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"source": [
"# The overview of the basic approaches to solving the Uplift Modeling problem\n",
"\n",
"
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"
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\n", "\n", "- **`Do-Not-Disturbs`** *(a.k.a. Sleeping-dogs)* have a strong negative response to a marketing communication. They are going to purchase if *NOT* treated and will *NOT* purchase *IF* treated. It is not only a wasted marketing budget but also a negative impact. For instance, customers targeted could result in rejecting current products or services. In terms of math: $W_i = 1, Y_i = 0$ or $W_i = 0, Y_i = 1$.\n", "- **`Lost Causes`** will *NOT* purchase the product *NO MATTER* they are contacted or not. The marketing budget in this case is also wasted because it has no effect. In terms of math: $W_i = 1, Y_i = 0$ or $W_i = 0, Y_i = 0$.\n", "- **`Sure Things`** will purchase *ANYWAY* no matter they are contacted or not. There is no motivation to spend the budget because it also has no effect. In terms of math: $W_i = 1, Y_i = 1$ or $W_i = 0, Y_i = 1$.\n", "- **`Persuadables`** will always respond *POSITIVE* to the marketing communication. They is going to purchase *ONLY* if contacted (or sometimes they purchase *MORE* or *EARLIER* only if contacted). This customer's type should be the only target for the marketing campaign. In terms of math: $W_i = 0, Y_i = 0$ or $W_i = 1, Y_i = 1$.\n", "\n", "\n", "Because we can't communicate and not communicate with the customer at the same time, we will never be able to observe exactly which type a particular customer belongs to.\n", "\n", "Depends on the product characteristics and the customer base structure some types may be absent. In addition, a customer response depends heavily on various characteristics of the campaign, such as a communication channel or a type and a size of the marketing offer. To maximize profit, these parameters should be selected.\n", "\n", "Thus, when predicting uplift score and selecting a segment by the highest score, we are trying to find the only one type: **persuadables**.\n", "\n", "Thus, in this task, we don’t want to predict the probability of performing a target action, but to focus the advertising budget on the customers who will perform the target action only when we interact. In other words, we want to evaluate two conditional probabilities separately for each client:\n", "\n", "\n", "* Performing a targeted action when we influence the client. \n", " We will refer such clients to the **test group (aka treatment)**: $P^T = P(Y=1 | W = 1)$,\n", "* Performing a targeted action without affecting the client. \n", " We will refer such clients to the **control group (aka control)**: $P^C = P(Y=1 | W = 0)$,\n", "\n", "where $Y$ is the binary flag for executing the target action, and $W$ is the binary flag for communication (in English literature, _treatment_)\n", "\n", "The very same cause-and-effect effect is called **uplift** and is estimated as the difference between these two probabilities:\n", "\n", "$$ uplift = P^T - P^C = P(Y = 1 | W = 1) - P(Y = 1 | W = 0) $$\n", "\n", "Predicting uplift is a cause-and-effect inference task. The point is that you need to evaluate the difference between two events that are mutually exclusive for a particular client (either we interact with a person, or not; you can't perform two of these actions at the same time). This is why additional requirements for source data are required for building uplift models.\n", "\n", "To get a training sample for the uplift simulation, you need to conduct an experiment: \n", "1. Randomly split a representative part of the client base into a test and control group\n", "2. Communicate with the test group\n", "\n", "The data obtained as part of the design of such a pilot will allow us to build an uplift forecasting model in the future. It is also worth noting that the experiment should be as similar as possible to the campaign, which will be launched later on a larger scale. The only difference between the experiment and the campaign should be the fact that during the pilot, we choose random clients for interaction, and during the campaign - based on the predicted value of the Uplift. If the campaign that is eventually launched differs significantly from the experiment that is used to collect data about the performance of targeted actions by clients, then the model that is built may be less reliable and accurate.\n", "\n", "So, the approaches to predicting uplift are aimed at assessing the net effect of marketing campaigns on customers.\n", "\n", "All classical approaches to uplift modeling can be divided into two classes:\n", "1. Approaches with the same model\n", "2. Approaches using two models\n", "\n", "Let's download [RetailHero.ai contest data](https://ods.ai/competitions/x5-retailhero-uplift-modeling/data):" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import sys\n", "\n", "# install uplift library scikit-uplift and other libraries \n", "!{sys.executable} -m pip install scikit-uplift catboost pandas" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "from sklift.datasets import fetch_x5\n", "import pandas as pd\n", "\n", "pd.set_option('display.max_columns', None)\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "403bc6dad1064a009b067f9489eafcad", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0.00/1.18M [00:00, ?iB/s]" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "f0ccb86098cb48859fcd27ee8e17fcb4", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0.00/7.64M [00:00, ?iB/s]" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2b3def7cbda14e099bf231bb47304e7d", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0.00/670M [00:00, ?iB/s]" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "dict_keys(['data', 'target', 'treatment', 'DESCR', 'feature_names', 'target_name', 'treatment_name'])" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dataset = fetch_x5()\n", "dataset.keys()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Dataset type:\n", " \n", "
" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "ExecuteTime": { "end_time": "2020-05-30T22:29:42.146943Z", "start_time": "2020-05-30T22:29:40.207117Z" }, "colab": { "base_uri": "https://localhost:8080/", "height": 444 }, "colab_type": "code", "id": "Aq5-jjbeCIMa", "outputId": "83b9f995-a4ec-4c7b-933c-e60521956ab6" }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "\n", " | feature_name | \n", "feature_score | \n", "
---|---|---|
0 | \n", "first_redeem_time | \n", "65.214393 | \n", "
1 | \n", "issue_redeem_delay | \n", "12.564364 | \n", "
2 | \n", "age | \n", "7.891613 | \n", "
3 | \n", "first_issue_time | \n", "7.262806 | \n", "
4 | \n", "treatment | \n", "4.362077 | \n", "
5 | \n", "gender | \n", "2.704747 | \n", "
\n", " \n", "
" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "ExecuteTime": { "end_time": "2020-05-30T22:29:44.967862Z", "start_time": "2020-05-30T22:29:43.220363Z" }, "colab": { "base_uri": "https://localhost:8080/", "height": 444 }, "colab_type": "code", "id": "ydBCIN_XCIOb", "outputId": "b6f2a15a-cdbc-42ba-c013-95cae220c946" }, "outputs": [ { "data": { "image/png": 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YoNOhSFJDvK63l+2EJDVmNLZP69pGmGySNGwtWbKETTbZhIkTJxIRnQ6nq2QmDz/8MEuWLGHSpEmdDkeSGuJ1vX1sJySpcaOtfWpGG+EwOknD1h//+Ee23HLLUXHBH6qIYMsttxxVv75IGv68rreP7YQkNW60tU/NaCNMNkka1kbLBX9t+N5IGo68drWP77UkNW60XTPX9XxNNkmSJEmSJKlpnLNJ0ogxZ05z9zdt2sDrH374Yfbaay8AHnjgAdZbbz3Gjh0LwI033siGG2445GPOmzePDTfckNe+9rVD2m7ixInMnz+frbbaasjHlKRutXhxT1P3N2nS4PuLCI499li+9KUvAXDqqafy5JNP0tNTf9vLLruMl7/85Wy//fZDWrc21nZ/G2+8MU8++WRTYpCk0a5nXk9z9zd18P3de++9vP3tb+e2225bvV1PDxtvvDEf+9jH+t3mnHPOYf78+Xzta1/jzDPP5AUveAGHHnoov/nNbzjooIOICC655BJuuOEGDjnkkGadDmDPJklaa1tuuSULFixgwYIFHHnkkXz0ox9d9XrDDTdk5cqVQ97nvHnzuPbaa1sQrSSpERtttBGXXnopf/jDHxre5rLLLuP2228f8rq1aScG2p8kSfUceeSRHHrooUDVlhxwwAH88pe/5P777+c73/lO049nskmSmuiwww7jyCOPZLfdduMTn/gEd999N/vuuy+vetWreP3rX89vfvMbAObMmcNuu+3GLrvswpvf/GYefPBB7r33Xs4880xOO+00dt55Z372s5+xfPly3vWud/HqV7+aV7/61fziF78Aql5Ve++9NzvssAP/8A//QGZ28rQlacRYf/31mTlzJqeddtoa6+6991723HNPdtxxR/baay9+97vfce211zJ79mw+/vGPs/POO3P33Xevqt/fuqlTp3LMMccwZcoUvvKVr3DzzTfzxje+kVe96lXss88+LFu2DIBvfOMbvPrVr2annXbiXe96F0899VS/+6vXzixevJjXvOY1/O3f/i0nnHBCe948SVJHTJ06laOPPpqdd96Zv/mbv+HGG29co05PTw+nnnoqV1xxBf/+7//OGWecwZve9CaOP/54fvazn7Hzzjv32/atLYfRSVKTLVmyhGuvvZb11luPvfbaizPPPJPJkydzww038E//9E9cddVV7LHHHlx//fVEBN/85jf54he/yJe+9CWOPPLI53SFPeSQQ/joRz/KHnvswe9+9zv22Wcf7rjjDj772c+yxx578M///M/84Ac/4Oyzz+7wWUvSyHHUUUex44478olPfOI55R/+8IeZMWMGM2bMYNasWXzkIx/hsssuY//99+ftb387BxxwwHPqv/a1r+133Z/+9Cfmz5/PM888wxvf+EYuv/xyxo4dy0UXXcRnPvMZZs2axTvf+U4+8IEPAHDCCSdw9tln8+EPf3iN/dVrZ44++mg++MEPcuihh/L1r3+9xe+YJKnTnnrqKRYsWMA111zD+9///ucMt6u13377Pec7x7x58zj11FP5/ve/39R4TDZJUpO9+93vZr311uPJJ5/k2muv5d3vfveqdU8//TRQJaTe8573sGzZMv70pz8xadKkfvf105/+9DnDJR5//HGefPJJrrnmGi699FIA3va2t7H55pu38IwkaXTZdNNNOfTQQzn99NN5/vOfv6r8uuuuW3Xtfd/73rdGMqpR73nPewC48847ue2223jLW94CwLPPPsu4ceMAuO222zjhhBN49NFHefLJJ9lnn33W2M9A7cwvfvELvvvd766K9ZOf/ORaxSpJ6g717g7XW37wwQcD8IY3vIHHH3+cRx99tF2h9ctkkyQ12Qtf+EIA/vznP7PZZpuxYMGCNep8+MMf5thjj2X//fdn3rx5dSee/fOf/8z111/PmDFjWhixJKmvY445hle+8pUcfvjhTd93bzuRmeywww5cd911a9Q57LDDuOyyy9hpp50455xzmDdv3hp1BmpnYPTdpluSRrItt9ySRx555DllK1asWPWjdd9rfqfbAOdskqQW2XTTTZk0aRL//d//DVRfKn71q18B8NhjjzF+/HgAzj333FXbbLLJJjzxxBOrXu+999589atfXfW69wvFG97whlUT+f3whz9co+GRJK2bLbbYggMPPPA5w5Rf+9rXcuGFFwJw/vnn8/rXvx5Y89pda6B1f/VXf8Xy5ctXJZueeeYZFi5cCMATTzzBuHHjeOaZZzj//PP73d9A7czrXve658QqSRreNt54Y8aNG8dVV10FVImmH/3oR+yxxx4AXHTRRQD8/Oc/50UvehEvetGLGtrvQO3UurBnk6QRY9q0TkewpvPPP58PfvCDfP7zn+eZZ57hoIMOYqeddqKnp4d3v/vdbL755uy5554sXrwYgGnTpnHAAQdw+eWX89WvfpXTTz991dwhK1eu5A1veANnnnkmJ554IgcffDA77LADr33ta9luu+06fKaS1HyTJvV09PjHHXccX/va11a9/upXv8rhhx/Ov/3bvzF27Fi+9a1vAXDQQQfxgQ98gNNPP51LLrmEl770pau26buu1oYbbsgll1zCRz7yER577DFWrlzJMcccww477MBJJ53EbrvtxtixY9ltt91WfRHou7967cxXvvIVDjnkEL7whS8wffr0NrxbkjR69Ezt6chxzzvvPI466iiOPfZYAE488cRVbc6YMWPYZZddeOaZZ5g1a1bD+9xxxx1Zb7312GmnnTjssMP46Ec/2pRYYyTewWjKlCk5f/78TochddScOauXuzEJ0wx33HEHf/3Xf93pMLpaf+9RRNycmVM6FFJXsJ3QSLd4cc+q5U4nbIbC63r72U70z3ZC3apnXs/q5Q4lPEajbm+fpk6dyqmnnsqUKc29dK9LG+EwOkmSJEmSJDWNw+gkSZIkSZKGqf5uItFpJpukEaR26NxokZkdv9NCtxqJw6QljXxe19vHdkKSGjfa2qd1bSMcRidp2BozZgwPP/ywH5b7kZk8/PDDjBkzptOhSFLDvK63j+2EJDVutLVPzWgj7NkkadiaMGECS5YsYfny5Z0OpSuNGTOGCRMmdDoMSWqY1/X2sp2QpMaMxvZpXdsIk02Shq0NNtiASZMmdToMSVKTeF2XJHUj26ehM9kkSZI0Aixe3NPpECRJkgDnbJIkSZIkSVITmWySJEmSJElS05hskiRJkiRJUtOYbJIkSZIkSVLTmGySJEmSJElS05hskiRJkiRJUtOYbJIkSZIkSVLTrN/pACS13pw5q5enTetcHJIkSZKkkc+eTZIkSZIkSWoaezZJw1xtryVJkiRJkjrNnk2SJEmSJElqGpNNkiRJkiRJahqTTZIkSZIkSWoak02SJEmSJElqGpNNkiRJkiRJahqTTZIkSZIkSWoak02SJEmSJElqGpNNkiRJkiRJahqTTZIkSZIkSWoak02SJEmSJElqGpNNkqSOiIgxEXFjRPwqIhZGxGdL+aSIuCEiFkXERRGxYSnfqLxeVNZPrNnXp0r5nRGxT4dOSZIkSRKwfqcDkDR0c+Z0OgKpKZ4G9szMJyNiA+DnEfFD4FjgtMy8MCLOBI4AzijPj2TmyyLiIOALwHsiYnvgIGAHYBvgpxHx8sx8thMnJUmSJI12JpskSR2RmQk8WV5uUB4J7AkcUsrPBXqokk3TyzLAJcDXIiJK+YWZ+TSwOCIWAbsC17X+LCRJkjqjZ17P6uWpPXXrSZ3gMDpJUsdExHoRsQB4CJgL3A08mpkrS5UlwPiyPB64H6CsfwzYsra8n21qjzUzIuZHxPzly5e34GwkSZIkgckmSVIHZeazmbkzMIGqN9IrWnisszJzSmZOGTt2bKsOI0mSJI16JpskSR2XmY8CVwOvATaLiN5h3hOApWV5KbAtQFn/IuDh2vJ+tpEkSZLUZiabJEkdERFjI2Kzsvx84C3AHVRJpwNKtRnA5WV5dnlNWX9VmfdpNnBQuVvdJGAycGNbTkKSJEnSGpwgXOpitXedmzatc3FILTIOODci1qP68ePizPx+RNwOXBgRnwd+CZxd6p8NfLtMAL6C6g50ZObCiLgYuB1YCRzlnegkSZKkzjHZJEnqiMy8Fdiln/J7qOZv6lv+R+DddfZ1MnBys2OUJEmSNHQOo5MkSZIkSVLTmGySJEmSJElS07Qs2RQR20bE1RFxe0QsjIijS3lPRCyNiAXlsV/NNp+KiEURcWdE7FNTvm8pWxQRx7cqZkmSJEmSJK2bVs7ZtBI4LjNviYhNgJsjYm5Zd1pmnlpbOSK2p5rsdQdgG+CnEfHysvrrVHcpWgLcFBGzM/P2FsYujQpOQC5JkiRJaraWJZsycxmwrCw/ERF3AOMH2GQ6cGFmPg0sLncb6p0gdlGZMJaIuLDUNdkkSZIkSZLUZdoyZ1NETKS649ANpehDEXFrRMyKiM1L2Xjg/prNlpSyeuV9jzEzIuZHxPzly5c3+xQkSZIkSZLUgJYnmyJiY+C7wDGZ+ThwBvBSYGeqnk9fasZxMvOszJySmVPGjh3bjF1KkiRJkiRpiFo5ZxMRsQFVoun8zLwUIDMfrFn/DeD75eVSYNuazSeUMgYolyRJ0lpYvLhn1fKkST1160mSJA1VK+9GF8DZwB2Z+eWa8nE11f4OuK0szwYOioiNImISMBm4EbgJmBwRkyJiQ6pJxGe3Km5JkiRJkiStvVb2bHod8D7g1xGxoJR9Gjg4InYGErgX+EeAzFwYERdTTfy9EjgqM58FiIgPAT8G1gNmZebCFsYtSZIkSZKktdTKu9H9HIh+Vl0xwDYnAyf3U37FQNtJkiRJkiSpO7TlbnSSJEmSJEkaHVo6Qbik5pkzp9MRSJIktV9ErAfMB5Zm5tvL/K4XAlsCNwPvy8w/RcRGwHnAq4CHgfdk5r1lH58CjgCeBT6SmT9u/5lI0uhhzyZJkiRJ3exo4I6a118ATsvMlwGPUCWRKM+PlPLTSj0iYnuqmwztAOwL/EdJYEmSWsRkkyRJkqSuFBETgLcB3yyvA9gTuKRUORd4R1meXl5T1u9V6k8HLszMpzNzMbAI2LUtJyBJo5TD6CRJkiR1q38HPgFsUl5vCTyamSvL6yXA+LI8HrgfIDNXRsRjpf544PqafdZus0pEzARmAmy33XZNPQlpXfTM6+l0CNKQ2bNJkiRJUteJiLcDD2Xmze04XmaelZlTMnPK2LFj23FISRqx7NkkSZIkqRu9Dtg/IvYDxgCbAl8BNouI9UvvpgnA0lJ/KbAtsCQi1gdeRDVReG95r9ptJEktYM8mSZIkSV0nMz+VmRMycyLVBN9XZeZ7gauBA0q1GcDlZXl2eU1Zf1VmZik/KCI2Kneymwzc2KbTkKRRyZ5NkiRJkoaTTwIXRsTngV8CZ5fys4FvR8QiYAVVgorMXBgRFwO3AyuBozLz2faHLUmjh8kmSZIkSV0tM+cB88ryPfRzN7nM/CPw7jrbnwyc3LoIJUm1HEYnSZIkSZKkpjHZJEmSJEmSpKYx2SRJkiRJkqSmcc4mSZIkSZKGsZ55PauXp/bUrSe1i8kmaZSZM6fTEUiSus3ixT2rlidN6qlbT5IkqREOo5MkSZIkSVLTmGySJEmSJElS05hskiRJkiRJUtOYbJIkSZIkSVLTmGySJEmSJElS03g3OklrqL1j3bRpnYtDkiRJkjT8mGySJEkaJRYv7ul0CJIkaRRwGJ0kSZIkSZKaxp5NUheqHcYmSVI71fZ+mjSpp249SZKkeuzZJEmSJEmSpKYx2SRJkiRJkqSmMdkkSZIkSZKkpnHOJkmSJEmSukjPvJ5OhyCtE3s2SZIkSZIkqWlMNkmSJEmSJKlpTDZJkiRJkiSpaUw2SZIkSZIkqWlMNkmSJEmSJKlpTDZJkiRJkiSpadbvdACSJEmSJKk5eub1rF6e2lO3ntRK9mySJHVERGwbEVdHxO0RsTAiji7lPRGxNCIWlMd+Ndt8KiIWRcSdEbFPTfm+pWxRRBzfifORJEmSVLFnkySpU1YCx2XmLRGxCXBzRMwt607LzFNrK0fE9sBBwA7ANsBPI+LlZfXXgbcAS4CbImJ2Zt7elrOQJEmS9BwmmyRJHZGZy4BlZfmJiLgDGD/AJtOBCzPzaWBxRCwCdi3rFmXmPQARcWGpa7JJkiRJ6gCH0UmSOi4iJgK7ADeUog9FxK0RMSsiNi9l44H7azZbUsrqlfc9xsyImB8R85cvX97sU5AkSZJU2LNJktRREbEx8F3gmMx8PCLOAE4Csjx/CXj/uh4nM88CzgKYMmVKruv+pOFi8eKeTocgSZJGGZNNkqSOiYgNqBJN52fmpQCZ+WDN+m8A3y8vlwLb1mw+oZQxQLkkSZKkNnMYnSSpIyIigLOBOzLzyzXl42qq/R1wW1meDRwUERtFxCRgMnAjcBMwOSImRcSGVJOIz27HOUiSJElakz2bJEmd8jrgfcCvI2JBKfs0cHBE7Ew1jO5e4B8BMnNhRFxMNfH3SuCozHwWICI+BPwYWA+YlZkL23cakiRJkmqZbJIkdURm/hyIflZdMcA2JwMn91N+xUDbSZIkSWofk02SAJgzp9MRSJIkSZJGApNNkiRJ6lftnewmTeqpW0+SJKmWySZJkiQNiUkoSZI0EO9GJ0mSJEmSpKYx2SRJkiRJkqSmMdkkSZIkSZKkpnHOJkmSJA2qdp4mSdLw0DOvZ/Xy1J669aRms2eTJEmSJEmSmsaeTZIGNGfO6uVp0zoXhyRJkiRpeLBnkyRJkiRJkprGnk2SJEnDlPMoSZKkbtSynk0RsW1EXB0Rt0fEwog4upRvERFzI+Ku8rx5KY+IOD0iFkXErRHxypp9zSj174qIGa2KWZIkSZIkSeumlcPoVgLHZeb2wO7AURGxPXA8cGVmTgauLK8B3gpMLo+ZwBlQJaeAE4HdgF2BE3sTVJIkSZIkSeouLUs2ZeayzLylLD8B3AGMB6YD55Zq5wLvKMvTgfOycj2wWUSMA/YB5mbmisx8BJgL7NuquCVJkiRJkrT22jJBeERMBHYBbgC2zsxlZdUDwNZleTxwf81mS0pZvfK+x5gZEfMjYv7y5cubewKSJEmSJElqSMuTTRGxMfBd4JjMfLx2XWYmkM04TmaelZlTMnPK2LFjm7FLSZIkSZIkDVFLk00RsQFVoun8zLy0FD9YhsdRnh8q5UuBbWs2n1DK6pVLkiRJkiSpy6zfqh1HRABnA3dk5pdrVs0GZgCnlOfLa8o/FBEXUk0G/lhmLouIHwP/UjMp+N7Ap1oVtyRJkhq3eHHPquVJk3rq1pMkDaxnXk+nQ5CapmXJJuB1wPuAX0fEglL2aaok08URcQRwH3BgWXcFsB+wCHgKOBwgM1dExEnATaXe5zJzRQvjliRJkiRJ0lpqWbIpM38ORJ3Ve/VTP4Gj6uxrFjCredFJkiRJkiSpFdpyNzpJkiRJkiSNDiabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkdZ2IGBMRN0bEryJiYUR8tpRPiogbImJRRFwUERuW8o3K60Vl/cSafX2qlN8ZEft06JQkadQw2SRJkiSpGz0N7JmZOwE7A/tGxO7AF4DTMvNlwCPAEaX+EcAjpfy0Uo+I2B44CNgB2Bf4j4hYr50nIkmjjckmSQ2bM2f1Q5IkqZWy8mR5uUF5JLAncEkpPxd4R1meXl5T1u8VEVHKL8zMpzNzMbAI2LX1ZyBJo5fJJkmSJEldKSLWi4gFwEPAXOBu4NHMXFmqLAHGl+XxwP0AZf1jwJa15f1sU3usmRExPyLmL1++vAVnI0mjh8kmSZIkSV0pM5/NzJ2BCVS9kV7RwmOdlZlTMnPK2LFjW3UYSRoVTDZJkiRJ6mqZ+ShwNfAaYLOIWL+smgAsLctLgW0ByvoXAQ/XlvezjSSpBUw2SZIkSeo6ETE2IjYry88H3gLcQZV0OqBUmwFcXpZnl9eU9VdlZpbyg8rd6iYBk4Eb23ISkjRKrT94FUmSJElqu3HAueXOcc8DLs7M70fE7cCFEfF54JfA2aX+2cC3I2IRsILqDnRk5sKIuBi4HVgJHJWZz7b5XCRpVDHZJEmSJKnrZOatwC79lN9DP3eTy8w/Au+us6+TgZObHaMkqX8Oo5MkSZIkSVLTDNqzKSI2ysynByuTNLrMmbN6edq0zsUhSZIkSeoujfRsuq7BMkmSGhYR20bE1RFxe0QsjIijS/kWETE3Iu4qz5uX8oiI0yNiUUTcGhGvrNnXjFL/roiYUe+YkiRJklqvbs+miPhLYDzw/IjYBYiyalPgBW2ITZI0sq0EjsvMWyJiE+DmiJgLHAZcmZmnRMTxwPHAJ4G3Ut1BaDKwG3AGsFtEbAGcCEwBsuxndmY+0vYzkiRJkjTgMLp9qD7wTwC+xOpk0xPAp1sbliRppMvMZcCysvxERNxB9SPHdGBqqXYuMI8q2TQdOK/cxvr6iNgsIsaVunMzcwVASVjtC1zQtpORJEmStErdZFNmnkt1q9F3ZeZ32xiTJGmUiYiJVHccugHYuiSiAB4Ati7L44H7azZbUsrqlfc9xkxgJsB2223XxOglSZIk1WpkzqYJEbFpmSvjmxFxS0Ts3fLIJEmjQkRsDHwXOCYzH69dV3oxZTOOk5lnZeaUzJwyduzYZuxSkiRJUj8aSTa9v3z43xvYEngfcEpLo5IkjQoRsQFVoun8zLy0FD9YhsdRnh8q5UuBbWs2n1DK6pVLarPFi3tWPSRJ0ujVSLKpd66m/ajmylhYUyZJ0lqJiADOBu7IzC/XrJoN9N5RbgZweU35oaWn7e7AY2W43Y+BvSNi83Lnur1LmSRJkqQOGGiC8F43R8RPgEnAp8odg/7c2rAkSaPA66h6y/46IhaUsk9T9Z69OCKOAO4DDizrrqD64WMR8BRwOEBmroiIk4CbSr3P9U4WLkmSJKn9Gkk2HQHsDNyTmU9FxJaUD/iSJK2tzPw59XvK7tVP/QSOqrOvWcCs5kUnSZIkaW3VTTZFxCsy8zdUiSaAl1QjHiRJkiRJkqT+DdSz6ViqW0R/qZ91CezZkogkSZIkSZI0bNVNNmXmzPL8pvaFI0mSJEmSpOGskTmbiIjXAhNr62fmeS2KSZIkSZIkScPUoMmmiPg28FJgAfBsKU7AZJMkSZIkSZKeo5GeTVOA7ctdgCRJkiRJkqS6ntdAnduAv2x1IJIkSZIkSRr+6vZsiog5VMPlNgFuj4gbgad712fm/q0PTxo95szpdASSJEmSJK27gYbRndq2KCRJkiRJkjQi1E02Zeb/tDMQSZIkSZIkDX+NzNkkSZIkSZIkNaSRu9FJkiRJkqQm65nX0+kQpJYYtGdTREyLCHtASZIkSZIkaVCNJJHeA9wVEV+MiFe0OiBJkiRJkiQNX4MmmzLz74FdgLuBcyLiuoiYGRGbtDw6SZIkSZIkDSsNDY/LzMeBS4ALgXHA3wG3RMSHWxibJEmSJEmShplG5myaHhHfA+YBGwC7ZuZbgZ2A41obniRJkiRJkoaTRu5G907gtMy8prYwM5+KiCNaE5YkSZIkSZKGo0aG0T3QN9EUEV8AyMwrWxKVJEmSJEmShqVGkk1v6afsrc0ORJIkSZIkScNf3WRTRHwwIn4NvCIibq15LAZuHWzHETErIh6KiNtqynoiYmlELCiP/WrWfSoiFkXEnRGxT035vqVsUUQcv/anKkmSJEmSpFYbaM6m7wA/BP4VqE3yPJGZKxrY9znA14Dz+pSflpmn1hZExPbAQcAOwDbATyPi5WX116l6Vy0BboqI2Zl5ewPHlyRJkiRJUpsNlGzKzLw3Io7quyIithgs4ZSZ10TExAbjmA5cmJlPA4sjYhGwa1m3KDPvKce9sNQ12SRJkiRJktSFBuvZ9HbgZiCBqFmXwEvW8pgfiohDgfnAcZn5CDAeuL6mzpJSBnB/n/Ld+ttpRMwEZgJst912axmapLUxZ87q5WnTOheHJEmSJKnz6s7ZlJlvL8+TMvMl5bn3sbaJpjOAlwI7A8uAL63lftaQmWdl5pTMnDJ27Nhm7VaSJEmSJElDULdnU0S8cqANM/OWoR4sMx+s2f83gO+Xl0uBbWuqTihlDFAuSZIkSZKkLjPQMLqBeh0lsOdQDxYR4zJzWXn5d0DvnepmA9+JiC9TTRA+GbiRauje5IiYRJVkOgg4ZKjHlSRJkiRJUnvUTTZl5pvWZccRcQEwFdgqIpYAJwJTI2JnqmTVvcA/lmMtjIiLqSb+XgkclZnPlv18CPgxsB4wKzMXrktckiRJkiRJap2BhtHtmZlXRcQ7+1ufmZcOtOPMPLif4rMHqH8ycHI/5VcAVwx0LEmSJEmSJHWHgYbRvRG4Cujv3lIJDJhskiRJkiRJ0ugz0DC6E8vz4e0LR5IkSZIkScPZ8warEBFbRsTpEXFLRNwcEV+JiC3bEZwkSZIkSZKGl0GTTcCFwHLgXcABZfmiVgYlSZIkSZKk4WmgOZt6jcvMk2pefz4i3tOqgCRJkiRJGql65vV0/Lg9UzsTg0aPRno2/SQiDoqI55XHgcCPWx2YJEmSJEmShp+6PZsi4gmqu84FcAzwX2XV84AngY+1OjhJkiRJkiQNLwPdjW6TdgYiSZIkSZKk4a+ROZuIiM2BycCY3rLMvKZVQUmSJEmSJGl4GjTZFBH/ABwNTAAWALsD1wF7tjQySZIkSZIkDTuNTBB+NPBq4L7MfBOwC/BoK4OSJEmSJEnS8NRIsumPmflHgIjYKDN/A/xVa8OSJEmSJEnScNTInE1LImIz4DJgbkQ8AtzXyqAkSZIkSZI0PA2abMrMvyuLPRFxNfAi4EctjUqSJEmSJEnDUqN3o3slsAeQwC8y808tjUqSJEmSJEnD0qBzNkXEPwPnAlsCWwHfiogTWh2YJEmSJEmShp9Geja9F9ipZpLwU4AFwOdbGJckSZIkSZKGoUbuRvd7YEzN642Apa0JR5IkSZIkScNZ3WRTRHw1Ik4HHgMWRsQ5EfEt4Dbg0TbFJ0kaoSJiVkQ8FBG31ZT1RMTSiFhQHvvVrPtURCyKiDsjYp+a8n1L2aKIOL7d5yFJkiTpuQYaRje/PN8MfK+mfF7LopEkjSbnAF8DzutTflpmnlpbEBHbAwcBOwDbAD+NiJeX1V8H3gIsAW6KiNmZeXsrA5e09hYv7lm1PGlST916kiRp+KqbbMrMc3uXI2JDoPdD/Z2Z+UyrA5MkjWyZeU1ETGyw+nTgwsx8GlgcEYuAXcu6RZl5D0BEXFjqmmySJEmSOmTQCcIjYirV3ejuBQLYNiJmZOY1LY1MGqHmzFm9PG1a5+KQutiHIuJQqh62x2XmI8B44PqaOktKGcD9fcp362+nETETmAmw3XbbNTtmSZIkSUUjd6P7ErB3Zt4JUIYtXAC8qpWBSaNBbeJJEgBnACcBWZ6/BLy/GTvOzLOAswCmTJmSzdinJElSI3rm9XQ6hOeojadnak/detLaaiTZtEFvogkgM38bERu0MCZJ0iiVmQ/2LkfEN4Dvl5dLgW1rqk5g9Z1R65VLkiRJ6oBGkk03R8Q3gf8qr9/L6snDJUlqmogYl5nLysu/o7oDKsBs4DsR8WWqCcInAzdSDe+eHBGTqJJMBwGHtDdqSWvLycIlSRqZGkk2HQkcBXykvP4Z8B8ti0iSNCpExAXAVGCriFgCnAhMjYidqYbR3Qv8I0BmLoyIi6km/l4JHJWZz5b9fAj4MbAeMCszF7b3TCRJkiTVGjDZFBHrAb/KzFcAX25PSJKk0SAzD+6n+OwB6p8MnNxP+RXAFU0MTVIT2GtJkqTR63kDrSy/Gt8ZEd62R5IkSZIkSYMaMNlUbA4sjIgrI2J276PVgUmSJEkavSJi24i4OiJuj4iFEXF0Kd8iIuZGxF3lefNSHhFxekQsiohbI+KVNfuaUerfFREzOnVOkjRaNDJn0/9reRSSJEmS9FwrgeMy85aI2ITqxkVzgcOAKzPzlIg4Hjge+CTwVqobSEwGdgPOAHaLiC2o5gWcQjUn4M0RMTszH2n7GUnSKFE32RQRY6gmB38Z8Gvg7Mxc2a7AJEmSJI1e5e6ky8ryExFxBzAemE51gwmAc4F5VMmm6cB5mZnA9RGxWUSMK3XnZuYKgJKw2he4oG0nI0mjzEA9m84FnqG6+9xbge2Bo9sRlCRJkkaO2snCpbUREROBXYAbgK1LIgrgAWDrsjweuL9msyWlrF5532PMBGYCbLedU9ZK0roYKNm0fWb+LUBEnA3c2J6QJEmSJKkSERsD3wWOyczHI2LVuszMiMhmHCczzwLOApgyZUpT9ilJo9VAyaZnehcyc2XtRV2S6pkzZ/XytGmdi0OSJA1/EbEBVaLp/My8tBQ/GBHjMnNZGSb3UClfCmxbs/mEUraU1cPuesvntTJuSRrtBrob3U4R8Xh5PAHs2LscEY+3K0BJkiRJo09Uv3afDdyRmV+uWTUb6L2j3Azg8pryQ8td6XYHHivD7X4M7B0Rm5c71+1dyiRJLVK3Z1NmrtfOQCRJkjQ45z/SKPI64H3AryNiQSn7NHAKcHFEHAHcBxxY1l0B7AcsAp4CDgfIzBURcRJwU6n3ud7JwiVJrTHQMDpJkiRJ6ojM/DlQby6Pvfqpn8BRdfY1C5jVvOgkSQMZaBidJEmSJEmSNCQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNCabJEmSJEmS1DQmmyRJkiRJktQ0JpskSZIkSZLUNC1LNkXErIh4KCJuqynbIiLmRsRd5XnzUh4RcXpELIqIWyPilTXbzCj174qIGa2KV5IkSZIkSeuulT2bzgH27VN2PHBlZk4GriyvAd4KTC6PmcAZUCWngBOB3YBdgRN7E1SSJEmSJEnqPi1LNmXmNcCKPsXTgXPL8rnAO2rKz8vK9cBmETEO2AeYm5krMvMRYC5rJrAkSZIkSZLUJdo9Z9PWmbmsLD8AbF2WxwP319RbUsrqla8hImZGxPyImL98+fLmRi1JkiRJkqSGrN+pA2dmRkQ2cX9nAWcBTJkypWn7lbT25sxZvTxtWufikCRJkiS1T7uTTQ9GxLjMXFaGyT1UypcC29bUm1DKlgJT+5TPa0OckiRJkiSNeD3zelYvT+2pW08ainYPo5sN9N5RbgZweU35oeWudLsDj5Xhdj8G9o6IzcvE4HuXMkmSJEmSJHWhlvVsiogLqHolbRURS6juKncKcHFEHAHcBxxYql8B7AcsAp4CDgfIzBURcRJwU6n3uczsO+m4JEmSJEmSukTLkk2ZeXCdVXv1UzeBo+rsZxYwq4mhSZIkSZIkqUXaPYxOkiRJkiRJI5jJJkmSJEmSJDWNySZJkiRJkiQ1TcvmbJIkSZIkabTqmdfT6RCkjrFnkyRJkiRJkprGnk2SJEldYvHinlXLkyb11K0nSZLUzUw2SZIkqeNMtEmSNHI4jE6SJEmSJElNY7JJkiRJkiRJTWOySZLUERExKyIeiojbasq2iIi5EXFXed68lEdEnB4RiyLi1oh4Zc02M0r9uyJiRifORZIkSdJqJpskSZ1yDrBvn7LjgSszczJwZXkN8FZgcnnMBM6AKjkFnAjsBuwKnNiboJIkSZLUGSabJLXFnDmrHxJAZl4DrOhTPB04tyyfC7yjpvy8rFwPbBYR44B9gLmZuSIzHwHmsmYCS5IkSVIbmWySJHWTrTNzWVl+ANi6LI8H7q+pt6SU1StfQ0TMjIj5ETF/+fLlzY1akiRJ0iommyRJXSkzE8gm7u+szJySmVPGjh3brN1KkiRJ6mP9TgcgSVKNByNiXGYuK8PkHirlS4Fta+pNKGVLgal9yue1IU5JkqQRp2dez+rlqT1160mDsWeTJKmbzAZ67yg3A7i8pvzQcle63YHHynC7HwN7R8TmZWLwvUuZJEmSpA6xZ5MkqSMi4gKqXklbRcQSqrvKnQJcHBFHAPcBB5bqVwD7AYuAp4DDATJzRUScBNxU6n0uM/tOOi5JkiSpjUw2SZI6IjMPrrNqr37qJnBUnf3MAmY1MTRJkiRJ68BhdJIkSZIkSWoaezZJbTBnTqcjkCRJkiSpPUw2SZIkqassXtyzannSpJ669SRJUncy2SRJkqSuZeJJkqThxzmbJEmSJEmS1DT2bJLUdrVzWE2b1rk4JEmSJEnNZ88mSZIkSZIkNY09myRJkrqQcxVJkqThyp5NkiRJkiRJahqTTZIkSZIkSWoak02SJEmSJElqGpNNkiRJkiRJahqTTZIkSZIkSWoak02SJEmSJElqmvU7HYAkSZIkSeouPfN6Vi9P7albT+qPPZskSZIkSZLUNCabJEmSJEmS1DQOo5PUUXPmrF6eNq1zcUiSJEmSmsOeTZIkSZIkSWoak02SJEmSJElqGofRSZIkSZLUBLV3cJNGM3s2SZIkSZIkqWlMNkmSJEmSJKlpTDZJkiRJkiSpaUw2SZIkSeo6ETErIh6KiNtqyraIiLkRcVd53ryUR0ScHhGLIuLWiHhlzTYzSv27ImJGJ85FkkYbk02SJEmSutE5wL59yo4HrszMycCV5TXAW4HJ5TETOAOq5BRwIrAbsCtwYm+CSpLUOiabJEmSJHWdzLwGWNGneDpwblk+F3hHTfl5Wbke2CwixgH7AHMzc0VmPgLMZc0EliSpyUw2SZIkSRouts7MZWX5AWDrsjweuL+m3pJSVq98DRExMyLmR8T85cuXNzdqSRplTDZJkiRJGnYyM4Fs4v7OyswpmTll7NixzdqtJI1KJpskSZIkDRcPluFxlOeHSvlSYNuaehNKWb1ySVILmWySJEmSNFzMBnrvKDcDuLym/NByV7rdgcfKcLsfA3tHxOZlYvC9S5kkqYXW73QAkiRJUiMWL+5ZtTxpUk/dehoZIuICYCqwVUQsobqr3CnAxRFxBHAfcGCpfgWwH7AIeAo4HCAzV0TEScBNpd7nMrPvpOOSpCYz2SRJkiSp62TmwXVW7dVP3QSOqrOfWcCsJoYmSRqEySZJkqQuV9ujR5IkqduZbJIkSZIkSXX1zOtZvTy1p249qZcThEuSJEmSJKlp7NkkSZLUQQ6RkyRJI409myRJkiRJktQ0HenZFBH3Ak8AzwIrM3NKRGwBXARMBO4FDszMRyIigK9Q3cr0KeCwzLylE3FLQzFnTqcjkCRJktRqtfMZSap0smfTmzJz58ycUl4fD1yZmZOBK8trgLcCk8tjJnBG2yOVJEmSJElSQ7ppzqbpwNSyfC4wD/hkKT8vMxO4PiI2i4hxmbmsI1FKkiSpq9TOezVpUk/depIkqT06lWxK4CcRkcB/ZuZZwNY1CaQHgK3L8njg/pptl5Sy5ySbImImVc8ntttuuxaGLqlVaoceTpvWuTgkSZIkSWuvU8mmPTJzaUT8BTA3In5TuzIzsySiGlYSVmcBTJkyZUjbSpIkSZIkqTk6MmdTZi4tzw8B3wN2BR6MiHEA5fmhUn0psG3N5hNKmSRJkiRJkrpM23s2RcQLgedl5hNleW/gc8BsYAZwSnm+vGwyG/hQRFwI7AY85nxNkiRJkiS1X+3d93qm9tStp9GtE8Potga+FxG9x/9OZv4oIm4CLo6II4D7gANL/SuA/YBFwFPA4e0PWZIkSZIkSY1oe7IpM+8Bduqn/GFgr37KEziqDaFJkrpERNwLPAE8C6zMzCkRsQVwETARuBc4MDMfierXi69Q/TDxFHBYZt7SibglSdLoUNu7R9KaOjJnkyRJDXhTZu6cmVPK6+OBKzNzMnBleQ3wVmByecwEzmh7pJIkSZJWMdkkSRoupgPnluVzgXfUlJ+XleuBzXpvOCFJkiSp/Uw2SZK6UQI/iYibI2JmKdu65gYRD1DNAQgwHri/Ztslpew5ImJmRMyPiPnLly9vVdySJEnSqNeJCcLVAXPmrF6eNq1zcUhSg/bIzKUR8RfA3Ij4Te3KzMyIyKHsMDPPAs4CmDJlypC2lSRJktQ4ezZJkrpOZi4tzw8B3wN2BR7sHR5Xnh8q1ZcC29ZsPqGUSZIkSeoAezZJTVTbg0zS2omIFwLPy8wnyvLewOeA2cAM4JTyfHnZZDbwoYi4ENgNeKxmuJ0kSZKkNjPZpK7l0D9p1Noa+F5EQNVOfSczfxQRNwEXR8QRwH3AgaX+FcB+wCLgKeDw9ocsSZIkqZfJJnWcSSVJtTLzHmCnfsofBvbqpzyBo9oQmiRJkqQGOGeTJEmSJEmSmsaeTSPYaJs/yB5SkiRJkiR1nskmDQsmkiRJUiMWL+5ZtTxpUk/depIkqXVMNqlfrU7ujLZeV5Ikqblqk0qSJKm7mGwaheoleuwxJElqlL1HJEmSVI/JJkldyaGTkiRJUnfrmdezenlqT916Gn1MNmnYMQkhSZIkSVL3MtkkSZJUODxQkiRp3ZlsUldx4nBJkiRJkoY3k00a8Rx2J2m0a6S3jj16JEmS1CwmmyRJkiRJGkTtZNiSBmayScPaUIfd2ctJktQoe3tJkiStHZNN0lowaSVJkiRJUv9MNmlQoyGxsi7n6KTmkjR6rW3vp9rtJEkaCWqHGfZM7albT6ODySaNWiaJJEmSJElqPpNNUh+joSeXJI1GzsE0+vg3l9QMTgw+dPZy0vM6HYAkSZIkSZJGDns2aUhGW6+f0Xa+3cq/g9Re9eYTqtczZDT0HhkN5yhJktQsJpvUFKMhGeAcT5JGApMma3KybkmSpOYy2SRJktQGJrUkSdJoYbJJqzSr585o6OUkSRrcaOtFNdrOd7jx7yNJUvuYbNKI5JA3SZIkSZI6w2STJElqyEgaBrYu5zKS3gdJkqRWMNmktrG3kSR1F5Mmred7LEnDU8+8nk6HIA1rJpskSZIkSVJL1Cbueqb21K2nkeV5nQ5AkiRJkiRJI4fJJkmSJEmSJDWNw+gkDSu1c39Nm9a5OCRJkjSyOE9T6zmkbvQw2aS11siE304KLkkajZwYfPio/VtNmtRTt56kkcOEh9R6JpskSZIkSaOSvZmk1nDOJkmSJEmSJDWNPZskqUPqzT/lvFQazoY6fMwhTJKkdrAHk9ReJpskqQs4v5lGuqEmlUxCqZVMikqjgwmm7ubcWSObySZJw1Y39wDq5tg0stT7EtzNE1R3c2ySJEladyabJEkaIUziSJIkqRuYbJIkSZIkjQgOnZO6g8kmSWox52OS2sseXlpbzs0kSVJzmGySJEmSJA0r9mAaWRr5ezqJ+PBismmEsQeFJEmSpJHIBJM0fJhsGgFMMEne/U0ayRzapE4Y6nBM/51KkrSaySZJktQVnGtJkiRpZDDZJEmSJLWIPZ4kqbXqDa90jqfOMtkkSZKGjXq9n/wSr06wN57UGs7NJA1/JpskjWjDfS6n4R6/GmPPB2n4MMEkSZ0x1CRkbX17ObWfySZJI06nJs13sn6pc0wAqJs08u/RJLMktY+Jp/Yz2SRp1KiXDLLHkCSpkxweKkkaaUw2SZIkSV3I3k8aTZynSe1iL6f2GDbJpojYF/gKsB7wzcw8pcMhSRqB6s2R5NxJ3c92QlK3c7hnZ9lOdB8TTOpWjfzbrE1UmcBaU2Rmp2MYVESsB/wWeAuwBLgJODgzb++v/pQpU3L+/PltjHDtNOvLq/PESO1VLwnVqRiGKiJuzswpzYum84Z7OzHUL6C1PRz88iqNPo1cA9alJ5TtRPe1E8OFySPpuUZi4qnRNmK49GzaFViUmfcARMSFwHSg38ahm9X7YtrIXDImlaTu4P/FrjRi2glJGoxJ5rUyYtqJdUno1OuJ0az6khpT7//TSEpODZdk03jg/prXS4DdaitExExgZnn5ZETc2abYtgL+0KZjNcqYGtONMUF3xmVMjRkuMb24E4G0WKvbiS772352sApdFu+gjLe1jLe1ujTeuteJRuK1nWjv94lmGfRv+9nB2491qt9iXfp/rSlG8rnBKD6/Yf5/Dtbhu8RwSTYNKjPPAs5q93EjYn63dTM2psZ0Y0zQnXEZU2OMqbutSzsx3N5H420t420t422t4RZvO3Xq+0SzjPS/7Ug+v5F8buD5DWfrcm7Pa3YwLbIU2Lbm9YRSJkkS2E5IkgZmOyFJbTRckk03AZMjYlJEbAgcBMzucEySpO5hOyFJGojthCS10bAYRpeZKyPiQ8CPqW5VOiszF3Y4rF7d2NXWmBrTjTFBd8ZlTI0xpg5pQzsx3N5H420t420t422t4RZvU3T594lmGel/25F8fiP53MDzG87W+twiM5sZiCRJkiRJkkax4TKMTpIkSZIkScOAySZJkiRJkiQ1jcmmBkXEvhFxZ0Qsiojj+1l/bETcHhG3RsSVEfHiLojpyIj4dUQsiIifR8T2nY6ppt67IiIjouW3iGzgfTosIpaX92lBRPxDp2MqdQ4s/6YWRsR3Oh1TRJxW8x79NiIebXVMDca1XURcHRG/LP//9uuCmF5crgO3RsS8iJjQ4nhmRcRDEXFbnfUREaeXeG+NiFe2Mp7hrBuv9QPpxnZgIN3YRgykG9uPgXRj2zKQbm136unG9mgg3dZWqfkiYouImBsRd5Xnzfups3NEXFf+z98aEe/pRKxro5HzK/V+FBGPRsT32x3jUDXw/3KjiLiorL8hIiZ2IMy11sD5vSEibomIlRFxQCdiXFvD7TPiULXkM2Vm+hjkQTWJ4N3AS4ANgV8B2/ep8ybgBWX5g8BFXRDTpjXL+wM/6nRMpd4mwDXA9cCUTscEHAZ8rcv+PU0GfglsXl7/Radj6lP/w1QTa3bDe3UW8MGyvD1wbxfE9N/AjLK8J/DtFsf0BuCVwG111u8H/BAIYHfghlb/7Ybjoxuv9U2It63twLrGW+q1rY1owvvb1vajCfG2tW1pxr+HmvptaXfW8f1ta3vUhHjb2lb5aMnf+YvA8WX5eOAL/dR5OTC5LG8DLAM263TszTq/sm4vYBrw/U7HPMj5NPL/8p+AM8vyQZ38nNGi85sI7AicBxzQ6ZibfG5d8xmxRec35M+U9mxqzK7Aosy8JzP/BFwITK+tkJlXZ+ZT5eX1QKt/HWokpsdrXr4QaPVs8IPGVJwEfAH4Y4vjGUpM7dRITB8Avp6ZjwBk5kNdEFOtg4ELWhxTo3ElsGlZfhHw+y6IaXvgqrJ8dT/rmyozrwFWDFBlOnBeVq4HNouIca2MaZjqxmv9QLqxHRhIN7YRA+nG9mMg3di2DKRb2516urE9GkjXtVVqienAuWX5XOAdfStk5m8z866y/HvgIWBsuwJcR4OeH0BmXgk80aaY1kUj/y9rz/kSYK+IiDbGuC4a+Vxyb2beCvy5EwGug+H2GXGoWvKZ0mRTY8YD99e8XlLK6jmCqhdBKzUUU0QcFRF3U/0y8JFOx1SG72ybmT9ocSwNx1S8q3R5vCQitu2CmF4OvDwifhER10fEvl0QE1B1uwcmsfoDaqfj6gH+PiKWAFdQ/frd6Zh+BbyzLP8dsElEbNniuAYy1GvYaNWN1/qBdGM7MJBubCMG0o3tx0C6sW0ZSLe2O/V0Y3s0kOHYVmnots7MZWX5AWDrgSpHxK5UvRbubnVgTTKk8xsGGvl/uapOZq4EHgOGy//Lkfx5c7h9RhyqlnymNNnUZBHx98AU4N86HQtAZn49M18KfBI4oZOxRMTzgC8Dx3Uyjn7MASZm5o7AXFb/mtBJ61MNd5hK9WvuNyJis04GVOMg4JLMfLbTgRQHA+dk5gSq4WLfLv/WOuljwBsj4pfAG4GlQLe8X2qCbrvWD6Sb2oGBdHEbMZBubD8G0s1ty0C6rd2ppxvbo4HYVg0DEfHTiLitn0ffXgfJAD0NSo/mbwOHZ2bX9Cpp1vlJ3WI4fUYcqqF+ply/9SGNCEuB2l8rJ5Sy54iINwOfAd6YmU93Q0w1LgTOaGlEg8e0CfA3wLzSG/QvgdkRsX9mzu9QTGTmwzUvv0mVqW2lRv52S6jm1XkGWBwRv6X6gnBTB2PqdRBwVIvi6KuRuI4A9gXIzOsiYgywFVU38Y7EVLqpvxMgIjYG3pWZj7YonkYM9XoxWnXjtX4g3dgODKQb24iBdGP7MZBubFsG0q3tTj3d2B4NZDi2VepHZr653rqIeDAixmXmspJM6vffWkRsCvwA+EwZTt81mnF+w0gj15HeOksiYn2qIbkPMzyM5M+bw+0z4lC15DNlN//a0k1uAiZHxKSI2JDqQ8/s2goRsQvwn8D+bZoDoZGYJte8fBtwVydjyszHMnOrzJyYmROpxrK2+ktEI+9T7dw1+wN3tDCehmICLqP65ZmI2Ipq6MM9HY6JiHgFsDlwXQtjGWpcv6OaGJKI+GtgDLC8kzFFxFY1v2Z/CpjVwngaMRs4NCq7A4/VdEvXat14rR9IN7YDA+nGNmIg3dh+DKQb25aBdGu7U083tkcDGY5tlYZuNjCjLM8ALu9bofz9v0c1d+MlbYytGQY9v2GmketI7TkfAFxVenUNBw1d14ep4fYZcaha85kyu2D28+HwoOoO/VuqMc6fKWWfo/rHBPBT4EFgQXnM7oKYvgIsLPFcDezQ6Zj61J1HG+401MD79K/lffpVeZ9e0QUxBdVwktuBXwMHdTqm8roHOKXVsQzxvdoe+EX5+y0A9u6CmA6gugD/lqq3w0YtjucCqrvLPEPVc+EI4EjgyJp/T18v8f66Hf/vhuujG6/16xhv29uBdYm3T922tBHr+P62vf1Yx3jb3ras67+HTrQ76/D+tr09Wsd429pW+WjJ33hL4Mryd/wpsEUpnwJ8syz/PdXngwU1j507HXuzzq+8/hlVYvf/qD4H7dPp2Ac4p8H+X46hulPkIuBG4CWdjrnJ5/fq8jf6X6oeWws7HXMTz62rPiO24PyG/JkyyoaSJEmSJEnSOnMYnSRJkiRJkprGZJMkSZIkSZKaxmSTJEmSJEmSmsZkkyRJkiRJkprGZJMkSZIkSZKaxmSTJEmSJEmSmsZkkyRJkiRJkprm/wOEaGpuCfqiMQAAAABJRU5ErkJggg==\n", 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" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "ExecuteTime": { "end_time": "2020-05-30T22:29:46.835046Z", "start_time": "2020-05-30T22:29:44.970479Z" }, "colab": { "base_uri": "https://localhost:8080/", "height": 444 }, "colab_type": "code", "id": "vBHTDpX-CIPR", "outputId": "32d97144-dd91-49d3-e020-026fdfb0460f" }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "\n", " | approach | \n", "uplift@30% | \n", "
---|---|---|
1 | \n", "ClassTransformation | \n", "0.061775 | \n", "
2 | \n", "TwoModels | \n", "0.051637 | \n", "
3 | \n", "TwoModels_ddr_control | \n", "0.047793 | \n", "
0 | \n", "SoloModel | \n", "0.041614 | \n", "
4 | \n", "TwoModels_ddr_treatment | \n", "0.033752 | \n", "
\n", " | feature_name | \n", "feature_score | \n", "
---|---|---|
0 | \n", "first_redeem_time | \n", "86.662273 | \n", "
1 | \n", "age | \n", "5.582358 | \n", "
2 | \n", "issue_redeem_delay | \n", "3.467160 | \n", "
3 | \n", "first_issue_time | \n", "2.755578 | \n", "
4 | \n", "gender | \n", "1.532631 | \n", "