0pKxY8emXC7nwAMPzGc+85k89dRTOf7443PggQemVCqlpaUlNTXOMwQA7cVuBoDqYS8DQHWxmwEAoPJK5XK5XOkhgI+mpaUl5XI5NTU1Ofvss9OzZ8+Uy+U88MAD2WWXXXLqqadm/fXXz9SpU3PCCSekf//+6dGjRyZPnpxOnTq1PhEHAFadvQwA1WPlvTphwoTccsst6d+/f6688sr8/Oc/z8UXX5y333473bp1S11dXZ544onU1dXZxwCwmtjNAFA97GUAqC52MwAAVJaICtYCs2bNSrdu3dK/f//W266++urcc889mTZtWq6//vrce++9GTx4cOsbtufNm5empqb0798/NTU1ba50AQB8fPYyAFSnv3fg+bLLLsvbb7+d//qv/8rixYvz5S9/OXV1dWlubk5tbW2FpwaA4rKbAaB62MsAUF3sZgAAqBwRFVS5yZMn5ytf+Ur69euXs88+O5/+9Kez/fbbJ0kOPPDAfP7zn8+pp56aSy65JD/96U8zePDgjBo1Kn379m39Gi7lDADtw14GgOq28oHn22+/Pbfddlv69euXc889NxtvvHHr/Q44A8CaYTcDQPWwlwGgutjNAABQGd69CVXs/fffzy9/+cv06dMntbW1ufHGG/O9730vJ5xwQubOnZvdd989c+bMSZKMGTMm++67bx588MHcf//9bb6ON2oDwKqzlwGg+pVKpaw4X9BRRx2VESNGZP78+bnwwgvz6quvth6QdsAZANYMuxkAqoe9DADVxW4GAIDKcCUqqHLz58/P5ZdfnldeeSUbbLBBRowYkbFjx6Z379556aWX8uyzz+bmm2/OsGHDknxwiefDDz/cE2gAWA3sZQBYO6x8Bs/bbrstN998c4455piMGDGizX0AwJphNwNA9bCXAaC62M0AALBmOQ0+VLkNNtggp5xySvr165eZM2dm+vTpefDBB3PyySdnr732yic/+ckMHDiw9fHDhw9PbW1tmpubKzg1ABSTvQwAa4eVz+A5YsSI9OrVK1OnTm29DwBYs+xmAKge9jIAVBe7GQAA1iwRFawF+vXrl9GjR2e77bbLLbfckquvvjqDBw/OOeeck8cffzxbbrllWlpa2nyOK14AwOphLwPA2mHlA88DBgxIly5d8v7771d4KgDouOxmAKge9jIAVBe7GQAA1hwRFawl+vbtm9GjR+ezn/1sfvKTn+Syyy5LkvTs2TPNzc2pqfHXGQDWFHsZANYOpVIpb7/9dp599tmMHj06nTt3rvRIANCh2c0AUD3sZQCoLnYzAACsGaXyilMYAGuF+fPn57LLLsv06dOz22675ayzzqr0SADQYdnLALB2WLZsWbp06VLpMQCAP7ObAaB62MsAUF3sZgAAWL2cIh/WMhtssEG+8Y1vZNNNN82bb74ZHSQAVI69DABrBwecAaC62M0AUD3sZQCoLnYzAACsXq5EBWupd999Nw0NDampqUm5XE6pVKr0SADQYdnLAAAAAAAAAAAAANVNRAVruZaWltTUuKgcAFQDexkAAAAAAAAAAACgOomoAAAAAAAAAAAAAAAAgEJzmnwAAAAAAAAAAAAAAACg0ERUAAAAAAAAAAAAAAAAQKGJqAAAAAAAAAAAAAAAAIBCE1EBAAAAAAAAAAAAAAAAhSaiAgAAAAAAAAAAAAAAAApNRAUAAAAAAAAAAAAAAAAUmogKAAAAAAAAAAAAAAAAKDQRFQAAAAAAAAAAAAAAAFBoIioAAAAAAAAAAAAAAACg0ERUAAAAAAAAAAAAAAAAQKH9f9IIocWsLnrWAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = ema_multiple,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "340cb792",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ema_single=[\n",
+    "    {\"kind\": \"ema\", \"length\": 6, 'colors': ['green'],'legend_label': ['EMA 6'] },\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "54097dfd",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = ema_single,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "47d7368d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sma_single=[\n",
+    "    {\"kind\": \"sma\", \"length\": 7, 'colors': ['green'],'legend_label': ['EMA 6'] },\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "68815f80",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = sma_single,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "936281f8",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sma_multiple=[\n",
+    "    {\"kind\": \"sma\", \"length\": (5,7), 'colors': ['green','red'],'legend_label': ['EMA 5','EMA7'] },\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "66525dde",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = sma_multiple,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a3b2f40f",
+   "metadata": {},
+   "source": [
+    "# New Method of Title For Plot"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "1177393a",
+   "metadata": {},
+   "source": [
+    "Within Plot if indicators method is active the title of plot will appear in legend box"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "e0a8ac5a",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    title = 'TCS-EQ',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = sma_multiple,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "70a89747",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 4600x2600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(30),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    title = 'TCS-EQ',\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    #indicators = sma_multiple,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "988d288f",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ichi=[\n",
+    "    {\"kind\": \"ichimoku\", \"length\": (9,26,52), 'line_colors' : ['#fcc905','#F83C78','#8D8D16','#006B3D','#D3212C'],'legend_label': ['Tenkan_sen','Kijun_sen','Senkou_Span_A','Senkou_Span_B','Chikou_Span'] },\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "5a2c2111",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 4600x2600 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the candlestick chart\n",
+    "mpf.plot(\n",
+    "    df.tail(120),\n",
+    "    type=\"candle\",\n",
+    "    style='yahoo',\n",
+    "    title = 'TCS-EQ',\n",
+    "    volume=True,\n",
+    "    figscale =1.2,\n",
+    "    figsize = (46,26),\n",
+    "    indicators = ichi,\n",
+    ")"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/src/mplfinance/_indicators.py b/src/mplfinance/_indicators.py
new file mode 100644
index 00000000..3aeeaae9
--- /dev/null
+++ b/src/mplfinance/_indicators.py
@@ -0,0 +1,246 @@
+from mplfinance._arg_validators import _process_kwargs, _validate_vkwargs_dict
+from mplfinance._arg_validators import _mav_validator
+import numpy  as np
+import pandas as pd
+import matplotlib.colors as mcolors
+from mplfinance._helpers import _list_of_dict
+
+def _valid_indicator_kwargs():
+    valid_indicators = ('sma','ema','ichimoku','bband')
+
+    vikwargs = {
+        'kind'        : { 'Default'     : 'sma',
+                          'Description' : 'Name of Studies: "sma","ema","ichimoku","bband"',
+                          'Validator'   : lambda value: value in valid_indicators },
+        
+        'period'      : { 'Default'     : None,
+                          'Description' : 'Indicator window size(s); (int or tuple of ints)',
+                          'Validator'   : _mav_validator },
+        
+        'color'       : { 'Default'     : None,
+                          'Description' : 'color (or sequence of colors) of line(s), scatter marker(s), or bar(s).',
+                          'Validator'   : lambda value: mcolors.is_color_like(value) or
+                                         (isinstance(value,(list,tuple,np.ndarray)) and all([mcolors.is_color_like(v) for v in value])) },
+
+        'legend_label' : { 'Default'     : None,
+                          'Description' : 'Figure Title (see also `axtitle`)',
+                          'Validator'   : lambda value: isinstance(value,(str,list)) },
+    }
+
+    _validate_vkwargs_dict(vikwargs)
+
+    return vikwargs
+
+
+def _validate_indicator_para(inlist):
+    valid_study = _process_kwargs(inlist, _valid_indicator_kwargs())
+
+    return valid_study
+        
+def _make_indicator_plot(astudy,colss,axA1,closes,highs,lows,xdates,script_title):
+    if astudy.get("kind") == "ema":
+        if astudy.get("period") is not None:
+            ema_period = astudy['period']
+        else:
+            ema_period = 7
+
+        if astudy.get("color") is not None:
+            colss = astudy['color']
+
+        else:
+            colss = colss
+
+        yticks = [*axA1.get_yticks(),]
+        yticklabels = [*axA1.get_yticklabels(),]
+        colors = {}
+
+        if isinstance(ema_period,tuple):
+            for i_id,ilength in enumerate(ema_period):
+                iema = pd.Series(closes).ewm(span=ilength,adjust=False).mean()
+                iema_values = iema.values
+                yticks.append(iema_values[-1].round(2))
+                yticklabels.append(float(iema_values[-1].round(2)))
+                colors.update({str(iema_values[-1].round(2)):colss[i_id]})
+                if 'legend_label' in astudy:
+                    label = astudy['legend_label']
+                    axA1.plot(xdates,iema_values,color=colss[i_id],label=label[0])
+                    axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+                else:
+                    axA1.plot(xdates,iema_values,color=colss[i_id])
+        else:
+            iema = pd.Series(closes).ewm(span=ema_period,adjust=False).mean()
+            iema_values = iema.values
+            yticks.append(iema_values[-1].round(2))
+            yticklabels.append(iema_values[-1].round(2))
+            colors.update({str(iema_values[-1].round(2)):colss[0]})
+            if 'legend_label' in astudy:
+                label = astudy['legend_label']
+                axA1.plot(xdates,iema_values,color=colss[0],label=label[0])
+                axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+            else:
+                axA1.plot(xdates,iema_values,color=colss[0])
+        axA1.set_yticks(yticks, labels=yticklabels)
+        for xtic in axA1.get_yticklabels():
+            if xtic.get_text() in colors.keys():
+                xtic.set_color(colors[xtic.get_text()])
+
+    if astudy.get("kind") == "sma":  
+        if astudy.get("period") is not None:
+            sma_period = astudy['period']
+        else:
+            sma_period = 7
+
+        if astudy.get("color") is not None:
+            colss = astudy['color']
+
+        else:
+            colss == colss
+
+        yticks = [*axA1.get_yticks(),]
+        yticklabels = [*axA1.get_yticklabels(),]
+        colors = {}
+
+        if isinstance(sma_period,tuple):
+            for i_id,ilength in enumerate(sma_period):
+                isma = pd.Series(closes).rolling(ilength).mean()
+                isma_values = isma.values
+                yticks.append(isma_values[-1].round(2))
+                yticklabels.append(float(isma_values[-1].round(2)))
+                colors.update({str(isma_values[-1].round(2)):colss[i_id]})
+                if 'legend_label' in astudy:
+                    label = astudy['legend_label']
+                    axA1.plot(xdates,isma_values,color=colss[i_id],label=label[0])
+                    axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+                else:
+                    axA1.plot(xdates,isma_values,color=colss[i_id])
+        else:
+            isma = pd.Series(closes).rolling(sma_period).mean()
+            isma_values = isma.values
+            yticks.append(isma_values[-1].round(2))
+            yticklabels.append(isma_values[-1].round(2))
+            colors.update({str(isma_values[-1].round(2)):colss[0]})
+            if 'legend_label' in astudy:
+                label = astudy['legend_label']
+                axA1.plot(xdates,isma_values,color=colss[0],label=label[0])
+                axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+            else:
+                axA1.plot(xdates,isma_values,color=colss[0])
+        axA1.set_yticks(yticks, labels=yticklabels)
+        for xtic in axA1.get_yticklabels():
+            if xtic.get_text() in colors.keys():
+                xtic.set_color(colors[xtic.get_text()])   
+
+    if astudy.get("kind") == "BBand":
+        if astudy.get("period") is not None:
+            BBand_period = astudy['period']
+        else:
+            BBand_period = 21
+
+        if astudy.get("color") is not None:
+            colss = astudy['color']
+        else:
+            colss = colss
+        rolling_mean = pd.Series(closes).rolling(window=BBand_period).mean()
+        rolling_std =  pd.Series(closes).rolling(window=BBand_period).std()
+        middle_band = pd.Series(closes).rolling(window=BBand_period).mean()
+        upper_band = rolling_mean + (rolling_std * 3)
+        lower_band = rolling_mean - (rolling_std * 3)
+
+        
+        if 'legend_label' in astudy:
+            label = astudy['legend_label']
+            axA1.plot(xdates,upper_band.values,color=colss[0],label=label[0])
+            axA1.plot(xdates,middle_band.values,color=colss[1],label=label[1])
+            axA1.plot(xdates,lower_band.values,color=colss[2],label=label[2])
+            axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+        else:
+            axA1.plot(xdates,upper_band.values,color=colss[0])
+            axA1.plot(xdates,middle_band.values,color=colss[1])
+            axA1.plot(xdates,lower_band.values,color=colss[2])
+        
+
+        upper = upper_band.values[-1].round(2)
+        middle = middle_band.values[-1].round(2)
+        lower = lower_band.values[-1].round(2)
+
+        yticks = [*axA1.get_yticks(), upper,middle,lower]
+        yticklabels = [*axA1.get_yticklabels(), float(upper),float(middle),float(lower)]
+        colors = {str(upper):colss[0],str(middle):colss[1],str(lower):colss[2]}
+
+        axA1.set_yticks(yticks, labels=yticklabels)
+        for xtic in axA1.get_yticklabels():
+            if xtic.get_text() in colors.keys():
+                xtic.set_color(colors[xtic.get_text()])
+
+    if astudy['kind'] == 'ichimoku':
+            if astudy.get("period") is not None:
+                short_period = astudy['period'][0]
+                long_period = astudy['period'][1]
+                window_period = astudy['period'][2]
+            else:
+                short_period = 9
+                long_period = 26
+                window_period = 52
+
+            if astudy.get("color") is not None:
+                colss = astudy['color']
+
+            else:
+                colss = colss
+            
+            yticks = [*axA1.get_yticks(),]
+            yticklabels = [*axA1.get_yticklabels(),]
+            colors = {}
+
+
+            Tenkan_sen = (pd.Series(closes).rolling(window=short_period).max() + pd.Series(closes).rolling(window=short_period).min()) / 2
+            Kijun_sen = (pd.Series(closes).rolling(window=long_period).max() + pd.Series(closes).rolling(window=long_period).min()) / 2
+            Senkou_Span_A = (Tenkan_sen + Kijun_sen) / 2
+            Senkou_Span_B = (pd.Series(highs).rolling(window=window_period).max() + pd.Series(lows).rolling(window=window_period).min()) / 2
+            Chikou_Span  = pd.Series(closes).shift(periods=-long_period)
+            Tenkan_sen_values = Tenkan_sen.values
+            yticks.append(Tenkan_sen_values[-1].round(2))
+            yticklabels.append(float(Tenkan_sen_values[-1].round(2)))
+            colors.update({str(Tenkan_sen_values[-1].round(2)):colss[0]})
+
+            Kijun_sen_values = Kijun_sen.values
+            yticks.append(Kijun_sen_values[-1].round(2))
+            yticklabels.append(float(Kijun_sen_values[-1].round(2)))
+            colors.update({str(Kijun_sen_values[-1].round(2)):colss[1]})
+
+            Senkou_Span_A_values =  Senkou_Span_A.values
+            yticks.append(Senkou_Span_A_values[-1].round(2))
+            yticklabels.append(float(Senkou_Span_A_values[-1].round(2)))
+            colors.update({str(Senkou_Span_A_values[-1].round(2)):colss[2]})
+
+            Senkou_Span_B_values = Senkou_Span_B.values
+            yticks.append(Senkou_Span_B_values[-1].round(2))
+            yticklabels.append(float(Senkou_Span_B_values[-1].round(2)))
+            colors.update({str(Senkou_Span_B_values[-1].round(2)):colss[3]})
+
+            Chikou_Span_values = Chikou_Span.values
+            yticks.append(Chikou_Span_values[-(long_period + 1)].round(2))
+            yticklabels.append(float(Chikou_Span_values[-(long_period + 1)].round(2)))
+            colors.update({str(Chikou_Span_values[-1].round(2)):colss[4]})
+
+            if 'legend_label' in astudy:
+                label = astudy['legend_label']
+                axA1.plot(xdates,Tenkan_sen_values,color=colss[0],label=label[0])
+                axA1.plot(xdates,Kijun_sen_values,color=colss[1],label=label[1])
+                axA1.plot(xdates,Senkou_Span_A_values,color=colss[2],label=label[2])
+                axA1.plot(xdates,Senkou_Span_B_values,color=colss[3],label=label[3])
+                axA1.plot(xdates,Chikou_Span_values,color=colss[4],label=label[4])
+                axA1.legend(title=script_title, title_fontsize='large',loc='upper left')
+            else:
+                axA1.plot(xdates,Tenkan_sen_values,color=colss[0])
+                axA1.plot(xdates,Kijun_sen_values,color=colss[1])
+                axA1.plot(xdates,Senkou_Span_A_values,color=colss[2])
+                axA1.plot(xdates,Senkou_Span_B_values,color=colss[3])
+                axA1.plot(xdates,Chikou_Span_values,color=colss[4])
+            
+            axA1.fill_between(xdates,Senkou_Span_A_values,Senkou_Span_B_values,where = Senkou_Span_A_values>= Senkou_Span_B_values, color='green',alpha=0.1)
+            axA1.fill_between(xdates,Senkou_Span_A_values,Senkou_Span_B_values,where = Senkou_Span_A_values<= Senkou_Span_B_values, color='red',alpha=0.1)
+            axA1.set_yticks(yticks, labels=yticklabels)
+            for xtic in axA1.get_yticklabels():
+                if xtic.get_text() in colors.keys():
+                    xtic.set_color(colors[xtic.get_text()])  
\ No newline at end of file
diff --git a/src/mplfinance/_kwarg_help.py b/src/mplfinance/_kwarg_help.py
index eeeeebf4..be73e424 100644
--- a/src/mplfinance/_kwarg_help.py
+++ b/src/mplfinance/_kwarg_help.py
@@ -69,6 +69,7 @@ def kwarg_help( func_name=None, kwarg_names=None, sort=False ):
         'lines'             : mpf._utils._valid_lines_kwargs,
         'scale_width_adjustment': mpf._widths._valid_scale_width_kwargs,
         'update_width_config': mpf._widths._valid_update_width_kwargs,
+        'indicators'         : mpf._indicators._valid_indicator_kwargs,
     }
 
     func_kwarg_aliases = {
diff --git a/src/mplfinance/_version.py b/src/mplfinance/_version.py
index 9929be97..bc874c3c 100644
--- a/src/mplfinance/_version.py
+++ b/src/mplfinance/_version.py
@@ -1,4 +1,4 @@
-version_info = (0, 12, 9, 'beta', 8)
+version_info = (0, 12, 9, 'beta', 9)
 
 _specifier_ = {'alpha': 'a','beta': 'b','candidate': 'rc','final': ''}
 
diff --git a/src/mplfinance/plotting.py b/src/mplfinance/plotting.py
index 2fecd8c3..eedf1dc4 100644
--- a/src/mplfinance/plotting.py
+++ b/src/mplfinance/plotting.py
@@ -49,6 +49,8 @@
 from mplfinance._helpers import _list_of_dict
 from mplfinance._helpers import _num_or_seq_of_num
 from mplfinance._helpers import _adjust_color_brightness
+from mplfinance._indicators import _validate_indicator_para
+from mplfinance._indicators import _make_indicator_plot
 
 VALID_PMOVE_TYPES = ['renko', 'pnf']
 
@@ -121,6 +123,10 @@ def _valid_plot_kwargs():
                                         'Description' : 'Moving Average window size(s); (int or tuple of ints)',
                                         'Validator'   : _mav_validator },
 
+        'indicators'                : { 'Default'     : None,
+                                        'Description' : 'Moving Average window size(s); (int or tuple of ints)',
+                                        'Validator'   : lambda value: isinstance(value,dict) or (isinstance(value,list) and all([isinstance(d,dict) for d in value])) },
+
         'ema'                       : { 'Default'     : None,
                                         'Description' : 'Exponential Moving Average window size(s); (int or tuple of ints)',
                                         'Validator'   : _mav_validator },
@@ -840,6 +846,30 @@ def plot( data, **kwargs ):
 
     axA1.set_ylabel(config['ylabel'])
 
+    indicator_list = config['indicators']
+
+    prop_cycle = plt.rcParams['axes.prop_cycle']
+    colss = prop_cycle.by_key()['color']
+
+    if indicator_list is not None: 
+        if isinstance(indicator_list,dict):
+            indicator_list = [indicator_list,]
+
+        elif not _list_of_dict(indicator_list):
+            raise TypeError('indicator must be `dict`, or `list of dict`, NOT '+str(type(indicator_list)))
+    else: 
+        indicator_list = []
+
+    for indict in indicator_list:
+        astudy = _validate_indicator_para(indict)
+        _make_indicator_plot(astudy,colss,axA1,closes,highs,lows,xdates,script_title)
+
+    if config['title']:
+        script_title = config['title']
+    else:
+        script_title = None
+        
+    
     if config['volume']:
         if external_axes_mode:
             volumeAxes.tick_params(axis='x',rotation=xrotation)
@@ -910,7 +940,10 @@ def plot( data, **kwargs ):
             title_kwargs.update(title_dict)  # allows override default values set by mplfinance above
         else:
             title = config['title']      # config['title'] is a string
-        fig.suptitle(title,**title_kwargs)
+        if config['indicators']:
+            pass
+        else:
+            fig.suptitle(title,**title_kwargs)
     
     
     if config['axtitle'] is not None:
@@ -1395,4 +1428,4 @@ def make_addplot(data, **kwargs):
     if config['scatter'] == True and config['type'] == 'line':
         config['type'] = 'scatter'
 
-    return dict( data=data, **config)
+    return dict( data=data, **config)
\ No newline at end of file