diff --git a/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb b/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb index 738a2472e..384d2d6a2 100644 --- a/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb +++ b/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb @@ -5,8 +5,8 @@ "id": "6a24a08f", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb)" ] }, @@ -21,9 +21,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "8f0dfc29-5a88-4d7f-bcc8-10df9185d386", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:24:54.342231Z", + "start_time": "2023-12-29T11:24:54.334707Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -69,10 +74,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "2a21f4e9", - "metadata": {}, - "outputs": [], + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:25:25.645972Z", + "start_time": "2023-12-29T11:24:56.017488Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "d9965b2a6cf341e7b95373ccae5cd0c3" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "N2 = np.linspace(100,5000,5) / si.cm**3\n", "AF_S = np.zeros((2,len(N2)))\n", @@ -148,10 +205,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "9ca851f8", - "metadata": {}, - "outputs": [], + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:26:18.080015Z", + "start_time": "2023-12-29T11:25:51.801960Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "4006d2aca91a40868965c2bd4ea61486" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "sol2 = np.linspace(0.1,1,5) # X% ammonium sulfate, (1-X)% insoluble\n", "AF_S = np.zeros((2,len(sol2)))\n", @@ -189,10 +272,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "60e22fd9", - "metadata": {}, - "outputs": [], + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:26:45.138424Z", + "start_time": "2023-12-29T11:26:18.291304Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:26:45.075343\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_4.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "5123a903448b48d3a50ee2d8bafda363" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "rad2 = np.geomspace(10,500,5) * si.nm\n", "AF_S = np.zeros((2,len(rad2)))\n", @@ -232,10 +341,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "2ae85602", - "metadata": {}, - "outputs": [], + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:27:11.985506Z", + "start_time": "2023-12-29T11:26:45.144519Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:27:11.921928\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_5.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "103e6c3ec5614b0d959f7ed637fc26a0" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "w = np.geomspace(0.01, 5, 5) * si.m / si.s\n", "AF_S = np.zeros((2,len(w)))\n", @@ -272,14 +407,6 @@ "axes[0].legend(loc=\"best\")\n", "show_plot(\"fig_5.pdf\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "197fd017", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb b/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb index dea53efae..8ebd59c91 100644 --- a/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb +++ b/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb @@ -4,6 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb) \n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb)" ] @@ -18,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:14:42.521992Z", + "start_time": "2023-12-29T11:14:42.515281Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -44,8 +50,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:15:13.260663Z", + "start_time": "2023-12-29T11:14:44.255025Z" + } + }, "outputs": [], "source": [ "output = []\n", @@ -56,9 +67,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:15:14.576947Z", + "start_time": "2023-12-29T11:15:13.267410Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:15:14.460001\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_5.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "5516b62df5aa40ccabed8a77ac71565d" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "figsize = (12, 12)\n", "fig, axs = plt.subplots(3, 3, figsize=figsize)\n", @@ -128,15 +165,8 @@ " axs[2][col_idx].set_xlabel(r_label)\n", " axs[2][col_idx].set_ylabel(z_label)\n", "\n", - "show_plot('figs.pdf')" + "show_plot('fig_5.pdf')" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb b/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb index 36a8c892a..790fc51fc 100644 --- a/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb +++ b/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb @@ -4,6 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) \n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb)" ] @@ -18,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:32:48.816413Z", + "start_time": "2023-12-29T12:32:48.801075Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -31,10 +37,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T12:32:48.818968Z", + "start_time": "2023-12-29T12:32:48.807900Z" } }, "outputs": [], @@ -51,8 +61,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:32:48.839505Z", + "start_time": "2023-12-29T12:32:48.828044Z" + } + }, "outputs": [], "source": [ "progbar = widgets.IntProgress(min=0, max=100, description='%')" @@ -60,8 +75,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:32:48.850503Z", + "start_time": "2023-12-29T12:32:48.845630Z" + } + }, "outputs": [], "source": [ "def demo(**kwargs):\n", @@ -91,9 +111,63 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 10, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:32:50.477195Z", + "start_time": "2023-12-29T12:32:48.858011Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "HBox(children=(IntSlider(value=14, continuous_update=False, description='$log_2(n_{SD})$', max=18, min=12), In…", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "c383158d6a3940bbac011961be46ad45" + } + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HBox(children=(Checkbox(value=False, description='adaptive dt'), Checkbox(value=True, description='smooth plot…", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "3cfcefa81e674e17b8d3dab47192f52b" + } + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "IntProgress(value=100, description='%')", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "f3f4fbcd471340d4938397b716eaf207" + } + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "Output()", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "771bf2c1aea44602b84e83643204aa2e" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "n_SD = widgets.IntSlider(value=14, min=12, max=18, step=1, description='$log_2(n_{SD})$', continuous_update=False)\n", "n_step = widgets.IntSlider(value=1000, step=100, min=0, max=2400, description='$n_{step}$', continuous_update=False)\n", @@ -122,20 +196,6 @@ "\n", "display(sliders, boxes, progbar, self)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb b/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb index 875a05653..268bee73b 100644 --- a/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb +++ b/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb @@ -4,8 +4,8 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) \n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) \n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) \n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) \n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb)" ] }, @@ -19,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:31:59.244557Z", + "start_time": "2023-12-29T11:31:58.869Z" + } + }, "outputs": [], "source": [ "from matplotlib import pyplot\n", @@ -29,8 +34,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T14:05:36.927393Z", + "start_time": "2023-12-29T14:05:36.913779Z" + } + }, "outputs": [], "source": [ "from PySDM_examples.Bieli_et_al_2022.settings import Settings\n", @@ -41,9 +51,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:32:03.954357Z", + "start_time": "2023-12-29T11:32:00.332220Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:32:03.916453\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig3.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "aa0a160219374aea9085a20d43934138" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "settings = Settings()\n", "fig, ax = pyplot.subplots(nrows=1, ncols=3, figsize=(8,3))\n", @@ -78,13 +114,6 @@ "pyplot.tight_layout()\n", "show_plot('fig3.pdf')\n" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb b/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb index ae4c121e6..2e10ff159 100644 --- a/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb +++ b/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb @@ -5,8 +5,8 @@ "id": "dbe9cc43", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb) \n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb)" ] }, @@ -22,7 +22,12 @@ "cell_type": "code", "execution_count": 1, "id": "5c681ecc", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:34:00.977288Z", + "start_time": "2023-12-29T11:34:00.970658Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -34,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "f6396e78", "metadata": {}, "outputs": [], @@ -47,9 +52,14 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 3, "id": "e08d4f87", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:34:02.458226Z", + "start_time": "2023-12-29T11:34:02.441119Z" + } + }, "outputs": [], "source": [ "formulae = Formulae(isotope_equilibrium_fractionation_factors=\"BolotEtAl2013\")\n", @@ -59,9 +69,14 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 4, "id": "15b167a4", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:34:02.462557Z", + "start_time": "2023-12-29T11:34:02.460727Z" + } + }, "outputs": [], "source": [ "XRANGE = (-120, 20)\n", @@ -82,2183 +97,31 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 5, "id": "59bf6c49", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:34:03.906531Z", + "start_time": "2023-12-29T11:34:02.466638Z" + } + }, "outputs": [ { "data": { - 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\")" - ] + "version_minor": 0, + "model_id": "37a65a6165024f38997931369a534073" + } }, "metadata": {}, "output_type": "display_data" @@ -2286,22 +149,6 @@ " axs[i].legend()\n", "show_plot(\"fig_1.pdf\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1af22c3f", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a1e9ae35", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb b/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb index 05afa7904..5421feda9 100644 --- a/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb +++ b/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb @@ -9,8 +9,8 @@ } }, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bulenok_2023_MasterThesis/performance_comparison_Srivastava_Setup.ipynb)" ] }, diff --git a/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb b/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb index fa6ce3a5d..e043b5ec8 100644 --- a/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb +++ b/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb @@ -4,6 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb) \n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska/fig_2.ipynb)" ] @@ -18,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:46:48.050378Z", + "start_time": "2023-12-29T11:46:48.039915Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -52,8 +58,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:46:50.614980Z", + "start_time": "2023-12-29T11:46:50.611464Z" + } + }, "outputs": [], "source": [ "n_points = 6 if 'CI' not in os.environ else 2\n", @@ -62,8 +73,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:46:51.202427Z", + "start_time": "2023-12-29T11:46:50.619344Z" + } + }, "outputs": [], "source": [ "default_settings = Settings(1,1,1)\n", @@ -77,9 +93,27 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:47:53.602057Z", + "start_time": "2023-12-29T11:46:51.204609Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "FloatProgress(value=0.0, max=1.0)", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "b097ae97b641411bb9a4521e3fef2466" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "simulations = []\n", "progress = FloatProgress(value=0.0, min=0.0, max=1.0)\n", @@ -99,8 +133,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:47:53.608022Z", + "start_time": "2023-12-29T11:47:53.604097Z" + } + }, "outputs": [], "source": [ "x = np.log2(nsd)\n", @@ -118,9 +157,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:47:54.143480Z", + "start_time": "2023-12-29T11:47:53.610737Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "81193b96e70244d4ab894aa58c177edc" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, axs = pyplot.subplots(2, 2, figsize=(10,7))\n", "\n", @@ -146,15 +211,8 @@ " ax.grid()\n", " ax.set_xlim(0,10)\n", "\n", - "show_plot()" + "show_plot(\"fig_2\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb b/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb index bd6ef7fc3..5eb9f7557 100644 --- a/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb +++ b/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb @@ -8,6 +8,7 @@ } }, "source": [ + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb)" ] @@ -26,10 +27,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T11:45:00.528073Z", + "start_time": "2023-12-29T11:45:00.519048Z" } }, "outputs": [], @@ -62,10 +67,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T11:45:52.512360Z", + "start_time": "2023-12-29T11:45:02.979951Z" } }, "outputs": [], @@ -92,13 +101,58 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T11:45:53.862839Z", + "start_time": "2023-12-29T11:45:52.515932Z" } }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": "
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\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "528000b81b5c4357a7d7977805a9eada" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "for product in products:\n", " fig, axs = pyplot.subplots(1, 2, figsize=(11,5))\n", @@ -121,19 +175,8 @@ " axs[1].set_ylim([0, 15])\n", " axs[1].legend()\n", "\n", - " show_plot()" + " show_plot(\"fig_3\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "pycharm": { - "name": "#%%\n" - } - }, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb b/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb index 1835effed..96f13c2e8 100644 --- a/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb +++ b/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb @@ -8,8 +8,8 @@ } }, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb)" ] }, @@ -23,10 +23,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T11:52:23.879155Z", + "start_time": "2023-12-29T11:52:23.870444Z" } }, "outputs": [], @@ -60,8 +64,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:30.261687Z", + "start_time": "2023-12-29T11:52:28.588326Z" + } + }, "outputs": [], "source": [ "cases = {\n", @@ -96,9 +105,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:32.024468Z", + "start_time": "2023-12-29T11:52:30.265333Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:52:31.880167\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_1a.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "be2119339d794395afd39cf84f29ae91" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "x = np.logspace(np.log(5 * si.nm), np.log(1000 * si.nm), base=np.e)\n", "for k, v in cases.items():\n", @@ -124,9 +159,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:34.847271Z", + "start_time": "2023-12-29T11:52:32.038091Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:52:34.747834\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_1c.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "94e04a53e2414310adaebb35f51b9c46" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "rd3 = r_dry**3\n", " \n", @@ -165,9 +226,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:35.602881Z", + "start_time": "2023-12-29T11:52:34.847287Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T12:52:35.499251\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_1d.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "e6caba768d2d4aa7bf8f04066b3aff6c" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "for k, v in cases.items():\n", " sigma = formulae_surf.surface_tension.sigma(np.nan, v_wet, v_dry, v.modes[0]['f_org'])\n", @@ -188,8 +275,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:35.607915Z", + "start_time": "2023-12-29T11:52:35.603936Z" + } + }, "outputs": [], "source": [] } diff --git a/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb b/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb index 6674445a6..6004dc80a 100644 --- a/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb +++ b/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb @@ -4,8 +4,8 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb)" ] }, @@ -19,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:36.478184Z", + "start_time": "2023-12-29T11:52:36.471988Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -32,8 +37,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T14:06:33.850244Z", + "start_time": "2023-12-29T14:06:33.840602Z" + } + }, "outputs": [], "source": [ "from PySDM_examples.Lowe_et_al_2019 import Settings, Simulation\n", @@ -49,8 +59,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:54:54.155673Z", + "start_time": "2023-12-29T11:52:41.483940Z" + } + }, "outputs": [], "source": [ "consts = {\"delta_min\":0.1, \n", @@ -82,9 +97,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:54:55.991461Z", + "start_time": "2023-12-29T11:54:54.153896Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "b1c56775aabb4a0d80e1c49f3189ec9b" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "figsize = (11, 4)\n", "pyplot.rc('font', size=14)\n", @@ -132,11 +173,37 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 10, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T14:07:59.522989Z", + "start_time": "2023-12-29T14:07:59.296920Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/svg+xml": "\n\n\n \n \n \n \n 2023-12-29T15:07:59.494529\n image/svg+xml\n \n \n Matplotlib v3.8.2, https://matplotlib.org/\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./fig_2c.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "ab3285b1ba62442da411618f6d313b1a" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "from scipy.ndimage.filters import uniform_filter1d\n", + "from scipy.ndimage import uniform_filter1d\n", "\n", "record_number = -1\n", "figsize = (10, 4)\n", @@ -165,13 +232,6 @@ "axs.get_xaxis().set_major_formatter(matplotlib.ticker.ScalarFormatter())\n", "show_plot(\"fig_2c.pdf\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb b/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb index 8e761df3a..b1656f3e6 100644 --- a/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb +++ b/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb @@ -4,8 +4,8 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb)" ] }, @@ -19,8 +19,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:07.974063Z", + "start_time": "2023-12-29T11:52:07.961635Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -49,8 +54,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T11:52:10.149062Z", + "start_time": "2023-12-29T11:52:10.145637Z" + } + }, "outputs": [], "source": [ "CI = 'CI' in os.environ\n", @@ -75,9 +85,23 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:00:05.967263Z", + "start_time": "2023-12-29T11:52:10.152074Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "tasks scheduled: 128\n", + "[ 0.1 0.46415888 2.15443469 10. ]\n" + ] + } + ], "source": [ "def compute(key, settings):\n", " simulation = Simulation(settings)\n", @@ -114,16 +138,35 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:00:09.455374Z", + "start_time": "2023-12-29T12:00:05.976953Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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" 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "from PySDM_examples.Lowe_et_al_2019.plot_helper import plot_contours\n", "plot_contours(subplot_list, updraft_list, forg_list, output, actfrac=False, save=False)\n", - "plot_contours(subplot_list, updraft_list, forg_list, output, actfrac=True, save=False)\n", - "\n", - "# from PySDM_examples.Lowe_et_al_2019.plot_helper import plot_profiles\n", - "# plot_profiles(subplot_list, updraft_list, forg_list, output, save=False)" + "plot_contours(subplot_list, updraft_list, forg_list, output, actfrac=True, save=False)\n" ] } ], diff --git a/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb b/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb index 814adc218..35db4e356 100644 --- a/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb +++ b/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb @@ -8,7 +8,8 @@ } }, "source": [ - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/Shipway_and_Hill_2012/fig_1.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb)" ] }, @@ -32,8 +33,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T15:12:03.369766Z", + "start_time": "2023-12-29T15:12:03.363378Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -45,10 +51,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T15:12:04.969183Z", + "start_time": "2023-12-29T15:12:03.369050Z" } }, "outputs": [], @@ -60,10 +70,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T15:13:57.683736Z", + "start_time": "2023-12-29T15:12:04.972230Z" } }, "outputs": [], @@ -100,13 +114,98 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T15:14:06.730859Z", + "start_time": "2023-12-29T15:13:57.682941Z" } }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": "
", + "image/png": 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JWLlypVeZiRMn5tsXueODl5XitiMpKanAz1RaWppXufLcF0R0bZgsaui7777DmDFjMGHCBPz5559o1aoVEhMTfT50+rfffsPAgQPx6KOPYufOnejXrx/69euHvXv3qmXeeecd/O9//8OsWbOwbds2hISEIDExEXa7XTftSEpKwsCBA7Fu3Tps2bIFcXFx6NWrF06dOuVV7rbbbkNqaqr6M3/+fN20AQDCw8O94jt27JjXcn/YFwsXLvRqw969e2E0GnHfffd5lSvPfQEA2dnZaNWqFWbOnFmk8ikpKejTpw+6deuGXbt2YfTo0Rg2bJhXslWSfVyebdiwYQN69uyJ5cuXY8eOHejWrRvuvPNO7Ny506tcs2bNvPbFpk2byiJ8VXHbkSs5OdkrzujoaHVZee8LIrpGgjTTrl078fTTT6uvZVkW1atXF1OmTCmwfP/+/UWfPn285rVv3148/vjjQgghFEURsbGx4t1331WXp6enC4vFIubPn18GLfAobjuu5Ha7RVhYmPjqq6/UeUOGDBF9+/Yt7VB9Km4bZs+eLSIiInzW56/7Yvr06SIsLExkZWWp88p7X1wJgFi0aFGhZV544QXRrFkzr3kDBgwQiYmJ6utr3TbXoihtKEjTpk3Fa6+9pr6eMGGCaNWqVekFVkxFace6desEAHHx4kWfZbTcF0RUfDyzqBGn04kdO3agR48e6jyDwYAePXpgy5YtBb5ny5YtXuUBzxBrueVTUlKQlpbmVSYiIgLt27f3Wee1Kkk7rpSTkwOXy4XKlSt7zU9KSkJ0dDTi4+Px5JNP4vz586Uae66StiErKwu1a9dGXFwc+vbti3379qnL/HVffPHFF7j//vsREhLiNb+89kVJXe13ozS2TXlTFAWZmZn5fi8OHTqE6tWro169enjwwQcLHKJQD1q3bo1q1aqhZ8+e2Lx5szrfH/cF0fWOyaJGzp07B1mW843WEBMTk+/enlxpaWmFls/9vzh1XquStONKL774IqpXr+518Ljtttvw9ddfY82aNXj77bexfv169O7dG7Isl2r8QMnaEB8fjy+//BJLlizBt99+C0VR0KFDB5w8eRKAf+6L33//HXv37sWwYcO85pfnvigpX78bVqsVNputVD6n5e29995DVlYW+vfvr85r37495syZg19++QUff/wxUlJS0KlTJ2RmZmoYqbdq1aph1qxZ+Omnn/DTTz8hLi4OXbt2xZ9//gmgdL4ziKh8mbQOgK5vb731FhYsWICkpCSvDiL333+/Ot2iRQu0bNkS9evXR1JSErp3765FqF4SEhKQkJCgvu7QoQOaNGmCTz75BJMnT9YwspL74osv0KJFC7Rr185rvt73RUU0b948vPbaa1iyZInXvX69e/dWp1u2bIn27dujdu3a+P777/Hoo49qEWo+8fHxiI+PV1936NABR44cwfTp0/HNN99oGBkRlRTPLGokKioKRqNRHYIr1+nTpxEbG1vge2JjYwstn/t/ceq8ViVpR6733nsPb731FlatWoWWLVsWWrZevXqIiorC4cOHrznmK11LG3IFBATghhtuUOPzt32RnZ2NBQsWFCnhKMt9UVK+fjfCw8MRFBRUKvu4vCxYsADDhg3D999/n+/S+pUiIyPRqFEjXe2LgrRr106N0Z/2BRF5MFnUiNlsRtu2bbFmzRp1nqIoWLNmjdcZq7wSEhK8ygPA6tWr1fJ169ZFbGysVxmr1Ypt27b5rPNalaQdgKen8OTJk/HLL7/gxhtvvOp6Tp48ifPnz6NatWqlEndeJW1DXrIsY8+ePWp8/rQvAM8jmRwOBwYNGnTV9ZTlviipq/1ulMY+Lg/z58/Hww8/jPnz53s9vsiXrKwsHDlyRFf7oiC7du1SY/SXfUFEeWjdw+Z6tmDBAmGxWMScOXPE33//LR577DERGRkp0tLShBBCPPTQQ2Ls2LFq+c2bNwuTySTee+89sX//fjFhwgQREBAg9uzZo5Z56623RGRkpFiyZIn466+/RN++fUXdunWFzWbTTTveeustYTabxY8//ihSU1PVn8zMTCGEEJmZmeK5554TW7ZsESkpKeLXX38Vbdq0EQ0bNhR2u10XbXjttdfEypUrxZEjR8SOHTvE/fffLwIDA8W+ffu82qn3fZHrlltuEQMGDMg3X4t9kbvenTt3ip07dwoAYtq0aWLnzp3i2LFjQgghxo4dKx566CG1/D///COCg4PF888/L/bv3y9mzpwpjEaj+OWXX9QyV9s2Wrdh7ty5wmQyiZkzZ3r9XqSnp6tlnn32WZGUlCRSUlLE5s2bRY8ePURUVJQ4c+ZMmbShJO2YPn26WLx4sTh06JDYs2ePGDVqlDAYDOLXX39Vy5T3viCia8NkUWMffPCBqFWrljCbzaJdu3Zi69at6rIuXbqIIUOGeJX//vvvRaNGjYTZbBbNmjUTy5Yt81quKIp49dVXRUxMjLBYLKJ79+4iOTlZV+2oXbu2AJDvZ8KECUIIIXJyckSvXr1E1apVRUBAgKhdu7YYPnx4mR9IitOG0aNHq2VjYmLE7bffLv7880+v+vxhXwghxIEDBwQAsWrVqnx1abUvch+/cuVPbuxDhgwRXbp0yfee1q1bC7PZLOrVqydmz56dr97Cto3WbejSpUuh5YXwPA6oWrVqwmw2ixo1aogBAwaIw4cPl1kbStKOt99+W9SvX18EBgaKypUri65du4q1a9fmq7c89wURXRtJCCHK5RQmEREREfkd3rNIRERERD4xWSQiIiIin5gsEhEREZFPTBaJiIiIyCcmi0RERETkE5NFP+JwODBx4kQ4HA6tQ7kmbIe+VIR2VIQ2AGwHEekTH53jR6xWKyIiIpCRkYHw8HCtwykxtkNfKkI7KkIbALaDiPSJZxaJiIiIyCcmi0RERETkk0nrAKj4rFar1iFck9z42Q59qAjtqAhtANiOsmI2mxEYGKh1GER+i/cs+pGMjAzUqFkT2VlZWodCROQ3YmNjkZKSwoSRqIR4ZtGPSJKE7KwsHDp6DGFh4QAEclN9AVya9swQ4tLUpQLCxzwIQOByJZfrgVq/r3m5K8q7PLdmr3lqmcuxQeSN/VKdl14rIncdwruOPOvNLZ+3TqG23XsbeL32sV6RZ5t4lRGAgssrLiyuy+v3sV6v2AvaJlfUkWebCABC8VQs8gSnzs99nWfDC0/wBWx3z3y1jPBuz6WdkK/Oy8u8Y7uyzsvBI08DLi339Vq5onze11d+yJUrXyP/6yvXg8LjEHnXk7s8t32K8HothChgef7YhFeZAuq89LnKu/8gvLc9lLzbXVxeh9c+9vrl8UwqBbwnb3nkmacIQCiFr7eAzx4UkefzqkCBgBDKpeYKKEKBgAJF/d1SPFVd2mGe34Erll96n+d1/jo86/C8zxNaAXWI3Jo885xw4te0tXA6nUwWiUqIyaIfCg8PL7VkMW+SVWrJ4pXzCkiMfCVtwNWSxbx1XFGnWo/3NiiNZDHva5/J4tXWC+R77V2mkPYBBSeLVyQbuYldbmwlShZ91OmdLF5+z5V1qsEXlhxe+bqwZDFfcnjl62tYb95tlKd9+ZPBy6/FFa8LTxavXmeJksW8yZ+UZz2SuDzv0mvkee1dPvezJQCh4HIDPcsuX3QSuQ26HCs89eR+XhU1PcuTLOb51/OOy3Ny16sUYXneOi6v5fJ6fK0jN/7cskRUcuzgQkREREQ+MVkkIiIiIp+YLBIRERGRT0wWiYiIiMgnJotERERE5BOTRSIiIiLyickiEREREfnEZJGIiIiIfGKySEREREQ+MVkkIiIiIp+YLBIRERGRT0wWiYiIiMgnJotERERE5JNJ6wCo+KxWK4QAAHHpf0AA6jxcmhZQZ6rLr5wHAQhcruRyPZfr9zUvd0V5l+fW7DVPLXM5Noi8sV+q89JrReSuQ3jXkWe9ueXz1inUtntvA6/XPtYr8mwTrzICUHB5xYXFdXn9PtbrFXtB2+SKOvJsEwFAKJ6KRZ7g1Pm5r/NseOEJvoDt7pmvlhHe7bm0E/LVeXmZd2xX1nk5eORpwKXlvl4rV5TP+/rKD7ly5Wvkf33lelB4HCLvenKX57ZPEV6vhRAFLM8fm/AqU0Cdlz5XefcfhPe2h5J3u4vL6/Dax16/PJ5JpYD35C2PPPMUAQil8PUW8NnzfP5y61WgQEAI5VJzBRShQECBov5uKZ6qLu0wz+/AFcsvvc/zOn8dnnV43ucJrYA6RG5NnnluuEFE14bJoh8xm82IjY1Fwzq1tQ6FiMhvxMbGwmw2ax0Gkd+ShPqnIvkDu90Op9OpdRhERH7DbDYjMDBQ6zCI/BaTRSIiIiLyiR1ciIiIiMgnJotERERE5BOTRSIiIiLyickiEREREfnEZJGIiIiIfGKySEREREQ+MVkkIiIiIp+YLBIRERGRT0wWiYiIiMgnJotERERE5BOTRSIiIiLyickiEREREfnEZJGIiIiIfGKySEREREQ+MVkkIiIiIp+YLBIRERGRT5omix9//DFatmyJ8PBwhIeHIyEhAStWrCj0PT/88AMaN26MwMBAtGjRAsuXLy+naImIiPwHj7FUWjRNFmvWrIm33noLO3bswPbt23Hrrbeib9++2LdvX4Hlf/vtNwwcOBCPPvoodu7ciX79+qFfv37Yu3dvOUdORESkbzzGUmmRhBBC6yDyqly5Mt599108+uij+ZYNGDAA2dnZWLp0qTrv5ptvRuvWrTFr1qwC63M4HHA4HOprRVFw4cIFVKlSBZIklX4DiIiISoEQApmZmahevToMhtI5t1Pax1iAx1l/VuTPmNAJt9st5s+fL8xms9i3b1+BZeLi4sT06dO95o0fP160bNnSZ70TJkwQAPjDH/7whz/88cufEydO6PYYy+Nsxfi52mfMBI3t2bMHCQkJsNvtCA0NxaJFi9C0adMCy6alpSEmJsZrXkxMDNLS0nzWP27cOIwZM0Z9nZGRgVq1auHw0WMICw8vnUZQqcvJzkbduJoAgJQTJxEcEsJ4dBqPnmIhqkgyrVY0qFMbYWFhJa6jrI+xgO/j7IkTJxAeHo709HRYrVaEhoaicuXKJW4LlT6r1Yq4uLirfsY0Txbj4+Oxa9cuZGRk4Mcff8SQIUOwfv16nx/m4rJYLLBYLPnmh1264Zf0KSAgAJ06dwEARERGIigoiPHkYTQa1emw8HCEaJig6W3bEFU013Ipt6yPsYDv42xux5qXX34ZH374IQYPHoyvvvqq1NZLpedqnzHNk0Wz2YwGDRoAANq2bYs//vgD77//Pj755JN8ZWNjY3H69GmveadPn0ZsbGy5xErlJygoCKvWrtU6DJXe4tETbhsi/dLDMfbHH38EAPz888/XVA9pR3fPWVQUxetG2bwSEhKwZs0ar3mrV69GQkJCeYRGRETk17Q4xgYEBADwviJC/kXTM4vjxo1D7969UatWLWRmZmLevHlISkrCypUrAQCDBw9GjRo1MGXKFADAqFGj0KVLF0ydOhV9+vTBggULsH37dnz66adaNoOIiEh3eIyl0qJpsnjmzBkMHjwYqampiIiIQMuWLbFy5Ur07NkTAHD8+HGvrtwdOnTAvHnz8Morr+Cll15Cw4YNsXjxYjRv3lyrJlAZsdls6HpLRwBA0qbNmt8Hl52djcb16wEADhz5R9N7BPWG24ZIn/RyjHW5XAAAWZavqR7Sju6es1jWrFYrIiIicPrCRXZw0bHs7GxERXj2z7kMq+YJCOPxj1iIKhKr1YqYypWQkZHhV8er3ONsbtwRERGwWq0IDAyEzWbTOjzK48p95YvmHVyIChIYGIilK35Rp0m/goKCsGP3X+o0EVFeISEhsFqt/H7wY7rr4EIEeG6E7t6zJ7r37MmbonXOYDCgabNmaNqsWamNMkFEFUfuaDGDBg3SOBIqKX6zExEREZFPvAxNuuR2u7H6Uo+9nomJMJn4UdUrp9OJdy71pnxh3DiYzWaNIyIiotLEDi6kS3rrNMF4/CMWooqkonRwiY6OxtmzZxEeHo6MjAytw6M82MGF/JrBYECbG29Up7Wmt3iIiPxF7kPAnU6nxpFQSTFZJF0KCgrC5q3btA5Dpbd4iIj8Ra1atbB3715Uq1ZN61CohHiKhIiIiMpMZGQkACAsLEzbQKjEmCwSERERkU9MFkmXbDYbunXqhG6dOuniif85OTmIr18P8fXrIScnR+twiIj8xtmzZwEAFy5c0DgSKines0i6pCgKtm75TZ3WmhACx48dU6eJiKhoUlNTAQDnzp3TOBIqKSaLpEsWiwXf/fSTOk1ERP4pICAAAPi8XD/GPUe6ZDKZcFffflqHQURE16hJkybYtGkT6tWrp3UoVEK8Z5GIiIiIfOKZRdIlWZaxeeNGAEDHTp1gNBo1joiIiOj6xGSRdMlutyOxR3cAHEKOiMifJScnAwCOHj2qbSBUYkwWSZckSUKTpk3Vaa3pLR494bYhosJwuD//x2SRdCk4OBh//rVH6zBUeotHT7htiKgwQUFBsFqtfLKFH2MHFyIiIiozZrMZAB+d48+YLBIRERGRT0wWSZdsNhv6JPZCn8Reuhnur03LFmjTsgWH+7sCtw0RFcbtdgPQx2hcVDI8J0y6pCgK1q5Zo05rTQiB/X//rU7TZdw2RFSY7OxsANDFH/5UMkwWSZcsFgu+/PprdZr0KzAwECt/XaNOExHlxeH+/B/3HOmSyWTCwAce1DoMKgKj0YjOXbtqHQYR6dSTTz6J119/HQ8//LDWoVAJ8Z5FIiIiIvKJZxZJl2RZxs4//wQA3NCmDYf70zGXy4UvPvsMAPDo8OHqJSciIqoYeGaRdMlut6NTws3olHAz7Ha71uFQIZxOJ57570g889+RHKGBiPKZPXs2AGDevHkaR0IlxTOLpEuSJKFW7drqtNb0Fg8Rkb/IzMwEcLlXNPkfJoukS8HBwUg+8o/WYaj0Fg8Rkb+oVq0arFYrqlatqnUoVEK8DE1ERERlJjdJrFSpksaRUEkxWSQiIiIin5gski7Z7Xbcd8/duO+eu3XRwcVms6Hjze3R8eb2HIWAiKgY0tPTAQBWq1XbQKjEeM8i6ZIsy1j688/qtNYURcGf27er00REVDTHjx8HAKSlpWkcCZUUk0XSJbPZjJmzZqnTRETknwwGg9f/5H+YLJIuBQQE4JFhw7UOg4iIrlHz5s2xadMmNGjQQOtQqISY5hMRERGRTzyzSLqkKAoO7N8PAGjcpAkvXxAREWmEySLpks1mQ9tWLQEA5zKsCAkJ0TgiIiIqicOHDwO43NGF/A+TRdKtqKgorUPword49ITbhoh8ycnJAQBdPAaNSobJIulSSEgITqSd1joMld7i0RNuGyIqTGBgIKxWK59s4cd4IxgRERGVGYvFAsDzlAvyT0wWiYiIiMgnJoukS3a7HUMfGoShDw3SxX0uNpsNvW69Fb1uvZXD/V2B24aICpM76pUQQuNIqKR4zyLpkizL+G7+fADAzFmfaByN58tu44b16jRdxm1DRIXJzMwEcLmjC/kfTc8sTpkyBTfddBPCwsIQHR2Nfv36ITk5udD3zJkzB5Ikef0EBgaWU8RUXsxmM96ZOg3vTJ3Gm6J1zmKx4NsFC/DtggXqvUlEpD29HGMlSfL6n/yPpmcW169fj6effho33XQT3G43XnrpJfTq1Qt///13oc/VCw8P9/rA8wNY8QQEBGDkqFFah0FFYDKZcO9/7tM6DCK6gl6OsSNHjsTrr7+OYcOGXVM9pB1Nk8VffvnF6/WcOXMQHR2NHTt2oHPnzj7fJ0kSYmNjyzo8IiIiv8VjLJUWXXVwycjIAABUrly50HJZWVmoXbs24uLi0LdvX+zbt89nWYfDAavV6vVD+qcoCo4dPYpjR4/yPjidc7vd+OnHH/DTjz/A7XZrHQ4R+VAWx1iAx9nrgW6SRUVRMHr0aHTs2BHNmzf3WS4+Ph5ffvkllixZgm+//RaKoqBDhw44efJkgeWnTJmCiIgI9ScuLq6smkClyGazoXGD+mjcoD572Oqcw+HAoPvvx6D774fD4dA6HCIqQFkdY4GrH2fnzZsHAPjhhx9KpzFU7iShk77sTz75JFasWIFNmzahZs2aRX6fy+VCkyZNMHDgQEyePDnfcofD4XUAs1qtiIuLw+kLFxEeHl4qsVPpy87ORq1qnssgx1PTNB8bWo/xREV4Pr9aj52tp1iIKhKr1YqYypWQkZFxzcersjrGAr6Ps7lxR0REwGq1IjAwkH/864zVakVERMRVP2O6eHTOiBEjsHTpUmzYsKFYH2LA0xHihhtuUAcqv5LFYmEPTT8UEhKC89ZMrcNQ6S0eIqKiKstjLHD142x0dDSsVisqVapUrHWTfmh6GVoIgREjRmDRokVYu3Yt6tatW+w6ZFnGnj17UK1atTKIkIiIyD/p5Rib21mmatWqJa6DtKXpmcWnn34a8+bNw5IlSxAWFoa0tDQAQEREBIKCggAAgwcPRo0aNTBlyhQAwKRJk3DzzTejQYMGSE9Px7vvvotjx46xSz4REVEePMZSadE0Wfz4448BAF27dvWaP3v2bAwdOhQAcPz4cRgMl0+AXrx4EcOHD0daWhoqVaqEtm3b4rfffkPTpk3LK2wqBw6HA8/8dyQAYPr/PtD8VgK73Y6B9/0HADD/hx/5IHgi0j29HGOzsrIAcAQXf6abDi7lJfdmTnZw0Te9dZpgPP4RC1FFUpodXMrTlZ0m2MFFv/yqgwvRlQICAjBx0mR1moiIiLTBZJF0yWw248WXXtI6DCIiukYtWrTA5s2b0ahRI61DoRLSzUO5iYiIqOK51rGlSXs8s0i6JITAuXPnAABRUVH8siEiItIIk0XSpZycHHXEFHaaICLyXykpKQCAU6dOaRwJlRQvQxMREVGZycz0jH6VnZ2tcSRUUjyzSLoUEhICm1vWOgyV3uLRE24bIiqM2WwGwCdb+DOeWSQiIqIykztaTG7SSP6HySIRERER+cRkkXTJ4XDguTHP4Lkxz8DhcGgdDux2Ox4Y0B8PDOgPu92udTi6wm1DRIW5zgaKq5A43B/pkt6GkGM8/hELUUXC4f6orHG4P/JrAQEBeGHsOHWa9MtsNmP6/z5Qp4mIqGJhski6ZDab8drrr2sdBhVBQEAAnnjqKa3DICKdGj58OKZOnYpBgwZpHQqVEO9ZJCIiojKT2xs693/yPzyzSLokhEBOTg4AIDg4mMP96Zgsy9i8cSMAoGOnTjAajRpHREREpYlnFkmXcnJyEBURjqiIcDVpJH2y2+1I7NEdiT26szc0EeXz008/AQB+/vlnjSOhkmKySERERGUmd0zo06dPaxwJlRQvQ5MuBQcH41yGVZ3Wmt7iISLyF5UqVYLVavWrx/+QN55ZJF2SJAkhISEICQnRxf2KeouHiMhfxMXFAQBiY2M1joRKiskiEREREfnEZJF0yel0YsIrr2DCK6/A6XRqHQ4cDgeGP/Iwhj/ysC6GHyQi8he535l6+C6nkuFwf6RLehtCjvH4RyxEFQmH+6OyxuH+yK+ZTCY8/d//qtNERESkDR6FSZcsFgvemzZd6zCIiOgaNW7cGL///jvq1aundShUQrxnkYiIiMqM2WwGwKtE/ozJIhERERH5xGSRdCk7OxtBJiOCTEZkZ2drHQ4REZXQiRMnAABpaWkaR0IlxWSRiIiIyszFixcBeHrekn/iDQSkS8HBwTiemqZOa01v8egJtw0RFSYgIAAA71n0Z9xzpEuSJKFq1apah6HSWzx6wm1DRIUJDg7G+fPnYbFYtA6FSoiXoYmIiIjIJyaLpEtOpxNvv/km3n7zTV0MEeVwODB65AiMHjmCw/1dgduGiKhi43B/pEt6G0KO8fhHLEQVSUUb7i8oKAg5OTlah0d5cLg/8msmkwkPP/qoOk36FRAQgJdfHa9OExEV5Do7N1Wh8ChMumSxWPDRJ59qHQYVgdlsxisTJmgdBhHpVP/+/fH555/jrrvu0joUKiHes0hERERlJjY2FgAQExOjcSRUUjyzSETXRFEUHNi/HwDQuEkTGAz8G5SIqCJhski6lJ2djVrVPH+NHk9NY6cJHbPZbGjbqiUAdnAhovyWLVsGAFi5cqXGkVBJMVkk3WKvOSIi/3fkyBEAwPHjxzWOhEqKySLpUlBQEA4cPqJOa01v8RAR+Yvw8HBYrbzq4M+YLJIuGQwG1K5TR+swVHqLh4jIX9SpUwcnT55EjRo1tA6FSoh3ohMRERGRT0wWSZdcLhc+eP99fPD++3C5XFqHA6fTiXEvvIBxL7ygi+EHiYj8hdvt9vqf/A+H+yNd0tsQcozHP2IhqkgqynB/kZGRyMjI4HB/OsTh/sivGY1GDBg4UJ0mIiL/lHtO6jo7N1WhaHoZesqUKbjpppsQFhaG6Oho9OvXD8nJyVd93w8//IDGjRsjMDAQLVq0wPLly8shWipPgYGBmPPNt5jzzbcIDAzUOhwiIr+jl2Ns/fr1AQBxcXHXVA9pR9Nkcf369Xj66aexdetWrF69Gi6XC7169UJ2drbP9/z2228YOHAgHn30UezcuRP9+vVDv379sHfv3nKMnIiISN/0cozNvTWFjx3zX7q6Z/Hs2bOIjo7G+vXr0blz5wLLDBgwANnZ2Vi6dKk67+abb0br1q0xa9asfOUdDgccDof62mq1Ii4ujvcsUrHo7b48PcWjp1iIKpLSvmexLI6xgO/jbG7cnTp1wqZNm9CyZUvs3r37mttBpaeo9yzqqjd0RkYGAKBy5co+y2zZsgU9evTwmpeYmIgtW7YUWH7KlCmIiIhQf3ga3D9kZ2cjLjYGcbExhf4VTERERVMWx1jg6sfZ1NRUAJ5klfyTbpJFRVEwevRodOzYEc2bN/dZLi0tDTExMV7zYmJikJaWVmD5cePGISMjQ/05ceJEqcZNZefcuXM4d+6c1mEQEfm9sjrGAlc/zuYmiRcvXryGFpCWdNMb+umnn8bevXuxadOmUq3XYrHAYrGUap1U9oKCgrBj91/qtNb0Fo+ecNsQ6V9ZHWOBqx9nTSaT1//kf3Sx50aMGIGlS5diw4YNqFmzZqFlY2Njcfr0aa95p0+fRmxsbFmGSOXMYDCgabNmWoeh0ls8esJtQ6RvWh9jQ0JCcOHCBZ648WOaXoYWQmDEiBFYtGgR1q5di7p16171PQkJCVizZo3XvNWrVyMhIaGswiQiIvI7PMZSadH0zOLTTz+NefPmYcmSJQgLC1PviYiIiFAvZw0ePBg1atTAlClTAACjRo1Cly5dMHXqVPTp0wcLFizA9u3b8emnn2rWDip9LpcL33w1BwDw0JChCAgI0DQep9OJdy59Bl8YNw5ms1nTePSE24ZIn3iMpdKi6aNzJEkqcP7s2bMxdOhQAEDXrl1Rp04dzJkzR13+ww8/4JVXXsHRo0fRsGFDvPPOO7j99tuLtE4O9+cf9PY4FsbjH7EQVSTX+ugcLY6xuXHnfRxLpUqVkJ6ezuH+dMgvhvsrSp6alJSUb959992H++67rwwiIr0wGo2446671GnSL5PJhMeffFKdJiJ90MsxVlGUIsdD+sRvdtKlwMBA/LBwkdZhUBFYLBbM+OBDrcMgIp3q3bs3vvvuO3Tr1k3rUKiEdPOcRSIiIqp4GjZsCABo0KCBxpFQSfHMIhFdEyGE+vD0qKgon/dJERGRf+KZRdKlnJwcxNevh/j69XhDtM7l5OSgVrVY1KoWy31FRPmsXbsWALB+/XqNI6GS4plF0iUhBI4fO6ZOExGRf9q7dy8A4ODBgxpHQiXFZJF0KTAwEBu3bFWntaa3eIiI/EVwcDCsViuHA/VjTBZJl4xGI2686Satw1DpLR4iIn/RoEEDpKWlIS4uTutQqIR4zyIRERER+cQzi6RLbrcbP3z/HQDgvv4DNH/Ys9PpxIf/+x8AYMR//8sh7YiIiij3ody5/5P/YbJIuuRwOPDI4MEAgLv69tM8WXS5XHh57IsAgMeffJLJIhFREf39998AgH/++UfjSKikmCySLhkMBtzavbs6TURE/olnFv0fk0XSpaCgICxbuUrrMIiI6BrVrl0be/bsQbVq1bQOhUqIp2yIiIiozERERAAAwsLCNI6ESorJIhERERH5xGSRdCknJwdtWrZAm5YtOIQcEZEfO3v2LADg4sWLGkdCJcV7FkmXhBDYf6kHHYf7IyLyX6mpqQAuJ43kf5gski4FBgZi5a9r1Gmt6S0ePeG2IaLCGI1GAIAkSRpHQiXFZJF0yWg0onPXrlqHodJbPHrCbUNEhalbty4uXrwIm82G1q1bY8eOHWoCSf6B9ywSERFRmfn5558RHBwMANi9ezeCg4ORnJyscVRUHEwWSZfcbjd+XrIYPy9ZDLfbrXU4cLlcmPXRR5j10UdwuVxah6Mr3DZEVJgaNWrAarWiefPmADzDpzZu3BgHDx7UODIqKklcZ70HrFYrIiIicPrCRYSHh2sdjiY8e1xAEYCiCAh4/lcufRSEADxzAfj4dJT1hyY7Oxt1Y6sAAFLSziMkJKSM18h4KkIsRBVJptWK+jWikZGR4VfHq9zjbEFx33PPPVi0aBEAIDIyEnPnzsXtt9+uRZiEwvdVXjyzSLpkMBhwU/ubcVP7mzncn84ZjUbc2e8e3NnvHt6HRESFWrhwIdauXYubb74Z6enpuOOOO/DAAw/AbrdrHRoVgkdh0qWgoCAs+zUJy35NQlBQkNbhUCECAwPxxTfz8MU389gbmoiuqlu3bli/fj2eeuopCCEwf/58BAUF4cMPP9Q6NPKBySIRERGVK7PZjJkzZ6JTp07qvJEjR6JHjx7IysrSMDIqCJNFIiIi0sSGDRvwv//9T73Xec2aNahSpQpGjBihcWSUF5NF0iWbzYZeXTqiV5eOsNlsWodDhcjOzkZ0WCCiwwKRnZ2tdThE5GdGjhwJq9WKJ598EpIkwel0YubMmQgKCsLJkye1Do/Ah3JXaLm9nmXF86MoAi5ZgcutQBaALCuQFQEhBPL2iRcl7Otcmv3qc3JysOvPHQCAcxk5CHZp++T/nJzLN19fyLTDLmvbkUNP8egpFqKKJCvz+un0YTAY8NFHH+GZZ55B8+bN4XQ6YbfbUadOHYwbNw6TJ0/WOsTrGs8ski6ZzRZ8/NV3+Pir72A2W7QOR3fxEBFVRA0bNoTD4cDtt98Ok8kEWZbx+uuvIzo6Gq+99prW4V23ivScxb/++qvYFTdt2hQmk/5OXF5Pz1n05zOLVLicnGy0bVgDALDj0CkEB2v3bEM9xUJUkWRlWnFT41oV6jmLxXHu3Dn06dMHv//+uzrPaDRi9OjReO+990oj1OteUfdVkbK51q1bQ5IkFPX53QaDAQcPHkS9evWKFi0RERFRHlFRUdi2bRs+//xzPP7441AUBbIsY+rUqZg+fTruvPNOfPvttwgNDdU61AqvyKf+tm3bhqpVq161nBBCHdKHqKRkWcbWzRsAADd37Kz5w55dLheWLvweAHDHPf0REBCgaTxERNeLYcOGYdiwYXjjjTfwzjvvwGq1QlEULFmyBGFhYWjZsiW2bt3KZ/KWoSIli126dEGDBg0QGRlZpEo7d+7MnaYRz7B9gMstw+H2XGaWZQVOtwIhBJxuBXanDPelS9ButwIBAVkWcMsCCi4P+acluy0HwwbeDQBYuCkZgUHBmsfz0pinAQCN2/XQRTy5jp3OQmCQwliIKpgcPm/Qy8svv4yXX34Za9euxeDBg3Hq1CkAnlvlateujZEjR+Kpp55ClSpVNI604ilSB5d169YVOVEEgOXLl6NatWoljYkIkiShXqOmqNeoKSRJ257QRESkH7feeitOnjyJ3bt3o0aNGqhZsybOnj2L8ePHIzo6GkFBQfjggw+0DrNCYW9o0iVLYBA+nL8SH85fCUsgz1ITEZG3li1b4uTJk0hJScG8efPQunVrKIoCu92O//73v4iKisJTTz2FM2fOaB2q3yt2d2UhBH788UesW7cOZ86cgaJ4X3JauHBhqQVHREREVBiTyYSBAweif//+uOuuu7BixQoIIXD+/Hl8/PHH+Pjjj2EymdC7d2/8+OOPMJvNWofsd4p9ZnH06NF46KGHkJKSgtDQUERERHj9EBEREZU3o9GIZcuWQVEUrFq1Cp07d1Yf4ed2u/F///d/CAoKQrt27fDTTz9pHK1/KfaZxW+++QYLFy7E7bffXhbxEAEAHHYbxv93MABg0v++5qVoIiIqsp49e6Jnz55QFAUPPfQQfvzxRzidTiiKgj/++AP/+c9/AADR0dH4+uuvkZiYqHHE+lbsZDEiIoLPT9QZIQRcbk+PZ+elHtBOtwxrjhNOl4JsmwtWmwvZdjdsOS5IBgkQAm6HG4pbqF2f8z1HU8NOrQ67DXt2bAUApBw6r3my6LBfHp/66OELsARqO161nuLRUyxEFYkth72hr5XBYMDcuXMxd+5cWK1WvP766/j222+RmpoKADhz5gxuu+02BAQEoFOnTvjss8+Y4xSg2JehJ06ciNdeew02Gw8IVHZMAQF4dPQ7eHT0OzDp4JmGeotHT7htiMgfhIeH45133sG///6LVatWoVatWurTNlwuF9auXYv69esjICAAL774osbR6kuxzyz2798f8+fPR3R0NOrUqZPv4cR//vlnqQVH1y+j0YQ2N/fSOgyV3uLRE24bIvI3PXv2xLFjxwB4bq979dVX1ddutxtTp05FnTp18MQTT/DxbShBsjhkyBDs2LEDgwYNQkxMDDciERER+a2HHnoIDz30ENxuN4YOHYrt27cjOTkZTz31FLZt24Zp06ahcuXKWoepqWIni8uWLcPKlStxyy23lEU8RAAARZGRcugvAEDdhi1hMGg73J8su7H7j7UAgFY33Qqjsdi/OhUWtw0RVQQmkwnffvsthBB47733MHbsWHz11Vf46quvMGPGDIwaNUrrEDVT7G/1uLg4hIeHl0UsVAxCCLhkAadLhlsRyLa7kJHtRHqmA5l2N9KznHA73RACUFwyZJcCoSiQDAa4bS7ITjeELNRh/YRLzq1Yu0bl4XDYMG3CwwCAN95bDYtF4w4uDhu+mPGCruLJZTuXBcUiaxqLnrYNUUVht2VrHcJ1SZIkPP/882jatCnuuOMOAJ7HBmZkZGD8+PEaR6eNYndwmTp1Kl544QUcPXq0DMIh8pAkCVFVayKqak3e6qBzBsmAeg1ao16D1jBIHBSKiCqGPn364IsvvlCPQRMmTMCtt94Kt9utcWTlr9jf7IMGDcK6detQv359hIWFoXLlyl4/xbFhwwbceeedqF69OiRJwuLFiwstn5SUBEmS8v2kpaUVtxmkc2ZzIMaOX4Cx4xfAbA7UOhwqRIDZgqdGfYinRn2IALNF63CIKA8eZ6/NI488gvT0dDRp0gQAsG7dOgQGBuL555/XOLLyVezL0NOnTy+1Mz3Z2dlo1aoVHnnkEdxzzz1Ffl9ycrLXpfDo6OhSiYeIiKgi4XH22oWHh+Pvv//GI488gtmzZ0OWZbz33nv4/vvv8eOPP+Kmm27SOsQyV+xkcejQoT6XFffZi71790bv3r2LGwKio6MRGRlZ7PcRERFdT3icLT1ffvklmjZtihdffBGKouD48eNo164dEhISMGfOHDRq1EjrEMtMsS9D//e//y1wfnZ2drkNAdi6dWtUq1YNPXv2xObNmwst63A4YLVavX5I/1wuBz7/+Hl8/vHzcLkcWodDhXA4bJgw7g5MGHeHV8cbIvJfPM4W7LnnnoMsy/j444/VM69btmxBfHw8atSogbNnz2ocYdko0aNzKlWqhNdee02dl52djdtuu61UAytItWrVMGvWLNx4441wOBz4/PPP0bVrV2zbtg1t2rQp8D1TpkzxitWfCSHglgWcbgVuWUF6tgNn0+1Iz3Yiy+aCzSnDbXMBAGSnDFeOC0IRkB1uCEXAYDRAdstAltMzlN9FGyALwK0AkuT5Xyf9ExSXHQf+3uKZPnIBCND4vkWX/fJ0SjoQYPdZtFzoKR6XHdlZ6fqIhagiceSU+yqv9+NsUT3xxBN47LHH8Morr+Ctt96CEAL//vsvoqOj0adPHyxZsgRGo7aPfCtNxU4WV61ahU6dOqFSpUoYPXo0MjMzkZiYCJPJhBUrVpRFjKr4+HjEx8errzt06IAjR45g+vTp+Oabbwp8z7hx4zBmzBj1tdVqRVxcXJnGSdfOZDBhQM9R6rTW9BYPEVFZ4HG26AwGA95880288MILuOGGG9SnxCxbtgxmsxmDBw/G7NmztQ2ylBT7qFe/fn388ssv6NatGwwGA+bPnw+LxYJly5YhJCSkLGIsVLt27bBp0yafyy0WCywW9tD0N0ajCTc166F1GCq9xUNEVF54nC1cZGQkUlJScOTIEfTo0QNHjx6FoiiYM2cOBgwYUC5XXstaiS46tmzZEkuXLsVLL72E4OBgrFixQpNEEQB27dqFatWqabJuIiKiio7H2aKpX78+UlJSsGbNGnVeRXmId5HOLN5www0FPi7HYrHg33//RceOHdV5f/75Z5FXnpWVhcOHD6uvU1JSsGvXLlSuXBm1atXCuHHjcOrUKXz99dcAgBkzZqBu3bpo1qwZ7HY7Pv/8c6xduxarVq0q8jrJPyiKjNRznkHdq0XV1n64P0VG8jHPZzu+dhsYNY6HiKgoeJwtf7feeisaNWqEgwcPolWrVlqHUyqKlCz269evTFa+fft2dOvWTX2de8/DkCFDMGfOHKSmpuL48ePqcqfTiWeffRanTp1CcHAwWrZsiV9//dWrjopGCEBWBFxuGTanjAuZDpw4mwWbU4bN4YbDIXs6vuS4ILtlyE4ZikuB7JQhTmcBThmwOiFsLihuBSLbBUN0MBBg9HRqccme/43wnGeWhWelirbtdrkcmD7Pc4/gG8O/g0XjDi5ulwNfLpmkxmPUvMNNnh3kVABRgh0mhGff6yEWvTDA+7N/5Wt/VVr7Wq8qyn66kuvaG8XjrDYmTZqE+++/v1gn0PSsSMnihAkTymTlXbt2hShkLOI5c+Z4vX7hhRfwwgsvlEkspC8SJISHVFaniYio+Hic1UanTp0AeC7hW61Wrwec+yN26yRdMgdYMH5IxehFRkRE15fq1asjPDwcVqsV9957L1avXq11SNekSB1cKleujHPnzhW50lq1auHYsWMlDoqIiIjInzkcngElfv3116uOya13RTqzmJ6ejhUrViAiIqJIlZ4/fx6yLF9TYERERET+atWqVejSpQsA4N5778WqVavQvXt3jaMqmSJfhh4yZEhZxkHkxeV2Yv6a6QCAgd2fQYDJrHFERERERde5c2ckJyejZcuWcDgcSExMxK+//oquXbtqHVqxFSlZVJSK2M1M34QQsDtlON0KzmbYcfxMFmRFQbbd7Rnuz6XAZXNCdnrO4Nov2CDO5QBncjw9H4UAIgM9Q/hFWiC5FQgAhsqBEBkOCJcCKcwMOGQIp+zpNW00AEYJkAD4vh+6XMhuO/468hsAoP8Nj8FoKuRMdTnEK9yXh7ATF21QTNpuIM3iKWBbFzkWHXyuiPyGBChOjrXu7xo1aoTt27ejbdu2cDqd6NatG2bPno2hQ4dqHVqxsIML6ZLRYEK/tg+r01rTWzx6wm1DRORb8+bNsWHDBtx8880AgIcffhitW7dG69attQ2sGPjNTrpkNJjQoWGi1mGo9BaPnnDbEBEVrn379vjkk0/w+OOPAwB69eqFM2fOaBxV0ZVouD8iIiIiKrrHHnsMX375JQDg7NmzfnWLH5NF0iVFKDibmYqzmalQdDAiiKIoOHJ6H46c3udXv+DlgduGiKho7r77bnV67969GkZSPEwWSZfcshPvLnsG7y57Bm7ZqXU4cCtOfLJuMj5ZNxluRft49ITbhoioaCIjIyFdGnrz7bff1jiaoiv2PYu33norunTpkm8IwIsXL+Lee+/F2rVrSy24640QgNMtw+VWcM5qx6lz2bA5ZeQ43JAVAZvNDZfNqY797EjLAtKyLvV4DvRUEBIAZDo846Sm2yEcMuCQIVUOhBRqBpxuSAaDp3e0UwaMEqTgAMBk8LxWhD56rMoCgQHB6jQkrbtnC+9pf4+nNHsmy0BMeA11WvNt4+/Ya5xyyfwgVGRbtmzROoQiK3aymJSUhD179mDnzp2YO3cuQkJCAHgGH1+/fn2pB0jXJ7MpEJP6faF1GFQEZpMFzya+p3UYRER+ITQ0FJmZmcjIyNA6lCIr0WXoX3/9FWlpabj55ptx9OjRUg6JiIiIqGJq2bIlAODChQt+M2Z0iZLFatWqYf369WjRogVuuukmJCUllXJYRERERBXPjz/+qN63ePvtt8Nut1/lHdordrKY20CLxYJ58+Zh1KhRuO222/DRRx+VenB0/XLLLnz3+8f47veP4ZZdWodDhXC6HZi68jlMXfkcnG6H1uEQEelabGwsZs6cCQBwu92oWbOmxhFdXbHvWRTC+4bbV155BU2aNOHY0dfA5VbgkhVczHLg1NlsZDvcsDllOF0y7E4ZskuGM8sJV7YTrrQs4IIdCDYBZiMQaALsbiA101OZ2QRUDfHMu2iDZDJA2NwQ52xQspyAW4GwuyEFmiAcMiSjBAhAyAok0xV/O2h4b7XsdmDHsQ0AgH4NHoTRpNEjWS51NhDuy718hdUJYZK0iSc3Bh3FI9wOnLaeuhSLA4KP+icqFXl/z6liefLJJzFt2jQcPnwY58+fx5IlS9C3b1+tw/Kp2F/rKSkpqFq1qte8e++9F40bN8b27dtLLTC6vhkMRtzeqL86rTW9xUNERP5t//79qFKlCqxWK0aNGoXOnTujUqVKWodVoGIni7Vr1y5wfrNmzdCsWbNrDogIAEwGE7rUvV3rMFR6i4eIiPybyWTCiRMncMMNN+Cff/7BhAkT8L///U/rsArEh3ITERERaSA8PBwDBw4EABw7dkzjaHzj3UWkS4pQkOnwPIMqzBIBg6Tt3zWKUHDKehQAUCO8jubxEBFRxTBjxgwAwJo1a7QNpBA84pEuuWUX3lz/DN5c/4wuekO7ZRc+3DoJH26dpIt4iIioYsh9dE7uICd6xDOLGrI7ZVzMciD1Qg7sDjey7G51aD+73Q1Huh0umwvufzMBWQGCAzzD+dndQJbTMxRUSICnR7TJAGQ6IGwu4LANitXhWW681EvWLQCDBMjC0xPa6gAsJghZQLIYIZmNnmEDDZJnyD/A0xNYKwYJBsmoTsOgYTASvNevdTy5MeSd1jIePcVCVJFI/F26HgQFBSErKwt33HGH1qH4xGSRdMlssmDKbV9qHQYREVGZysnJAQB07txZ40h842VoIiIiIo0oiuc5wg8//DBGjBihcTQFY7JIREREpJEnnngCgGfQk5kzZ6J58+ZIS0vTOCpvTBZJl9yyC4v3fY3F+75mhxIiIqqwPv74Y8yfPx9Go+c+/X379qFmzZoYP368xpFdxnsWy5nTJSM9xwVrthMXM+3ItLlhc7rhlgVyHG64sp2wp9vhOpvt6bgCAGYDkOkGsl1AWhYQZgEqBQGZDsDqhMhxQuS4PR1UjBKEze15n1GCFGAEDBIUa46nE8uljixSmAUi2wnhdEP+13ap84vnVLiQNRpaLw+n4sCW457HCPS03AphsGgaj0u5POax6+hZSIxHl7EQVSQu2a51CFRO7r//ftx///2YOHEiXn/9dciyjMmTJ+ONN97AN998gwceeEDT+HhmkXTJIBnRrUpPdKvS83KvaMajS9w2RESlY+LEifj3339x0003AfDcz/jggw+iTZs2sNlsmsXFM4ukSybJhO5RiVqHodJbPHrCbUNEVHqio6Px+++/Y/To0Xj//fcBADt37kRUVBSys7M1iYlnFomIiIh0ZsaMGfjtt9/U1w6Ho5DSZYtnFkmXhBCwK577dQINgZA0fjitIhScdZ4BAFQ1R3O4vzy4bYiISt+5c+fQsWNH9fXcuXM1i4Xf6qRLLuHEG4dfxRuHX4VLOLUOB27hwgdH38MHR9+DW7B3dl7cNkREpUsIgaFDh0IIz4hqw4YNw4ABAzSLh2cWy5gQgMstIyPHhRyHCxczHcjMccElC2TbXXArApkXbZ5e0BdskAKMMFwalg/nbZ7h+gKMQKVAIOPSKejUTChWp7oCyWKCyHZCCjFDXLR7ek9LEuCQ4f7XCslogBRqgZJhAxQBIQSkwABAViBynDCEWDzryDvUn8aMshk4dGm6ShiMRm172DKewmMJSQnVRSxEFYnRbQIOax0FaeGNN97AsmXLIEkS+vTpg88++0zTeJgski4FGMx4PeEjAOBlTZ0zGy14pf1UrcMgIqoQXn75Zbz55psAgA8//BBPPfWUxhExWSSdkiQJRj6GhYiIrjO5iWKNGjV0kSgCvGeRiIiISDcCAwMBAKdOncIXX3yhcTQeTBZJl9yKG8tTfsTylB/hVtxah0OFcMlOfLpnKj7dMxUuWfvOSERE/iw1NRVmsxkAMHz4cKxfv17jiHgZukwIIeB0K8jIdsLhkpGe5USOwwWXW0GmzQ2nW4HTLSPrXA5yzmXDFBgAySABbgXC5oLsVCBFBUNkOgC7G8h0QPyb5ektYzJ4huu7NBSgcsHzRHdDmAXy8QxIwQEQVqennCJgCA+CsDkhn/Z0dBEuGRACIsepdmgRQkCcy/R0coHnEnBuD6zSVJx6XYoDG/9dDQDoFtJV8yHk5DxD2snnMyEbtE2K9BSPW3EgxXrQM33eCgOH+yMqFTKH+7suRUZG4tixY6hXrx5sNht69uyJHTt2oEWLFprFxGSRdMkgGXFLpS7qtNb0Fg8REVVcsbGx2LRpE2666Sa4XC60atUKx48fR82aNTWJh5ehSZdMkgm3Rd+J26LvhEnS/m8avcVDREQVW5s2bfDaa68B8FyxrF+/vmaxMFkkIiIi0qFXXnkFt912GwDA6XQiJSVFkziYLJIuCSEgCxmykMvk/sniUoSCi64LuOi6AEUoWodDRETXiRUrVsBi8dwL/vbbb2sSA5NF0iWXcGLCwRcx4eCLuhnub+o/b2LqP29ySDsiIipX7dq1AwD8/PPPmqyfN1+VAiEEZAWwu9zItrthd7phzXbB4ZJhc7hhc8pwuhVk293IuZAD+0UbjBaTpwe0LODOcgA5bkgRFghZAEKGOHTeM+Sf3Q3hViBZjBAO2bNCowTYZcinsyEFm6CkZkEKCoAUEQg5zQopwAhx8VJvZ6MBkBVPr+hsB5SLWTCEB8N9Jh0QAsZKoYDRACkwAEJWAJcMpYyG/CtOrUKRL087ZAiDto/PYTzlH4tkkCB0MvwkkRYEHxtGlzz88MPYuHEjUlNTkZycjPj4+HJdP88ski4FSAF4KW4CXoqbgAApQOtwiIiINPPQQw+p00OHDi339WuaLG7YsAF33nknqlevDkmSsHjx4qu+JykpCW3atIHFYkGDBg0wZ86cMo+Typ8kSQgyBiHIGARJkrQOh4jIL/E4WzGYTCaEhoYCAP744w84neV7e5amyWJ2djZatWqFmTNnFql8SkoK+vTpg27dumHXrl0YPXo0hg0bhpUrV5ZxpERERP6Hx9mKY9q0aQAAWZbL/QHdmt6z2Lt3b/Tu3bvI5WfNmoW6deti6tSpAIAmTZpg06ZNmD59OhITE8sqTNKAW7ixIX0dAKBzZDc+25CIqAR4nK04hg8fjjlz5uC3337DwYMH8fjjj+OTTz4pl3X71T2LW7ZsQY8ePbzmJSYmYsuWLT7f43A4YLVavX5I/xShYF3GGqzLWMNH1RARlRMeZ/Vtw4YNCA4OBgB8+umnWLt2bbms169O16SlpSEmJsZrXkxMDKxWK2w2G4KCgvK9Z8qUKeoT0EuLp/ezgFsWsDndyHG4PeM+57iQbXdBUQSyHW7kOGTkONywncuBK8eJgFAzJIMBBpMBrkzP2L7GIBNkmxuQFYiTVsDqBCxGQAGQ7QICTUC2y9NL2iVDOe/wLDMAhggLlHM5kCwmKFbPGKKGiCCIS9PyhWwYLvVyFmcyIBxuGMKCYPv3LMwhwYBbgf3cRbgUFywGz6DlRr0MZSfcuMnc1jOdngNF0vjxOTqLR8nzOCElPQuKZNYumNLcNpfGKyciQBGOqxcqZXo5zlLBjEYjNm7ciLZtPd+5jzzyCFJSUsr83n6/OrNYEuPGjUNGRob6c+LECa1DoiIwSSbcEdQbdwT11sUlaL3FoyfcNkTXNx5ny1ebNm3wzDPPwGg04tixY5gwYQIUpWyvwPlVshgbG4vTp097zTt9+jTCw8ML/GsHACwWC8LDw71+iIiIKD8eZ/3DtGnT8P777wMAJk+ejNjYWPU+07LgV8liQkIC1qxZ4zVv9erVSEhI0Cgiul4IIZCtZCNbydbF8IN6wm1DVHHwOOs/nnrqKcyaNQsWiwVnz57Fc889h5tvvhlud+k/zF3TZDErKwu7du3Crl27AHi67O/atQvHjx8H4Dm1PXjwYLX8E088gX/++QcvvPACDhw4gI8++gjff/89nnnmGS3CpzLkFE68lvEmXst4E04dDPfnggvvZE7HO5nT4QKH+8uL24ZIv3icrbgkScLjjz+OGTNmqPcsbtu2DdHR0di8eXOprkvTG4y2b9+Obt26qa/HjBkDABgyZAjmzJmD1NRU9QMNAHXr1sWyZcvwzDPP4P3330fNmjXx+eefl0l3/ssnSAQUAbjcCmRFwOlW4HTLyLG7Lw/n53BDVgTsLhmZNhccLgX2izZAkmAMMEAyGSAZDXBmOCC7ZZjDLDAKAfmCDfIFG5DlAkwS4BaA6VL+7nRDCAGRmuUZ6s/q8CyzyxCyAslkgJLlAgKMkM9mQsm0wxAWCOViNoTdBWH3DPenWF1Q7J4DuBRgxPm0kwg2BsGWlQnA0+tYQME55wVkypkw6ORks0u4ocBzD0ZKznEEaHwvnEtc/kvtyngMkgSlnM+oFRZPedNTLEQVSWn8oazn4yyVjieeeAJDhw5F3759sWrVKly8eBG33HILmjVrhl27dsFkuvbvZE2/1bt27VroZauCnhrftWtX7Ny5swyjIj0wwYj/mO5Rp0m/AiQThgQM0joMIioAj7PXh8DAQKxcuRKrV6/Gvffei8zMTOzbtw9msxmbN2++5tsI9HEaiegKkiQhRApGiBTM4f6IiIiKoGfPnjh79ixiY2MBeO4p79KlyzXXy2SRiIiIqIKwWCxITU1FrVq1AAABAQHXXCdvLiJdkoWM/coBAEATQ2P9PCyc8pGFjI2y52bqTsaO3FdERBpbtmyZVyema8Uzi6RLCgR2KDuxQ9kJBXwci54pEDgmjuOYOM59RUSkA/369QMABAcH46WXXrrm+q77M4tCeK7pKwJQhICiCCjqcH6eHtAOlwynS4Fb8Qzp53LLcDgVyELA5pSRZXPBke2E2+6GKdAEg8kAxa3AbXfDcKl3c0BwAFwAZKcM57EMwCgBDhlwK56e0EYDAAXIcUNkOCDcCqQAI6QgE0SWExCAyLRDirBASc2EfNYGQ3gQlPNZkMymSz2fbVAybTCEBELOtkMyGuFyO3HacQYmyYgAKQBR4TFw2mxQFBcy3VkwSJJ6JijCFA4DDGov5PLu4ZuXLGTEK40AAGHGUM3PVuktHpdwAZc6IYcYgxEgXftlhooQC1FZK8+nHwSIAPV3i6ioJk2apD5rceDAgTAYrv284HWfLJI+GSUjupu7Xb1gOdFbPERERAV54403AHjuVfz8889LpU5ehiYiIiKqAGw2G5xOz/M5g4ODIctyqdTLZJGoCIQQcAkXXMLFIe2IiEiXgoKCcOONNwIAMjIyEBwcjKysrGuul8ki6ZJLuPC5fTY+t8/23BOnMTfc+MzxJT5zfAk3byIiIiKd+uOPP9SHcDudTsTFxV3zeNHX7T2LiiLgcitwyQqcbgXKpQ4tdqcMp1uBwyXD5ZbhlsWlof4UONwKbA4ZNqcb9mwXIASMZs8mNAQYYXApcDtkKJkOBFYKgtvmhuyU4Xa4kXMs3bNikwEwGwCbGwg2eTq5nHF4ljndgCRBCrNAcitQspyQjBJgMkBJy4JUOQhyaiYkkxGGIDOU9BzPcH/nrJACzbCdPuepJycbgZUjYb+QDpdwoWZITUAICEWBNesi7IodLuGGLGRkujJhlx1QoKgdE7QYvu5KbuGGE55T6Z4OOtp+VN15hrRjPPqNhagi0cMfyuSffvvtN7Rp0wY7d+5Eeno6+vfvj/nz58NisZSoPp5ZJF0ywohe6IFe6AEjh/sjIiIqlj///BOLFy+GxWLBokWLcNddd3mNA14cTBZJlyRJQqgUilAplMP9ERERlUDfvn2xdOlSBAQEYNWqVahXr16J6mGySERERFRBdejQAS7Xtd3SwJuLSJcUoSAFRwEAdVEHBol/1xARERVX79691elvvvmmRHUwWSRdUqBgN/4CANRGLRh4EpyIiKhYZs+ejQ0bNgAARo8ejYEDB5aonus2WXQrAi5Zgc3hRo7DDbcskGVzweZwQxECdpcMu1NWh/uTFYEAowEmowHBFpPaY9gzXCBgNEiICLMg2+6G2+mG2+aGIisQigKDyQBzbCgAQHa4IRkMEG4FcpbD0zu6XiSQ7QIcbsAgAU4ZsDpgCDV7ek5nuWCsHQGR5YKhchBEhgOGyCAoNk9vYVOtKCgZNgRVj4YUGACR7YCSaUOAIQA5LhvO2s4gW86GSQpAtpwNl+KGU3GisjkSMeZoKFBgMZjhFjKcihMu4d3FXhFKee8euIWMOu7aAIBIUyRMGg+vp7d4XMIFXLqqEBEQrukQe3rbNkQVhVM41d9zouJKTk7GsGHDAAC1a9fG9OnTS1zXdZsskr6ZJCNuDeiqdRgqvcWjJ9w2RET607p1ayiK52TPmjVrrqkuXtsjIiIiqkAOHToEu90OAOjevTvq169/TfUxWSQiIiKqQBwOhzq9atWqa66Pl6FJl9zCjR9dCwEA/wm4R/NRQVzChW9c8wAADwU8oOk9gnrDbUNEpC+ZmZnqtMFw7ecFr99kUQjPkH+ygMOlwCXLAIBAixGKIhBkMUGSPMMCyoqnI4usKDBIEiRJQpDFBIMBsDtkuNwKFCFgc8oIshhhNARCUTzljQYDHC4ZBoOklnO5PfcQON0KZKcMIXs6wTiznHA73JAkCYpLhtvuhrC5IAFAjhuSSwYyHECYGch0wtiwMiALQFGgpDsgLtohHG4gKgzKxWwYwoMQaDRAON1wHz8HxWrzdLgJNMMQGQL5TAaszgwAgE32/BUiwYAAyQQFAopQICA0eWyNBAk5sHmmJanUY1CEUqw68/bGNkgGzR/lo6d49BQLUUXCp0BQSeXk5JRqfddvski6ZoQRdwfcpU6TfplgwoPmgeo0ERFp6/fffy/V+vjNTrpkkAyoIlXROgwqAkmSEIRArcMgIiIAq1evxnvvvVeqdTJZJCIiIvJjdrsdffv2xYYNG9Re0IDnj/nSwBsiSJcUoeCgfAgH5UOaPBScik4WMja7tmCzawtkIWsdDhHRdeP06dN46623EBQUhFWrVqmJosFgQOfOnfHPP/+Uynp4ZpF0SYaMDe5NAIC65jq80VvHFCjYrxwAALTDjbzHlIioDLlcLgwYMACSJOH//u//4HJdHuYnJCQEr7/+OkaPHl2q67xuk8UAkwGBZhMCTAaEBQVACAFFCCgCkAAIeEbeM0gSjEaDOi+3d7RyqTe1IoS6LJdnCEBPXbKiqD2pJUhwyQrcsnLpfRLsTs9Qg7k9pe0uGYri6aGtCAG7U/a8X1YgZAWQJDgzHVBcMlw2F+QcF+BWYFAABJqA01lAphOwGIEsJ+BWIHLcMDWsAhglQBYQVgeES0ZAw2gEygLCJXvK2V2edeSuS7nUKkV4bzxxxesy4FJcaHSyCQCgbs0WCDBo+zgWvcXjVByAJz9DnXrNYDZYGAtRQSSpXL6zyoJdtgPJWkdBepGcnIwxY8Zg+fLlXvPbt2+PPn364N5770XTpk3LZN3XbbJI+hZgCMCQWsO1DkOlt3iIiKjiO3z4MMaMGYPdu3fj+PHjXsuio6OxcuVKtG7duszjYLJIREREpANOpxMLFizAvHnzsHXrVmRkZHgtDw4ORo8ePTB58mS0bNmy3OJiskhERESkkXnz5uGNN97AgQMHoCgFd+isXLky3n//fQwaNKico/Ngski65FSc+PAfz3OiRtR7DmaDWeN4HHgzeQIA4KX413hfHhERlcjq1asxduxYHDp0yGtYvrxiY2Nxyy23IDExEUOHDoXJpG26dt0mi5IkwWSUYDIaYSlCXwXP/dEiz7SPcj6WK55eL1AE4L70l4Ons8zlZbKAp/OLImAwSHC6ZEgS4HApcDhluGQFTpeMHIcMk8Hz7KRMuwvypQ4oTpcCd3wUTEYDbNlOKE4ZiqxAXApIcSmQHW64L3WKgUv2DBcoe9av/u++1LlF7eBS4MYoW047zr9/DgBgTmwEi1njhz477XAdcF6KJ14X8eR2KskXT3nf0F9YLERUYsKRww4uFcC///6Lv//+G7/++it+/fVX7NixI18Zo9GIsLAw9OnTB7NmzUJoaKgGkfp23SaLpG8BpgA8PfBddZqIiMgfuN1ufPfdd5gzZw7WrFmjnrC5UmhoKO68805MnjwZ9evXL+coi4fJIumSwWBE3ZrNtA6DiIioUDabDa+//jq+/PJLXLx4EU6nM1+CaLFYMGDAAPTo0QPdunVDzZo1NYq2ZJgsEhERERXRzp07MW7cOJw5cwZHjx7FxYsXCywXHR2NmJgY3HnnnXjttdc0v+/wWvhv5FShyYqMvYd+AwA0b9gBRgNHBSEiovK3aNEifPnll9i6dSsuXLjgs8eyJEmoUqUKxo4diyeffBLBwcHlHGnZYbJIuuR2u/DNz1MAAG+MWgijmckiERGVLSEEkpOTsWnTJsydOxdJSUk+ywYHB6Nfv3647777cMcdd/j1mcOrqbgtK2WSBHgGAsydLnYNADydVC0wAhBqh9UrhwoEoA4nKISA+9L/AOCWPUMMeoYQvDzf4fL0ljZIEmRFwOmSPb2scXn4wYLqd7kVSJIEh1u+NOTg5R7ZyqX3eXp4i3wxliWnw47GSe0AANVubwSzRdsetnqLx27LAd73TMfc1gCBQdr9Bau3bUNUUeRkZwL/0zqKii0rKwsLFizA1KlTcfDgQc8xr4CDnCRJqFy5Mm688UY8/vjjuPvuuzWIVjtMFkmXzJZAvPL+PK3DUOktHj3htiEif3HmzBk88MAD+P333yHLMnJycvKVCQwMRPv27XHLLbfgn3/+wciRI5GQkKBBtPrBZJGIiIgqrG+++QZLlizB+vXrce7cuXzLc88aGgwG3H777fj0009hNms7EITeMFkkIiKiCuPs2bMYN24cFi5c6LOnsslkQqtWrTBp0iTcdtttMBgM5Rylf2GySLrkdNgx8an7AAATP/pB8/vg7LYcPHN/FwDA9AXrNb1HUG+4bYhIa1999RUmTpyIU6dOweVy5VseGhqKLl264LHHHsMdd9zB5LCYmCySLimKguNH9qvTepCZUfBfqMRtQ0Tl6+LFi9i6dSvWr1+P5cuXY8+ePfnKhIeHo3nz5pg+fTratWunQZQVB5PFcna5J7V0lV7VUp5ex949mXNn510uhHev6rxV5/Zozu3drFwqnNvLWYjLy8SlMao9vaGFuvzK3tQCAhIkCJRN12hZlvHF/EUAgJub14DRqO2jc3JystXpNg2rIDg4RMNo9BWPoij4v3VbAAD1G9bkX+xEpSQrk/fN5bV37168//77+Oqrrwo8ewgAVapUwbPPPovnnnsOAQEcKra0MFkkXTIajejYpZvWYVARGAwGNIxvonUYRFQBffTRR3j99deRnp4Om83mtUySJDz44IO4/fbb0atXL1SpUkWjKCs+XZwCmDlzJurUqaN2V//99999lp0zZw4kSfL6CQzkc92IiIgK4m/H2P379+P+++9HSEgInn76aaSmpqqJYnBwMJo2bYrBgwfDarXim2++wcCBA5koljHNzyx+9913GDNmDGbNmoX27dtjxowZSExMRHJyMqKjowt8T3h4OJKTk9XXUsmekk065na7sSlpDQDglq7dK/ST8f2d0+nEJ/+bCgB4/L/P8pETRDriL8fYnTt3YtCgQTh8+DCcTqfXMkmSkJCQgI8//hgtW7Ys81goP82PwNOmTcPw4cPx8MMPAwBmzZqFZcuW4csvv8TYsWMLfI8kSYiNjS1S/Q6HAw6HQ31ttVqvPWgqc06nA08MHgAA+PPwKSaLOuZ2uzBz2tsAgEef+i+TRSIdKetjLFDy4+yFCxfw+OOPY9myZfkuMQcHB6Nnz5547rnncMsttxQ5Fiobmh6BnU4nduzYgXHjxqnzDAYDevTogS1btvh8X1ZWFmrXrg1FUdCmTRu8+eabaNasWYFlp0yZgtdee63UYy8PeTvDeL/OV7IcoilfNpsJbW68EQBQJyYCQUFBjCeP7OzLd5DUqhqGkBDtOrjoKRaiisQaeG0dCMvjGAsU7zirKAoeffRRzJs3L98ZRACIiIjAhx9+iEGDBhWpPiofmt6zeO7cOciyjJiYGK/5MTExSEtLK/A98fHx+PLLL7FkyRJ8++23UBQFHTp0wMmTJwssP27cOGRkZKg/J06cKPV2UOkLCgrC5q3bsHnrNs0TMz3GQ0R0NeVxjAWKdpzdtWsXnn/+edSqVQtz5szxShSjo6MxceJEuN1upKenM1HUIb+7tpeQkOA1RmOHDh3QpEkTfPLJJ5g8eXK+8haLBRaLpTxDJCIi8kvFPcYCVz/Ofvrpp3j88cfV18HBwXC5XEhMTMT333/PP8D9gKbJYlRUFIxGI06fPu01//Tp00W+XyIgIAA33HADDh8+XBYhEhER+SW9HGOff/55AJ5Hov3www+4/fbbeRLHz2h6GdpsNqNt27ZYs2aNOk9RFKxZs8brL5vCyLKMPXv2oFq1amUVJmnAZrOhW6dO6NapU74bn7WQk5OD+Pr1EF+/HnJycrQOh4joqvR2jA0ICMDdd9/NRNEPaX4ZesyYMRgyZAhuvPFGtGvXDjNmzEB2drbac2vw4MGoUaMGpkyZAgCYNGkSbr75ZjRo0ADp6el49913cezYMQwbNkzLZlApUxQFW7f8pk5rTQiB48eOqdNERP5AD8fYZs2aYcuWLahfv36ptInKn+bJ4oABA3D27FmMHz8eaWlpaN26NX755Rf1htzjx497DR928eJFDB8+HGlpaahUqRLatm2L3377DU2bNtWqCVQGLBYLvvvpJ3WaiIiKTw/H2NzhWrUetpVKThLX2WkSq9WKiIgInL5wEeHh4VqHQ34iOzsbURGez8u5DKvmj4fRUzx6ioWoIrFarYipXAkZGRl+dbzKPc7mxt2pUyds2rQJLVu2xO7du7UOj/K4cl/5oovh/oiIiKhiOn78OADg33//1TgSKinNL0MTFUSWZWzeuBEA0LFTJ16+ICLyU+np6QA8D/sm/8RkkXTJbrcjsUd3ALy0SUTkz8LCwmC1WhEcHKx1KFRCTBZJlyRJQpNLN1SXxyD2V6O3ePSE24aIClO3bl2cOnUKNWvW1DoUKiEmi6RLwcHB+POvPVqHodJbPHrCbUNEVLGxgwsRERGVmdxn5V5nD1+pUJgsEhERUZnZt28fAHBYXj/GZJF0yWazoU9iL/RJ7KWb4f7atGyBNi1bcLi/K3DbEFFhcs8o8syi/+I9i6RLiqJg7aXxTPUy3N/+v/9Wp+kybhsiKgx7Q/s/JoukSxaLBV9+/bU6TfoVGBiIlb+uUaeJiPLKHU6QT0vwX0wWSZdMJhMGPvCg1mFQERiNRnTu2lXrMIiIqIzwnkUiIiIqMw6HAwDgdrs1joRKimcWSZdkWcbOP/8EANzQpg2H+9Mxl8uFLz77DADw6PDhCAgI0DgiItITu90O4HLSSP6HySLpkt1uR6eEmwFwuD+9czqdeOa/IwEADw0ZwmSRiLxERUXBarWiUqVKWodCJcTL0KRLkiShVu3aqFW7ti5uitZbPERE/uKBBx4AAPznP//ROBIqKZ5ZJF0KDg5G8pF/tA5Dpbd4iIiIygvPLBIRERGRT0wWiYiIqMx88MEHAIDPP/9c40iopJgski7Z7Xbcd8/duO+eu9WedFqy2WzoeHN7dLy5vS6GHyQi8hcc7s//8Z5F0iVZlrH055/Vaa0pioI/t29Xp4mIqGgaNmyIHTt2oHbt2lqHQiXEZJF0yWw2Y+asWeo0ERH5p6CgIAAcutWfMVkkXQoICMAjw4ZrHQYREdF1j/csEhERUZk5deoUAODMmTMaR0IlxTOLpEuKouDA/v0AgMZNmsBg4N81RET+6Pz58wCA9PR0bQOhEmOySLpks9nQtlVLABzuj4jInwUHB8NqtSIwMFDrUKiEmCySbkVFRWkdghe9xaMn3DZE5EuDBg2QlpaGWrVqaR0KlRCTRdKlkJAQnEg7rXUYKr3FoyfcNkREFRtvBCMiIiIin5gsEhERUZnZu3cvAODw4cMaR0IlxWSRdMlut2PoQ4Mw9KFBuhnur9ett6LXrbdyuL8rcNsQUWFyR73i6Ff+i/cski7Jsozv5s8HAMyc9YnG0Xi+5DZuWK9O02XcNkRUmJCQEFitVnUkF/I/TBZJl8xmM96ZOk2dJv2yWCz4dsECdZqIKC+TyZNq8Hm5/ovJIulSQEAARo4apXUYVAQmkwn3/uc+rcMgIqIywjSfiIiIyozT6QQAuN1ujSOhkuKZRdIlRVFw4vhxAEBcrVq8fKFjbrcbSxYvAgD07Xe3esmJiAiA2vHN4XBoHAmVFL/VSZdsNhsaN6gPgMP96Z3D4cCg++8H4NlXTBaJKK/w8HBYrfwe92c8XUO6FRwcjODgYK3DUOktHiIifzB06FAAwAMPPKBtIFRiPAVAuhQSEoLz1kytw1DpLR4iIqLywjOLREREROQTk0UiIiIqMx9//DEAYPbs2RpHQiXFZJF0yeFw4KnHH8NTjz+mix50drsdd995B+6+8w5dDD9IROQvXC4XAD46x5/xnkXSJbfbjdlffAEAeHfadM1HBpFlGb+sWKFOExFR0dSpUwd//fUXatSooXUoVEJMFkmXAgICMHHSZHWaiIj8U3h4OADw0Tl+jMki6ZLZbMaLL72kdRhERETXPV3cszhz5kzUqVMHgYGBaN++PX7//fdCy//www9o3LgxAgMD0aJFCyxfvrycIiUiIvIvWh9jT58+DQA4f/78NdVD2tE8Wfzuu+8wZswYTJgwAX/++SdatWqFxMREnDlzpsDyv/32GwYOHIhHH30UO3fuRL9+/dCvXz/s3bu3nCOnsiSEwNmzZ3H27FkIIbQOh4jIL+nhGMtk0f9JQuMjcfv27XHTTTfhww8/BOAZEzguLg4jR47E2LFj85UfMGAAsrOzsXTpUnXezTffjNatW2PWrFlXXZ/VakVERAROX7io3kdB+pOdnY2oCM/+0cNwf4zHP2IhqkisVitiKldCRkZGiY9X5X2MzY07IiJCjbtq1ao4d+4cwsLCYLVaS9QOKhtX7itfNL1n0el0YseOHRg3bpw6z2AwoEePHtiyZUuB79myZQvGjBnjNS8xMRGLFy8usLzD4fB69EpGRgYAIJMfWF3Lyc5WpzOtVs17IDMe/4iFqCLJPU6V9JxOeRxjAd/H2dzEsEGDBjh37hxq1arFZFFnrEX8jGmaLJ47dw6yLCMmJsZrfkxMDA4cOFDge9LS0gosn5aWVmD5KVOm4LXXXss3v0Gd2iWMmspb3biaWofghfH4pqdYiCqKzMxMREREFPt95XGMBXwfZ+Pi4rxe79u3r0TtoLJ3tc9Yhe8NPW7cOK+/khRFwbFjx9C6dWucOHGiwl+KtlqtiIuLY1sroOupvWxrxXU9tbe4bRVCIDMzE9WrVy+H6EquoOPshQsXUKVKFUiSBOD62c/+1s6ifsY0TRajoqJgNBrVm19znT59GrGxsQW+JzY2tljlLRZLvgc6Gwyefj3h4eF+sTNLA9tacV1P7WVbK67rqb3Faeu1nIkrj2MsUPBxNjIyssCy18t+9qd2FuUzpmlvaLPZjLZt22LNmjXqPEVRsGbNGiQkJBT4noSEBK/yALB69Wqf5YmIiK5HPMZSadH8MvSYMWMwZMgQ3HjjjWjXrh1mzJiB7OxsPPzwwwCAwYMHo0aNGpgyZQoAYNSoUejSpQumTp2KPn36YMGCBdi+fTs+/fRTLZtBRESkOzzGUmnQPFkcMGAAzp49i/HjxyMtLQ2tW7fGL7/8ot5ge/z4cfWyMQB06NAB8+bNwyuvvIKXXnoJDRs2xOLFi9G8efMir9NisWDChAmajzdcHtjWiut6ai/bWnFdT+3Voq1aHGMLcr3s54raTs2fs0hERERE+qX5CC5EREREpF9MFomIiIjIJyaLREREROQTk0UiIiIi8um6SxZnzpyJOnXqIDAwEO3bt8fvv/+udUjFNnHiREiS5PXTuHFjdbndbsfTTz+NKlWqIDQ0FPfee2++h6weP34cffr0QXBwMKKjo/H888/D7XaXd1Py2bBhA+68805Ur14dkiTlG49UCIHx48ejWrVqCAoKQo8ePXDo0CGvMhcuXMCDDz6I8PBwREZG4tFHH0VWVpZXmb/++gudOnVCYGAg4uLi8M4775R10wp0tfYOHTo0376+7bbbvMr4S3unTJmCm266CWFhYYiOjka/fv2QnJzsVaa0PrtJSUlo06YNLBYLGjRogDlz5pR187wUpa1du3bNt2+feOIJrzL+0NaPP/4YLVu2VB9CnJCQgBUrVqjLK8o+zXW19laU/VqaKsJxtyiu9n3u18R1ZMGCBcJsNosvv/xS7Nu3TwwfPlxERkaK06dPax1asUyYMEE0a9ZMpKamqj9nz55Vlz/xxBMiLi5OrFmzRmzfvl3cfPPNokOHDupyt9stmjdvLnr06CF27twpli9fLqKiosS4ceO0aI6X5cuXi5dfflksXLhQABCLFi3yWv7WW2+JiIgIsXjxYrF7925x1113ibp16wqbzaaWue2220SrVq3E1q1bxcaNG0WDBg3EwIED1eUZGRkiJiZGPPjgg2Lv3r1i/vz5IigoSHzyySfl1UzV1do7ZMgQcdttt3nt6wsXLniV8Zf2JiYmitmzZ4u9e/eKXbt2idtvv13UqlVLZGVlqWVK47P7zz//iODgYDFmzBjx999/iw8++EAYjUbxyy+/6KqtXbp0EcOHD/fatxkZGX7X1p9//lksW7ZMHDx4UCQnJ4uXXnpJBAQEiL179wohKs4+LWp7K8p+LS0V5bhbFFf7Pvdn11Wy2K5dO/H000+rr2VZFtWrVxdTpkzRMKrimzBhgmjVqlWBy9LT00VAQID44Ycf1Hn79+8XAMSWLVuEEJ4PtMFgEGlpaWqZjz/+WISHhwuHw1GmsRfHlb9siqKI2NhY8e6776rz0tPThcViEfPnzxdCCPH3338LAOKPP/5Qy6xYsUJIkiROnTolhBDio48+EpUqVfJq64svviji4+PLuEWF85Us9u3b1+d7/Lm9Z86cEQDE+vXrhRCl99l94YUXRLNmzbzWNWDAAJGYmFjWTfLpyrYK4UkqRo0a5fM9/tpWIYSoVKmS+Pzzzyv0Ps0rt71CVOz9WhIV5bhbXBUtWbxuLkM7nU7s2LEDPXr0UOcZDAb06NEDW7Zs0TCykjl06BCqV6+OevXq4cEHH8Tx48cBADt27IDL5fJqZ+PGjVGrVi21nVu2bEGLFi3Uh7ICQGJiIqxWK/bt21e+DSmGlJQUpKWlebUtIiIC7du392pbZGQkbrzxRrVMjx49YDAYsG3bNrVM586dYTab1TKJiYlITk7GxYsXy6k1RZeUlITo6GjEx8fjySefxPnz59Vl/tzejIwMAEDlypUBlN5nd8uWLV515JbR8vf8yrbmmjt3LqKiotC8eXOMGzcOOTk56jJ/bKssy1iwYAGys7ORkJBQofcpkL+9uSrafi2pinbcvZ5pPoJLeTl37hxkWfb6BQWAmJgYHDhwQKOoSqZ9+/aYM2cO4uPjkZqaitdeew2dOnXC3r17kZaWBrPZnG8Q95iYGKSlpQEA0tLSCtwOucv0Kje2gmLP27bo6Giv5SaTCZUrV/YqU7du3Xx15C6rVKlSmcRfErfddhvuuece1K1bF0eOHMFLL72E3r17Y8uWLTAajX7bXkVRMHr0aHTs2FEdGaK0Pru+ylitVthsNgQFBZVFk3wqqK0A8MADD6B27dqoXr06/vrrL7z44otITk7GwoULC21H7rLCypR3W/fs2YOEhATY7XaEhoZi0aJFaNq0KXbt2lUh96mv9gIVa79eq4p03L3eXTfJYkXSu3dvdbply5Zo3749ateuje+//95vvkSoaO6//351ukWLFmjZsiXq16+PpKQkdO/eXcPIrs3TTz+NvXv3YtOmTVqHUuZ8tfWxxx5Tp1u0aIFq1aqhe/fuOHLkCOrXr1/eYV6T+Ph47Nq1CxkZGfjxxx8xZMgQrF+/Xuuwyoyv9jZt2rRC7VeiXNfNZeioqCgYjcZ8vfBOnz6N2NhYjaIqHZGRkWjUqBEOHz6M2NhYOJ1OpKene5XJ287Y2NgCt0PuMr3Kja2wfRgbG4szZ854LXe73bhw4YLftx8A6tWrh6ioKBw+fBiAf7Z3xIgRWLp0KdatW4eaNWuq80vrs+urTHh4eLn/MeWrrQVp3749AHjtW39pq9lsRoMGDdC2bVtMmTIFrVq1wvvvv18h9yngu70F8ef9eq0q8nH3enPdJItmsxlt27bFmjVr1HmKomDNmjVe95r4o6ysLBw5cgTVqlVD27ZtERAQ4NXO5ORkHD9+XG1nQkIC9uzZ45VkrF69GuHh4eqlFD2qW7cuYmNjvdpmtVqxbds2r7alp6djx44dapm1a9dCURT1SzshIQEbNmyAy+VSy6xevRrx8fG6ugRdkJMnT+L8+fOoVq0aAP9qrxACI0aMwKJFi7B27dp8l8ZL67ObkJDgVUdumfL8Pb9aWwuya9cuAPDat/7Q1oIoigKHw1Gh9mlhcttbkIq0X4urIh93rzta97ApTwsWLBAWi0XMmTNH/P333+Kxxx4TkZGRXr3S/MGzzz4rkpKSREpKiti8ebPo0aOHiIqKEmfOnBFCeB5VUatWLbF27Vqxfft2kZCQIBISEtT35z66oVevXmLXrl3il19+EVWrVtXFo3MyMzPFzp07xc6dOwUAMW3aNLFz505x7NgxIYTn0TmRkZFiyZIl4q+//hJ9+/Yt8NE5N9xwg9i2bZvYtGmTaNiwodejZNLT00VMTIx46KGHxN69e8WCBQtEcHCwJo/OKay9mZmZ4rnnnhNbtmwRKSkp4tdffxVt2rQRDRs2FHa73e/a++STT4qIiAiRlJTk9ViRnJwctUxpfHZzHzvy/PPPi/3794uZM2eW+2NHrtbWw4cPi0mTJont27eLlJQUsWTJElGvXj3RuXNnv2vr2LFjxfr160VKSor466+/xNixY4UkSWLVqlVCiIqzT4vS3oq0X0tLRTnuFsXVjl/+7LpKFoUQ4oMPPhC1atUSZrNZtGvXTmzdulXrkIptwIABolq1asJsNosaNWqIAQMGiMOHD6vLbTabeOqpp0SlSpVEcHCwuPvuu0VqaqpXHUePHhW9e/cWQUFBIioqSjz77LPC5XKVd1PyWbdunQCQ72fIkCFCCM/jc1599VURExMjLBaL6N69u0hOTvaq4/z582LgwIEiNDRUhIeHi4cfflhkZmZ6ldm9e7e45ZZbhMViETVq1BBvvfVWeTXRS2HtzcnJEb169RJVq1YVAQEBonbt2mL48OH5vmT9pb0FtROAmD17tlqmtD6769atE61btxZms1nUq1fPax3l4WptPX78uOjcubOoXLmysFgsokGDBuL555/3eh6fEP7R1kceeUTUrl1bmM1mUbVqVdG9e3c1URSi4uzTXIW1tyLt19JUEY67RXG145c/k4QQojzOYBIRERGR/7lu7lkkIiIiouJjskhEREREPjFZJCIiIiKfmCwSERERkU9MFomIiIjIJyaLREREROQTk0UiIiIi8onJIhERERH5xGSR6DqUlJQESZKQnp5e7uuWJAmSJCEyMrJI5XNjlSQJ/fr1K9PYiPTk6NGjkCRJHV+6LEmShMWLF5f5evSsJNvbH7dbSb7/mSwSVXBdu3bF6NGjveZ16NABqampiIiI0CSm2bNn4+DBg0Uqmxtr//79yzgqIiovBX0vaS0uLg6pqalo3rx5kd+TmpqK3r17l2FU16a0vv+ZLBJdh8xmM2JjYyFJkibrj4yMRHR0dJHK5sYaFBRUxlERkb9xOp2lVpfRaERsbCxMJlOR3xMbGwuLxVJqMRSVy+Uq8XtL8v3PZJGoAhs6dCjWr1+P999/X72Ue/To0XyXIebMmYPIyEgsXboU8fHxCA4Oxn/+8x/k5OTgq6++Qp06dVCpUiX897//hSzLav0OhwPPPfccatSogZCQELRv3x5JSUnFjnP37t3o1q0bwsLCEB4ejrZt22L79u2ltBWI9EtRFLzzzjto0KABLBYLatWqhTfeeMNn+fXr16Ndu3awWCyoVq0axo4dC7fbrS6vU6cOZsyY4fWe1q1bY+LEierrQ4cOoXPnzggMDETTpk2xevXqQmNcunQpIiMj1d/9Xbt2QZIkjB07Vi0zbNgwDBo0CABw/vx5DBw4EDVq1EBwcDBatGiB+fPnq2V9fS8BwN69e9G7d2+EhoYiJiYGDz30EM6dO6e+t2vXrhgxYgRGjx6NqKgoJCYmFhjz0KFD0a9fP7z55puIiYlBZGQkJk2aBLfbjeeffx6VK1dGzZo1MXv2bPU9V16GnjRpEqpXr47z58+rZfr06YNu3bpBURQA3pehc9+/cOFCdOvWDcHBwWjVqhW2bNniFdtnn32GuLg4BAcH4+6778a0adMKvS0nt97vvvsOXbp0QWBgIObOnVvi7VzQZeiffvoJzZo1g8ViQZ06dTB16lTvIAQRVVjp6ekiISFBDB8+XKSmporU1FThdrvFunXrBABx8eJFIYQQs2fPFgEBAaJnz57izz//FOvXrxdVqlQRvXr1Ev379xf79u0T//d//yfMZrNYsGCBWv+wYcNEhw4dxIYNG8Thw4fFu+++KywWizh48KDPmACIRYsWec1r1qyZGDRokNi/f784ePCg+P7778WuXbu8ygwZMkT07du3tDYNkS688MILolKlSmLOnDni8OHDYuPGjeKzzz4TQgiRkpIiAIidO3cKIYQ4efKkCA4OFk899ZTYv3+/WLRokYiKihITJkxQ66tdu7aYPn261zpatWqllpFlWTRv3lx0795d7Nq1S6xfv17ccMMNBf5e5kpPTxcGg0H88ccfQgghZsyYIaKiokT79u3VMg0aNFDjPnnypHj33XfFzp07xZEjR8T//vc/YTQaxbZt29T6CvpeunjxoqhataoYN26c2L9/v/jzzz9Fz549Rbdu3dT1dOnSRYSGhornn39eHDhwQBw4cKDAmIcMGSLCwsLE008/LQ4cOCC++OILAUAkJiaKN954Qxw8eFBMnjxZBAQEiBMnThS4vd1ut0hISBD9+vUTQgjx4YcfisjISHHs2DF1PXm3W+77GzduLJYuXSqSk5PFf/7zH1G7dm3hcrmEEEJs2rRJGAwG8e6774rk5GQxc+ZMUblyZREREVFgO/LWW6dOHfHTTz+Jf/75R/z7778l3s5Xfv9v375dGAwGMWnSJJGcnCxmz54tgoKCxOzZsy+302d0RFQhdOnSRYwaNcprXkHJIgBx+PBhtczjjz8ugoODRWZmpjovMTFRPP7440IIIY4dOyaMRqM4deqUV93du3cX48aN8xlPQQelsLAwMWfOnELbwWSRKhqr1SosFouaZF3pyuTlpZdeEvHx8UJRFLXMzJkzRWhoqJBlWQhx9WRx5cqVwmQyef3erlixotBkUQgh2rRpI959910hhBD9+vUTb7zxhjCbzSIzM1OcPHlSACj0j8Q+ffqIZ599Vn1d0PfS5MmTRa9evbzmnThxQgAQycnJ6vtuuOEGn+vJNWTIEFG7dm11uwghRHx8vOjUqZP62u12i5CQEDF//nwhRP7tLYQQR44cEWFhYeLFF18UQUFBYu7cuV7rKShZ/Pzzz9Xl+/btEwDE/v37hRBCDBgwQPTp08erjgcffLBIyeKMGTOu2u6ibOcrv/8feOAB0bNnT68yzz//vGjatKn6mpehiQgAEBwcjPr166uvY2JiUKdOHYSGhnrNO3PmDABgz549kGUZjRo1QmhoqPqzfv16HDlypFjrHjNmDIYNG4YePXrgrbfeKvb7ifzR/v374XA40L179yKXT0hI8LrXrGPHjsjKysLJkyeLXEdcXByqV6+uzktISLjq+7p06YKkpCQIIbBx40bcc889aNKkCTZt2oT169ejevXqaNiwIQBAlmVMnjwZLVq0QOXKlREaGoqVK1fi+PHjha5j9+7dWLdundf3SePGjQHA6zuhbdu2RWprs2bNYDBcTnNiYmLQokUL9bXRaESVKlXU77SC1KtXD++99x7efvtt3HXXXXjggQeuut6WLVuq09WqVQMAdR3Jyclo166dV/krX/ty4403er0u6Xa+0v79+9GxY0eveR07dsShQ4fUWw+KfhcnEVVoAQEBXq8lSSpwXu69OllZWTAajdixYweMRqNXubwJZlFMnDgRDzzwAJYtW4YVK1ZgwoQJWLBgAe6+++4StITIP5RFpy2DwQDPCa/LrqUzRK6uXbviyy+/xO7duxEQEIDGjRuja9euSEpKwsWLF9GlSxe17Lvvvov3338fM2bMQIsWLRASEoLRo0dftTNKVlYW7rzzTrz99tv5luUmXQAQEhJSpJiL+53my4YNG2A0GnH06FG43e6rdoDJu47cxP5q6yiKK9td0u1cEjyzSFTBmc1mr04ppeWGG26ALMs4c+YMGjRo4PUTGxtb7PoaNWqEZ555BqtWrcI999zjdeM5UUXUsGFDBAUFYc2aNUUq36RJE2zZssUrGdy8eTPCwsJQs2ZNAEDVqlWRmpqqLrdarUhJSfGq48SJE15ltm7detV1d+rUCZmZmZg+fbqaGOYmi0lJSejatatXTH379sWgQYPQqlUr1KtXL9+jsgr6XmrTpg327duHOnXq5PtOKWqCWNq+++47LFy4EElJSTh+/DgmT558TfXFx8fjjz/+8Jp35euiKul2vlKTJk2wefPmfHU3atRIPRHAZJGogqtTpw62bduGo0eP4ty5c6XyFy7gSe4efPBBDB48GAsXLkRKSgp+//13TJkyBcuWLStyPTabDSNGjEBSUhKOHTuGzZs3448//kCTJk1KJU4ivQoMDMSLL76IF154AV9//TWOHDmCrVu34osvviiw/FNPPYUTJ05g5MiROHDgAJYsWYIJEyZgzJgx6uXWW2+9Fd988w02btyIPXv2YMiQIV5n/nv06IFGjRphyJAh2L17NzZu3IiXX375qrFWqlQJLVu2xNy5c9XEsHPnzvjzzz9x8OBBrzOLDRs2xOrVq/Hbb79h//79ePzxx3H69Gmv+gr6Xnr66adx4cIFDBw4EH/88QeOHDmClStX4uGHHy6TP3iv5uTJk3jyySfx9ttv45ZbbsHs2bPx5ptvFim59mXkyJFYvnw5pk2bhkOHDuGTTz7BihUrSvQYs5Ju5ys9++yzWLNmDSZPnoyDBw/iq6++wocffojnnntOLcNkkaiCe+6552A0GtG0aVNUrVq12PezFGb27NkYPHgwnn32WcTHx6Nfv374448/UKtWrSLXYTQacf78eQwePBiNGjVC//790bt3b7z22mulFieRXr366qt49tlnMX78eDRp0gQDBgzweQ9djRo1sHz5cvz+++9o1aoVnnjiCTz66KN45ZVX1DLjxo1Dly5dcMcdd6BPnz7o16+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" 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" 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" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./qc_rhow=3_p=True.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "2df908ab7be641b9ade5f2045d820744" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "for p in (False, True):\n", " for rho_times_w in (2, 3):\n", @@ -116,13 +215,58 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T15:14:11.163980Z", + "start_time": "2023-12-29T15:14:06.728728Z" } }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": "
", + "image/png": 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" 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+ }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": "HTML(value=\"./qr_rhow=3_p=True.pdf
\")", + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "2dadbbccf1c747f5b298c3879e77cf7f" + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "p = True\n", "for rho_times_w in (2, 3):\n", @@ -132,8 +276,13 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T15:14:11.348122Z", + "start_time": "2023-12-29T15:14:11.160894Z" + } + }, "outputs": [], "source": [ "for p in (False, True):\n", @@ -143,13 +292,6 @@ " nc_exporter = NetCDFExporter_1d(output[key], settings[key], simulation[key], filename)\n", " nc_exporter.run()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb b/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb index dcbc6393d..89fa67bf6 100644 --- a/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb +++ b/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb @@ -5,8 +5,8 @@ "id": "dbe9cc43", "metadata": {}, "source": [ - "[![nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb)\n", - "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb)\n", + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb)\n", + "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb)\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb)" ] }, @@ -22,7 +22,12 @@ "cell_type": "code", "execution_count": 1, "id": "5c681ecc", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:23:04.135285Z", + "start_time": "2023-12-29T12:23:04.131259Z" + } + }, "outputs": [], "source": [ "import sys\n", @@ -34,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "f6396e78", "metadata": {}, "outputs": [], @@ -50,7 +55,12 @@ "cell_type": "code", "execution_count": 3, "id": "e08d4f87", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:23:05.994448Z", + "start_time": "2023-12-29T12:23:05.974056Z" + } + }, "outputs": [], "source": [ "formulae = Formulae(isotope_equilibrium_fractionation_factors=\"VanHook1968\")\n", @@ -61,7 +71,12 @@ "cell_type": "code", "execution_count": 4, "id": "15b167a4", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:23:05.998954Z", + "start_time": "2023-12-29T12:23:05.995006Z" + } + }, "outputs": [], "source": [ "N_POINTS = 64" @@ -71,1879 +86,29 @@ "cell_type": "code", "execution_count": 5, "id": "59bf6c49", - 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\")", "application/vnd.jupyter.widget-view+json": { - "model_id": "d3defcf69e22488094cce18ea83a4ad5", "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HTML(value=\"./fig_1.pdf
\")" - ] + "version_minor": 0, + "model_id": "80731279d0ad403482078952958d4cdc" + } }, "metadata": {}, "output_type": "display_data" @@ -1992,14 +157,6 @@ "\n", "show_plot(\"fig_1.pdf\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a1e9ae35", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb b/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb index ece461c60..ba4a9ac88 100644 --- a/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb +++ b/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb @@ -4,6 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "[![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examplesPySDM_examples/Yang_et_al_2018/fig_2.ipynb) \n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb)" ] @@ -22,6 +23,10 @@ "metadata": { "pycharm": { "name": "#%%\n" + }, + "ExecuteTime": { + "end_time": "2023-12-29T12:12:25.861300Z", + "start_time": "2023-12-29T12:12:25.852909Z" } }, "outputs": [], @@ -35,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -51,7 +56,12 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:12:27.776939Z", + "start_time": "2023-12-29T12:12:27.666141Z" + } + }, "outputs": [], "source": [ "import pint\n", @@ -62,7 +72,12 @@ { "cell_type": "code", "execution_count": 4, - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:12:27.780247Z", + "start_time": "2023-12-29T12:12:27.777065Z" + } + }, "outputs": [], "source": [ "ix51 = 40\n", @@ -72,7 +87,12 @@ { "cell_type": "code", "execution_count": 5, - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:12:27.787830Z", + "start_time": "2023-12-29T12:12:27.784922Z" + } + }, "outputs": [], "source": [ "def runner():\n", @@ -111,7 +131,12 @@ { "cell_type": "code", "execution_count": 6, - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2023-12-29T12:12:43.344035Z", + "start_time": "2023-12-29T12:12:27.790489Z" + } + }, "outputs": [], "source": [ "outputs = []\n", @@ -121,2672 +146,29 @@ { "cell_type": "code", "execution_count": 7, - 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", 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Jc7kccrkc0ul0j5ejxo+l8F/DMKIQJyD4g9g3vvENXHDBBfjggw8a6kxEax5P8ohondTTJwc9LVfVYI+Ojg7suuuuaG1txYUXXohJkybBsiy88sor+P73v980pOCxxx4DAHz88cdR/8mKlEqlhhPGnqxKqEpfhOmc9cJlqxLNvioniKvD0qVLo4HXb775Jnzf71OSZP2JVE/CE6yB4Ps+Ro8ejXvuuafp/eEv7KeeeiruvPPOaPmuu+6KZ555JvojQk/vbfx9HT9+PN54442GHrXwBLMvQS89WZljIP4p2Zq0op8PA6H+RKon4QnWQPB9H3vssQfOPvvspvdvsskmAIDtt98+cSJ9wQUXYObMmRg3bhw8z8Onn36a+KODbdtYunRpdCwNHz4clmWhvb29oZbxY4kneUSDjyd5RDQgRo0ahXQ63XTu2ltvvdWwbLB+yXvmmWewdOlS/O53v8OXv/zlaPn8+fObrn/LLbfg8ccfxyWXXILLLrsMJ5xwAh588MEVvs5vfvMbHH300X3apoH8BbOZbbbZBs8//3zDCc9f//pXZDKZ6BfAgdLTe7v++uvjiSeeQHd3d+LTvH/961/R/avq5JNPRnd3Ny677DKcc845uOaaaxouDWym/kSqJ+EJ1kCYNGkSnnjiCXzpS1/q9USp/lLS8BOlLbfcErquY+7cuTj44IOj+23bxrx58xLLpkyZgscffxwfffQRNt1002j5xx9/DAA9fgK0sno7BnzfxzvvvJOYIfjJJ5+go6NjlY+BVf25Er7+O++8k7iccvHixX0+Ea4/kepJeII1ECZNmoR8Po/p06f3ul79paThPm6zzTYAgLlz5yZCiubOnQvf96P7NU3DNttsg7/97W+wbTtxiefqOpaIaOXwJI+IBoSUEnvttRf+8Ic/JC7X+ec//4nZs2c3rJ/NZtf4oGSg9pf8+ImVbdu46aabGtadP38+zjrrLHzta1/DueeeixEjRuDEE0/EXXfd1TBaod5g9eQtXLgQnZ2dmDRpUpTMOGPGDDzwwAP43e9+F11itWTJEtx///044IADmvZ0rYpwTlpHRwfa29uj5fvuuy9uu+023HDDDTjnnHOi5VdffTWEENhnn31W6XUfeOAB/OY3v8F1112H73znO3jttdfwwx/+EPvvv/8KT2QHoyfv4IMPxk033YSLLrqood/LdV3k83m0t7f3eClpW1sbpk+fjl/96lc4//zzoxPnu+++G/l8PjEQ/eCDD8aPf/xj/OIXv8Duu+8eLf/5z38OXdcbRg2sqvgxELfvvvvi3HPPxTXXXJMYr3LVVVcBAPbbb79Vft1V+bkyffp0GIaB66+/HnvuuWd00riidMq4wejJO/jggzFz5kzMnj0be+21V+K+jo4O5HI56Lre46Wku+++O4YPH46bb745cZJ38803I5PJJN6Xb3zjG/jLX/6CO++8E8cddxyA4JLOe+65B5/73OdW+9B2IuobnuQR0YCZNWsWHn30Ueyyyy446aST4Lourr/+emyxxRb4+9//nlh3ypQpeOKJJ3DVVVdh/Pjx2HDDDaPwlNVpp512wrBhw3DkkUfiu9/9LoQQuPvuuxs+TVNK4Vvf+hbS6TRuvvlmAEHc/f/+7//i1FNPxfTp03v9ZWage/JuuOEGdHR0RH8t/9Of/oQPP/wQQBALH/YennPOObjzzjsxf/58bLDBBgCCk7wvfvGLOProo/Hmm29i5MiRuOmmm+B5HmbNmpV4naOOOqrh8f01ZcoUAMB3v/td7LXXXpBS4pBDDsEBBxyA3XbbDeeddx4WLFiAyZMn47HHHsODDz6I0047rd9jNOI+/fRTfPvb38Zuu+0WhbfccMMNePrpp3HUUUdhzpw5vV62OZA9eZ2dnbj++usBAC+88EK0Le3t7Whvb4+2b9ddd8UJJ5yAyy67DPPmzcOee+4JwzDwzjvv4P7778e1116b6Htq5pJLLsFOO+2EXXfdFccffzw+/PBD/PSnP8Wee+6JvffeO1pv2223xbe+9S388pe/hOu60SeS999/P84555zEsTxz5kzMmjULTz/99Eqf/IXHwHnnnYdDDjkEhmHggAMOwOTJk3HkkUfitttuiy6d/r//+z/ceeedOOigg1Y5dGXKlCm4+eabcfHFF2OjjTbC6NGjEye1KzJq1CiceeaZuOyyy7D//vtj3333xauvvopHHnmkz6NOBrIn7+9//zv++Mc/AgDeffdddHZ24uKLLwYATJ48GQcccAAA4KyzzsIf//hH7L///jjqqKMwZcoUFAoF/OMf/8ADDzyABQsW9Lr96XQaF110EU4++WR8/etfx1577YXnn38ev/rVr3DJJZckLlE+4YQT8POf/xwnn3wy3n77bUyYMAF33303/v3vf+NPf/rTgO07Ea2iwYz2JKKh59lnn1VTpkxRpmmqiRMnqltuuSWK24/717/+pb785S+rdDrd52hypWojFK644orE8qeffloBUPfff39ieRidHh978MILL6gvfvGLKp1Oq/Hjx6uzzz5bzZ49WwFQTz/9tFJKqWuvvVYBUP/7v/+beL4PPvhAtba2qn333bePFRkYvcWyx2Pqw1EA9dH1y5YtU8ccc4waMWKEymQyatddd206CuJrX/uaSqfTavny5b1uT/ieLl68uOE+13XVd77zHTVq1CglhEi8993d3ep73/ueGj9+vDIMQ2288cbqiiuuSMTVh/vbnxEKX/3qV1VLS4tasGBBYvmDDz6oAKif/OQnfX6uVRUeo83+axaBf9ttt6kpU6aodDqtWlpa1FZbbaXOPvts9fHHH/fp9Z5//nm10047Kcuy1KhRo9TJJ5+surq6GtazbVvNnDlTrb/++sowDLXRRhupq6++umG9M844Qwkh1D//+c9eX7fZ91bcRRddpD7zmc8oTdMSx6TjOGrWrFlqww03VIZhqPXWW0+dc845ifElSq3cCIVFixap/fbbT7W0tCRGXvS0reHPjfD7XqlgdMqsWbPUuHHjVDqdVlOnTlWvv/76So31WFW9jWKp35bu7m51zjnnqI022kiZpqlGjhypdtppJ3XllVcq27b79Hq33Xab2nTTTZVpmmrSpEnq6quvbvjeVEqpTz75RB155JFq+PDhKpVKqS984QsrNYqFiFYfodRqbgYhIqJ1xpgxY3DEEUdEQ+Hpv88OO+yA9ddfH/fff/9gbwoREa0knuQRERGAYLTEjjvuiPfff7/Pl6bR0NLV1YVRo0Zh3rx5iWAUIiJat/Akj4jWCp7nYfHixb2uM5CR47TuWLRoUa/3p9PpqCeRhqYVjSUYyNEWRERDAU/yiGitsGDBghUOVR7IyHFad6woFv/II4/EHXfcsWY2hgbFBhts0OtYgoEcbUFENBQMarrmZZddht/97nf417/+hXQ6jZ122gk/+clPEjN8yuUyzjjjDNx3332oVCrYa6+9cNNNNzUMdI1TSuGCCy7Az372M3R0dOBLX/oSbr75Zmy88cZrYreIaCWMHTt2hSMHBjJynNYdKzouGNk+9K1oLMFAjrYgIhoKBvWTvL333huHHHIItt9+e7iui3PPPRevv/463nzzzWjGzre//W089NBDuOOOO9DW1oZTTjkFmqZFsdTN/OQnP8Fll12GO++8ExtuuCHOP/98/OMf/8Cbb74Jy7LW1O4RERERERGtcWvV5ZqLFy/G6NGj8eyzz+LLX/4yOjs7MWrUKNx7773RrKB//etf2HzzzfHSSy/hi1/8YsNzKKUwfvx4nHHGGTjzzDMBBDOLxowZgzvuuAOHHHLIGt0nIiIiIiKiNWmtGobe2dkJAFHz9MsvvwzHcTB9+vRonc022wwTJkzo8SRv/vz5WLRoUeIxbW1t+MIXvoCXXnqp6UlepVJBpVKJbvu+j2XLlmHEiBEr7AUhIiIiIiJaWUopdHd3Y/z48dA0bUCec605yfN9H6eddhq+9KUvYcsttwQQJKqZpon29vbEumPGjOkxbS1cXt+z19tjLrvsMsyaNWsV94CIiIiIiGjl/Oc//8FnP/vZAXmuteYk7+STT8brr7+OOXPmrPHXPuecc3D66adHtzs7OzFhwgS8/fbbjGQmAIDjOHj66aex2267wTCMwd4cWgvwmKBmeFxQPR4TVI/HBNVbtmwZNtlkE7S0tAzYc64VJ3mnnHIK/vznP+O5555LnL2OHTsWtm2jo6Mj8WneJ598grFjxzZ9rnD5J598gnHjxiUes8022zR9TCqVQiqValg+fPhwjBgxYiX2iIYax3GQyWQwYsQI/kAmADwmqDkeF1SPxwTV4zFBPRnINrGBuehzJSmlcMopp+D3v/89nnrqqYYZWVOmTIFhGHjyySejZW+99RY++OAD7Ljjjk2fc8MNN8TYsWMTj+nq6sJf//rXHh9DREREREQ0VAzqSd7JJ5+MX/3qV7j33nvR0tKCRYsWYdGiRdEsnLa2NhxzzDE4/fTT8fTTT+Pll1/G0UcfjR133DERurLZZpvh97//PYDgDPi0007DxRdfjD/+8Y/4xz/+gSOOOALjx4/HQQcdNBi7SUREREREtMYM6uWaN998MwBg6tSpieW33347jjrqKADA1VdfDU3T8LWvfS0xDD3urbfeipI5AeDss89GoVDA8ccfj46ODuy888549NFHOSOPiIiIiIiGvEE9yevLiD7LsnDjjTfixhtv7PPzCCFw4YUX4sILL1zlbSQiIiKiwed5HhzHGezNWGWO40DXdZTLZXieN9ibQ2uAYRiQUq7R11wrgleIiIiIiJpRSmHRokXo6OgY7E0ZEEopjB07Fv/5z384j/m/SHt7O8aOHbvG3nOe5BERERHRWis8wRs9ejQymcw6f2Lk+z7y+TxyudyADb6mtZdSCsViEZ9++ikAJNL/Vyee5BERERHRWsnzvOgEb6iMtfJ9H7Ztw7IsnuT9l0in0wCATz/9FKNHj14jl27yyCIiIiKitVLYg5fJZAZ5S4hWTXgMr6m+Up7kEREREdFabV2/RJNoTR/DPMkjIiIiIiIaQniSR0REREREK+X888/H8ccfP9ibsdrccsstOOCAAwZ7M/qNJ3lERERERNRvixYtwrXXXovzzjtvsDdltfnWt76FV155Bc8///xgb0q/8CSPiIiIiGg1s217sDdhwP385z/HTjvthPXXX7/HdXra78WLF6NcLg/Ytgx0fZVScF0XpmnisMMOw3XXXTegz7+68SSPiIiIiGiATZ06FaeccgpOO+00jBw5EnvttdcKHyOEwK233or9998fmUwGm2++OV566SW8++67mDp1KrLZLHbaaSe89957icc9+OCD2G677WBZFiZOnIhZs2bBdd3o/quuugpbbbUVstks1ltvPZx00knI5/PR/XfccQfa29sxe/ZsbL755sjlcth7772xcOHCXrf3vvvua7iUsa/7/fDDD2PcuHE48cQT8dJLL62wNvWOOuooHHTQQbjkkkswfvx4bLrppit8TKVSwfe//32st956SKVS2GijjfCLX/wCAPDMM89ACIFHHnkEU6ZMQSqVwpw5cwAABxxwAP74xz+iVCr1ezsHC+fkEREREdE6IxwuvaatzCD2O++8E9/+9rfxwgsv9PkxF110Ea666ipcddVV+P73v4/DDjsMEydOxDnnnIMJEybgW9/6Fk455RQ88sgjAIDnn38eRxxxBK677jrssssueO+996IeuQsuuAAAoGkarrvuOmy44YZ4//33cdJJJ+Hss8/GTTfdFL1usVjElVdeibvvvhuapuHwww/HmWeeiXvuuafpdi5btgxvvvkmPv/5z6/Ufv/P//wPRo4cibvuugu77747JkyYgCOPPBLf/OY3sd566/WpVk8++SRaW1vx+OOP92n9I444Ai+99BKuu+46TJ48GfPnz8eSJUsS6/zgBz/AlVdeiYkTJ2LYsGEAgM9//vNwXRd//etfMXXq1D691qBT1KCzs1MBUEuWLBnsTaG1hG3b6g9/+IOybXuwN4XWEjwmqBkeF1SPx8SqKZVK6s0331SlUilals/nFYA1/l8+n+/Xtu+6665q2223bVjueZ5avny58jyv4T4A6oc//GF0+6WXXlIA1C9+8Yto2a9//WtlWVZ0e9q0aerSSy9NPM/dd9+txo0b1+O23X///WrEiBHR7dtvv10BUO+++2607MYbb1Rjxozp8TleffVVBUB98MEHieU97XdvOjo61G233aZ22WUXJaVU06ZNU3fddZcqFos9PubII49UY8aMUZVKpU+v8dZbbykA6vHHH296/9NPP60AqD/84Q9N7x82bJi64447+vRazTQ7lkNLlixRAFRnZ+dKP389Xq5JRERERLQaTJkypd+P2XrrraOvx4wZAwDYaqutEsvK5TK6uroAAK+99houvPBC5HK56L/jjjsOCxcujD7xfOKJJzBt2jR85jOfQUtLC775zW9i6dKliU9EM5kMJk2aFN0eN24cPv300x63M7x00bKsVd7vtrY2HHfccXjuuefw4osvYv78+TjiiCMwe/bsXh+31VZbwTTNPr3GvHnzIKXErrvu2ut6zT6ZBIB0Oj0onyCvLF6uSURERETrjEwmk+gnW5Ov21/ZbLbfjzEMI/o6vDy02TLf9wEA+Xwes2bNwle/+tWG57IsCwsWLMD++++Pb3/727jkkkswfPhwzJkzB8cccwxs2472K/4a4esopXrczpEjRwIAli9fjlGjRiXu6+9+l8tl/OlPf8Jdd92F2bNnY9ttt8WZZ56JadOm9fq4/rxOOp3u03o9PeeyZcsa9nNtxpM8IiIiIlpnCCFW6uRpqNpuu+3w1ltvYaONNmp6/8svvwzf9/HTn/4UmhZcxPfb3/52lV930qRJaG1txZtvvolNNtmk349XSmHOnDm46667cP/996OlpQWHH344rrjiCmy22WarvH31ttpqK/i+j2effRbTp0/v12Pfe+89lMtlbLvttgO+XasLT/KIiIiIiNZRP/rRj7D//vtjwoQJmDFjBjRNw2uvvYbXX38dF198MTbaaCM4joPrr78eBxxwAF544QXccsstq/y6mqZh+vTpmDNnDg466KB+P/5Xv/oVTjjhBHzlK1/Bb3/7W0yfPj06CV0dNthgAxx55JH41re+FQWv/Pvf/8ann36Kgw8+uNfHPv/885g4cWLicta1HXvyiIiIiIjWUXvttRf+/Oc/47HHHsP222+PL37xi7j66quj2XWTJ0/GVVddhZ/85CfYcsstcc899+Cyyy4bkNc+9thjcd9990WXjvbHtGnTsGjRItxzzz3Yc889V+sJXujmm2/GjBkzcNJJJ2GzzTbDcccdh0KhsMLH/frXv8Zxxx232rdvIAnV28W2/6W6urrQ1taGJUuWYMSIEYO9ObQWcBwHDz/8MPbdd9+Ga9bpvxOPCWqGxwXV4zGxasrlMubPn48NN9ywacDHusj3fXR1daG1tXWNnNisTkopfOELX8D3vvc9HHrooYO9OavFG2+8gd133x1vv/022traVvp5ejuWly5dipEjR6KzsxOtra2ruskA+EkeERERERGtBCEEbrvttsTg9aFm4cKFuOuuu1bpBG8wsCePiIiIiGg1u+eee3DCCSc0vW/99dfHG2+8sYa3aGBss8022GabbQZ7M/D8889jn3326fH+lU1k7W9Iy9qCJ3lERERERKvZgQceiC984QvwfR/5fB65XC66XJOX8q66z3/+85g3b95gb8Zagyd5RERERESrWUtLC1paWoZUT97aJJ1O9zhG4r8RjywiIiIiIqIhhCd5REREREREQwhP8oiIiIiIiIYQnuQRERERERENITzJIyIiIiIiGkJ4kkdERERERCvl/PPPx/HHHz/YmzGolixZgtGjR+PDDz8c7E2J8CSPiIiIiIj6bdGiRbj22mtx3nnnrfHXfuONN/C1r30NG2ywAYQQuOaaa9b4NoRGjhyJI444AhdccMGgbUM9nuQREREREa1mtm0P9iYMuJ///OfYaaedsP766/e4Tk/7vXjxYpTL5ZV+7WKxiIkTJ+LHP/4xxo4du9LPM1COPvpo3HPPPVi2bNlgbwoAnuQREREREQ24qVOn4pRTTsFpp52GkSNHYq+99lrhY4QQuPXWW7H//vsjk8lg8803x0svvYR3330XU6dORTabxU477YT33nsv8bgHH3wQ2223HSzLwsSJEzFr1iy4rhvdf9VVV2GrrbZCNpvFeuuth5NOOgn5fD66/4477kB7eztmz56NzTffHLlcDnvvvTcWLlzY6/bed999OOCAA1Zqvx9++GGMGzcOJ554Il566aUV1qbe9ttvjyuuuAKHHHIIUqlUnx4zc+ZMbLPNNoll11xzDTbYYIPo9lFHHYWDDjoIl156KcaMGYP29nZceOGFcF0XZ511FoYPH47PfvazuP322xPPs8UWW2D8+PH4/e9/3+99WR14kkdERERE6xzbtnv8L36Cs6J1HcdZ4bor684774RpmnjhhRdwyy239OkxF110EY444gjMmzcPm222GQ477DCccMIJOOecczB37lwopXDKKadE6z///PM44ogjcOqpp+LNN9/ErbfeijvuuAOXXHJJtI6mabjuuuvwxhtv4M4778RTTz2Fs88+O/G6xWIRV155Je6++24899xz+OCDD3DmmWf2uJ3Lli3Dm2++ic9//vMrtd//8z//g1/96ldYvnw5dt99d2y66aa49NJL8Z///KdPdVqdnnrqKXz88cd47rnncNVVV+GCCy7A/vvvj2HDhuGvf/0rTjzxRJxwwgkNPXg77LADnn/++UHa6iR9sDeAiIiIiKi/Lrvssh7v23jjjXHYYYdFt6+88sqGk7nQ+uuvj6OOOiq6fe2116JYLCbWWdleq4033hiXX355vx5z9NFH4+CDDwYAfP/738eOO+6I888/P/pE7NRTT8XRRx8drT9r1iz84Ac/wJFHHgkAmDhxIi666CKcffbZ0Xafdtpp0fobbLABLr74Ypx44om46aabouWO4+CWW27BpEmTAACnnHIKLrzwwh6384MPPoBSCuPHj1+p/dZ1Hfvttx/2228/dHZ24re//S3uvvtu/OhHP8LUqVNx5JFHYsaMGUin070+z+owfPhwXHfdddA0DZtuuikuv/xyFItFnHvuuQCAc845Bz/+8Y8xZ84cHHLIIdHjxo8fj1dffXWNb28z/CSPiIiIiGg1mDJlSr8fs/XWW0dfjxkzBgCw1VZbJZaVy2V0dXUBAF577TVceOGFyOVy0X/HHXccFi5cGJ2sPvHEE5g2bRo+85nPoKWlBd/85jexdOnSxMlsJpOJTvAAYNy4cfj000973M5SqQQAsCxrlfe7ra0Nxx13HJ577jm8+OKLmD9/Po444gjMnj27X88zULbYYgtoWu00acyYMYn3QEqJESNGNNQnnU43/IFgsPCTPCIiIiJa55xzzjk93hf/BR1Ar5cdCiESt0899dRV27CYbDbb78cYhhF9HW5bs2W+7wMA8vk8Zs2aha9+9asNz2VZFhYsWID9998f3/72t3HJJZdg+PDhmDNnDo455hjYto1MJtPwGuHrKKV63M6RI0cCAJYvX45Ro0Yl7uvvfpfLZfzpT3/CXXfdhdmzZ2PbbbfFmWeeiWnTpvXreVZE07SGfWr2CW+zWjRbFr4HoWXLljXUYrDwJI+IiIiI1jmmaQ76umuD7bbbDm+99RY22mijpve//PLL8H0fP/3pT6OT39/+9rer/LqTJk1Ca2sr3nzzTWyyySb9frxSCnPmzMFdd92F+++/Hy0tLTj88MNxxRVXYLPNNlvl7Wtm1KhRWLRoEZRS0cnyvHnzBuz5X3/9dUydOnXAnm9V8CSPiIiIiGgd9aMf/Qj7778/JkyYgBkzZkDTNLz22mt4/fXXcfHFF2OjjTaC4zi4/vrrccABB/QrBKY3mqZh+vTpmDNnDg466KB+P/5Xv/oVTjjhBHzlK1/Bb3/7W0yfPr3hE9je2LaNN998M/r6o48+wrx585DL5Xo84Z06dSoWL16Myy+/HDNmzMCjjz6KRx55BK2trf3e/nrFYhEvv/wyLr300lV+roHAnjwiIiIionXUXnvthT//+c947LHHsP322+OLX/wirr766mh23eTJk3HVVVfhJz/5Cbbcckvcc889vYbW9Mexxx6L++67r+Gyxb6YNm0aFi1ahHvuuQd77rlnv07wAODjjz/Gtttui2233RYLFy7ElVdeiW233RbHHntsj4/ZfPPNcdNNN+HGG2/E5MmT8X//93+9XsrbHw8++CAmTJiAXXbZZUCeb1UJ1dvFtv+lurq60NbWhiVLlmDEiBGDvTm0FnAcBw8//DD23Xffhmuy6b8TjwlqhscF1eMxsWrK5TLmz5+PDTfcsGnAx7rI9310dXWhtbW13yc2axulFL7whS/ge9/7Hg499NDB3pxB9cUvfhHf/e53E6mucb0dy0uXLsXIkSPR2dk5IJ8qAvwkj4iIiIiIVoIQArfddlvDXML/NkuWLMFXv/rVtepElz15RERERESr2T333IMTTjih6X3rr78+3njjjTW8RQNjm222wTbbbDPYmzGoRo4c2TBcfrDxJI+IiIiIaDU78MAD8YUvfAG+7yOfzyOXy0WXa/JSXhpoPMkjIiIiIlrNWlpa0NLSMqR68mjtxSOLiIiIiIhoCOFJHhERERGt1VYmop9obbKmj2FerklEREREayXTNKFpGj7++GOMGjUKpmlCCDHYm7VKfN+Hbdsol8u8XPO/gFIKtm1j8eLF0DQNpmmukdflSR4RERERrZU0TcOGG26IhQsX4uOPPx7szRkQSimUSiWk0+l1/oSV+i6TyWDChAlr7MSeJ3lEREREtNYyTRMTJkyA67rwPG+wN2eVOY6D5557Dl/+8peZqvlfQkoJXdfX6En9oJ7kPffcc7jiiivw8ssvY+HChfj973+Pgw46KLq/p0JcfvnlOOuss5reN3PmTMyaNSuxbNNNN8W//vWvAdtuIiIiIlpzhBAwDGNInBRJKeG6LizLGhL7Q2unQb0QuFAoYPLkybjxxhub3r9w4cLEf7/85S8hhMDXvva1Xp93iy22SDxuzpw5q2PziYiIiIiI1jqD+knePvvsg3322afH+8eOHZu4/eCDD2K33XbDxIkTe31eXdcbHktERERERPTfYJ3pyfvkk0/w0EMP4c4771zhuu+88w7Gjx8Py7Kw44474rLLLsOECRN6XL9SqaBSqUS3u7q6AATXTDuOs+obT+u88Djg8UAhHhPUDI8LqsdjgurxmKB6q+NYEEopNeDPuhKEEA09eXGXX345fvzjH+Pjjz+GZVk9Ps8jjzyCfD6PTTfdFAsXLsSsWbPw0Ucf4fXXX0dLS0vTxzTr4wOAe++9F5lMZqX2h4iIiIiIaEWKxSIOO+wwdHZ2orW1dUCec505ydtss82wxx574Prrr+/X83Z0dGD99dfHVVddhWOOOabpOs0+yVtvvfWwcOFCjBgxol+vR0OT4zh4/PHHsccee7BJmgDwmKDmeFxQPR4TVI/HBNVbunQpxo0bN6AneevE5ZrPP/883nrrLfzmN7/p92Pb29uxySab4N133+1xnVQqhVQq1bB8qKQ40cDhMUH1eExQMzwuqB6PCarHY4JCq+M4GNR0zb76xS9+gSlTpmDy5Mn9fmw+n8d7772HcePGrYYtIyIiIiIiWrsM6klePp/HvHnzMG/ePADA/PnzMW/ePHzwwQfROl1dXbj//vtx7LHHNn2OadOm4YYbbohun3nmmXj22WexYMECvPjii/jKV74CKSUOPfTQ1bovREREREREa4NBvVxz7ty52G233aLbp59+OgDgyCOPxB133AEAuO+++6CU6vEk7b333sOSJUui2x9++CEOPfRQLF26FKNGjcLOO++Mv/zlLxg1atTq2xEiIiIiIqK1xKCe5E2dOhUryn05/vjjcfzxx/d4/4IFCxK377vvvoHYNCIiIiIionXSOhG8QkRERERE1Jvph87t8b4nfv35Nbglg2+dCF4hIiIiIiKivuFJHhERERER0RDCkzwiIiIiIqIhhD15RERERES0Tpl2yP8BAIRIfmaVyloN6z708y0x/dC5UMrv8fmevG+Hgd3AQcZP8oiIiIiIiIYQnuQRERERERENITzJIyIiIiIiGkJ4kkdERERERDSEMHiFiIiIiGgttfMBz8LKZXu8v5wvYM6fdl2DW7Rm7XzAs0hl003vs3KZxO1KoYyHfr4lZpz6PgCgXCzjzz/7HPY79vWmgSwAUM4X8eR9O0RBLs2si6Es/CSPiIiIiIhoCOFJHhERERER0RDCkzwiIiIiIqIhhCd5REREREREQwiDV4iIiIiI1gLxkBEhap/F9BQaAgTBKz2FhlQKpXUulKXZvtQHrABBYEo6m1yezmZw+HkfI9Ma1DDblsGMU99vWC/0wLUTMe2Q/8N+x77e9DUA4KGfb9ljfdfmQBZ+kkdERERERDSE8CSPiIiIiIhoCOFJHhERERER0RDCkzwiIiIiIqIhhMErRERERDQoph86t+nycr6wzgWGrIy+hIykshaE0GBlGsNXHrh2IvY79vWmz13OF3t8DWDtCA2JB82Enrxvh8Q+WbkMHvr5ltj/uDcTNUhnM7ByFjRNJB5fypcxfExb8HWhEoWwhHxfRV8fft7HGDZmZNNtKxfL+PPPPtdjKEuzQJa1oaYhfpJHREREREQ0hPAkj4iIiIiIaAjhSR4REREREdEQwp48IiIiIlrtwv6lvgz5LucLmH7oXCjlN9y3NvU99UfYf2bqPk78OnDg0S/DyuUS64T9ZzNOfT+xPNuWgVIK9Xoa9F0ulgEAbWNGNN2WngZ8r4nh6SvqQ9zv2NcbehBnnPo+RowbDs9LHg+aJpDOphLL0tkUrLQBADBMCcf2Gl4v7MvrWNwFK9f8GDRSeo/1DXsh49tdX9O+HKfh+prqXuG6/cVP8oiIiIiIiIYQnuQRERERERENITzJIyIiIiIiGkJ4kkdERERERDSEMHiFiIiIiAZcXwZ9NxvyXS6W18rAkP5qNujbymVg6EF4SCqXwR9uaQxZOfy8jxuGfFsZc4WvFx/ynW3LoNBkeDrQPDQEaD48fSDqWl+H+LBzK5dBOV9sOA7MtAlNJj+LUko1hKykLB2ybr10xoi+llIg3233snWtPd7TsbjSYyhLfSBLfU1XFMISv8/KZQDf7WUbVw4/ySMiIiIiIhpCeJJHREREREQ0hPAkj4iIiIiIaAjhSR4REREREdEQwuAVIiIiogG08wHPwsplAQCG7uPEGcCB33oVjhv8bb2cL6x1ISEDYUVBK+V8MRFWAQQBIUqphmWFzmLDc5WL5T4HhgCDE8ZSvw3xbbVyGQihIZ0JwkPSmXQUshKXsgzohkw+T9pAX4ThK5WS3efQECCoLYCGwJtKodRrgEhPegqdAYD9jn09EbSSzmaQbcvA8/za6xYraB+VDEVpFrKSazHhecnjxzQ16HptPc/rW+0aNQ9l+dm5I3D4eR8nlsVrWn+cNgsLCu+LQmfSyVoNBH6SR0RERERENITwJI+IiIiIiGgI4UkeERERERHREMKePCIiIqJVEPbbCBH87Tw7vA26EfyKFQ2+zlrQYj15zfrX+trvtLbobw9eOpvp85DveJ9e2GfWY69evth0eHp9Pxkw8DXurffMymXw0M+Tw87NtAnTCPYnlbVQyPet9yw+4Lt+eanoNCzPtaaQ76r0eT+aDU8PB3yHVjTgG2jekxgOPI8fC0ZKhzRqpyF3XjgWx126tLZf2RQy2eSxYZgy0WsHAKlUsncRALJZmejTsywT5bLfsN7KOu7SpQ1D2RPbmdLhVILh5j31kYbHRTqbgZHSIZo90SriJ3lERERERERDCE/yiIiIiIiIhhCe5BEREREREQ0hPMkjIiIiIiIaQhi8QkRERNQPvQ28BoBKoYyW9iBMw5AegGDwte7JhjCL3p43tLYEsvQWMgI0Bq0MGzO84TmyLclwj56GfFtpA+VSLVAkDF/xvMYB38MwsmFZszo3G0q9MrWtr0NvNagfdl4pVtDWHtyfzpow0pmGgJH6Ad+ZTM+/rkvZc2SHn1U93lev2fD03gZ8l/PFHsODwvXitQhDd6LXK1aQa89Gt4+7dGlDHerDZuqHnAOAZSVvZ9JhPWp1kVrPNRqIUJZyyUkEsXQsrkT7Gg9heeDaidj/uDdhZSzMOPX9aJ1KsYLWtuYBRKuCn+QRERERERENITzJIyIiIiIiGkJ4kkdERERERDSE8CSPiIiIiIhoCBnU4JXnnnsOV1xxBV5++WUsXLgQv//973HQQQdF9x911FG48847E4/Za6+98Oijj/b6vDfeeCOuuOIKLFq0CJMnT8b111+PHXZYO5qWiYiIhoLph84FADzx688P8pasXisKGwEAITRYmVqoxLAxw6FVwx50rRq80pKG4Ut8a9aniWCOUE+BLM3CQoA1F8bSW8hMfchIs3CN9lGt0e0VBWvE9RYo0hfx0BCgMTgk3P7+BLHE1w2fx8pl8NDPt8SMU98HsOIajBjdAimCII50xoSZTh5bAJBKycTtbFYmgljqDR++6uEhlZKdCA+pFw8QAYLaxUNYgKAW+x37eo9hK5omkEqb1ftSKzwe6gNn6utQC1mJrZMW8JqUYuxIDV2Fxhr2FsrS7DSpWHQbttMwJRzbiy2pvd/xEJYZp76PlmE5SCN43rDe6WwKpp7vZTtWzqB+klcoFDB58mTceOONPa6z9957Y+HChdF/v/71r3t9zt/85jc4/fTTccEFF+CVV17B5MmTsddee+HTTz8d6M0nIiIiIiJa6wzqJ3n77LMP9tlnn17XSaVSGDt2bJ+f86qrrsJxxx2Ho48+GgBwyy234KGHHsIvf/lL/OAHP1il7SUiIiIiIlrbrfVz8p555hmMHj0aw4YNw+67746LL74YI0aMaLqubdt4+eWXcc4550TLNE3D9OnT8dJLL/X4GpVKBZVKJbrd1dUFAHAcB47j9PQw+i8SHgc8HijEY4Ka+W86Lgw9uCZqqO+raSiYevL6L6PuthAqmocHBJdo1l+uWfs3uW7IcZyG5w2X179+uHxNiL+2MlRiG33db9iXcD8BwJcedK12iZ8UyQvIpOj5UjlNiOiyxuTzN1vWWM/67fJ0D0olL9fz+1nXsBb1dXAcp+H9j16jSQ3C/ZLCbbqPGpLbKeA3LGt8TOO+SNFYl/B16+ma11Db+H4I6QGxfTR1P6pBWMfwdk+10DTRr+NhRXUQqsnxowREs1IpQKjGO4QSTWsXvH7faqqED1/E97m2j4b0ohoY0oMuRXSJaKIWaP5erQqh6o/4QSKEaOjJu++++5DJZLDhhhvivffew7nnnotcLoeXXnoJUsqG5/j444/xmc98Bi+++CJ23HHHaPnZZ5+NZ599Fn/961+bvvbMmTMxa9ashuX33nsvMpnG6+aJiIiIiIgGQrFYxGGHHYbOzk60trau+AF9sFZ/knfIIYdEX2+11VbYeuutMWnSJDzzzDOYNm3agL3OOeecg9NPPz263dXVhfXWWw+77bZbj58a0n8Xx3Hw+OOPY4899oBh9NwoTv89eExQM0P1uNjrGy8gVRcWkspaqBTKjSur2l+//3j7lNW9aavFgUe/HH1dKZbROnp44n4hBKx0LVAi05qG56no0zvDlNCN4I/RUnMxbeO/4cl3tofnB792+b5CpeTA92t/ZzdNie7lhcTrlEvlhk+fAOD+6zdPbGNooOpd/9ypWFjJ/ddvjiO+vyBYnrVQLx0L00hnksEahimh67VPb3I5vddAEQAolZKfcJSKjZ+0lYp247JCcpmUAsWuUnS7XCqj3F1o2Lf4vv/x9inBsR8L1QnX760O6YZAkdptw5QwDR+fH/ks5i7ZFVI3EjUBAMtK3k5bvYfQSE0gX2z+aVSzQJb6mgIrrmvnkm6Y6VowS/i9H9YRANpHB78zC01E6wZhK8HPwuD9r31IUx9gkk7X7utLDTJpAT+2ey1pH7bXe60qdvP7y5Xmx2GpnFyuSYFiIVm/5csrsKzge7u+jvEalgo27FIFbSNbgufSBFJWUAO3vLzX7V4Za/VJXr2JEydi5MiRePfdd5ue5I0cORJSSnzyySeJ5Z988kmvfX2pVAqpVGOikGEYQ+r/pGnV8ZigejwmqJmhdlzYjoDmJn/p0lwNjtuY3xY/J1lXa2DH9st2RMN+CqFBerVfSF1fh+f70BD8Ail8HfCTVxx5vg43dpLn+n7iJE/zdThe8jGOK6FU4y/phmEktjG+fCDUP3f8vTcMI9pO6TdeVRXuIwB4KvlrpqYkhKo9lw8D/gouQ/TqLsnzmpz0un5jjVw/+Yu4Elqivo4rYbtaw77Z9bcdARFbFq7fWx3iNQi2uXZbUxJ+9T31lQ4BA35dDmL9bdXLZa3h/X4Plxw2W15f02BZ73V1PAkttp/hvod1jC8TSkTrahCQ1XpovoRQteeoPz782GlJn2ogBBK7ovmAv+JaNV/e/DisPz5F9aLROE950b7U1zFeQ9f34HgyOj40COjh49D4vbSq1qk5eR9++CGWLl2KcePGNb3fNE1MmTIFTz75ZLTM9308+eSTics3iYiIiIiIhqpBPcnL5/OYN28e5s2bBwCYP38+5s2bhw8++AD5fB5nnXUW/vKXv2DBggV48skn8f/+3//DRhtthL322it6jmnTpuGGG26Ibp9++un42c9+hjvvvBP//Oc/8e1vfxuFQiFK2yQiIiIiIhrKBvVyzblz52K33XaLbod9cUceeSRuvvlm/P3vf8edd96Jjo4OjB8/HnvuuScuuuiixKWV7733HpYsWRLd/sY3voHFixfjRz/6ERYtWoRtttkGjz76KMaMGbPmdoyIiGgd1Wz4d3Z4G3Qj+SuDqCbjNevLApoPmg6tqUHefdXbwG8rl2kYdp5ty8CLTVw2LSPqxwOATM6EX+01CxMDU5YRXZqlSRGtH16yWSnZicHR4esUOouJZc2GegPNh6b3p87173t80HV8/w8/7+NoO+sHfQPJgef1PXgtLUaiB88wBAwjqEMmLVAsJS91azYQPZPRUSw2pkOuSH19jZSeeE/r6xo/fuPLwkHfvdWhtyHfpqnB1INLSdNpiXQ2WZPWnAY3fjsrYMd2tzUTHHddxeTnNM2GfUtNNK1rs1//6+taLrt1+1Hbv3gt43UMl5mmDlntSTVj/anlkoOWtlgva92w83gfnmkI6LG764ecW6YCoGAkbsf+NXyUnfr0ToXWNNBVqluuAZYJlOv69WQPH4V5XvKO4cNr+2SaGmw72NBS0YlqWC45SGdTSGdT0DQBK20kvj9EKnnMDIRBPcmbOnVq04bi0OzZs1f4HAsWLGhYdsopp+CUU05ZlU0jIiIiIiJaJ61TPXlERERERETUO57kERERERERDSE8ySMiIiIiIhpC1qk5eURERDSwmgWt1Id6VApltLQnAzaybRlIORK27aKcTw5FLxfLTZ8HWHsCWXoLW+lL0EpcJjEAPHlfrhoukc4Yiblgft0Q8FxrCvmuSsN2et7KhbE0q3Oz+sbXaRa2ks5mEvsfDxlJZ1O97ns8aCUM1QiDVtpaNDhurQbZtEBrVjSEh+QyOjq7a7Vf2TAW05Sw7drsvI7FlYYgFqcSPEf8+LVyGTz08y0x49T3kc5mmoatrKgO8YCRbFZCxWoS5G0E+2Slgn91vXq7Gi5iVZ+6NTbse3Sb1xAgMnqYaghksbRmQ8RlQxiL66rEdsYDROpVSjbS2SAEMV7HYPC5iUrJRkt78DMlHi6SzhiJ14gHrWTSye2sD1ox9GTIihQqmvdnGX7iNgBkDQctKQXHkyi7yRl0o1sddJXrQl+EQrPPvtpbGgNZrJRIDE+P19N1RbS/8RqWS3UhLBkDpaKD1tZgmW//l8/JIyIiIiIiot7xJI+IiIiIiGgI4UkeERERERHREMKTPCIiIiIioiGEwStERET/ReqDVrLD26AbsTCEXAbpbDIwZcx6o+G6tdCKVNqEVg10SGVqX0fP2ZaB/OxIdC3LN7x+OV9sGsjy0M+3bBrIMpBhLM1CRsJtioetrErQSjxsJFg3eJ50WsKP/drV1mags9NJPNbPJsMwerKiMJZmwTc91Tdcz8plegxbUUpFQRsjRrdEj+tP0EpLVoPnV++rBoyEISqtGR92NTelWXjI8HYtEXSRMpPBIX0JY3FdCd3wYmskg4TiASLlYhnDxoyM7ptx6vsN4SK9ha30FC4SbDsglABcYFibBiViYSGWisJG6sNFWi0XtqfB0mr73SxApD3nNwSF1IeHyCYf8UhNQ3chHnAjUSh4jSsCwMhc7EatjpWSjUzWRCZrRvWIh4sAPYetrChoJS5revCUgIFgedZw4CkNBgBLdyGFB8cPgkwyhg1L11B2k3UalSuju2Imlo1ONdZTCgXLFE3qV7vtukC6+i3peQK20xjCAtS+F8MAmkxGj+qhtIH/3I2f5BEREREREQ0hPMkjIiIiIiIaQniSR0RERERENISwJ4+IiP6r7XzAs7By2RWup1TQMLImB3YPlHgvVn0PXjlfTAw6jw+IDhkpHUaq9phMzkwM8zZH5lAu1fWX+arpc43Lfbbp8PT6Yd7Ntj3Un/cg3oNY36M249T3AaChB21le/CaDfx2HRtwgdEjdXTk63rNhpsol2uNSM369MKhyb2plOxErbNtGRRiw9zr6xvviyzni1EPppHSIavHRrwPzzQldCPocYoPtzZNLdZzFOx3sx681qyA7QIGRNBrptV6z8IB3/G+q/pB3/U9UFJrHEhd36dXP9zbdX3YevPPNsolJxpsHmxAe8M6zWrRlz68Zr2IYU9eJqXgVfvKwv0PnzHed9aSsuF4Epbe2CNX31smhUKrpRK9ZbLJoO9mQ77rB5J7XvwxjacMpaKT+N6I9+KF9Yj3ndU/f1gPoG89eACiWkR1MipwfAkJH5Z0oQkfvtIgZa0fU9NcZPQy8k7y59GIdBEFJ5VY1qxXzxI+gOSwciu2irSAQjnYPtcFZHXVeH9eff3CmqSt4HEeGvtKVxU/ySMiIiIiIhpCeJJHREREREQ0hPAkj4iIiIiIaAjhSR4REREREdEQwuAVIiL6r1E/CFwIrSGIpDflfLHHgdIAYOo+Tvz6Km/mKqvfxvrB3/GglWFjhifWTVkGtNi05LZhaTh2LfChPngEaD6MGgiCGIoFO7HMj088rqof5g0EYSF//tnnsN+xryeXN3kPKoUS5vxp18SyZoPP42Erh5/3cSKsJB620tegldYWCdtRvYaN6FoQsiElMHakhq5CbIi31li3+jCWnmobZ5oSduw9qg9iMVI6nEotiCI+/D2dzUTrVooV5Nqz0XOuKGwlm5VRLeKhGmGghlENk9A0FQVVZFN+NVAkOeDb0j2U3Vq4xehWB7anoewErzW6LQhoCcNCrCZhLHH1w72Tg6mTDFMmjvFmwmOiXHLQ0hbUq6ewlXgtDKNWh2jYuVJAoRo2Uh1u3lO4iKW78BVgVoNEckYQWuT6Ospe8Poj0kV4SiYGftcHiNQP+m425NsyG8NYVHS4NoawmKYG205+P4c1idcjDBfRpYCuh6+lgLrQmVB/auH6OqR0YUobGhQ8aJDwkNWKcJWOiqrVYHiqG66SsL3YMivfx0AWJ1HPVstP1DM8vnsKYan/XC2sSfivkyzBgOAneUREREREREMIT/KIiIiIiIiGEJ7kERERERERDSE8ySMiIiIiIhpCGLxCRERDVn1AR7OQlUqhnAgi6U05X0yEmNTzy3kAwIFHvwzbbfw76pP37dCn11kZvYWthCEbwIqDVnKtKfheLQVA12tBG5mMDilFFLYRl8tl0NnpJJY1Cw3RpEC+q7E2npcMP8i2ZXD4eR8jnY2FxhTLDftWzgeBLT3tv5XLRM8RD1upFCtoH1V733sKW4kHrYRhEmHQiq4Duh58HQatGBBRqIRlIgrZSJkKEAqjhyl0FWv735cwlnjARzOuK6EbteCQ+iCWjsWVRBDLMIyEkdIhq98L6Wwq+jesQzxsJV6DeNhKygTC8JNsWiDM1IkCRgC0poPAFKAWtGJARYEalu7B0l1owkfWCJ43DL3IGg4sXYsCWbLSBxALZ2nz0VWq1bK+tsPbNZQrwXPWB7HEfwV2XR92D6EscemMgXTGaBou0ix4Jh4uAlSDVgCgGs6TMnwIzU+Ei2SNChxfwpQuLBnUxVcaTGlDFx4cVX1tWUFGL6HoBkFShmYjo5cTISL1ASL1YSyWSNZTCoXk5z89hf4E6yxb5jYcm2FN6oNFgORxEQbwAMmgFUsPjtv6oJV4LQAgo5fgKB2GdJDVivChwVMSEh4yogAHJlJaGWlVhAsDdjWAxdIqyGglFPzaz5DhqW4AiGoJNA9kabcqKDmxsBUjfjzV6haGsLhSQNcFSmWVqEO8LmHoTBq9B/+sDH6SR0RERERENITwJI+IiIiIiGgI4UkeERERERHREMKePCIiGhLqB50DaOifqx8EDgBj1hsN1631Q6TSJiql5ADvUOvwDWDbLsr5csN9Yb8YAKRyGWh1PXm9DVJf2V69ZgO/w9eK97Jl2zLwqs0wK+rBS6VqvxrU99uE/ViGIZBJCxRLyd68sWNS6OpO9pakUmkUi25y2SgdpWKyf6+ZjsVdiV6ybFsGhUyyT6acL6JtzIiGx8b7EJv14Y0Y3ZJYP96HF99vwxC9DjsHkOjBs0wFKVRtmLPpoLwcaMt4qFSHV49u83rtJavv08ukZaLWltU4ML27u1bP+h49oHbMh4PS44PPm/Ujxoeex2sQ9uGFfWfx/TdQ6zEyUOtZCoedA4h68MJeq5xRhq+0qNcKSPZDpTS32pcX1K5+KPXoVqduKHW8vzHY1lod41/XahoflF4sulENSkWnaT166zuL9+HF+87CfkQAyBkVdH4KWLqPXKoY9eDFh3tn9BJ8pcGDhlatO+o5y2mFqL8MANqNzob+st56yxr79JL1bNe9aAC9Zara8Pkmg9KHDzdRr74mugR0WT0mwp7E6OvguFAKMETQgycQfO/U9+BZspIYdO4oA6Zwov47DT4sFKH7NhxpwYAdtUOm/CLSqhtFWfs+aNc6Er16fallsD21fc2ZFeTtoJaW7kW9o+FnaK4X/JeNDUgPhcdp+G+zPudVxU/yiIiIiIiIhhCe5BEREREREQ0hPMkjIiIiIiIaQniSR0RERERENIQweIWI6L/A9EPnNiwr5wuY86ddB2FrBkZ90EqzQefx8BEgCFmxbTd2fwqaJmDEw0ZyJtqGpeHYHsqlxnAQ0zIalgFBKEjKaAfwCdKZNHSvNmS42RDv0EM/37JpIEtPYSw9ha089PMtMePU9wE0DjyPb3PK0iFjwSvxoJW2NgOOUwsAiA++bmvR4LgK8eHXrVmRCAgBgDGjdHR2J0NB6jVbls4YDWEsmexIFAvJEJz6oenDMDL6ulwsR2ErzYZ9x8NW4sO+40ErKxpwXT/svD5oJRzs3KK7MKQHu7pLWcNF2qwN9q4PDKkPY2lvqQVdyLo/ya9oYHpvw73DQenxwefNQmfC975ZDYAVD7a2dA9S+PCUhqxRCUJElEgErYQDraXw0KoFA6nD4IvhqW64SsL2TGiaC1NzUa4G14xIF+EpGYWxtKedqK6tll9X19rA9Hh4iOsC6eqh5HkCdvW413UDrquqtaqFrei6iAbf9xYuEtYiDJ0Jw0WAIJwja1RgV59/WCoPX1hR0Ep8uLejDEjhoUV0RcEiOb8DvpBIq+rw7mqQSLvWEdxWQZBOu9EJV+moVENFVhTGEh/yrWs+UI1HCYajB3V1PRELtantf6mc/P6vH/IdPzaiIJ5q2AoApHWndr+04SstCO1pErQSH3RuCAcZrysKWTG9EjTfg6fpMLwy0nZX8N5qJmw92Nc2e3FQJ7MNQM+BLGEd+1LLtlQZZU+HFCrap5A0FQq2rNYjeZ9lqsQwdcf2MdD4SR4REREREdEQwpM8IiIiIiKiIYQneUREREREREMIT/KIiIiIiIiGEAavEBENIWEYiRDJv+GlslbDutLUMf3QuVCq54bvnsI/BkN90AqQDB4p54toaW+N3ddknw2JtBE0wmuaQCZnwvdq3fJt7SnY1Qb4VEo2PD6Ua21H5/JS4/NrQahLKmtB+rXHZ9sy8Ea3o5wvJ9YvF8vY79jXGwJZyvli0zCW2r4F68fDVg4/7+Non1OWAS2W1hEGbABArsWMwlTiYR1AEIgShqK05jS4XhC0EgZuRPdlfIT5NaOHKdiuiAItAGDsSC0RyJJN6+jKJ4+z4cNNlMu9B7S4ro8MzIblPYmHrZimDll9r8P9j4etxEM14gEzLVkNnl8NjUiLWrhIk6ARy/Cj0JUwaMXxJFp0F5rw4foahqXyKAKQmg9Lt5E1FApOEAQzKldGd6W2f/EwFikULLNW19HDFLqKtfe0vsbxv9tLKVEoeE1r5LoSuhHcFwauNAueMQ1AmAK6FND1xhoYugoCMmIBIy0pO9p/gaAuWWlX98dDW13QiqMM5LQCdDhwqu9zu9YBFwZsZcLSKshoJRT8DEw4yOilKPTC0OwojEUKhaxR6bGuYQhIECQS7J+0gEK5FmyTLwbrxkNYXLcWtmIaAlLWB4s0hosEdVHIGg5cX4MQtXARS1Z/PlR/TgihEkErpnB6DBbJ2J1wZAqaqr2vbfZiuNKELYOatPlLoxCRlFZGWhUTYSxhqA2QDBDRhJ8ItokHsVhGtUaxEJGQ64moHvW1Dv8N69EsbCWshwHUQnj6GLQS1sPwyrDsbiihwdd0pIsdwfuoB++/7pZg2nlUUrXQpZbSYpTN2u1mdXQ1E7awoloayoFdDV9pM7pQ9IN1JWo/w9pSHsqejrThNtSv/nM1y/Cha8HPj7ThoqviYqDxkzwiIiIiIqIhhCd5REREREREQwhP8oiIiIiIiIYQ9uQREa3D6vu2mg0EBxqHggNAx6fLmvbq9fb89VZ3z159H168d83KZRL7VT8AvL4vLRxwHt2O9d8Btb4kPTZEOpfLwHEUisXGfokRo7INw7tltRcynTXh+sn3wfcaex+zbRkUOosNy8v5YkO/YXi7nC9G+x3vw4v3oJmmhF79utmgayDovZJSRL1otR48oDUrYLvBAGjLVJBa0ItlmQqmVLATg5GDnqR4/xiw4h6yZgO9m/XpdXc3DqTvScfiCnLtQQ9SpWSjpT2dqEFPfXgpEwgHPBtGcuC5gVh/EYBWy4XtaVHflae0RA9eq1mGJnz4SkNrqoCw1WaY2Y2yCvqA4sOo6wd7x/vJLOHDMgTKTrDN9QPT48PJrZRAuVIbyOxZ8b/j9zwoPZPRoz68TFpAKST6rMI+vGY1qB947vgSpnSjodZZaUODggct6rOK9+C1+UvhCwlPMxKDquuHVMcHVMd7y0w4MKUN2wvq1WqWEwPTC04KSgEtKTuqabvuRfVsz6nomA33ub4/T1bb0HKZoD8zHHweH4Ae9p21pGzYrkTacOGroA8zZ5Th+npiwLcugn5eU7jIafmGnrOs1wnds+HIFLKVDkjfhitTyFQ6oHm1n0WVVAtMp4iUnY96zOoHfsf79OqHpsd7y+K1jPfo5cwK8nbQ6xj2l1kGUHY0uB7g1rV+1g/5Tslq/2e1D69ZPVLChoKAKRyY1a9X1IPnSROGV0Gq0g1PNyGUB6uwHF518HkqvwQA4FrBvmcKQV3s6u1ccUlUQwAw3VKijim3egyabYACDL8CQ1SiPr34MZnTC6goM+rPC77/6+qieyi7tZ7GlPSQMYKaaMJHSmveQ7sq+EkeERERERHREMKTPCIiIiIioiGEJ3lERERERERDCE/yiIiIiIiIhhAGrxARrSOahaA0G6JdPxDcNHW49d3xAFqHTwAAdC3LN329crHc8Px92aa4lQlm6SlsxcplIIQGK2NVbydDY+qDVnKtqcSgc12vhW7Uh6zUh5DEmaaG1haJru5kDZsN75aiGuKQMeGp5P/FalIg39X4t1XPawy/GYaRidvlfDHa93Q2s8KwlfjA85YWI/q6+dBvkQhaCQedW2YQohAN+44N/ra0IGQCABxPouxKWMJHq6WiYd5AY1DIyoSx1A9s711rNPg8kzUbhn3rem24dRi2Eg8vqe17bb8TA8+rw74t3YuCRrLSTgSt+EqDBy0a9p3VgpANgSA0xFU6KsrE8FQ3XCVheyYMzUZGLyfCWMLB3pbwEcSdBNqzteCQ1rQf1Tc49BvrBwCZtESxFB/wnQyfCUNHwsHnjaEiQNb0ooHfojrcOgzTiAaeSzcaat2qdcOHBk9JtIguODCRRTc034uCVoJgkeXBdslgf1tLn8LTTNi6lRhSHQ2ohpUIEDGFB1M4UfBFT0Es4YBvXavVMxiOHnzPWGZjCIvrIhoEH9WhOvg8rEc45DsMW0npteAZU1ZDRKSDjFaCq3SkRQkKQb1a/WXwkUkEi2QrHRDKg6/pyBWXwNcklCaRKSyG0iSE58Azgp+JmcJieNKEZ1gNQSLxgd+9DU2PB4iYwoOqHkMmaoFHbalyYsh3WMNmA9Lrh3z7Comh5+EA+DBsJS1K0IQHT+nIeF1REM+KglZS5U5Iz4anW1HIitJNmN1BwIpvBMdTeNtLVwNVmgSyhDUEgkCWnganG14FhlaJ6phFN2xhQQoXyq8GN8mgbuE+WzIIsPGVhlS1VCm9Wg/NiwJoHNn3gKm+4id5REREREREQwhP8oiIiIiIiIaQQT3Je+6553DAAQdg/PjxEELgD3/4Q3Sf4zj4/ve/j6222grZbBbjx4/HEUccgY8//rjX55w5cyaEEIn/Nttss9W8J0RERERERGuHQT3JKxQKmDx5Mm688caG+4rFIl555RWcf/75eOWVV/C73/0Ob731Fg488MAVPu8WW2yBhQsXRv/NmTNndWw+ERERERHRWmdQg1f22Wcf7LPPPk3va2trw+OPP55YdsMNN2CHHXbABx98gAkTJvT4vLquY+zYsQO6rUREa1p9qEmzEJR0NrlszHqjYdsutGqARbY1Dd/zYaR6/nE/Zr3h6FxebFiebctASq3HYJYHrp2I/Y59vcfnLeeLTYNZKoUS5vxp18SyeNhKdngbdCPYXiuXSexjti0Dz/MB9B60EgZuhNraDDhOLeAjHkCSSQtITTSEkJQryRCWMaN0dHb7iWVjx6RgOwrlcrBcQ/CY0WPS6OhqrImfbQx26YthGJnY93S2GirQQ9hKqtrhb1lBfQxDIJMOQzlqYSMGBCxTAVBR0AoQ/JsIHNFdSOHDU1r1aw+OH7xGxrCRNVQUFDIqV47CWABgdKuzSmEs8dCQwIp/dUlnjERgS1iHlqwGNxY0AgBZS6FaVmhasO9hqIYBhazhwFMa2qtBK6Z0kTPKcH0dLanuhqCVtFaCDgcOTLT5S+FUn7vVX4YK2pHSykirIooqC0urIKOVUPCDY3x4qhtFN/g+GG7lmwaxyF6CWNpztfAQy0T0tesC6Wq+j+cJ2NXvBdMAYIioHmEtwnARy6gd77rmQweQM4M6hDUIgyM8aMhqRTjKQE4rQEFAg4+c3wFHWsh6ndB8D9J3ofkOPGkiV1wCTzchnTLMcvAN40kTQnow7Tx8qUPzXaTsPMpmC1JuEWnVjaLZBqAWIGJodlTTnoJYgnCcas2qISwAYBmiWtdaCEvIlSIKoAm/N4IAFhXVIwyfqQ9byYgSNOHDUxIZUUgEz9iqdrxnKx2JeoRBK1ZhOTzdglHphvBcKN2EXuiAkhKyXAhqlW6BdErQK/mmQSLxMBbTLcFwK7D14EBosxc31BFIBrHk9EJURwCJGqakl6hfKCU9ZIxkTcLjIwxbAYCUVoandKT8IjzNgOV1BseM8pApdawwaEVpEtAkzO7FUciK3rUYqhqgondWA1gyrbX79BR8sxpa1b0YSjfgG1bTGgKAXb0dD2PRXTuqo/TdKIglDGHJiAKKKouUbqOizGD/q7UrCrP2vST8RABNVmv8/+BVtU6la3Z2dkIIgfb29l7Xe+eddzB+/HhYloUdd9wRl112Wa8nhZVKBZVKJbrd1RX8oHEcB44z8Gk3tO4JjwMeDxRaE8eEqSdPKIy62wBgyGTio6658DUvOsmTmgtNNT4uTmoadK0xfVNqPqSmNbxGyHGcptsU8nu4TxmqoW6moaL9lboPPfbY+OvrmguhVPVrAU2r/bIkhYQQqvp18hcPDbUTMAAQ8KPbQonqf9X7lYBQqN0OH6OCX1obl6louQY3+rdJ+CakcBuW6VqzZcmaG9Kr2/fgMVJT1V9OAU1oQPg1wn9r9RFKNP0a8f30a18r34cSCkqJ6tc+lNLgey6E8KCqj/OVDwEFVT3pU8KD8hWU71dv+8nnFQqI/ZILX0HEbzepffy9q38PpPBiX1frIkTdY7TqfmsQSiX331eIVq1up/I9qOo6ynej/Y722XPh+4AvXPhKq6ZIesEJn/Ag4AX/8/zoBNLzfHieBwgPSvnwVfVr+PD9YLt94cL3ql8rFypcrrxYfX00fEv78fo1vs/x41koJI79+L9RLXwfqL7vtaf1o31XSkU1AAAfbkMNwl/mPc+PaqH84D9N+fDgQ/oKnu9Xj5dgmzyh4AsFzVfwRbCeUH7wBw7fh6+qdQSgVZ+7vqa+UvCVCwEfPgR8TwOED1Wtkw9ENawdpwrRDoX1UKL2/REdG7HjOqwHRFAPpcFHcNsTHlT1pMgT1eNBeVDKg1d9Ts/z4apkPXwoKPjQfAWvWhdR/VepYLur3+bBH6aq97vR9il4olZXAHC94DUUAK+63cJrUkcAGrygjsGz1eroyUQN6+sXP06a1cRHcFyECbCeCv6Q4vkePKUFx0f1PtcP6gGg4RgJ91kh+OOUUoAf7ruqvV1a9T0Mf/SI6n3hulq1ln4PNQy3I7ztVr+RE3X0ffgq+G4XyocnvFj9gtr5SgteI378KR++8OHDjWoS/gFvIAml6n6SDhIhBH7/+9/joIMOanp/uVzGl770JWy22Wa45557enyeRx55BPl8HptuuikWLlyIWbNm4aOPPsLrr7+OlpaWpo+ZOXMmZs2a1bD83nvvRSbTe3w4ERERERHRyioWizjssMPQ2dmJ1tbWFT+gD9aJkzzHcfC1r30NH374IZ555pl+7XxHRwfWX399XHXVVTjmmGOartPsk7z11lsPCxcuxIgRI/q9LzT0OI6Dxx9/HHvssQcMw1jxA2jIWxPHxIFHv5y4nWp2uWYmnbjdMiwL2659kpdptaBW8BdCqWvoWl5qXC4FpNTQvbzQ9HF3/WQDfP07/+zxeSv55pefVIplzP7NlxLL9vrGC0hV59/JlBldrgkk9zHTmq5dkmjpics1sy09X67Z2qonLtfMZGVtXSt+uSbQkhVwmlyuaegCXfn6T1cFHDd+uaaLLXJP4a3yNHR2N+57qdj4yW+paDcuKySXVQrlxL6nq7PgDFNC12V1/83aPqWTl2uG+xmKz4ZLmbX9tIza16n4XDzdjy7XTMngck1XBa8hRfBJXtENLpkypFe9XDN4bVP66I5drmlIhe5ybbtMqdAdu3zT0IHuQrL2pXLtdljr6L5S7ZO8sL7pjBHVIF6HXKbxcs1MSiEcjxjufyY2Ey5ruPCUhoxeifY5qweXKmb0UnS5ZjAHzYAh7OhyzYzXDccH3nh3PraatD4qZhukCD5dL6ksNOFBg4+iHxzjhnCjyzV1zUXBrV56JryovlL4KDjJC7EqTq1+Zae2b5XY5ZqOG356VPs6PA7CeoS1yJrB5Zqp2OWaKelX6xHUIawBULtcM16D8FOZjNcNR6ZgemVovgfNd6EpB55mImXn4ekGpFOB9IJj3pMmfGlA8z34MpiZJpSPitEC6bsQykPJDH4PNLwKirKloaa+0mArA7L6SV54uWapOj9PACi7wbZXvOqcQaFQrM58C2voerHLNavHRliTsB5p3YEPgXTd5ZqmcKqXN0qkq5drmqoMTQWXa/7r7Xew1aT1YSk7UY/gck0NZrkbnm5BOsXock1Zzgez8vzgmPesHOB7EL4XXWoo3XL1cs0UpBt8P1TMHDTlQUGDU71cU/cqDXUEAAM2StXLNQEV1bHspRI1rNTVL36c1NckPD5M4QDR5ZoleEqH5RfgaQZMr1y7lNPphqcFr1N/jHi6Bb3cFV2uKct5+Hqwrix1RZdrasXgB7CfCfZLOOXgcs3qpZ2aa0NJI7jdpIYAYFst1dsOKmYueFysjtJ34WsStrQglA9bWLH6BbXzlQbPl4naSVG7XDOsSbFrMb64w3YDepK31l+u6TgODj74YPz73//GU0891e8db29vxyabbIJ33323x3VSqRRSqVTDcsMw+As9JfCYoHoDeUw0DgHPJe53vdogcABoHZ6Dbdcu9UtnU1AAUtng/yhb2iw4thf9pA9PfJqdaIwcn0FnkxM9BSA3MoVSodJw3wmXLkduxEiU8+WG+x64diKmHfJ/TfsI7c4K9v7mq8lljkDaCva3lC9i2Jj26D6Zru2zZqaiCxAzvfTgZXK1AeDhL/hm9Xf+1lzwiz4Q/JIrNcDzgzIFw7AFMgbQklWwXRH1NQHA6JFo6NczUwJWWqFYUtFlgZpuYNRos2GAerYlja6uuktV0+mG9yT85bl2W8LxBFJps/qY+Elete/O1BP7CwDZaOB50HsYnu9nYn1oYf8VUBt43ZKy4fsCnpLIGhUoCLi+hnajHFx+pCTa9OB4CU9KRpjBL/1lT0dGKuRSTrWPTMOoVi/Zp9fmJ/r0RrWrRJ9eW2utn0xqqF42GtxnpZHo0fNjl296SodpBkPvtfjg83DYtymg1+2/YQZDrlstF3Z10HnYmxUOPM9JF4CEAcSGfRfgKAMSQJvIw4GJFq8DvpCQykWLl4cjU7CcjmA/pIbh3rJoKPUwryMY7i0sDJf5ah+UxHC9UO3RkxhhlKr1lRhhhsPSNYw0HeTtah+S5kNo4Qm3AuJfC6363gOFcu2ETwtP8qxwMLxK1MIw/GDwt+HD9bWGPrystKEgIaGiId9hDdKqCE15kMqF7tnBgG97GZTQIH0HUApKk8iWl8LTLVjFZVCahOY58A0LuleGcApwrVZoXgXCKcK2WmFVlsGXOhw9jXZ7GXzNgK1bGO4tq/aWSQzzOlCUrZDCgaV82MqEFB6EDPptTaPWnxf+IMkIv9afJ6o/JKqXgSdP8vzq4HOtbsi3iE7sAIW05sFTEpbmVAd8Bz2JEh4spwJP05EuBwPgc14XdCES9ZBOPjqpSxWWQEkJ4boQ5eAERisshzJMKMOCkV8S9ZmZhaD/zku3JGoIAKnyUthWK4TvIFMpBv1lUkO7vSwY9F09NsM6tqhiNORb83UAAqquhtVDCxb86IQvHPKdksmaGCLob63VpAuOZqHNXhYMPIeDlKrAFxKGW4LSNBhwYJa7gh68SldwraUmkSosqZ6o+ZD55VCGBVHugnBsKNOCKHUBjg1Ue+/QVR2Unm2FsItAuTuqn3BKQKUbXqYN0ATMwhIo3YBnVvvDi8uCGmoCqfLSqNdR+A4s14ajp6GpCjQE3/OabgCQSMGPaieFjZJvARDRMWdJB7oILmkNa6JE4//Hrqq1ek5eeIL3zjvv4IknnlipT9Xy+Tzee+89jBs3bjVsIRERERER0dplUE/y8vk85s2bh3nz5gEA5s+fj3nz5uGDDz6A4ziYMWMG5s6di3vuuQee52HRokVYtGgRbLt2Gcu0adNwww03RLfPPPNMPPvss1iwYAFefPFFfOUrX4GUEoceeuia3j0iIiIiIqI1blAv15w7dy5222236Pbpp58OADjyyCMxc+ZM/PGPfwQAbLPNNonHPf3005g6dSoA4L333sOSJUui+z788EMceuihWLp0KUaNGoWdd94Zf/nLXzBq1KjVuzNERERERERrgUE9yZs6dSp6y33pSybMggULErfvu+++Vd0sIiIiIiKiddZak665Nunq6kJbWxuWLFnCdE0CEPSHPvzww9h3330ZvLIWmX7o3F7vV9VBPk/et8OAv/ZAHRPxYeF6XaqkEMmglWbDsON6GwaeyeiQ1cFtmgZ0djaGr5imhs6OxuZvrZqy2SyYxfd8VMrNnkuHbbsNoSzlYjl6X+rFh55bOSu2PNjXTDVRstn+tbTUglZaW2Q07Dk56BzRoHMgCFnx/CCMxDIVTKlge8nhdlIoSA2JUBCpBfPp4gO8g2VAd97GZ91H8KG+D5QwoMvGRE4gmRAppUB3d7KG9UEsxYKdGHwe7n98v+MDv8P9DdMTrViCZmvaj/YzCBvRYOlelIoZho0AiII2gFrgSErY0IULRwXbYIhgWwt+BhJ+MPQ3lhAZhrFIoaAJPxrqbUgP3ZXaewogGuothUKhkuwoiQex5Iu1/alP3gwH3ZuGgKzmaKQtkahBNPS9mpQYBGoE94WDnMN9N6UNDSox7DsTS0vUfRuOtJCxO+HIFNJ2VxC+4jvQPBcVTcdf5i/Fl9ZrhWYY8DQDWjUhUvouNOWhaLbB8MpREIsBGy4M2MqEIZxoWHp9+mY4LN3QvCiIRQhEATfxmsbrF4awRHUw68NFUBcugup7Vk0v1cqJId8ZrwuOtGB6pWjguYAPX8homLVZTUTU7ODniFA+hOvAN1KQxU5A04HqXEAv0wbNCX4WeekWCNcOglh8B8L3qiEiHiAEHD0N6dlREIvhVVA02yB9B76QUT2LKgtZTd6sKBMCKgphKbrBcagJoOToUQ3DdFkgOeQ7oydTI3urh4KA6ZajgeepSnd0TOzymTQM5dbSM0vdUFJCaTpksTMIWil2BWE6vlcLFHGd4LZhRvfVwkTKURiL5lSiIBHNqSTSI+3oazsa9C09G2WzJZYamU6kRoY1DIJEAMcz4CoNbnX+W3zId31NTFWGElpUEyBI9QTQcIz4mgG93BUcG3YJUH6iJsIp14JWCl2AbgR1KHYH/0oJFPLBQZutBpg5drCeaQW1cx2obFADYQf/P+VnWoOkTc8JwliARA2F5wJCwDMy0HwHjpmNjuXwOCybLcGxFatd+LPSrv5rCgeymqxrIGhBKyz7FFvt8KUBTddcq4NXiIiIiIiIqH94kkdERERERDSE8CSPiIiIiIhoCOFJHhERERER0RDC4JUmGLxC9Ri8MvjCgBIhgr9NpbJWb6snGKaJ7mUdfV6/Uihhzp927XWdlT0mdj7gWaSy6ei2lauFjZTzRQwbMzK63VvQSjxkBQDa2lOw7WDdMGQlHsgRvw0ApiFgOyoRAAIAhiHgOArFootm6gNBNCngewrFgt2wbrNQFik1FDqLTZ97RWEruRYz2odmgSNAELQSl00HwSpAELRiu9XAkVj4iGX4iYCFllSwL44nowALUwZP0lWuBeOEQS1hoAUAmJqN1JJHsSS7L5SoHRflSq32YRBMsZT8v9/69yL+HpSKDgxTQteDfc1k9MS+Z9ICSgWhG83CVrIpH54SUdBKuJ+OJ2HpLgRUQ9iILjw4SkdWC96vMHDEFxqk70L3gzr1FBYC9BzGEg8MCYNYpPDhKS1R87DevQWxALXwFSEQBajkMrVQnXgN4mErUvhwfa0hbCUeMqMJv2moRsburAasuNB8B5ryoHluIkBCeA48x8Gzi4FdRwGalYHwPXjSBKo/yyqplig4xNP0KIhFVp+zKFuj0AsA0IWLoh/UMh7EAiAKuFEQKDk6dM1HwYkdh7EQlp7CZ3oKF8loJbhK7zFcxLK7oTQJ6dmAUtA8B9Kz4ekW9HJXFCziGylodjkITvHdZIAGEISJAIkgkWZBLErqUNLoMYilPkDE8MooylZI4aLsp3sNYZFCoRirW0oPvhfDEBpDOkgJOwhVCf+tCxYx3XIUPmM4RShNwix3wdMtqEoBzy1yMXWkgi5WECpiWj0HinheECKSaUmEiYhqMEt9kEhYQzfTWvvaaoV0y/CkCc+woiAWTXmo6JlEDR2Y0c+CMIBFwkfZS1XrU4EuXCiI6GeAATsK5PE0HSm32BDI4+kWZLVGAKAXu6LjBMoHNAmt2BXUxC4H3+Rh0IphApVKEEaTsoBKGcq2IVLBNqlKBcI0g/tcJ6hZPIwFCOoHAHY5EcYSHoPwveD7Nt0C4buA0BJhNvEQFlemErUrG7lEAEt4vFh+AVK50bGyrKsbm++4O4NXiIiIiIiIqDme5BEREREREQ0hPMkjIiIiIiIaQniSR0RERERENIQweKUJBq9QPQavrFlhyEooHk4Syrbl4Lt+w/KelArNwz6acR0XbqUxSCTO1H2c+PVP+nxMhPtUKZTQNqb2cyWdre1b6/AcbNutLu85aCWdSb5eW5sBx2kestLWosH3Ac9v/FEvNQFNAxw3GQIipYDUgK5uL7l+9XnrQ1mkFMh3N9ZLkwL5rkrD8lKhcVl8n+NhK83CRsL9DLVktWj/+hK0Uh8+4vsCntJg6S6k8OD41eZ/zYeAioJBAMCQQU26K8E2SqEgNVULZPEdGJ8+iu5h+wDV4BWpAZ6fDAqRGlCo1lwpQJcC3YXa8ey6Cq5be0+KRTcKm4nve9oKnrM+ZARoHjQS3WdUov0MAzZ6CxsxVRm6bzcEjti6FQSPNAkLAZAIDDGEA1fpqCgThnDhKgnbM6FrLlxfj0JDNOEjbwc1N3UvqnVPQSxSAwplUa0boFffip4CV7KG0zRsxZRBIEIYqAEAllaKQmbCfXdkCpbdDU+aSFW64WsSmhfst68Z0MtdEMqHcB0oKeGXCngq34pdRwGmZ8NLt0RBDvHQC18a0HwvCmIpm0EYhOFVUDTbYHjlRMhNWFcBhYoyEwEYYYBI8DUaQljKjgZdU9ClaqiHJd2GWoRhEb2FrSihQTplaCoI+gjDMWSpG1AKwq1AGRa0YlcQmlEpAboBlKs/m207GSZiZYKgjB6CWITvQnheFCISBmD4QjYEiChosHUrCFhZQQiL48WCarzgYNI1H7rwE4ErllaCp3RYfgGeZsBy8olgkfqwFb0chInoxS44QuKZpRK7tZVg+E4yaEU3gv0O972QB1IWVHcQTBMPFAEA0dIKVMrVb+xcMkzELgOGGQWW+JlqqEi1hgCC2mVaITwXEAKekQGU3zSEJaxfPEgEAGxlNNQlDFxREA1hK9IpA0KLaiLtEqCSATThcaJ0ozGAxnUTQSthOItfyENICaEb8PLdEIYBLWVBuQ6U50GrBq4kwliA4Dl0A7DSQc10I3i9apiPMoP1ohr6HiA0+KYV1S88BqVbhm21wpXB++TIVCKARVMePM2A4ZUTx8qyfBEbf2lvBq8QERERERFRczzJIyIiIiIiGkJ4kkdERERERDSEsCevCfbkUT325K0+vQ0HDxmmCd2o9WO1Ds/BdWv9RS1tweO7O0sNj/WrvVqmWXt817J8r9u0/JMlTbcjsU26j6P3mY9b7h8D2238e1mlUOpxv+J9eM0GgAO99+DFB4G3tkjY1X68TFpEg7YBoDUrUG3xg2UqmHrtx31XsbbNUgv+6yok/+9AlwKu17d+PV0X6OpKDj4P1Q9QbzY4Haj14sX78Jr1obXmNLhe4z6uqAfP0j0Y0osGgIf9d5Z0oWsufKVB11zoIti3eM8YgKhvDAiGeHtKouxWb1eft2T78D96DNaE6RCakeghkxrQVarth6mrxPsA1IZ61/folct+VAPTEJCy1o/X29Dz3gZ+1w88Dwf1asJr6EMLe/Ckb8OVqVovmh/Uypc6VHW4d8lsheEF/UJhLxmAqAfKVxK2MhN9UBI+fAjYXq0fM6x12FMGBMPOw2HpQG24NxD0PIb9j2Fd6gd9pw0XvqoNtY73nmnCh4TXsP9hr1W8Dy8+xFmvDj6XlaC3TDhlQNMhqrddJfBkZQSmpZZCFwqq2mMWDqdu1qNnW62QbvB9Eu/R62m4t6Z8FFU2MSi9fsA3AFTcWh3D4yKluw31SGtleEpGPYma8qLBzQCQcosNfXiaXYKq9idC+dDKhei9EWGfXdgvFu83A6Lh1U37zKx0okdPZVuDgdgA/ExrYli60g341QHp8VoK34NjZJr254X9ZWF/XrMex/iQ73jPWbMezfpjI+zD841U1G/m2WU8lW8Njgn4ycHehXww9Nzzorr4hTy0lAW/UoZygp+nYb+ZXykne81aqv1clTKQaw1qHQ5Mrw5AV5mWxLBv4dqJQd/xGob9eUL58KQJBQ2epieGfAsoeJDQ4DftxdOrPw+ka0M6RUApaJ4DJbTmA8+L3YBR/f/DYnfQH5fvWmEPnmYF/3/qdXVBS6ehHBfKdSCrPW5+OThuZK6loU8v7LNLDE2vrx8AOJWgfr4H36z+f7xS8M1qjcw0fJmCdMuoWG0QUHBlCkIpeJoOT6v+f4ZXgfRs6E4JEBq6Fi/E+nseNrg9eY7jYNq0aXjnnXcGZAOIiIiIiIho4PT7JM8wDPz9739fHdtCREREREREq2ilevIOP/xw/OIXvxjobSEiIiIiIqJVpK94lUau6+KXv/wlnnjiCUyZMgXZbDZx/1VXXTUgG0dERERERET9s1LBK7vttlvPTygEnnrqqVXaqMHG4BWqx+CVgVMftJJpa4Hv1UI8moWseJ4Pr5qm0DYsAzc2BL2lzYJje9XHBoEM3Z3lxGv6dYPATVOic3nPw9HDkJbeAlp+feV6ePjhh3H7IxvCaRK80vnJUqSy6ShwJQxb6SloJT4AvK9BK/EAEitVC50IQ1biISSeD3iqNozblMHj6oNAgL6HsnTlk8PoTUM0HaDe3d0YyFIfxhLf72ZhK/GB51aqMXCkL0ErAioa9qwJPxoA7isNHjRktSJ8aPBUcBxJ4UGDHw3wlvChCT8KZNFE9XZskDd8G0veex6Z9adDaDoMWRvmHdS9NtA7FA5Jjw/1jupUDWIRIpgtDdQGn2ctFfzbZOh5uG592EpvA88zXlcwsLgaliB9F1p1uLnmBYEfhl0N01B+MDy5yjfTEL4HT5pBeAFqgSG+ZsDWLRheBa404Qk9GpgeDw3pKYglfK/CGherA73jw72lUCjYtUCWngafh4PfLVmBBy0RMBIOtpbKheZ7UdhKuP/1gRrhwPMwUANAcqg1ALgOXKHjSXwG09QH0DO5aEA1gCiEBUAiPEQJDUrq8IxMIojFl3oUfhHWtGgGQ63DEIxwULoUHkp+7edNOOQ7rGP488CSbqIeEl4wAF2VoYSWGPItPRua5wbBKnVhK/EQDa1cSA73LheDcJFyKREqolwHQkooz0sEigCA0I0ojCUKYtGNIIknHFZtl6MgFmWYUNJY4ZDq+hCWMEQEAByYUQAL0DjkW/oulNCiwJUwYEj3KtGAb1kdgh6FrZS6oXQzCOQRGkSxG65m4El7JKbhI+ieEw32Vt1dUdBKfaCI19UFoRtBWIiVSoSKxANF/GpgjZbNNQbZ5KqBHnY5CBKJDfuOD/r2U5nomPKlEawjDThmNqpfGCRSNnLwhQbDqySGfGt+NcynLoRGVgpQmg6tEhwT4TEUha3Y5dqxUlcXVakEP3vqg1a689Cs4P9P3a5uyHTtdwwA8EolaKYZreOXK5AtuerX5d6HptcH2cTr51SCY1E3ghCWau3CABbhe1DSgG3moDQJX8jG48UuQEkdHcuWDXjwykp9kvf0008PyIsTERERERHRwFqlOXnvvvsuZs+ejVIpiC3nNAYiIiIiIqLBtVIneUuXLsW0adOwySabYN9998XChQsBAMcccwzOOOOMAd1AIiIiIiIi6ruVOsn73ve+B8Mw8MEHHyCTqQ31/cY3voFHH310wDaOiIiIiIiI+melglfGjh2L2bNnY/LkyWhpacFrr72GiRMn4v3338fWW2+NfL7nsIJ1AYNXqB6DV1beioJWwkASoHnIim3X1m0blo5CVgCgrT0F206GfwCAaQZ/v7Jtv2nABxCEtDi2h2LB7nHbewtoyVjAflv/Dfc9+zk4nkzc98C1E7Hfsa+jnC9i2JiRAGqBK6apQxrB+rnWFPxqcEquxYzCVfoStNKaFbCruRetGR+eH4RxxENWLMOHKf1ECEkoDAMxZVC/eBiIKRVsT0SBIACiIJfksr4FsgBAuVxb1iyMJZOpvX4YuNKSDfY3bdVeszXjw3YFLFNF4RFh0AoAtKTsPgWt6MKFLlw4ykBGBGEiYfhIXDwcBEAUaNEskKXopuF7Lj55dw7GbLQzbATvuaF5KDipKAzF1GthLOE+lJ3a31ybBbGEoTpAEDgTD53pKWSkPmwlo5XgKh2msKEJD9J3ofs2HGlFQRKW3Q1PmkhVuqOgFaVJCM+B8NwobERJCa0c1C0eGOJLA8L3oqALAHDMLDTfi0JDhO+hbLZEQSy2TMPwyk2DWAQUin4aEj7KXhCaoGsu8k5QW00AJSc4diqx70Nd8yGFQkoPvkks6cKUQYBGGKQRD5yJ16BZwEj9/kMpCN+DqFR/Pjh2EMDgVkM0bBuQEqpUggsNT7Vsjt27/wmjGuoEKwhpgJUJ1o8FsShpQHgOfCsL4XmJ8BDNd+ALCV8a0HwvCrcpmy2QfhCOE69nfQhLvI4AYMjg+9AUDswwYCQWPhMEjQikKt3wdBOGXYCvGZB2oWnYCjQJVEpBKEqxO/g339U0VMQvlxOBImE4hpASynWgpdNQnheFiQjdgDB0KMeFSKcBzwuCMOpCRML3wc+0Qrg2vHTLCkNYwhqGQTZhiI2AgiY8eEqHATsKoTG8SlSTMFgkDNCQlQKE6wJCJMJWIPXgvdYk3HIZT8r1Ma3yHnTlApqEX8hDS1lRoIhfLkM5LjQrFYWJ+OUylFJQrgfN0IP6lUrQW1sANAaKyFx1eaUcBbEI0wRSVi1IxHUATQveK6cClWlpCGERvgsvFYSueEYGrp6C5ruJABZP02G6ZSghID0bpp2HrxnQvEpDCI1W7ArCXsKwlfixUg3mgfITdfErZcD3IQyjx6AVtzsPmQ6WO13BuYjRWq2H40IIUQtriYWxKMcNjrUeaheFADk2RDZYDs8Lvo9dJ/g+Vj6UaQX/SiNRN1+moPkObDN4ftPOQ0FAKA+aU4Fml7GsUMJ6+x41oMErK/VJXqFQSHyCF1q2bBlSqVSTRxAREREREdGasFInebvssgvuuuuu6LYQAr7v4/LLL+91vAIRERERERGtXis1QuHyyy/HtGnTMHfuXNi2jbPPPhtvvPEGli1bhhdeeGGgt5GIiIiIiIj6aKV68gCgs7MTN9xwA1577TXk83lst912OPnkkzFu3LiB3sY1jj15VI89ef0z7ZD/i77WU8nh5vU9eLbtxu6rXe69ov67tjYDTrVXLezhivd9AUHvl1a9XqGzs7E3T0oBKcUKe/c6l5caluuai703/wt+P3c7uH6yJ880dXQty0d9ePH9ivfhhcO/4/1ofe3Biw86rx8CDgS9ab4v4CkNWaMCBQHXr128YWhBbQtOsG1hv168V0xqCranRf1iwbLGAeq99eopFfTpdRd679PTdQFdF8ikRdS7FvbihUO/4/uaNb2g306vHSNZowLHl8gZZfhK67UHzxdaQ08aADgyhbQd9OV5mgklavtVNNtgeEGfWbx/zIUBW5kwhAPP8/D2P/+O9TfdHrquRYPTdS1488JeMkPzkLfDHjMfntJQdmWvPXpAbQB8fP+VAtKGC18h6sML+8/ifXgKIhp4Hu+5ig88D3uMwmHnSjeDPpqwB0/Tk31osWHeKpUBfBdKTwW9UQC8dAuEa0f9ZML3GgZ799ajByDqK9OFC09JVJQJARUNSi+6tW2ouMH3UsZwomM87DsLB32H/YhKaDC9UtCHFutFjPfhQSnISjHafyWN5r1nhgkU8lEfHoCgryxloVIo4JlRUzCt+Da0SjHZGwVUhynriR69+IBvoLHvEUI0DEqvpFqgKQ8VvTrIGgq2TCf6y2xlQhcuitVh35ZWgQ430YunIJByi/CFhOEUYdiFxDBrvdgVfGOHfXjhsPP63ioAyrYTtfDy3cHtul6zsJfKd1wo14Pekot6pgBAGHo0ND3eowegsY499JfV9+eF/WVQPjzDglA+HD0NR6YgfRdlIwfpO/A0IzpODK8CvToAXbp2oiZhzxmUD6FUUJNYHx7KpaBfq1SCZ5h40toYu3e9Aek5UI4T9NdVe83crm5ohg6hG1FtnK48NF1Gw+KV48B3PRitOXil6lD2at0AQG9tgV+uQFR798I+M+U6QZ9gvMfMdRp7HKv1g/KhDAtQCkrX4aWyUW9jvDcPAAynCM1zID076M2zS0HfplMdyu7aEHbQpxgNPa/2bKJSjn5uqHIpMfDcL5cBX0EYetMePK9Uge84kOng56vTlYde7c1zS5WoLy9eM6CxT88vl2N9ebX+RuU40NLBPob9jUEPqBZsu+fVjj3dgEqlo7r5Rioaju7LFGTYtxjr3dTsEpZ1dOMzM04Z/GHoH3zwAdZbbz2cd955Te+bMGHCKm8YERERERER9d9K9eRtuOGGWLx4ccPypUuXYsMNN1zljSIiIiIiIqKVs1IneUopiNglLKF8Pg+r+pEnERERERERrXn9ulzz9NNPBxCkaZ5//vmJMQqe5+Gvf/0rttlmmwHdQCIiIiIiIuq7fp3kvfrqqwCCT/L+8Y9/wDRrzc6maWLy5Mk488wzB3YLif7LTD907grXUaoxxCJUKZQw50+7DuQm9Uk8bMXK1f4AZJi14JV40EoYRpKuDgaPB62EgSS6HlxsEIas6LoGy9JgGgK2oyClQFuLBr9ajraWYP3O7sb6jB0TvF5Xt9dwXyol0dpqwHUVikW34f5xn2lpCGeRInit4aNy6G4y/NvKWdHgc9OU0Kv7mUpVgyFiYSvZrITnKWTSorrfAlaq9nUQtAJYZi18pD3rRYPO200XhvTgeBLtVgVSeHB8ibZU0IAfDMRODnUvukHj+nArGBgbBoKMSAfrhYEsWcNBS0rB8STKbrAPo1udRCBLNuWjNZ0MZBk9TKGrWLs9dqSGznwt50uXyatBwsHn2XR1qHu0z8FjDACapmBpCi0pG7Yr0WLUBp6HgSMtqW44SocUHlq1bjjKQIvWFQWtZPxg8HWusjwIIPFdpO0uCOVD81yk0A3ploNAEOlFQ7wdPY2WUtCmUDZb0GYHXxfNNqT8ItKqOwoKAQBLK8NDGpZWQVorR0EXw1PdUe1HpPNR3U3hRYEzluZX9zgIuwHiQ74VdKmgaz50AGk9CBjRhA9dC0IzcnoBmvAh4UFBIItuaL6HlFsMBp47BQj4MOxiw8BzvdwVBHxICeG6EMVOCCcIz0D4LxAb+F0OhhcD0Xoi5QG+B2WY0J0gqCYMXnAzrUjll0BJHZpvwKjkYVutyBWXwJc6NOUhZeejGodBLFl0w4aFlFaG8gWk8GAKBxVlRjXVRPB9aMlwAHoFunATtUj5RXiaEQw8992oDp5uIlNYHAy1dkrJsBXDguxeDmVa0LqXB6EehS7AV0AxGAiv8vkg0AJBSIOQEn6pBL9QgOcqYBTgLl8GXXlQTrCepnwozwuGfhcLEC2tQFcHoBsQ7tLgX6UAIaB3Lg5CWHwPul+An0pDlgtRPV2rFZnC4qiWYQiLgghCZgwN0negNFE93mrDz1N+MQpcMd1SNTRDg1VeFoRHaBJGqQNKaDC6lgTDrJ1ycAwIDejuCGrSsTQYer5sSXCMVPcPfvCvWyxFy4VuwFnWAQCwly2HTFuoLO2AZuiQaQv2suUwWnPwbRvK9YJwDceF3toCd/lyyJYclF0Jgi6UHwSJKD+oYzodvC+5VojOpUCmBVrXUqhMC2SxE8qwoBc6oXQdmmtXg2y0aNB8qtKNSqoF2UoHbN2C5nkw3RI0P6iRYRcgPAdKC457vdBZe49MC8Ku1MJWioWgDpVyEBzjuNGxAasa4uF5EIYOZ+kyyHQ6CF8x9GqYSD6qTRgkUlmyHNIyIVMmNF2isrQjChIJ6wYAzrIO6C05KNuGFwbdxGoXhuH4y5cGQSJC1EJQ8l2AlYYodAXHoWMDugFfpGF0LQkCbLwKUm45+J7xbOhOCRAapFOC5laCUBHlQ1ZKUIZZG3xeKQchOZVyEFgiBGBXghrFwlbc5curg8odKNsO7qvWRrkOnK6gNr7jwq/Y0EwdynFgd+ahZ9Pw3eD/6zVDR2XJcphtQV00XUaPBQDftiH06s8wXUZ1E1LCXbY8Cl8JayekhNexvBpiUw6ubPS94OdgJQiTCesW1KMcBDYJDdIuwZcGNN+D8Lzk95FdxkDr10ne008/DQA4+uijce211w5Y+gsRERERERENjJXqybv99tvR2tqKd999F7Nnz0YpjAteuWkMRERERERENEBW6iRv2bJlmDZtGjbZZBPsu+++WLhwIQDgmGOOwRlnnDGgG0hERERERER9t1IneaeddhoMw8AHH3yQCF/5xje+gUcffXTANo6IiIiIiIj6R6iVuMZy7NixmD17NiZPnoyWlha89tprmDhxIt5//31svfXWyOfzq2Nb15iuri60tbVhyZIlGDFixGBvDq0FHMfBww8/jH333ReGYQzY8+58wLNIZYMQBiE05Ia1wrHtFTyqd5qUkNUghO5qY3t/PHnfDn1et6ewlXQ2U11mQUoNnudHQSsAkMma0KSA7wU/ftraU7DtIDShrc2A7wOepxIhKwCikBXPV7BSAqYO2I05KTBj3cZdheSPuDDwo6tJWIqUAlJrHs4ipYDn1YJZpHCxw6gnMXfZdDiuTISyhMJ9zLWYQbBKL2ErAKLQEctUkBqir0Otlgvb02DpHqTw4SkNWaMCX2lR+IivNOiaC114cJSOrBYEqTjKQEYEIRFFlYUhattb8DMwRLBfrpKwPRO6FtwOg0GkUNCEHwWySOFD0xS6K7EALumjq6zHbqtEGIupJ8NYAKBUVkhbtRqE+xv+mzU9eEpEYStpw4WvgnANTfjwlYaMXoKjdGS0ElylR/splA/dt+FICxm7Mwpa0XwHmvKgeW5D8IjwXAjlw5cGhB8cB76Zjr62rVZIN/geraRaIL3g67LZAsOrwPV8zH3vY2y96SQYGuBqJmxhwYANFwZsZUIXLjwlUVEmDOFGQSy65kb1NjQPeTuotRCIQm+yhgOpNQaMeNCQ1sqQ8KAJL9hPFYSthPuthECq0h3ts6db0Mtd8I0U9GJXFDQCVENUNAlUqmEZrhMEjbgO4HlBoAYAYehBmEQsiA3h11YGcB2obCuEXQ6CQwAoPQWl6xCeBzfTWg160aGkAV9IeIYF6dqx8BANnqbD1yRsmYbhlVGUrZDCRbkaaCOgUFHB80v48KDBFA4srQRP6bD8QhQuYtnd0JQHKAXNC0IP4nVANexEK3YFQRphYESxOwibAYIgCEOHXyoFQRrlIDRBOcF74ts2hBDwHReuJjFn0q7Y+b1nYWXT8EolaNUaCaP2/SIMA0I3ajVNp4NgCisdBDtYGcBzoTItEHYZfqYVwrWDEAynEtXStVoh3XJ0rIbHadlsgYCCLdNB0JDy4GkGDK+MlFuE5gfbbtgFaHYJvpGCrBSiAA2tXKjVQynA94FyKQhb6e4K9r8aPgPfh1+uBCEVpVI1LMODUgrK9eA74XoKmqnXwjIcF77twGzLwS1VoiAWr1SG0ZqDV6pAb8lFNRRSApoIQk08DzLXEoSZZHNQjg2RbQnCMHKtQbBFtYawMvDNoK5+KhPVT/gePCMDV09B8104Rga6VwlCaex8oi5apRSEyChVC88odgchNKVC8N4pvxa2UinXQmiUwDNjPo9dP/oLDKnB7c5DplNwuvLQdAlhGPAKJWimDq9iB/sJwCtVIHQJ33YgNA2yGsaiPA8yFRxTvutFoSJhaI3vuBBCQLMs+OVyEL7iuMHjWnLwy+Xg+JMyCLEx9GB/pATS2WD/rEywP6YFpZuAUlC6Di+VDWrge0GgklMJ/rNLwc9Vxw5qr8ko2EUVuiEME6pcSoSteN15aFYqOnYARLXxSpWg3oYBr1SGVg1LidcHAHynyS8FCAJY4uuEQTYA4JYqUWBNvG5hzfVq+EpYu7DmUT1zLVCeB5FKAWYqqFc6G3zf6gZUKg0oH76VhXBsiOrPHeHYQLkI6AaWdXbhM4edhc7OzgHLPFmpT/IKhULiE7zQsmXLkEqlmjyCiIiIiIiI1oSVOsnbZZddcNddd0W3hRDwfR+XX345dttttwHbOCIiIiIiIuqffo1QCF1++eWYNm0a5s6dC9u2cfbZZ+ONN97AsmXL8MILLwz0NhIREREREVEfrVRPHgB0dnbihhtuwGuvvYZ8Po/tttsOJ598MsaNGzfQ27jGsSeP6g1ET168/w4Ietg0KeF7tf6vsJct1Do8l7jdtax//a6lQnHFK9UxTLPPvXzN+vDiA89zrWl4nl/9OhX14IU9agCiIeQA0Noio/67TFpAagKeX70vK6L+u9aMD8+vDs1OJ3vrbE+gbNd6vEw9eLzt1i+vPaavfXvxnj0NDrbKPYZ/5PeEkGaiXy9cN9zHsBcv7MNrzWlwqvucy8SHf4ugH08EA75bLTfYz2pPmuPJqAfP0DzomlsddB70TYU9eD40SHjQ4cCBiYwX9MsIBK+pEOxfvF8MAFwY8CChwYer9KhnDOi5V8/QguM37B8zdS8xOL23Pj2pAYWygC4BXapaP54R1L2+Dy/ec6hBwYOW6MML99WRFkyvBM33YLhBbZr14Gl29b7qoG7huYDvQngeVKzHQxnV/hbdgBLBtitZ7VkB4Ekz+rqgZzH3vY/xhQ1HwrXaot64otkGWe0FDPvJNOWjqLI99ugBQNnTIYVC0TGQ0oPaZ3QbUvMg4UMX1SHW1cHWYe+Z5ntRH57hlgClEn14QvkQrgMoBeFWkgPPdSPoEwGqA88lVKnU0IOmPC/qhdEsK7itBz8fe+vRQyodDUsP6lrr0fNSGQjfi/rKvP/P3nmHS1LV6f9zzqmqTrfvvTMDM8PAkIYsGSTooiIgigiiIogK4mIW14XdNbOY1p/sElRQUEEEBTFiQiQIiIIgAgJKDgMMk2fu3NChqs45vz9OVXX1DZO4E4B6n+c+3be7wqlvnaru6jrv51VBElYtXEC90Zn/sRH0jfHnpT7NtB4+IYFuutDvuJEFn6eB1liLajdcHXTU8Vi1Gh0fXuJFtGGIKJUwI8PIUhk9POTan3qArMl8Z6lnKG62MX7AbbscxiseugHPaKTvIzzV5ZfyeuuYVtuFP4/2lrXbLig97y2r1iFqj+vPE9agg0qXP69d7kNgMdLLPI5aegRxC2XCzHOWhnw7T1XLeRPD5rieM9tuIfwgq4dpNpLwc4tptTK/kkjCp6WnXEB14sNLPXdpMLVuh5mvLPXgmShGSIEqBZlvqus9IVyQtZCZlyv1mI3rz8t7HIVw9YtCTKUHEYeYUiXzmGmv7HxUSXi11O2uuog4RLSbzmvWanT8iaP8Zvm6pMeQ9kuZJ8+uWJH5DlOfWTTUyDxh8UgTGfjodgjGIJPvICaKcoHeHY+eiWJsrPHrVUwYY7TG7+3BRhGqWknq2/GZOW9ZCRvFyGoFG0XIShUbR4hypbt2npd58/B852tMvHlWesiwhYjbHb9Z6sVrjrjzSth2/TnxKAqlxvXhpT7O1IMIZB5FIOs7+fpk5+t4rKceyJaTn07lfHldvsYwRuW+r+WnTc9xNo6QlcQT7PtZ3Uy7haz3uu1NvXme7/qcHzifotGuJlK5c267xbJ2zOYnfmpSPXlrdScPoK+vj8985jOT0ohChQoVKlSoUKFChQoVKjQ5WuuLvFarxX333ceiRYswpvvX7qOOOup5N6xQoUKFChUqVKhQoUKFCq251uoi79prr+XEE09kyZIlY94TQqD1+LdKCxUqVKhQoUKFChUqVKjQutVa0TVPPfVUjj32WObPn48xpuuvuMArVKhQoUKFChUqVKhQoQ2ntQKv9Pb2cs899zBnzpx10aYNrgK8Umi01ga8Mhq0Uu2rd0FWan09mLgz1Ll3ag9xzjBc76sQx91DoT2v87tMGGqaI+2VtiEIum/Wry64ZXWBLaNhK6MDz1Plw84nAq309khi3YGsaNMJAw88SxiLDLISakHZNwTKZOHg4AKjlbAomcBWtKQVJZAP4QLGga6AbujAWUYHdaflGw/MMjzcZnvvWh6NX4/BRynByMjYH7nKZbfMakWQnm3T8O8UttJbMYTavZYP/460ouzFKKGJjKLHb2WgFWMlGklNNrqCztMAcCMUpbiRvGZRJnRBvypwQdBA6FWz53kwSCwDtPSQ1tW7YWsooZEYRozb5ymQZbwgbyUsFkEz8pI66q7QdCDbL+n02gpqgcZXBiUMvjIkzB2qXognHWCkJEKkMBlYZnTgeaRKlMMhrFQZZCNoDY4PWolaWRu6wr+1diHAAH6n3bZUhSQw2pRrDtDi+VlwelzuxYZN/jg/5IBtplFKpk3DqI30Cb2yC01XwZhgb2NVFpbeMJUs1DvS7pyTQkV8FVGRLbRVlGWzK/g8UiVKccOFtCewlXTb87CVNNx6osBzm4Z+J+HWNkofXTC2iWKk72XBwzINT06CqScEsXg+yASAlAumJo7GDfcWOnaADOUTBbWsj0deZUzAd1pLIAPQ+HEbgcEPGw4WkQs+z4K+83CRFLqSh60ksIzRsBUThl1wiDxsxauUsoDv5kiLv778aA64//fIVhOvUs5gGBOFfANdIdXAxAHfeQhL5OAhwuguCIswGqt8wqAnC/kG8KMGXtxy7wsxNuS71egOPk/7hLEOmpELsXZvOvhMHraS1kO3Q6zphKGrSploqJGFUsfNNibWBHXXNpOAMPJQEd1s49erGXhDJtCVFGTjpdCVes8YCIvVemzId1q/cUK+EdJBfwCpI3eOSPtKWpdcwHceKjIm3LvpICxpsHdzuMltOx3KKx66gSA5Fabb1AUbaYfI5FxkjWH0V3Yb52AhORBLdkym0yW1zId+jwbY5IPSJ6xdudoFYLG+gyGZwH0OyLDpQCJx1AGuJOdTMzSYAXqE72MaDuaUgotWBVsxue9H+cDz0aAVM8HNJqm6wStCCpAye65bIV4etjIBiCWtW7ru9FyXQpNkuYzwfFezSsWd81LgT3I+pNVwdUpqYxsjLA8tm59yxoYPQ3/b297GzTff/LxX/sc//pE3velNzJo1CyEEV199ddf71lrOOOMMNttsMyqVCoceeiiPPvroKpd7wQUXsPXWW1Mul9l///258847n3dbCxUqVKhQoUKFChUqVOiFoLXy5J1//vkce+yx3Hrrrey2225j7mx87GMfW63ljIyMsMcee/De976Xt7zlLWPeP+uss/j617/O97//fbbZZhs+97nPcfjhh/PPf/6Tcrk8zhLhqquu4rTTTuPCCy9k//3357zzzuPwww/n4YcfZvr06Wu+sYUKFSpUqFChQoUKFSr0AtJaXeRdeeWVXHfddZTLZW6++WaE6GRPCSFW+yLvDW94A294wxvGfc9ay3nnncdnP/tZjj76aAAuu+wyZsyYwdVXX83xxx8/7nznnHMO73vf+zj55JMBuPDCC/ntb3/LJZdcwic/+ck12cxChQoVKlSoUKFChQoVesFprS7yPvOZz/D5z3+eT37yk0i5ViM+V6knn3ySBQsWcOihh2av9fX1sf/++3P77bePe5EXhiF/+9vf+NSnPpW9JqXk0EMP5fbbb59wXe12m3a7420aHHTBwVEUESU+hEIvbaX9YE36Q+BbAq/jqfM9jRGd/z2lsTb3v4xBdv5Xo/53r8nc9BpPrhx05I06PH21emCk2DOrnii3PE/GmCScO2ur6KxcIlHCJs9BJqHcwprcc+k8IABWgAVhSfwgFqzApnEtxj23wmCNzF53r1lsGvptJJikHSJ9FbCjCmM6beiSTWft9kEIK5AkXqTkUSCQjK2vTEbFi2SbsufgfC7pdhmRtFljrcCaGGssRscI4QKWjY5xk8YYKzFItNXOnyd0VlNhDEZAnATRC2ux1iCMRQuTee20NpjsuXYB1dagrfMFpv3TWA1CYzGY1JOWePKMTh5tjE3fw3ny0u5tjcaazo+BbqJcrUW6f7Xbf8JgMNn+Mjp2y0eghcYKA2gEOttejSbWBo0hNgZrhdteY5DG9QmZ7GdpO6vN71Msru8hkkc6j7iumDbKmKTZBoywCGOJjcUm64iNQaXPtcEaV2stDCJpp0YjtXtEaIx1tdZCY0yMwGCQmMSvSeLJM8TJfgdt0/2W2/5kfVgQuW0X2THl/mTXNuO2O+m1Num32WMaAi8UIDDCIoXCpMe1cN4ohEAIiUQmvSDp/5k7RHTWY0V2rGMFJmmfNhZpITaurm53WGKT9ufONmptENjuWgLaaOcr0waB6/vYZAXGYox1Fr1kf8q0DnZsHQTuWJNIdK4ORiikUGipEMmjlIpYepB71DIJbZYKmbxmrMjmSR8REp0sM629ETKrnUQk7RGAzPVV1/bc5mV1zB6NzWooje2cG1ynS953/Vkm/UPka2KTdWZ9wu1bLdK6pH4ngRUghEq2t7sOFouVAqMsVnrEyoO0Psqd++Lkf2MFVnoYaRFSYpNliGSZMlk+QiKEcqd1ITFCYdPHpIa2qz/K3DHeXb/0GLfGvZX174n6SlYXt6y0v+TrIpO2CCGJpcImten0CZLnbpvSbQTQ0rhtBCzjePKUqxGQ1TRVOh/gPlOSugmRLtv1PSOs8+StVu1y58fuQ2pUbXL1TeZLj6G0TxshEUJm5xY96nhK25huR/4jI//cph7f9D3b/f949YBxPHnSOB/hqJq59dnk3EdX+6wAKWTu0SKTPuBqltYgd65LZ8zVxiKJ6d63k6G1usgLw5DjjjtunV3gASxYsACAGTNmdL0+Y8aM7L3RWrJkCVrrced56KGHJlzXV77yFT7/+c+Pef2mm26iWq2uadMLvYh1/fXXr/a0/3YSwIrcKwsnuzkvDqVnoTxDJl82xxOhlHvJBwyQYjPymBgDRKOmHa36BE0pTfB63+gXYrJ2z/Fu6LzeM8EC0nlSjXQe03Wm7UzbnpYgv20DK1n82mlp7vlzk770VM1xXhu9XyRu28f7GWVgshtEMOpxHKW/c+T7Zf75MED6hSC9uB/M3r5r7vLcxINsHBJ0b3Nl7Nsq+ZvoYJhMhcljejy0AQIYSh6X5wse092T0vqOjXJaPbXpbGyyvlTj1SF1iDyPrwR3vezQVU+0KqXNLOFKIuicCIeSx67/BZ2Om69hvn/mpeg+keXOfqVRj9Cpx+RwItavRtdvXI5ZemwLOhsekNXFAKXpnZfT/TNRXbq/nnLnDgevaas3vNJDpkWndukxnD+ODO5zMv2Mn5I8vpD7zNpK4fpb/ntAvja90GisHvBuTbRWF3knnXQSV111FZ/+9Kcnuz0bRJ/61Kc47bTTsv8HBweZPXs2Bx98cEHXLAS4O3jXX389hx122IR0zcOP+zOlascrWunrwejOHbFKtfOFqj6lRhi6D49KLcAPFDohafb0umVEoaa3z50wB1eEjJZUAqW6f2gZHBjv63RHfqCyZTdHxi4zVRB0fs0aWj4y7jSlWjlrf6pavYRJCJm1eoDRlkqls6yUNAlQr3VomvWaIIVl1XOkyXrZYAyONlmOCbWbv16KMEagraTqtbHJL+8i+SVMW0VbeyhhkMltm0grWrGbP1Cd/TLU6pwGfWWT10ZRNtPXc1ROX0X0DV7Ps/JQrHB9wvcEQyPdd0F7qm47a1WBMZ3tK/tumSW/M329FBHGiprfJraKmtfCWIknYzyhEVg8ERNbn0oXTTMiUiUq4SBWKDzt+oEXu30sTeToeVIhTOduo/Y6/TX2OvsxVhVEQt1sBr342n37aag6fvLNPMYnsgFKxGirCK3fRdyUwiCFYSR26/CERltFK/bwpEFbSSuWGVmz7BmshYoXYRBUVIixkqrXJLIeZdlGoZFCZzRJZTXSaKSJkdaRQaXWqDj55mENQscIaxHakRNFnJI1k8vJKITkrg8AYdRN11Qy9zx37CfUTVuqgImxXgmEILZw60DAK6e5O+lxuRcVt9AqwCgfaTTtoAdpNcJq2n4dT7dpBr0oE2GEIhRlfEKatoYUmpYpZaTNimwhMVgEgW1hhaQcjSBNjBWCUjjsyJlWI8Mmxi/hNYdyRM2GI+O1mu41nRA1rcE2WxlJEvJkTdcXTBhiE3KdGTWqQSbnRVUuOfJmQoiU5cAR50oJga5SwUZxh7ZZq0PUcrUVAlvtQYRtrO+DkFjlY5UjHVohsMrDKh8jFNp3X7qN8LBIIq9MpEoEuuXqk1BGjVR4cYgKR1BhE+MFqNYwImx318IYR61M+o6NYkdKHBlKyJoj2ChyJM1WG1UuEQ0No8ploqGRHKHP/a/KZaLhBlRr/G2P17Hnnb+mXAnQrRZ+vUY80iLoqxE3Q6SvsjoKpbpsMLJcyoikKa1U1mquLbUeaLc7daz0ODpkUHLboNI6euhSFWEt2isTewFe1AIhkbqNajfcsRK33Z2xdqtDSGyNONSxANtqITwf02pgWiGyHKCH3LnIWuv6hzWYWCM9hW5HCCXRzRBrDDLw0a0W0vPRYYhIji3TDjOioo01shQ46qMUqCDAxBEqYTHYWKMqASbSeJXAkQ+Tz1erNapcQrfaeD01rDbIcpC1VZar2DhClMud+mkNynP0wyiEcsXRIkdRI2Ucur7iBxDHXXUxIyOdfqO16zdDI8hyiXh4JGuTUArdamH8gL/MeRX7/uMGAgW6GSIDD2tsVh+3uNzdO2uykQKpgr4eouHO536eIGm0zsilab8Ety6/7rbLxBpVLmPjCFWpdOpfLmW1E56PjSNkuQqB77a9XAEvcOfOoOQom2EbhOiujZLYRiOriWm33GMrRCg5pjYAuuGImmnfSdssc7RwE+ZGDVWCrhp4lZI77nKa/vlvs/gLH+p6rdTfQzTU/Z0pvw4hRIcEDI7kmq4/qZsQAuEpTBSjKmVsHCMr5a6adcikSc3aTfeZEkddtVm6YojJ1lpd5GmtOeuss/j973/P7rvvPuZL7znnnPO8GzZz5kwAFi5cyGabbZa9vnDhQvbcc89x59lkk01QSrFwYfcdk4ULF2bLG0+lUolSaezPlr7vrzYuv9BLQyvrE2EkEHFuOGWsyH2fxtOdE0RsPNJ0hNh4SKOyoUjaesmjwCT3O7TtvnAAN5Rg9LDD2Kz8kJYmGSJiBLGZeOimzC0nyrU7L5UtqzOtth4m+UAy1kNbi8mdZkwO6GuToQ2A+3KXjZDqDF0U6XBVKxBSZMMphXTDIISVSKXHXORZqxDWQwiDkOlQTJUNgRH5YbC54S0iG8c3apRC8rrNv56NOPOzizwr3AC7vLLtTLcx3b60Xbm2CGkRUiGVRhiFVB5YiZQghRs0poTFWIVKhosIK1BCY5TCU24IjJfUyUs+oNwAL4GVIhk+kq4vN6wlNzLDKolM9qNSCpXsN/c8HTqk0NZFVmAV0nrZ56F77i7yRNI/pBRuvxgPIY0bnisVQliEFQip3RBCZbFWIJVx2648pPVQMkbhPnOVcMP5lLVIYVFCIo1rs7QGJbOd45ZtLelI6fS7s8j6Xm78IuB+fjadHYzovNc9vjNdRdfIr1SeTOovBUq6/mukQCLQSX2FscRK4iFdbYVBCLdvFQppFUqAFF5yYSdRUiXD9gTKuqFVykhUchHkSdcYaQUyWaeX383CJqOH8tvt/iwmGSKaDH+26WNyYWc1NjlvmFHnD5mMn1JWY6zOojmkNVhrkvZ3HkV6nKTtEDaroxC2q642G13n+rCVAiMEIumzRrohZUZJTNJfLQLPSpQVGCnxkv2gBJjkUYyuhbB0buGm7RTJsHKDsG5YrLAgjPuRwWaPsZvWxHhGY3WMMjFWx1nshtIxnpEI7abBdB7T04A00o16zXUmaU02pDatm8z2V9LmbBtw+zI/2jipoTuHdoapeVKAcH1FSRAmOT6y2uTH97pjIusj1iT72WQ/CFlrXf+wBmO0G+JoYoRQCBO7izwjEDpGSveYHodax65vkkQnGOmGqluRPVdJHa3RKKMwJsYzCpPsg+w9qxFG41mDTdqYtrXT//L16/S/9NEkdTDpOTT9vj/m+DHJXsnGpruh8VYgknWSa5OQru+YpL2e0XjC1UkasMZm9XGLy13kmbEXeZ7R2TB5187O+8ZovORzOu2Xo5+bUf3Y7UedHLfJ/qVzDHe2Odc/csctQozbZ9JjySS1MclxNLo2rn3a9ZOk76Rtzn9sm9w2K6O6auAZ5Y67nHzfxzPdr42uHXQ7ZIRIh6eOfS+tmzs/uHOjmqBmnfPdqPHySR9Ma6PG+Z73fLVW4y3vv/9+9tprL6SUPPDAA9xzzz3Z37333jspDdtmm22YOXMmN954Y/ba4OAgd9xxBwceeOC48wRBwD777NM1jzGGG2+8ccJ5ChUqVKhQoUKFChUqVOjFpLW6k3fTTTdNysqHh4d57LHHsv+ffPJJ7r33XqZOncqWW27Jxz/+cb70pS+x/fbbZxEKs2bN4s1vfnM2zyGHHMIxxxzDRz/6UQBOO+00TjrpJPbdd1/2228/zjvvPEZGRjLaZqFChQoVKlSoUKFChQq9mLVWF3l5PfvsswBsscUWazzvXXfdxcEHd0ynqS/upJNO4tJLL+W//uu/GBkZ4f3vfz8DAwP8y7/8C9dee21XRt7jjz/OkiUd4/Vxxx3H4sWLOeOMM1iwYAF77rkn11577RgYS6FCk6FDjr8zez5l1nSMTn123e783qk9hMkY8r4pVcJQU/EVfVMqjnCoLfW+MkEgCUN3y37atBJR5IZezNyse3krVoxP+dxs8w5SJAwNzcb40wVlj74pbvx9FGoaK/HnzZg9lRXLxxqCe3pd23t6Oz68UsmdUnp7feI48ebVFFpbenukswAZS29NEMbgeYLeqiGMob/HEihLqAX9NU2gDKGW9FVc2yKtmFZx7VDC4vkJ3VIYPNEZOtaIK/gypOo5b01sPFrao+JF1Hznx0q9YQCb9rSy5bdiNzRkeq+rW6glragz4GF6n2Yw9eUlQ2j6e6EVdYZ0zNxEsmK4M2TG96FeA7D4uFGR/TWdedFqfoSvDEpoIqOYVhkmNh710hCR9ajKJlKYLj9a1Qw6f54OMULhx03KDOElfrPRnjSpIzAGEYfYnPdO+K62VnnZPFoF2XLapTr15mIAWkGdvtA9bwR9lEyDih2ioXopyRYV26BhawD0+YM0jOtfU0tDxFYR6gBfhgQypqU9AqHTEuLhvHh+QoutKlf/uhwmth79csANmbMaZWOk0fhxEysVftjASIUfjmCl6vjQGoNYpZCtEazyka0R570xGjwfWg33f/Jntc48aHlPnlAqG76b+cg83/mVABG5GoqSW7a0ApiGag4i/RJB1MZ6PhiN1x4mLvdSHXF1DMu99DSWZHVuBXV83caXbUJVocYQIWX65QANW6MimlgEJdPoqoO0GqzFD0ect9BapI6wQuIPLnH9wFq3zdZCcwTCEJTCNptdPjzTbHS8aM0m0vfQzbbzoTVdH0m9Urrltl2VA+IoRvoeJoqQvo+Ok+WFITII0NGw62tRhPD9jncpDF1dtXZesLSe1g39Ep7GxgKrfEfi8zyIQ4TyUXELq3zCoAdl2lghKIdDrh+YGJV4zoLGcoQ12XBrb3Cpq5OQMDTQ8SS2Wwg/wLaamFYr8U+5YyFuLE98NyWiwWFUpUx76QBCCsJlK1CVEvFIExn4tJcN4lVKtJcP4VVLhA1XC+l7tJcPEdSrtJcN4tertJetwO/tyWpqjMU0Ei+VkG65Q8Oo5H+MBSnQA8sRvo8NlyJrPdiBpYhaHQaWQrmCaI5AuQoliTAhRlTwRlZgPQ8ZtfCEo1VKHbmaC4GMWs6TFkeufyQ1SetjWq1kHw5nx0a0bABVKaEbTUyswVhk4GGiGN1sY41BlYOsX8QjTedh0hodxhnDQ0jp5k+e21i7PhbGzqsnJfFIE1VKlhV4CCmy+oXLVuDXq5hkeuEp4qFhhKewUYQslzGtNqbVRtV70APLUT117NCg80sp5WrX0wtaIxuD2KCMjNqIpB+lfZThQVcjpbDtVsdv1nDHkg1DTKzdumPn4YwGh11trKuNyawDAqvjbo+rlNl3ifwQTb9epb2827cVDnT/nx/wJ4TIvGtCysxPKwMvq7WJYqTn1t1eOoDf25P5Tk1yHjCttvPoxRFmeKhTtyBwdZMKEbbceVFHrg+BO55Sb2E7hKQ2eL47L/heZz1SYKMI3XY+TRNrd7zrtE+ILh9eVh8c08TG3cPHZ3z1cuaffgJBvcq0M7/Lwk+8e8z7iz7znq7X/J4qutmh7wgpMp/omNpK6dobxqha6mVMPcxxV82y4zaOnOc3/fwIO9+7bBRhw8mn+a/VRZ4xhi996UucffbZDA+7g71er3P66afzmc98ZrWpm695zWvG4GDzEkLwhS98gS984QsTTvPUU0+Nee2jH/1odmevUKFChQoVKlSoUKFChV5KWuucvIsvvpj/9//+H6985SsB+NOf/sSZZ55Jq9Xiy1/+8qQ2slChQoUKFSpUqFChQoUKrZ7W6iLv+9//Pt/97nc56qijstd23313Nt98cz784Q8XF3mFChUqVKhQoUKFChUqtIG0Vhd5y5YtY6eddhrz+k477cSyZcued6MKFdqYlfrwyj1Vyj0dr1yp3InhqPVV0UlGXurBm9ZfwQ8UUai7/HeeJ+nr810enLZMneLGsIeRZWq/Gw++YqgbrTtzRnfkx+DQ2DiEUknR29uJexgcHH+8d6mk6OsvrdTDN3OL/jHevVLZS+bv9uGlWXieJ+jtcRlx5VJnCPe0qh3jwZveG6GNwFeGPqUxyfN64HxqPX4L/I7/zlhJWSb+ICSlJJE1xifwO22MrUcsNFWvk4WzOp69kcjVt+ZH1Et2XL/eYCPxHAaG3mrOqwfMmGoZbEjKgcMk10oGbQW9SdZfzY+IjaQ/aBMZRTnJhEt9eH3+YOZFM0JSihsYobLHvB8NOh48kebiRW47ZNjECoFIvWhJRhGJT0IkWW9Iz2WRAZSqLlNPeVRzPr2e1fDp9RkXrt5QvfTLAffc1ijLNoGIaNuAgAhfRUTaZ1qlzXBUpsdvERuPsmrjiRgpDCVaRAT0maVEqkwpbnRtt/YCSo1laK9M0FjufHgjA2AtquGi5GUjhCh0EOws8yvJgEs9R6knz3Sem3aILCU5eMa6nDJApD68xKcngqDjq0j9fMrNJ6IIifNhmHINzzhvYOrR00GF0vCSzKOX9+d5cYgft9HSc77HoI8aQ0ij0dJHWk0QN5EJ/tuLmggdYaVChS1k29VJtUYS75Dn/Hg57xnGZh6SvA8v9V3pxEcWNVuYJMTShJHLOWsmfrW280bpVpqfV8aEEV7FYrRG+h4kXiMbu/+dP8q9r+o9mGbD4drTDD2tnbdscMDlSjVHEOUqQjgvT+bPK0mEidFSUR5enNWxXe5DGI0fjiDiENVuYPwSImyh2k2I2uCXnDem1YRSGaIGptl0WXgDy7Hp9iY1sNaim63Mh+dVSoTLXB8zSfbbaB9ea/kQfrWEjTU6yUS1WuMFHtFIE1UOuvx5MvBc5pZ0PrxoqIEqBcSNJn5vT+aLdBlxK/fnZdvVGEG0GlCtIweXQrmKERUwITY5zkXYSvLfGq4uaVZgHHX6RJjLOWs2EZ6PbjbH1MQkvsz2shV4tQo68eFFQ40JfHgi84ZZY7FJjFB5SpVwqJFNk/qt8v68tD7S913fCbxx/XnKq2DCMJdlViFethxV78HGkfOfKeU8ZpUkJ6/VBM9DCOm8ZtZ2PFRKQdTGJpmRQilsO8Rk2XjOB2jCEGF9osHhrtpEQw2Xh5d8PzBh7OIAcj68vL8s78NrLx9is7OvYN6/HUdQr7Lpl77H/NNPyKYN6lXinKcMKbotUTnrvQzG7oP0+ASyY97G0Rhvnh4ecudAaxDVmvMoKuX6jdbYXP5hNi1kx1XqlTRRnK0vbradRy/nw7Ox7vYj5vyHXnKMgPMlzvjq5Sw98xTCoQbt5UPMP/0ENjv7CpaeecqYGk3k0Vv+lQ93ef1K9Xq2jnzNXIEsNsnVyGqWTucKm3nzhFLIagXbbiGrNezIUJajZ6MoO6bWhdYqQmGPPfbg/PPPH/P6+eefzx577PG8G1WoUKFChQoVKlSoUKFChdZOa3Un76yzzuKNb3wjN9xwQ5Y/d/vtt/PMM89wzTXXTGoDCxUqVKhQoUKFChUqVKjQ6mut7uS9+tWv5pFHHuGYY45hYGCAgYEB3vKWt/Dwww9z0EEHTXYbCxUqVKhQoUKFChUqVKjQamqN7+RFUcTrX/96LrzwwgKwUqhQoUKFChUqVKhQoUIbmYRdWVDdBNp000257bbb2H777ddFmza4BgcH6evrY8mSJUybNm1DN6fQRqA3vOsvfPDYhfzghh1oNJ0x1w8CPD+BjowTdl6tBRlopa+/hNYWrW0XZKVclgS+IIws1YrA9wRRbCmXBIEHafZnMOrnmDCGVrtz6HpKdL0/ONwNagEI/M4044FalBIIAXFsaTTicd/X2tJsRFSqziRcrXYalgJX6jUHW+nrcYHn5cCiJPheB7TSW47RRqCtoF4KibSi5rcxVuJLjSdjB1dRCUAEgyfiLsiKsAbPOCe5rxMoiFd1wdCJ3P+dWjRsDV904DIjporCIIWbphG7UFNPJgbxBMqihEUKg7aKZuS22ZdtVjxxE3Lz1yGkT6AMg61OPQJl0Qa0FZR9Q08QEWlJTwJbSWEjVa+JxIWhx9ajKkaICKjqTuC5sBZpIqTVSB2DNSgddsLOE9CKiJLaJGG0aSgt7ZYzxiewEUpl93pq9jad1+w4MBadQBqALExdqyALCW+X6igdYqRP6JXxdZtYBYSqgq9bNFQvSsRIa2jYGiqB57RtgC9iIutREiEWQVk2USbGCkk1XEGkSpTDIaTVWCEJWoNor4zXGkRYg4gjB5yxxm231m4bY1enFIxi08cssDZyBn9jXRC61lnwsIkiF1ycwFfSQFyZhqFLgVAKIWUnND2ppa5UudHbhkOYh2djV2Mh3GMSgmvKNYTR6EodGbWJq73IqO3qLSRaBRjlE/nVpK9btPTQ0qMcDiGwqKjl+kPYRFgD1iDbzSzkWzSGHDBCKgdGABdonYSeY0wGBTCtHFwlipCeciAEpdDtMHsdKTFh7MAjQw28asmBI2KdQR9k4IExSN/PQCHCU0jfQ3ou5Fj6rlbS91wwOrhAakD11DHtlgv4jkIHYWm3HIRFyk4902B0IbvqaFQJrzWI8UvIqO3+msOuLlHYXQ8hMCOdYG89lHvebDoAhjXEzXYGekjD0L1axYWf+35Wi3CwgV91kB6Tg2dEVnDPq9/OPn/+GUrH6DDumk6Vg6yuaZ29iqutqpTQzTaqFIAUqEo5q6kQLqxZVirYKEZWK5hWC1kuuz7gey4Qvd1yId+e76Ah1TrWC7KQb5EGoCd1ScEZptkNXEnXm4bB58OrdbrvIQutHi/QO1+XtB+BA2JYrZn+lcuY92/HZdPkYSL55zqM8ZIa2li7+kBXG1SlhNXuvbjZdkHfCbhGeD6m1XIAlmQbSTKeZaXi6qY1eJ6rW3OkC0Zj4wjTaGbz6mYT6XvoRtNBcHK1AcbARGLpccdeR/Dyu36NZ+Iu2Eoa5J0qha2k2vxrV7H4sydntUtfS8EjqUpTusEh+WBvqXIh31rjVRK4VK69qhS4/pnrc6pS6Zz/fD8DiIhqzc3XGAEhMc3GmH6TwoP0SNMBm1ZSH1g5bMWvV5n62YvGharka5V/b9MvfW9MjdL6riosfXRQetBfJ07ATOk2yKS+6f5X1Yo7vpRyx6KU7nPCGkzLwatsFGefSUuGW2zzyW+wYsUKent7x2zD2mithmu+613v4uKLL56UBhQqVKhQoUKFChUqVKhQocnTWoFX4jjmkksu4YYbbmCfffahVqt1vX/OOedMSuMKFSpUqFChQoUKFSpUqNCaaa0u8h544AH23ntvAB555JGu94QQ481SqFChQoUKFSpUqFChQoXWg9bqIu+mm26a7HYUKlSoUKFChQoVKlSoUKFJ0FqBV1asWIHWmqlTp3a9vmzZMjzPmzTD4IZSAV4pBHDI8XcCUJ/aD6bFyW94kh/dsguRdubaWl8Vrc24oJVK1c9AJX19PlHkDrPeusogK54SWAu+78Aq2iRwEs+ijchAJXkNNp2NVklQsvNeGAtaYecueh7UMhrSAh1QS6wtjWb3e0oJlIQwsrRaZsx7WtvssVZTaG3p7ZFEcQe20ls1hLFw0BVh8T33mAetlL0YJTRKWDwZZxASYyWeiPFE7MAjRBghKcXOLJ3CSKTVSOMM/ip2cAidQEFSxaqUPW8Effi61flf9eITdv5PoCwWgbaKtg0yKEtsFaEOkCL533g0Ixh44mY2mXMQDe2GrPvK1Ws49LPlpsCVkhdTVq69Va9JZD2q0kFXpNAoE+OZMIPIKB1ipcIPGxip8MMRMBphNMLECK0ROgYTjwWtJEZuwtCZuo3NzN2phOc7A30KXwlytfN8B6hITfEJjMV6JQe9oANjicu9qNjVNQpqSKMxykOrAGE0raA+IYjFWEVo3bLLskkpbiCwSKMT+Iqg1B5yUJEEMmL8El5jEBG7+sjWSGebU7BGqwlKYZvNLtCKe4wxCYTFpNCI1ASvnenfhA4+koEYEihICgwRUjgTvVKZ6V4kEJEYyU1Tdue1Qw/iYRCVigM4lCtgdAccktTZ+g5gY5WfgUSMSuoPXRAWT7exCIJwGBGHSB1hhUS2Gx3oirXQaoCxYA223cqem1YrA0eYlttnJooxUYSqlIkGhxFSOJhKUi+kzMAZ7s+g2xF+rUw41ED6Hl45IGq0CXqrmDBGSOGWExv8ehXdbGXwBj+BZ/i9PV2vq0rJARpyIJb0eQZhKZU7tUwgLLZUQUQhptLjtl0IjF9CNYc6MB4hXU2iENtuIfwA22pmNcDY7Lm1Ft3svG6t6QKLhCtGusAzE8FW8s9jobj34OPY65Yfo7Q7B6SQhjWBsAhPudoKiapVMriDbrbx6j1jQCKyUnUQm3qvqxs4AIvRrg8qzx03YQJeUQrbGMFGEabVRpZLmGbTgV8qJXSj6cA5nsogNPFIE1UOMgiNbocOrtEKs21M+w2Mha20V4xkdQp6yoTDra7/hVLZ9OUp9a55UwhLejxCB8JiogivVkG3QrxaJau5CWNUrYJutjIQy2h4jfB8V8M8uCYBV+VhNDaKM+CKiWJ0s4X0VAcokvQf6MBorDFY68Arf933Tex7x9V4Ol4t2MqiT53YVR+ALb7xY4Ax0wJjlpeHi+QhLKX+DqAlBdcIIUEKTOT6YgqmSbdVVSoI38NqjSyXs8+RFEiDFJhGM4MvWWvdeUTrzrExTn1Gw1amf/nSrN3jwVY2O/uKCbc/r/FANanGg7fkazXjq5ez/CsfJhpuZG1acsa/Zm1K4VQZgCU9h+XgSOnnLcZmdUs/l1Po1bJGm20+880ND145/vjj+dGPfjTm9R//+Mccf/zxz7tRhQoVKlSoUKFChQoVKlRo7bRWF3l33HEHBx988JjXX/Oa13DHHXc870YVKlSoUKFChQoVKlSoUKG101pd5LXbbeJ4bI5WFEU00wyeQoUKFSpUqFChQoUKFSq03rVWnryDDz6YXXfdlW984xtdr3/kIx/hvvvu49Zbb520Bm4IFZ68daND33EXAKVaGT8IVjptFIa0hhsrnWZtdOOP9lvlNIccfyflnmr2f6VWxVea41/9T35x197ERmU+vL4plTEevN5eP/Haia6gc08JYm3prQkXkm2cdy3vv9MGaiU3Xl0bQTVwvphIK1qxIlDdHrlQS1qRRAkXOJ4q9e7BWP/eYGP0e8myEu9eekbw0nD0Ub69dDurFecpHM+HB1D2jfPjKYMSJnnUWRB4Gna+Mg+eESrz4intxr1LEzvPVtRwQaM6Imu0EFjV8cNpr5w9j72OP89IH5sjAef9erEM0NLLQtTT8G6BW0fDVFAYMCFPPvQ3Zmz3LwR+JzgdwJea4dCtr+TF9PgthLCoJNTdIrLQ87IZybbVj5toFWQ+tNGB55kHT2vnq0kfV+LBS0NXTavt/BO+hzUWWS5l3pLMB+X5zleQ/4NOaPpon56QWTh6GugNYIIKwmjCci8qDsf16DWCPpSJaMkaVT1IpMr4ukUpbiBNjDDa+RATn5lqN1zoOSDCxJeS+vC0zjxHNq0BSeB54newUYS11vlDtMYak3khhBToVpj5RkxsUCU/C+jNvBZBx5MnlMr8ZKlnDynRXsAts/bjNYv/hmdNp7bJOS/zlfX0Qthynp8kLN2m/TcJ+talGkLH6KCGiltYqRBGI6OW85qlAehRG/yS8521nA8xCyKOos7+T3x2qQ8vDT1PfXhA5rnzKiV0O3TBzYm/SgUeUaONCjznSauUMFGMkBJV8ombbYJ6FZ348lQ5IG60M/9U0FcjHmkmfrz2GH9e+nrqL5PlsvOx0B2SjrWuHya+Iap1V4Ny1fW9NOS73YSwDXHsgqyTkG89PJT0iRis6YQcW5N5zuJmG+l7xCPNjp/I2MzLlIZXT+TDSwOdAUS9xl37v5k9b7oq8+QJ2Tn/rK4/L+8xm6h+qccMkfi3cx49Ua25vqcUVJLoqzTkOwzdcZH0FxvF7tzhqS6/WVoXq7V7nhwbafB5nPQPv16lvdzVOahXaeWeW60zb1nqKXvmw28lr9nf/FmXBy3oKRM1OmHUeX+ekDKrZ96fl29bPlw+DfrOh1bbOPGWJduWehoJguz8YuPI+RVzAd/j1Sb1b6Y+xXx90n4UK4+79n8z+/z5Z1mfGM+HB/DsqW/PajD9K5d11Sl9L//+6DD5Tb/0vdX256U1E1JkrwvlttOrVrLXpO+5mlUr2WdIPuBbN5sIIZzHdaSJLAXZeTc9r3rVCmHiv9vkCxdn4eN5Hx6MHw4PE/vw8jUZXZtUowPT0/lHh6WPrtXokPRx/Yw5b17aH6XvZcHokIS/W/cZlJ5Llo60mHPmtyfVk7dWdM0vfelLHHroofz973/nkEMOAeDGG2/kr3/9K9ddd92kNKxQoUKFChUqVKhQoUKFCq251mq45itf+Upuv/12Zs+ezY9//GN+/etfs91223Hfffdx0EEHTXYbCxUqVKhQoUKFXpD685IGS5cu3dDNKFSo0EtMa3UnD2DPPffkhz/84WS2pVChQoUKFSpU6EWjy5eEhDvtRePhh9m2EbFdSax6pkKFChWaBK32nbzBwcGu5yv7K1SoUKFChQoVeilr4UiTc357I41Gg2q1ys91D2bNMQiFChUqtFZabfCKUor58+czffp0pJQIMfbXKGstQgi01uMs4YWjArwyOUrDxMs9VfwgIApDeqf2orUhKAcEgcfgsuFx55WeRKmxv0FE7ZjmyNoDWcYDvgwtG8iep8AVPwjwEphCuaeMJzXH7Hs31z54ALW+OlGo6esvEYaGatXrQFdyYedKCrTpgFZqZQfyCGNBb8U9l9ISKNMFWVHCooQ7hkrKvdbSQQb+SDUSlVDCIHNQlYkALYOtzk37fMD6RICW8eAsYQzNVmfenqoDxgArha0ILL7USGHwZIwnNBIHYZGYVYJWvDgJB08Ct2XUcgHQCeRDhs0MoiKsxQSVrI3G78BWbC4o3UqFkYkhXnkY0TGeR14FaV39VxagPhyXeeKhv7H9znvQFj1ZcHoj7qzfkzFCuNpUZAuFRgpNKW4QqTLVcAVKh2NgK2nQt2o3ugPPE7M2sQNG0HaAiTxsxLRaDhJgbGZwt1EEQqJbLayxeNVKFoCNMchyOQm1LWXhthiDCFz9UmhIBmNJA729DuTGBg5yoyt1ZNReKYilXaqjdEgrqOOZiFj6lMMhBBYVtbLgc2FNBy6SBlvHCWjHGBd6Ds7A3mwm2226YCspXMXkoCNSqSzA1kRRFvQtPUncihBSZOAMFXjZc+klMIsEuJKBCXIglsjAn+a8mlfN/TN+Mr1IziV5wE1XEH0alD4KwpKGpCMEcbUXFXbqIOOwOwB+eLALujMaOpPWAWuIm228SikDBqSwFenJDC4SDjaQnsIak4FBUtiKm6dzLjBRjCq5bRkNX8kHpechLDLwwJgMtiKTOq8KIpIBWYTshFXnw+b9wPWPfMi3Ne4YGRXynUIPhKccHCLwiJttdLOFV6tkwedpe1OoSJwL+p4ItuJXS5z8kz/wuyefY4vNNuPkU05BKUX/w3fzb1f8sgsOsSoISx72okrBGIhNChJJoTGqWskCqzOISLUyFsCSHtPJ+cM0HLTHxtr1l1xfiZttB9pIaiSVyoK907ZBd9h5PgTdr5a6ICrTv3JZF2xl9jd/xt///ne23npr+vr6xryXh7Bs8Y0fZ+AMISWlvlq2ztKUDggjOz6FyOAsIg1EXwmAJQtH19odswksxEaxA9N4qhMM7/tjgCIpxEhVSlmAdlqfFEijlcffXvlWjjjiCBb/14lZnUbDVtLtBVj4iXd3QUHS2qQaDaqZ/pXLshBwISV+rbxSCIufC5hPgSKjw75HB31ba7uC0bsCvhPITHruTcPPVSnI9pHJXS/kz0nPB7aS1iuv0UHyo6fJ96dZ516Zvb4yYE0ewpIPSJeBh1etoNuh63dKdQWjA1lAvDvWXH1WINnm0xdsGPDKH/7wB6ZOnQrATTfdNCkrL1SoUKFChQoVerHpt08u5HdPPocnBZe84eX8ctkyNt10U+Ztvj2LFi3a0M3b6HTxxRfzj3/8g2uuuYa//OUvG7o5hQq9KLTaF3mvfvWru563Wi3uu+8+Fi1ahDFmJXMWKlSoUKFChQq9NDQYG/45e1dOPHEz6o/+nV1mTGXZHgdxx+230TdlKmeffTanbuhGbkRaGhkeeeQRFixYwPDwMGeccQb/uaEbVajQi0BrBV659tprOfHEE1myZMmY914MwzULFSpUqFChQoXWRt8fUtRn9oGFk0tbA1Aul3nZ0qd5dspUKpUKd8xvs39faeULeonoh+0KPdUq06ZNY8GCBVxwwQUc+baD2Xla34ZuWqFCL2itVYTCqaeeyrHHHsv8+fMxxnT9FRd4hQoVKlSoUKGXou4ZjihtuyMAWy94jN5c0PQh/SUWPfgAv/jFL/jydX8qICzA34ZjqttsD8BBBx3EMcccw5577skvypsV9SlU6HlqtcErefX29nLPPfcwZ86cddGmDa4CvLJ2SkErAPWp/V2glZ5eBzSJY029r4KxYLTB8yb+nWHF8rGAFaXGB7KEYUwrZ6pdE+VBLilwpdZXRWtD35QqYaiZOtXnFZvdxD0Dh9IKFdVqAmUpyw50pUcS64lBK6EW9JadIVsKi680xgjKXge4koFJhJs3EM7wHNpuYExsFcZ21yE2HpFR2bwA2ipasYevun98GWq75eUBLePBWcYDsww2ZAZaqZUMvmfHha1UvDbGSsrKPZZkG4ugRGu1QStCO8hGCvAQcejAEyl4JIVwNJN9WMlBGMCBOJLnQmtMuQaAVQor3fZaqRy4AtAqyCAPeSCLkT6hV8bXbWIVEKoKMmxw7yNPssPOu1NWmhif0AZ4IqZhKigMGklZtinjICLSOuiKsBZpIret48BWsBahI0TY6sBWUvCK1tgUuJIANgBMq41QChOGmHaIUCoDrWBMFyACQAbOQC99D4xFlgJX28RYLxPYivC9DjBEOQiGSAEs6R844MVqgFjici8qbmW1bpfqlNpDxF6JIBxGxCFSRw6ykoOu0Go6KEkrAawkMI08bEUohWm1xoWtpOCD7LXYZKAV6SniVgjWgSKEUhlEIQVapOCQVYFYYunxl90O5xUP3UCp5DtYRqXkoBXjAW6EXCWExQQV18+tcf0iCl1/MK5f2HYrAx6Q1MKBIiKstehmcm40Ft0OHRBicBikzOAIwlPoVpjBMlIASNxsuz5CN1jEjvpBV6jOxUwKEjFRnIFaTKy7ICwmjDOgR9BXQ7dCvFoF3WxnAAivUsLEGlUpZ7A3B19x8BSkq7+sVFwdlXL9MHd+sGHYqUXSR+IhB/xKgSvWun0eDQ7j1SqYMHbQhKQmoyEreaBIviaqEvD/VlSZOmtzlj0zl0/2tYhGWmjP577DTmD366+g9Olz2XHrrRiOYs56zd78501/y6ARQU+ZqJGc6xJQSL52QorONif1loGXgT6Ep7pqlvbJiQAs6X7M18bGkYOKhLFbdqw7YJxYZ9tuE/hRuv1pbYJ6lfaKEQBmnXtl17aNhq1sfv5POP300+nv72fpk4/zH+VhHm/G3LDFbgRBwIwZM/jgBz+YzZNCRkZDNp7793cA4NfKGTgEOhCbtG4pgCWtm0iOPas1qlxGeCoDsKRwJIxF+J4DOwmZHVM21hlwJa3PGOBKrj55IM1mZ1/B/DPex537HMnet/6U2f93+bjblSrd/qBeZcZXLyev0YCaVBNBWKKRVlarPIQlqFcRnpoQWpMCWNJ+I30/q6v0Xd8Qvu8gWMn5Nq2PKgXEjWbWf/x6lfbAEOCAJXnwi411V52AbP8CXVCUVcFWVqb8vGl9Uk20vnytpp353XGBNSmAJeivEzea+H29xMMjXfUCuqA0aX0GlT/p4JW1upP3tre9jZtvvnlSGlCoUKFChQoVKvRC1w8XtJg6a3OiKOKtpfHJ0bNmzeK0l+8MwNl3P8L8+fPXZxM3Kn3rW9+iv7+fMAw5hgEA5lQ87JMPA/D444+zYsWKDdjCQoVe2ForT97555/Psccey6233spuu+2G7/td73/sYx+blMYVKlSoUKFChQpt7FrU1iyeOYcqwBMPsuPs6pi756lO2nUOf2xK9nntoZx33nkvSQjLsnbEU089RU9PD9VqlTnlztfRd1djLhkepqenh69//eu8Z8M1s1ChF7TW6iLvyiuv5LrrrqNcLnPzzTd3ZeYJIYqLvEKFChUqVOhFrvsWL2fznirTKgVA5DsPPo3aYzPCVosP1VfugvGV5KSdt2RuvY61ltsXhBzYOzbD9cWsb9z1IL9b8jcOP/xwzj//fJac9q7svZonmTNnDgsXLqTVavF0W7NlSa1kaYUKFRpPa+XJmzlzJh/72Mf45Cc/iZRrNeJzo1bhyVt9pT68vAcPoFJzfpwwjOmbUiWODfU+91rqZxtPYWhoNpxnxg/GP6lHoaYxEna95rx6Ysy04/n6RisIOu3R2qC1oVIrUa25D92+/hI6Ctlv0xu5f/h19NTLaAOlAJQU1BL7l5SWwLPjevBKXjJWPwk696TJAs8DmXryNAqNEjHSJgGySRC3tIa2V83aKawhFOWu7WiZcpcfL7aK2Hhdrw1Hbh5fdn5hHg7dF7TA67w22rM32q+nDVkQes2PiI2k6kddPrzIelRlk9h6VMUIwho8EyKweDpcLQ9eGnQuwrbzJ7Vbbkx7u+NVM60WQiWeIR0jU1+eUhAEEEXOqwfOrwPOe5UGfecC1PNevTTAGyAKasjseRVhNLEx3PHkEvadMwuCMlp4SKuzwPQYH48IYQ1WSMrRMMrEeLoF1uKHI843ZO3q+fDCEBu2QcquoGvTajl/lJDEjSbS9zBRjAk7fjQhBXErcv6IwE88Pr4LAPc9F2hbClwweinIPCrusYS11nn0ktBvjEWUgsybl/nJRoelA/glrOd1BXtbz8cov+OF9Mp4rUFk1M68iTIOodXoBJ/nvGfpfncbaLPnJooxueBvG2sXtmsMSIlJArp17tGvlrKQ7/RRt6Mx4d6pN01I2eXRGx3uHSuPv778aA78x3WoJKBe+l4WIixHBaOv0p8npatludrxoIbtrB42TM6FiRcv9SSm/qJ8mPXKQr5t4hFRadi177mA9KS9cdP5EVP9+MGn+I+b7+blu+3K/+69Ldvmzut5f14alL4yf16+jvmQ79Sflw/51s02Xr1n5SHfNvElpp7VXECzbrZQlTJ6pJn5E3WzjdEaqVTmxcv7L0f77/xaOfOdbfGNH3PTO17H6358AwbBL37xC/a85tJsus3OvoIoirjmmms44ogjmH9qJ8z5a7Vt6O3tZdn8eZwmllDp7+kK/M57g/L9FcYGpJsoyvyEwlMu+FtIVK0yoTcPyALQ88Hw+YBmqzXxSBPp+1393NWlUxuvUsr8Xl7Z79qOfIj37G/+jEceeYSXvexlxHHM5Ue8glfNnsGWF/6cvJ78wDGcp2YydcZMRkZGOOuss8b1n6Xeqi2+8eMuz9msc6/MPFRpQPpoT2Majj6eNy89j6pK8tmQeBWFUp2A71Hh3mmwt99TJRwY6vKYpT6udJ+Keg937nMke950FUrH2TakmshrtzKtjj8vXcfoWi0985QuL1zqNwv660TDjcybJ5NzgFBqTNA30B3wndRnVV68fPB5WqfR7Uu1Kh/eeIHx49Ukr/H8i6nG8+eNrtWyL32AaKiRhaP7PdXs3KXbYVcwulfvQTeaqGqFaMUgVmu8aoVwYIjlkWGH/3fphvfkhWHIcccd96K8wCtUqFChQoUKTaznhht8/rb7eNWrXsUb3/o2fuZt8pImIX7ptvuIjeWQbTbjqKOOWu35TjnlFKIoYupmm/PLFS8dMvmnP/1p4jjm4C1n8KrZM8adRgnB3gPPAi5+4q677lqfTSxU6EWhtbpKO+mkk7jqqqsmuy2FChUqVKhQoY1Yxlr+58H5DIUxTz/6CHEcM232llw5YFY984tQV111Fa0t5hB4ijMP3meN5t15552JE8jI3Onb0HwJRFD9/Oc/Z+edd+bQQw/lMwfsutJpD+71efbvf+Piiy/mjDPOWE8tLFToxaO18uRprTnrrLP4/e9/z+677z4GvHLOOedMSuMKFSpUqFChQhuPfjhg2fvIY5CztuJjlQZ/eOyfsNPurNh6Z55Y8E+2razV14oXpNracMcdd/C6172O/beYwZyptTVexjtrMT8YHqZ3yhS+//hzvPdFnP8dG8utt95Kf38/++yzD9sPPLLKed7Tb7l00SJ+97vf8ZejD+KAWZuuh5YWKvTi0Frdybv//vvZa6+9kFLywAMPcM8992R/99577yQ3sVChQoUKFSq0ofVYM2Z4G4f/362qmNNf5z11w7IF8ymXy/xMTXtJDdv84YClr6+PZqPBu+prdyez35P0PfsoAPeuaLG8Fa5ijheufjRg6O/vp91u85GPfGS15tl2Sp1TTjkFgK/f/9RLqn8VKvR8tVbglRe7CvDKxPqXN91CKSGN1Kf24/kefslD+R5B4KF8RRAowlDTN8VNl4JWKhVnFK+Ux/9tIYwsUWSZyOq5YkUCKFFiXMgKwIqBdtf/48FbxgO35NU3pYLnOZBLKSF69fUYtuZ3LCgdQWQ8yiWBki7wPIwF5cAFgtdKbrhNGnaeglbSoPMUSpJCVgB8XFsC3cQiCOIWVgj8uIkVnWIIa4i8Smc7VDfRLlLdIJY2ZSSdLx4jpoov4uz/2CpCHeDJzmujwSwplMVPACzDYeeufc2PKHtRtm1SGCxiXNiKr9tIqxFGI03sICa5EHAAGbXHglai0MEmAJoutNhGUQbjMK22C6ptNN0yqhVsFDuoQALbEJ4/PpAFOuHdo4EsQmK9Du3O+K4OVnlZWHoj6OEvTy7lwK2nIPwywmhaQT0LTNfCQ0ufcjSMHzfx4jZGKry4hQxdOHoa9j0hbCWO3GMusBjARhE6DT+PIkw7dECWHDAhDflOMe4mijO4hkzAAkAGY0mDvVNASAp2kL43BsQCCTgkAbEI6YKoZQp2KJXdNqSBwuUq6Dh51JiSg9qYUgVdquE1Bh14Jm67sPXGkKtDGIJSGWDERlESeN529dA6gyCkz7tCz3Nh39ZY4iTYOg311e0E/lMpEQ41u8KUdRhT6nN3ZqKRFkG94sAuse5AQurVLLzaK7vQdNnXyx17HcF+f/sNKmpnABFVCjBajwmrlr43JuC7CyKSBNATODAOLQfKsGGILJUdNKPR7ILPCM8Fe4tk/6TB51IpB5eplggHG13QmThpo80FOKfh8ABeT4WvLC8zbYvZLFvwHP/39fN57iPH4tcqPHP8x/nNb36D53mUH7yHE6Z2zrulvloGNUjhK7odZhCWfNC4KgcdkEhSq3ikiaqUszb6vT0ZICSFPchy2fWz5LnwfEyz0YGvJNOncBHdamWB93GzjVSqC0KjkhBwd3x0viLlIxFWKMXl5S2pVKrU63Xe9sifsvdSiMhz//4OopEm2vO5//B3sdvvf8C23/xJNt3TH3wLAJt94yoOOeQQbr31Vt672xz+5w0HZv0qrWE00urqn6ODvsHBRFIASwoTkb7vApdHhaML33PnzyQAPYXSpGCWfG1SoIjN1cQa0xV8nofRjA4+D+pVgk9+nf/5n/+hp6cH/fB9nNJrx8BWxtP800/g6YXL+e/Fmpfvtz+77bYbb3/728cEhE8UkD4egCUNr05hIqMBLPmapefJtO+kcCur9ZhweK9SysLE8+HwJtZdEJFFnzqRZjPm3oOP44gjjshGw60KtjL/9BOy5aSaqIYTLWs8cMlouEharxTA4ter7jwy3ECmYei5MPks6Bu6zscpUGR1gCujg8/TsHYYHxyTVx62Ml5g/Hg1mWi6NYWwjK4VdGA1pX7X3/LB6Cl0JR4ecZ+nCbRnky9czMP/dSI7/e/lGx68UqhQoUKFChV66eiHC1pM22I2URRx+MhzXTaN/fffH/P4PwFYvtWOLGxFG6qZ602XL7NUKlUGli7lox/96PNalu/7fO5znwPgsn88wVPLhyajiRuVzj//fHp6ehhasYJ31tbsrudmPRV23XQqnudx++23Y8xL0/8J8JfhiK/XtuacZgVd3KMptAoVF3mFChUqVKhQoQk1v61Zstkc988TD7Jr1R8zzXtqmnlPPs4vrr6as277+3pu4frV3FaMmu3qse2SuQTB88+4O+yww3j17OnU6r1c/FzzeS9vY9KCVkyz6bZp1uKnqEwwEmdlemvQJAxD+vv7+eEPfzjZTXxBqK0Nt/dvRb23jynb7sCPVhQXeYVWruIir1ChQoUKFSo0oa6Ie6hUqwwsWcxJtfEJkCUlecPAXB555BF+8vDT3D5v8Xpu5frTz9plgiBg2YL5HNU3eSHd//bKvTj11FOZte+B3D304vHmff+JxUgpGRgY4O2bllY9wzjaPFBZbNfdd9/9kryLdckSTf+mHfDMwJY7sGjRog3YokIbu4qLvEKFChUqVKjQuPrzs4u49o67GBgYYN9lT1NSE39t2GfmNN61yzYAfP6vD9PQL75hdU8ODPOj627k4YcfZq+h55Bize9KTaR9p9QYnPc0QghulP2TttwNqYUjTS689ma+9rWvccABB6CeR70+9KEP0W636e/v5+oVL76+tTI99dRT/PHpBcRxjPfgPaxYtpRqrcZ55523oZtWaCNWAV4ZRwV4pVspbKXcU0UqRU8CI6jUymht6Okto7Wlp7eE1oZ63Q1dGQ1aqZTdyb0ywQ95sYYodkyN0RocNgT++B8Og0OdX5Y9r3uaOLY0GnHXa+OBW1JgSyUZhlSv+2htqdUUpQAwEbP171hSO4J6TaGNoFYyhFrQW47RRlANogy04kmDEnoMaMUjQmBRJkJajWciRAIgAfDDEaz0UOEISIUMExN3UHUNNRoduPoLE2OUj1au3tLqNQazCDrFbphKBmYZDWXJA1kio/Clg8kAlFUbTzjwSolWF2zFCJVBR6SJEEaDSQAsYQuhI7AGEccd6EizAb6fgVbQGpsAOEzLAUqssZh2iPAUutnCJEAS6XsOSJDAUWTJwSpGA1lEUHLrLSU10RoqSe38UVAWwAbJdEI6+AoQqoBbFsNBm1fwMbTLfXhxG+0FGOlhkW6bsaiolUFmZNRGxCFWKmS7CVF7XNhKBtJotR0MQQgH/kjAKiaKMWGEkBITRegwRkiZwUVMrB2EIzHEmwQSkEIlUnADgFAKrHVAgdUAsaSvp2CPDBaSvCeSeTIQi+d3ICyeD0Jgq3W3z4V0+8JaV4dWA4yFBC5i42gMdCatg/QcMCMFSuhmK4OtpOCZPGzFAVYaCfwjyrYlHHIQEnDAGhW419tDLcp9rl9EDQdagQ6IJYWvANnzVltz78HHsfetPyVQDkQgA8/1w6QuKfjBQVlaSN/v1DUB3Ajfy57LSsXVLQWxJHXRQ8NZPVSlhG40MWGMbofu/2abuNnOoCXWmFE16dQgDxWxCWjDVEocfPGveHLFCO9+2bZc9sDjzH3/m7Pptvr21RlcBMCvVaj+97c48rBDOOjQ18HcR/lwf+cck4ewZMCVKEaVfHQY41dLST92QIwMzhJ4xCPNLoiNqlWwUYSqVrL9LysVhO9jUrBKAl7RjaYDbST9VTfbGK27gCsZsGcUcCUPFNniGz/mqO1n8+vHnuW1287ixsfnZfCUPAAjrZFfqzDr3CuJoohrrrmGI444guc+cmzXe9ABsAA8957/4ne/+x1SSnZ67G8cd/mvMlhGCmABsuM6BYdA7hjNAVhM6PrGaJiIjTXW2gzWlL6PsVhrMGGcAUXS2qTHTx64MuvcK7P2pVCMFHAx+5s/48Mf/jDf+ta32HvGVH5+9KsIeioZZCOvfL/K1yavpz/4Fr45qKjsuCsDAwOcffbZLP7USRl0IwWM5NuTB3mk0JoUwJICMsYAWBKYlFAqO6+k9cmOjVx9/J5qBhixsSYcarDZ2VeMgYikUI+gp8yUL1zMNddcw753XI0ZGOxq/3jbfcq1t3P93AUcfvjhXHPNNfz0pz/l/vvv589/upVPT/fYYUrvKiEso2EjaZ3ygJGVAWtmfPVyFn3mPfg9VXSzTdBfB0C3Q/y+XuKhYVeTHFBEVUpEw42VAlcWf/bkLjDNytqXanVhKxNpdeZfHQhLHsAS1KtMO/O7LPzEu7NagTse/Xq1U6fBYaw1qJL7rpFCadRpZ7PJJpsU4JVChQoVKlSo0LrV1/7yT55cMcL0apn/evkuqzVPf38/b9luC8rlMt6cnfnHSLzqmV4g+tvf/savH3sWgE8ftOc6WccBBxzA4NNPAvDn8gs7E+7+++/n2muvBeAT+70so6E+H721HBKGIbVajV/96lfPe3kvBN389EKun7sATwrOOeccpJS8/e1v56GHHuKmm2/hS7fdv6GbWGgj1UsntbRQoUKFChUqtFp6YCRCHXgoezUl79vEp7c0FrYykd7SKznnmaeZNntLrvGm8jIG12FL158uv/xyjjzySMpzH2bXGVPX2XqOrrT5g9ZM22JLfvnLX7LPOlvTutVll13GSSedxDPPPMMB3rJJWeaMQDF09+1ccuud7Lvvvhy4/+xJWe7GqpGREf7QP5vNN9+cI2f2sMsunR9bvvrVr/LLn/+MW55dxK3PLuKdG7CdhTZOFXfyChUqVKhQoUJd+p2/CT31Ov+y9568YZtZazSvFILXtRejtWballvz24EX/t28P68ImTJlCnvvvTf/utfO63RdO9cDhp90Aek33XTTOl3XutJDTU216oYyv+1tb5vUZZ80u5cwDLnlllv464sY8ANw3nnnsc2OO3PC8cfzbwfs3vXetttuy4kv25bZs2dzXXUmWo8PRSr00lVxkVeoUKFChQoVyvTrgYhps7dCa83rw8VrBRfZvebReOJhAB7ZdGua+oVt/78tcHfuVsx9gpfV1v0gqDd5DRqNBg888AB/nb9kna9vsvU7U0NKybJly3j9618/qcueVa9y4oknAvCdfz4zqcvemPTII4/QaDjf2LR5j9FfGtvvPrTPzrzzne9k25ftxoUXXri+m1hoI1cBXhlHBXjF6ZDj7+yCrTjIShXlK4JA4fkKP1BUq+7EMxq0Ui65LwbVMvieRUlL4FmkgGrgftlthJ2TlhCWWAsi3f2FIowFxoz9kjE44rquNwqiEmtLo+neU0owGgaXB7WkSoEt1oKfAF56eySeB0pCLWhTWnItbHY4yvMIlEEKi680QQInKakoA60YKynLVgZaCXQTiyCIW1gh8HQbi8CLmhmQRBjt4BfthoOutEY6FJrkS5Yp18BokArjlxDWYKXCKjeUygqBSYArwsRECaQFyAAtALEKsHTq1lC9+Dj4S4yPRmVQljyQpRFXkMJk21mSbQLaGCEpxY0xsBUAFbcQcYgwMUJrZNh0AAlroN1y25OANoAMtgE4+EgCQNCNJiZyoBHdDjFhMv2oXy9VKcDE2kEHohivWsmAAzbWDtQQRRmMRfgewvcdHARAis7zNP8qhbEICZ6P9TxiJH8Y6uHgKSGeAOO7upuggjCaKKhhpEcQDjvgStxGtpuIKHTbHkcONJJur9ZYrR1Io+VqhzGYKEa3WhkIQrdDSMKA41aENQYhpTO8G9sBAyRwlTgJpk6hG3mwBYBX9jGxM8pbrd3rQmRgjM7jWBBLCrJIIQUyB16ZEMJSKrs6SgHlquvb1jrgSq4WQFYLm8BmdMvBQ1KgjAkTEI2U7nm2zSF+tQNZ6Tw28WsOohM32xlgJa1tWqe80joB6DDGK/tZfVUpIBppoQIPr1JyAKBqhb+98q3se8fViGYrq7V7FBkYJg9hyUA4CTDIq/dk+1Elz4XngzWYVssBRXIAHuEposHhDJAhA49wxUgGktAJaCVquG2OE3hJ3Gxn+yxdX0Mbvl3Zit4pUxh+5B/87w9/PAa2AjDv347LYAlbf/eXAF0Qlq2+fTWLFi3i7P/7P6q1GkEQ8K5n7gIc6CBqtJP6dvriaJiIiTWqHBAn0BujNV6llMFT/N6eDMCTAVh8VyebgIfyUJE1Aa54ZT+DLtzZMty/xW4YY3jTm97EFledl0EbUtjF6G3PKw9eSUPkJ5o+D3I55ZRTuPjii3ntljO4ce6CLhBFelyX+mpZW9JjNQ9gSfvAaACL9JSrVXI8xSPNDHAjfR+jNSTnlNUBruRBFsOnfokrr7wSpRTbPHwXr+n1x4WCTFSDldUSHOTioeeW8D1/JnPmzOG1r30tBx10UBfwBbrBHUIpopFWF1AkrVcKYCn1O8CIDDxEco6Svu/Oy6OAIkbrDLgC3VAaE+tsXaPbkcI75n36ZO7a/83se8fVbP4/3xuzjU9/8C2c3aoxdZvtWL58OWeffTZKjR/X8eUvf5k4jhkeHOTkwceZ0lsdF26T30d5yEseMJLCc0YDWIIEFpWvV75/CaW6oD1+vUp7YKirRhMBV1IwzURtGa/9awNbmUhrCmHJtytfp6VnnpJBdxZ+4t349SpTP3sRiz7znq6+5VUr2fm2PTDE9C9fyrIvfYBFy4fZ+ZwrCvBKoUKFChUqVGjydfmQpHfKFEaGh3lXuf28ljV9+nT6n34EYwx/+tOfWNRoTVIr169usY4iuGLuE+y7777rbb2f/OQnkQL+8PRC7r777vW23uer73//+yilWPrcs7ymd/W9nGuiOX09TEl+4H0xAlhuHoqZus12WGs56qijJrzAAzj11FMZHh6mp7eXK0YmL7ex0AtfG/1F3tZbb+3wtqP+PvKRj4w7/aWXXjpm2nK5PO60hQoVKlSoUCGnp1oxdpudANjkmUeZ4j//L4zH9wlu/NHlXHPNNZx1xz+e9/LWt+4cjJg6e2ustRxm1y9AZrvttuPo7Waz9dZb853vfGe9rntt9XQrwvPc3eG9o+XrdF37hG75pVKJZ5558QzbNMbwt17ng13xxCO89rWvXen0vb29bLONy6fUW+3AovYL3wM7GYrjog4b/UXeX//6V+bPn5/9XX/99QAce+yxE87T29vbNc/cuXPXV3MLFSpUqFChF6QuW9AkCAKWLZjPsX2TE/KthOD0nR0B8ScPzeXBpSsmZbnrSzeJHgCWP/U4u68HL95ovXf/PXjPe97DzJkzuXsoXO/rX1Nd8eRiRkZGGBgY4HVTJwjFnSS9qkcxMDCA7/tceuml63Rd61OXXnopU2duRhiGvEWOrNY8H/jABxhYsphyucyPVkzOsftC1h/+8AemTp3K2972tpc0kOYF58n7+Mc/zm9+8xseffTRcTNXLr30Uj7+8Y8zMDCw1ut4KXvy0uDz+tR+PN9DerLLh1epBc6P5wn8QOIp0eXBKwXOw5Z68KolgzGCih+7gHBp8KTJ/F5poHZTJz4fLNpIIpMLasbSjMZ+uLaicXx6DYmSjPXhjdjM3uaPCkwfHO724NRrkloFwhhqZUutZBCEmHnXUd3qUDwlKXvOf1fx2gTSeSN8EeETIrB4JkRYg7QGZSKUDl0YtrVdQedC53140nnUouSDPGw7vxqAVC4gPPHsUCo7X5bnu3BkY5xfz1oQIvOHIcS4fj2sIfY7wel5v17bqyJt4s/JefUatoYnOr+MBbQR1uCbNl6yfdJqpI4zHx6QhX+LOHLbE0fQbjtPVhhi2y0XMh62O/4rKTHtcEIPng5dO0b7aLAWoWTmtUg9VyIZ6jLap5eOjZflcubTw1hEEqKOlIgg6Hj0lHJ/QhIrnxv1TA4pL0P5HgiJrtSRUZu42ouM2t3bn3rxotDt5yT43IahC/vWGtNqZ6HneR+ejTVGa3Qr7PLfmdj1n8yPZwwmdv059TQJKYnbMaV6mdaKBl7JwysHWdB31GgjPdXlRcqHpae1G9ejJ2Xmy0DKcYPS8+He44aklysQx13h5xjT5cVL6yGE6wup0oDrdNulp7p8eH6tQnvFCH6tjG6HWdvzgeeu/3TOAabk86NFIdtIzfFX/qbLjxbUq5kPLe/P02GcefK053PfYSew2+9/QKUyfsj3aH9e5hdNQr51s4WqlFGVCqbVQpbLCN9zNRsV8m1i7QLCKyWs1sQjTeJWhFctEScevNSLl+7j9LhJfYsADw03ed3lv2PmzJlcccUVbHvl17LtHs+H59fKbP61qwB46pSjs2lTf95oH9+Rc7bgzqGQIw54OV/deWq23vEC0tPg+rR2QOYr8yqlzJtnQudHTI/n1GcmfS+rjYlibKyRgYcJ49X24gU9ZR5ePMDrr7yRAw88kC996UvMuvSsrB/M/N8fdG3nRAHeT51yNNrzeeAN72bX313OnAt/Omaa8ZaRevOCepWz9HT6+vpY9uRjfHqGO7ZH1ywN+857p4Snxg36Ts+BAHGjmYWnW2OdFw93zvHrVdrLh8b4zMbz4gX1KsEnv87s2bNpNpt8+02v5o3bz8rqtKrtnUirmvas499Mc+e9GB4e5otf/CLlcnlM+Hfqp8qHo4/25vm5ukmlCPrrxI3mGK9ZGoDuVUpEuXNNvkapx2x0SDx0gsllfy937f/mLp/m/NNPYGSwwWE/uZH+bbbj6KOP5swzz1xpffL63ve+x9NPP0273eaYBf9gRqDWOiA9780bz2+Whn2P9pqFA0Ns8oWLWfSZ92Q1Wh0v3uoEn6+uD29oaIhdd92VefPmceCBB3LsscfysY99bLVqOJFvMa/x9utz//6ObHtSD6PwVFeI/PQvX8qSM/4VIPMspiHxfr2K/dD/vLTD0MMw5Ac/+AHvfe97VxqqOTw8zFZbbcXs2bM5+uij+cc/XnhDRAoVKlSo0PrXhcsl4S5788/t986CnF/sstbyxVvuAWD/Ho+DDz540tfx8QN35wMf+ADb7LMf1y5uTvry14UuvPOfNBoNgqcf4YADDthg7TjyyCMB6N9qWx4b3njv5l100UWMjIyw49ReDp3Rt17WeVQdGsPD9PT0cPnlkwPi2JD64T+f5KkVwyxYsID/+I//WKN5TzzxRJ577jmuvfZavv/3h9dRCzd+ffGLX2TRokXsueeeHHroocybN4+FCxdu6GZtEL2gwtCvvvpqBgYGeM973jPhNDvuuCOXXHIJu+++OytWrOD//u//eMUrXsE//vEPtthii3HnabfbtNsdg/ngoBt3H0URUfJL8ktFgW8JPIOvNJ4SCGXxZIyS7s6cEhIlLBKQSCQCYRMymhVgcX/GPXF3GATWaCwGi8HYzp08kdzJsxk902KNHEO4y9PvMo1D3BRWdtrQ9brNXhO2ez7JKJpesgyRbIdrS5y0I8YKidExxkqMiDHWvaeFRqIRWEfLtO7XP1cDd6dFWJtsi0WaZB0WZNpmKyCjXgo6v8OI3F8yXb7eNiu5K01aLwE2rbEAIzp3vOJcjXWuBlporDXJ626bAIzVaKFz82h3t9IY0G4bpTVI47ZRJG2QSS1Fun02vy2StDdZITFCYYUBITFSYaQjR2rpYWSyHQjSG70m2Zc22y4QSmCTu09WJXfyZDKDVBiZPhoQCitAJuuVQoKwCGRSaolI/kbvhzhZd2w7EFRtLNJCbCxyldvvtt0m2+72j/vl3UiLlh422aFWCowVGOXuLiIMVli3/RasMFiZ3MkjdycP6eqnBdrz0Z6P8DyE56M9jVY+2jPY3J08oXwMMquhSG6Lp/+b9M6ekiAkUubu5CV1ljK5gyAUMtk2ITp1lEgsSZ3HqQdJLaxw25LWQwiBlp2PrVhpdydPWBAGoxRa+QjloT0f2fVos23QHuCNvZN3/YqIyvYuA00pxfXXX8+mVmbeNJ0sz+1rgUjukmtPIJSHsQKd9DmtfDe9wr2nyOqU3ckTyb6UHlYKR8oVCp08pseEFBIhJFbY5FFm0xmJ6ytSYa0gVh5aWZAeWmmsco8oLztO0uNGKA+tfK5bPMwDQ20CKTntwN2JoijbTiD7HMxvv1Re5/Xxph312pz+OtfMfZy+OTtyT2U6B4mlSJG21+vqY1rZpG2uja4/K3fcS1dnpIeRybGdHM+u3ylkrjZGuuNHJtPHSiOlh1UpUXnUOSRpz7ONkJ/+80kAPnDAbl01icfZ9nw98kqPu/T5RNNMVNNYeRx00EFcfdWPmDZrc64eVvz7lLE1E8n+jqVHrHRWs647edKRcNNzIEAsPaSUGGmx2M45VYlkmR6x9DDS9e0oirJ1R1GU7D+fQSv47W9/i5SS9++/K8YPuuq0qu2dSKuatlQqIZ6bCzu8jHvvvTdpX/d+SvvY6Lanz41SCOkRy4ROK10fiqWXkF8t1rq6WdydPKRHrLzkOOuukZBj15VtTzqyZpz3FkWW8+97DIAzzjiDUqm0xt9BDzvsML797W/ziO9x8p47sdkE84+uUef17naldYtlp4Zx7jUlVdKHPEhqlr6X1mhMn0mWldYpv97x+kzaxybqT3ndfPPNVCoVPvKRj7D94/fy8LKl9E2dxrnnnssXv/jFVdYvXVe+BmNrN95+7d7vru+orlpldcEdm9lrybxmHVxvvKCGax5++OEEQcCvf/3r1Z4niiJ23nln3vGOd0y4g88880w+//nPj3n9iiuuyMI8CxUqVKjQi1dLly7loYceolarsXDhQqrVKvV6nQULFkx6ztfGpDiO+eMf/0hfXx9PPfUUb33rW9fZupYuXcpjjz1GqVSi1Wpt0Ltjq9J1113HyMgIjz/++BrfUVkXuuuuu/A8j1arxW677UatVlv1TOtRf/rTn+jp6WHBggUccsgh2RDE9aElS5Zw3nnn8eCDD3Luueey5ZZbdr3farX42c9+xmte8xo233zz9dauNdV1111HqVTijjvu4PTTT18pUXMiWWs5/fTTeeKJJ3jLW96S5Qm+FBTHMbfccgvTpk3Lztv33nsv4GA2/f39bLvtthu2kStRo9HghBNOmNThmi+YO3lz587lhhtu4Oc/H3988UTyfZ+99tqLxx57bMJpPvWpT3Haaadl/w8ODjJ79mwOPvjgl5wn7/Dj/kypWqZnSh+e7yE8SU+9gkoy8SpV58lTisyTVy51PHlB6slT7s5fJfPk6cyTp8RYT17LjPbkdUYSC6AZjT3Ztcfx5A01JXIcT97QSjx5QyPdd/J6qpJqBaIYqiXnKxRE2Pl/oDL7NXhKZpl4eU+eJ+JRnjyb3NmKUCZE6WiUJ685KhtPOq9anPfkJW2TstuTF6SePG98T56X5rqtzJPXoc5q2fHkhV4FmdzJa6h65slr2hpqXE+e8+Mpk3rydLcnLw5znrwkHy5MPXlRx5MXtTGtsOPJC/OevKjjyTMaM6Enz93Jy3xjQfedPK9WxkQar1p2nrzKaE9e2XnygsD558RoT57sePKkzy1mBq8u5Tx55R5kHBIn3ryu7Y9Ct3+iEMKWu/uZ86FZbTqevDhOMuG6PXmmHWY+ro4nj8wnssaevN4KUXOUJ6/kZ1li0LmTNyaDy0vu5HV58pL3fN/dQVAKWS5htUH4KqtjlyevVAYdQxx3PHnWdPoCZPUQQqDbnV8741bHk4cxiQeiiVcJCIeb+NUy7cFG4omLsm2K292ePK017/3tnwhnbc1+e+/NB6MF3PWc5sk5u/Pggw+y8+P3cOR2swl6Klm+mw5jvFJyhyaK8coun1Erj3+89u3scsNVVCqem66a+MfGu5NnDaqcevJ8VLWCbrVQ5TKqUsa02shyaRxPXoxupp68EFUJsNoQN5roVoSqlNCJ/yyewJPnVUtcPncFU3fYg1azyUfKI0y//gq2OPcHPPNvJ2T1mf01l7k1/xPvybbfr5bY7KuXAvD0qe/Ipt3yG843NXr+Z//9XQA8stzCDi8jbDXZ4fc/pG9qD9EYT16EVwmy2rl+mHjJyuN58sodT56XePKaqSdPd3vyWi4b0Oa8Z9A5h6iyz6LlI/T2bsv06dPZO1rBvndczfTPfzvbBr+nwowvfqdrO/1qmZlfuYTRevrUd6A9nwcPO56dr/8R25x72ZhpxlvG6HXtev0VXKBm0jd1Ko/+/mreM8XrqplXLaNbbfyeKnGSsynUeJ48mZ0DAeJGC6mk8y7mPXm5HDi/x/nN4kaLmV+5hOf+8yQAZv3v91n03++nPdjgZrEp9PSw+eabc8BdvyEabnbVaVXbO5FWNW1ap1/PmcMDDzzA448/zpse+bObp15h+ue/zXnveyfPPPMMP/nJT7hsHzeia+ZXLmHhZ5w/SnjK1S3vyevrIW623PnPWKy1Yz15ww28snvM18irltnkc9/sqlOqeae9262jv849+x7JYYcdhu/7zJ07lzvvvJMgCDhu6+m86U1vWmldVqZll32NC/r72WzmTPbcc09mzZo1Zpq0HWmNUo1u84JPvZeZX7mEZV85lWi4wYwvX8yi/34/0z//bRZ/4UOU+nuIhlzGolcpE64YZtpnzmfxFz6U1Wj657+d1XrGly9myRc/3FWn/Hr9njKb/vdFXW1d9N/vJxpqjmnraJ133nlMmzaNVqvFxz72McoXnMk+1RJnR9Po7+9n7ty5fPjDH0ZKOeEy0nUBbH7O+MN/x9uvCz713mx7Fn7mX/F7Ek9esv2Lv/AhNj3jWyz98kezurcHhtn0jG+x6L/f7/rPez83YbvWVi+YO3lnnnkmF110Ec8880yG510daa152ctexhFHHME555yzWvO8FMEro4PPK7VyEn5e7oKtlMuKwBd4nqBSFljbHXZeCQzWOtBKyYuxCCoqQkmNFIaSCF0ouOj4Ctq2lA2ZbJkSQlgHW4k7ZC4lbAZnyeaLx4OxdF8MhlrQCgWB193Nw9i9DhCMWoyUlnJgCZSl7GuksEgbMvTUH5i67aupldy2eELji4iA5EuPbmWgFU+3kdqFnKuo6S7qopa70IFO0LnRDsJhDUQRxDEmTIYOx7H7Ug/IUuBCr5NwbhkktQkSQEilmgVIp1AWW6644aFSYb0ArMUEnQs763Uu7LTXeT32klBv6WMT72sj6MPX7otYQ/US2Ba+aSONxjMhfthAxS7YXBidwUYARNjqwFbSwPM4wjab2TA502i6IOnkwipuNMcFrVhj3XTQBRtJ308BF+kXWul7XbAL6MBYVKWMCaNxYSwmil24stbIcvIl0/edCV8pRApeKc3hEPs0nkwu/hLgjfUDrPIROnIXd1HbXdxpnQV+p8HnabC11Q4SkYJF0gs7kgu3uBV2LmiyC7pO4LkKvCwEvLWiiVfyshp5ZZ9wJMSv+ERNV9eg5i70vJKXXQimIJYUMOLqaFCB74bj+q6uaX0dpMWgSi4wOB+U7lVKrn0JCAMYA2ERnu/C55XqAGiiGNNqZUHWVmuEkA4802xlF7l5uIhuhy4gux2uFmxl9HDw793/OJ//ywOUleK3xx/Ka3/gvHgfO2APvnHHffQGPje+63A2zf2y7tcq2ZdC6AR5h0bwwBvezZ43XYUZHKbUVyMaaRLUq+NCWLxKyQEz+mrZjxdpyHf6PB/yrZttTBRlgfBCKazWXeHneaiIbkdZ/bMfRZJzRVgpcyEz6entRT/2AF+4/CcZ6CIfQp2CVfKwlYk03rR5CEv9/13CV7/yFao9PQSP3c+76p1zcwr5yYd9p3XN/8iQAVgid/zmYSLCU+hmKwv9ttpd5KUXMBMBV9L/g54yF8wdQe64OyuWLeV/zzmXeR9xNO88xGK8OqUaHRSfD0Of96G3Za+P1ngh4Av+810ZdOKKzfbmiSee4L6/3MaPDt6ZWf/7Q5499e1dYd+jw9GzHxaSiz05CkaV1serVWgPDGWwjOyHgEopg2SkQeijgSu37PMmHnzwQUeDXPAAm0+tjwGurCrgfFVa1fyXHvEKTv7d7UybNo1nnnmGSqWStfGS2lbQ08fAwACvH3iKw7/3izGgjNIUBxBJASzpD0J5oIiquPN7ODDUBaWZduZ3u5a3MuBKCvPI94n5px7H14d96tvvwsDAAGefffZKL0RWJWMMp59+Ov39/bQevp8P9brz3XgQlomgJvltePbjxyOFGBOMntbK76mik3OhSi7sUnDP1M9exPzTT8jC2fN1Gr2e0ZoIDjOennjiCb773e9SKpXgn3dz8hQHnZl/+gk8sGSYP265B57nsd122/HOd75zteq4qvWPbnsKlFkZqGb6ly9l+Vc+7H4gGAWmGYgNu3z9qpceeMUYw/e+9z1OOumkMRd4J554Ip/61Key/7/whS9w3XXX8cQTT3D33Xfzrne9i7lz53LKKaes72YXKlSo0EYl/cL4TW+96oHhkLPvfRSAT+23CztO6wAjTt1lS3bfpJ/BMOKTN92NeZHV74rFIT29vQwPDnLitPUzsGfq1KmUn30cgKXTt6SpN66ahsbQ2GxrAKYvf26thsytK73//e/niou/w61/u4drHt14cuFuu+02ANpPP8Gmk5CtuDZ69RYzeO0rDuBd73oXP/jBKKJn8mNlf38/t0Trbxjp6mpuS1PeensA9t9//+d1gQcgpWSnnVzepZ09h6F47SMELrzwQi4ob811y9qrnngD6vzzz6dUKrFs4QLe3dddvx0rHq0nHIjmrrvumvT8PK01v/71r1k0vPEBpV4QF3k33HADTz/9NO9973vHvPf0008zf/787P/ly5fzvve9j5133pkjjjiCwcFBbrvtNnbZZZf12eRChQoV2qh0e8vynU125hu1WazQZtUzvATU1Jbrp2zNye97P2/YdUfevfPWXe/7UvK/r9qTzWfOZM5hR/Lj9ZuFvU41HBuGZmwNQN9zT9CzHr+cH9djWLJoIbf/5Q5+9ujT6229q6OrF7bo6e2lMTLCsZuu25y3NVVPTw8n7bUDAN+566EN3Bqnvw+GTJkyBWstr5ONDdYOJQX7brUFU6ZMGUNUtzkaezh9C4zZuM5/V8cVfN9n2YL5vP3tb5+UZZ588skMDQ1RqVb52fDaf9V/9tlnKVcqzN12j0lp17rQr371K/r63I9zrxichyfHWnmOL7f55/33c/nll3PZZWOHTD8f/fznP+eoo47iNePcnd/QekFc5L3uda/DWssOO+ww5r2bb765KwTz3HPPZe7cubTbbRYsWMBvf/tb9tprr/XY2kKFChXauDSvFXPf1jtTqVaZtvlsLgs2edHdlVobfa8ZMGX6DKrVCp/Yc7txo3l2mNLLSa8+kFmzZjGwzc7MbU3ur8AbSj8aEtR6ehhasYJje9bvunuUZNq9f+K2227jgr/+k3Aj+tHh0fJU92Tek/R4G99XpPfsuQPlICCeMTu7g7YhdUPT3QEeGBhgp8qGvet5qO/uNo250BOd/Vjv6+O6665b302bUA899BDVbdxdvD2bi573XbxUQRAwc+ZMAAZnbU24lhe2f/3rX7PnYbjxxXdorfnyl7/MPffcQ6PR4MCe8UckbOordl7yBEuXLuWMM86g0Zi8HyT+8pe/UKlUmLH187trui608Z3BChUqVKjQpCk0hiuDGdR7O8MQp83ZnsuHJs4afSnoj8Oa8vZuhMeMJx9kq9LEX1BPqkYsX7SQcqXCT/1NX/AXyI0o5s/zFtNut5k6/wkqav33hRN23oYZtQrzhpv8+KGn1vv6x9NdQxFTN9scYwxHBBvfF1qAmfUqpxx3LEcddRS//OWGvXMwEsUs1O5r5IEHHrhB2wJuWN7y5csBF7mVyibRQ4sXLwbgpptuWu9tm0iXXHIJnuex7Ll5HD6tvOoZ1kDve9/7aDYa1Pv6uXpo7c5ZfX192QXR73//+8ls3qTokksu4c477+SWW25ZJQX3PXtsz1ZbbcW8efM477zzJq0Nc+bM4ROf+ATHHnsst67YuGLXXjDglfWplxJ45ZDj76Q+tR/P96j2VvA8RaUWUKk5KEe16lEuK2pVibWOoJlAuSgHhkpg8KTFk4aSF+NJgycMgQpRwqBwcBJFjLIxvm6jTIS0nV87IuUWqKWHEQldTXjoBP6qUcTWQ2Jomc7wGSEsrbgDDwEITfevOI3QR8lOFw+1pBW5rL88gXOwmRBCA4sSlrJv8JWh7MUILCUxwrxH/sI2O+1DybNue9D4uoWvE8OxDvGiJtI4iuYY0EqUkBHbrYScqcFYTNh20Ant/rdR5MiSsc5oehiLLAUZaAEpk0fhYBeJV1WmAJZKxYFcfN/lIVkL5Yp7z/OxfoCII0fkTGRSaEgCZImCGtK4/ZSHsRipsIgu4IqIQ5eZ126CNd2wkZSYCNhWC9PqjO03rVYGGgEw7bDr/7gVdYFWUqhK3IqI2zFSCeJ2jFdKMnbaMUGtlMBCvC4IiwqSzCMhMphDCsHwaw66oioJ5TAx2KfQEKt1VnNZLoGx6FKZm6bszmtHHsIvBa62CRgHP4By1YFmohAaI64GWmMTami2rxPASArZ0VHcBVuRnurqCylMJG5F+LUy4VBjDEGzVHfHVDgS8o2nF1F95aEopdjvyb9zl/bxdtmTxx59lLcNPcMuPTWC5HhvD7Uo91WTx0oXIESHcQJa0ahSkLUnX19rrAM7GDMGwpL+mi5T6IpSCN8DKbsANOn+zqAZxqKbLUxsMvBMCqFx8BE5IVgkD1txAAnnmWgFAd/2ZtE7ZQrLnniUr33feXiefO9RjJZfK7PFN37Mr997DHduviue51H6592cOKuaLS8PYdGez32HncAeN1zpiLopwCEBh4yGsESNNkFv1cFVpMCrVYhHmqhKGa9aIW408SolhO+7aRKwiokidLNN3GxnwJW40XaAHE9lwJUUvpOvy1XbHsh//ud/st30adw/91mWferkMVCLFKAC40NCRtdqm0t+1fX/aPhIqjyw5IuH7MsVz41w4MtfzgUXXcSS0x0psdRXIxxurRLAAo6EmNI2UwiNNbabqJlQRm2sxwBXvLJPONxii2/8mJP23pF7dZl/+Zd/4XPVFRnAJAVW5AEy48E/JgLU5CEbabRAOu14tR1dJ+gAWAD+etg7eeCBBwjbbd7deIqpFW9MvVJIRgoUyQi4OaAI0EWMTGEZ7eVDqwVc+fX2r+Z973sfe2yzJb84bG+2uegXE26HX6sw69wrx93WNdXKoDdfescx6J32ZGDJYs79xvkA/PenPoksV7j33nvZc889GR4a4t/UAkq+n21jevxm9UqIm3mgCDjoSgrK2OzsK3ju3x1Zdta5V44BcaS1gg5wJVUURVx22WV86P3vZ8asWVx00UUcccQRk1KfvL7whS9grWVgYIB/b84FVg5gGd3WI7ebTWmP/dh9991pPPYgX738RxlUpDSlDnQgPillNF8jYEydABZ96sTsuFuddoyn5cuXs+OOO7J48WLOOHA3/nX37cbdtlTzTz+Bq+57gpuqM9hll1342Mc+xmabbbbSdaxOm754wlswO7rhrO12m482n8y2M+0nCz/x7i5QTXouzoNpli5dyiabbPLSA68UKlSoUKE11x+fW8w3/vQ3vv3tb9P/wN/YvSx5TzXm4T9czw+vuIKP/uEuVoQb1y+P60PfXSHpnTLFAUfEitWaZ+96gHn0nwAMbLMTz7VemHUbiWK++tWvAvDBXbaiXJ7cuwdronfstj1vOvKNbDVnDhdeeOEGawe4L4w/eeBx7rvvvknzRa0rHXPMMaxYtoygVOJnyzZMP7TWcsEFFwBw5Ixe1DhDnTeEDq8YtNb0b7Ipd9xxh3sxaduWW25Jq9Wip17nxsUbHpLxq1/9isgY5syZs04u8MDBCR966CF++ctfcu+i5Ws8f89ms6jX3cVc2L/JZDfveen//u//OOSQQ9hjy8058WWrl3939Labse2WsymXy1x0WZp3FQAAt0xJREFU0UWrnmE1ZOj0/VarNSnLnCwVF3mFChUq9CLU/OEm/3n73wF448w+jq6616UQnLZJidk9FZ4dbvDJ2+/jpTSg48/DMdVtdwRgm2cfYdoa+K5OqoYsX7yISqXKD5uVddXEdaofLG5Tr9fZurfGMdvP3qBt6fEV1WefABzgITIbrh9+73vfoxlpdpray6te9aoN1o7VkZSS/uXPAbCkb8YGGT58+8JBHn74YcrlMm/fcav1vv6JNCNQDMxz5NFrrrkGgMF7bufyyy/H8zy01ixfvpy/LFjzC57J1HPPPcef/vQngC5C/GRr6623xvM8nnzySS77x+NrPP/0HV7GNttsA0D/Jpvy4IMPTnYT10r33HMPSil22mknPnjgXvijw5EnkBKCrZa4/hGGYRe4cW2Vv8jr6+vj8cbG8wNgcZFXqFChQi8yhcbwfX8G02Zvxcum9fHZ/V7W9X5v4HPBa/elGgQEu+/DZS8Rf15ba87609089thjLHviUY6or9lHYCAl+y59CmstQ16J2xYsW0ctXTcaiQ3h9rtx0kkn8cHXvdrlO25gva1maDYb9Pb28qvBDQNg0dby8MMPc+CBB3LSHjuMC+DZ2HTMVEUURfRvsik3L13/dw9uEb2cfvrpvO9976O/HKx6hvWo2YOLufvuu7n++uux1tJauojHH38cz/M4+OCD+drXvsZPbrkNvQEpm5dccgkf+tCHOObQ1/K6171una7r1FNPBeDXj81jaXMNoxCSYdKPPPIIX//617ML0w2tyy67DKUUAwMDHNG/ZrEYR/dKVqxYQalUmpS7eWbU6eK2kY3nR9P1E4xTaKNT6sWbvuVMlO9Rq7vQc8+TmQ+vVJIo2fHhucBzQ9m3VHznv5PSUlIR5cSDJzEEIiSwLaTVKBPj6xYqTsLBrUHGbVTkPpS0X6ZiDdqvILDEvvt13AiFlQotfbT0ENbS9qpU5TAAoXBDjHqCEdq249OzCKKcLy+Q3SS8VuxTL3UOwKG2+3Ca3ut+edEmCXJXEZ40CCxl1UYa196qGKGsI4K4hTRuHi9uo8IRt21hC6xFthtjPXhx7EKwjcmCzrNAbGMxbefVSj1Z1tgs5Nsr+5iBIVTJz4K9ZSkY49XTg0PON9ZwHgoRuBB1WalCY8R59VpN58/wA9dezwdrESVX+9STp5pDmU9PjePTS714afC5aDfddirV8eK1W10B18L3sVGEbrkAaxdS7PwgupX6EA0I57cyse7y4Hklj8bSYfyKO6kbbRFSoCPXJiGdR8/kCFcmdh/kUaOd1U5IgSoFtJYP41VKtJYNOg/K0hX41cR/qBPvWeLRs1qjyi5oHpKHKWAaI5jQ9Q8RRy7gOwyT/a9gZNgFnTcbyf6OO/s88aClHitrrKtB8iikQLfD5LkkbrWQnsy2pblsmFK97HxdtSB5LHHBiM/Mnebwts1m8don7iaQEn9anTDJ8dnhymvx33sUpx15KN7u+xFGEfc+cS971ErZsprLRyj3VZM+aPDKfldQehryDR2vl5ACk/j4Uh8UUeRqWAo63qnE/yN9LwtIz/sTgU5dEo+VDLzMc6YCj7jZRpUC56URgnCogV8tdfnw8m0E+OY9j/D3Z+bz7M9/ygNPziX+8seIRlqZv2y0rwxc4G3ef/auK3/Lxz72MS655BJu7q1x/bsOdzVI+oWXfOG11ia+L1ebqB2iSoHrU8YiPRderUrOa6fDGK/qwnFVKUC3Q3Szhd/bA0K6IHgSX2sYY7RGKpXVRZH61iTWWISSmFgT9HQ8Vb9oKmqb9zA8OMh/XfZTFv3bO5j7/jfj1ypjvHir8uGNrtXoGuY9aXmvWrqe1Fe163evRrz7ONhuF57s34zNz7+AeR89Nps3PZZTL172f/o+IIRIatLGr1ZAGpAiq5OQIvPjpV6zjofK5+aGZdZWs5g2bRof+M//5OkPvoWgXh3jxVud4PPVVTrtRD6+0XXKr/vpD76FTetVWq0Wvu9zRzvg4Kkyq88W3/hx5oFqLx8COl4zA2PDqweHscbiVUq0lw9lfsW0Rqlv6pkPv5WgXiX472/S841v4Hke+y+by5Y/GLvdK6vZ89XKarPlhT/ng0NDfHZKP6E2PPjgg5Re8Tr464M0bvglu+lnmTp1KkuXLeOPD87l7b+4mcWfPRlrbOZjTD1U4D4HABTOj+dVSl1+vNR7la8TdGo12sO14D/fxaLlw4Sb7ES5UuHwt719nf+osN9++/GqV72KcrnMb7Y7gGkffEtWq1T5sO9nPvzWrN2y5oZqLnjsEZYtW8Zv/u9LvPnY17LZ2Vdkns9wYIigv870L1+aBX+PDkAf7cULespd9cp7PVflxbv++uvp7+/HWsurlz7Blpet3nGXtgdgy3cczYq+vQnbbebPn79Sb97o2kC3Ny/YaY+uWI5FM7bOQt/TOm129hUs+9IH8JLvEgA21l11Wnjmh1drO9ZEG/5nvEKFChUqNGm6biimtuOuAGz6xD/Zrmdiz9VJvZKlzzyN7/vcNHUrGhsRyn6y9cDSQS5IQs/PPHC3DC++Nvr85z/P1JLP4yuGufDuhyerietUkbEs2WQLAGrPPUmlsvEMN31brwNRTJ0xk1/9auyF9rrWPbixzO3nnmbKlCnrff1rq4MOOghrLYtCzUi4/qI9rrjiCnzfZ2DJYl5Z2/i+RtbrdV45ewYAv/71r/E8j7333hvlefhK8uY3vxmlFNctGt4g7fvZiKRcqbBixQre/e53r5d1HnfccbziFa9gcHBwreIUdprqQCB/fmbhBqULG2OyYbgDTz7G3tW1i+04ulcysGQxpUnw5qUXeCuWuZEdUsqNhsC88R2dhQoVKlRorbQoNjw6eyeEEAw89gjHrCL/TAnBW1sLaDYaTNl0OpeEG88X/8mUtpbf1mZz5NFH8/rttuSN28x6XsubMmUKnztgV3zf597aTB4e3jhx+3ldvULT2z+FZrPB22ob18X85lWfkbnOL3TLLbes13UvakfUN3eeslf4aziUbQPryCOP5McXX8QVV13FNesxVP6ZZ5ynqb54HnIjHdp62JwtmD17Nvfccw/1ep2jjjoqI5u+8Y1v5D/+4z+Y9oqDieP1m3vZ1obGLOdxk1JmbVrXOumkk2g2m/T09HDd0Jof/9tN6WG//fbjkDcdzV3LNhy05ic/+Qn9/f3EccybGFzr5eS9ecPDwwwMDKz1stKLPDOwhF/96ld897vfZe6KDfMDwmgVF3mFChUq9CKQsZYflWfQU+9lxbJlvCtcslrzbRkoNn/KUSPrO7yM6xsbxy+Qk6krhwRTZ27GLjvvzCcO2G1Shkcdte3mnHzsW3nFv/wLV+v1nCa+hjLW8vTUzd0/Tz9O70YY8v16McIzTz/Ntddey4NLV494Ohm6ekmM53kMLFnMK6aUVj3DRiSlFEduNR2Aq+5/Yr2s8+4VLfr6+tBa8/ryxhX8nNe/bL81//qv/8rOO++cvZbYy3jDG96AFIJqT896D0b/xZI2Pb29NEZG2G+//dbbemu1Wha0/lBl6mrPl54rAyF4xStewS677MLfJi9HfI1kjOGPf/wjAM0nH2H7yvNznB3dK7nzDzdwwQUXcMkll6z1cuI45rrrriN67hkqlQoDAwP85dlFz6ttk6WN70xfqFChQoXWWFcNS6ZutQ1aa/Zb+Bh1ufoXMm+qS1Y8+hAAT2y9C4ujjffL25pqfqgZ2trRNNUTD7L1SkLP10RCCF5nBzHGMHWrbblpaP3eEVgTXTcYM2X6DMIw5C2ljYf8ltfOVY8FN/+ehx56iEvue2y9rNNYy9I+N6yvf+lzG+1dqZXp7bs6dPzfl4/w+OC6v8NyU8MdP0NDQ2xR3nixDtv3BCxf3P1F20t+v6pUKjQWOari7bffvl7b9WRtUwDEvKcoldbvjwpvfOMbAejfYkuea6/ZOd4TsOmmru1Lgw3zo9ZPf/pTvvOd73DTTTdxQu/zH42ghODVYoRWq8V5551HFK3duTGKIm677TbiJQt5zWteA8Dt8xY/7/ZNhoow9HH0Yg5DP+T4Oyn3VOmd2kul5mArfsmjWvWpVBVKCqoVSbkkCHyolFwweNk3WeB5WcUoqZHCUBJhFnbumzZB3HTAlSQYXBjtQsGjEBm1XGB0GpINLiDZ88AvgXKwFVOqIKxF+85LZJIg7uz/BMpikYReGWkNWnrEMkBYgxGKiAR+gCC2nQ+i0HSGRsTGQ9vOh/pwWKInaFNSEUJYFIaSbBPQRoYN7n3kSfbbdjplEyKsRUWNbNuQChk23Xa1W2CNg29ojUmgK6YdgjUJYMUF0JoEqqHbUQLcMFhtsuDvPHQgBQ9I38sCqr1yEjitFDLwXQh1KciCqNOQaJH+X3J1EUEASmVB66T+HD+AOIZKDYTAem6+FMaSgliADnBlnOBzG4bY5ISZD7mOG80MMpLth1zgeQobiRrtpHvIDoAkMtlz6IQZp2AVABWo7PV0OpH8eimVyJbjlbwM4JEFpedCq00UO4N0Mk0+2DutqymV+dOcV/OquX/Gs9oFfPtJ4LpSrsaAbTaz8HPTamVwkTSw2UQRJjbZ/hdSotshQkqsMVnoedxsZ9umAo+o0cYr+7RWNFmM4exWhT333ofWP+7h/T0mC0pPFfRU2OL8nwDwxHuO7Ho9arQZ0oZL++dQqlZ57o838PmdZ2UB6HErckHd5SB7bTwISxqSrlIYUAK6caAR2VVH6XfX1UbuGDBRPCb83B0jIV6llNUh7duZiT2pTVCv0k6Gyvi1CmctEUzZbkeWL17MWeecQxAEGSQkDTrPK18bgG0v/U3X/6PnPe3EE+ibsyPLFy3kf8/7Ggs+9V7uPuht7Pb7H1AueZ2Q5b5atj/SvpbWyEQxquRngB2vWsKErg8arcEYVKWM9D10s531mfECvtPw8zxw5bT75zFjj30pDy3jtKl2jYLPnz317RlYZDwwzWitrLYppCQPGcmHZT917Km88pWvpKQk8xYuovG59wMOcvDsqW+fMBw9DfoWQiA91alDAvjxKiXCoQbW2K5w7ztalge22JU4jnnrwKNMTT6X1gS4MhqYMp7GC0OfaHkrC0fPB4qn4ehBvcpnlpXYYostiB79B/9zxU+7QrlTAETcdMdr3Gxn9QLAGLxahfbyoeTYGRkT7J3CJmacdyWf/vSnqdfrTHv4bj56xfoFrkyk0bVJ9bnPfQ7P63z+1+t13rnwHsKhBr/d/TAWLlzIwNIlfKo+xPQvX5oBQkYHWAMOWhNrgnoVE+tR8B664DQwNjT76Q++hTuXN/j7Di9HCME73/lOHnrooZX2iXWhf//3f6e/v59SqcQJT90JjB+OftEJR/G4LPPXeYtZsGABZ599No2rvs0/tt2LsN3mlOHH2ebrV40B1UwUFA9kx/D0r1yWrScPXMkDTkZLa80uu+zCI488wmn77sx/vGrPLpDK2qrVarHl1H4WN9t8/U2v4tRfrd5w8fx+Pu200zj33HP55Cc/yS4P3cG3FrbYZpttOG+bIOsn808/gaBezb5DTP3sRSw98xSmnfndrE6lz55fhKEXKlSoUKGOtLH8+y13c/Wvfs1tV/+Mk6trdxeuriR7z3uYb15wAZfddhc3P7Nwklu6/nXL8jZTtnN38fZe+iRBMPmo93dU2rRaLaZMn8G3vvWtSV/+89WTA8P89E938M0LLuDNwQYaZ7WaOvDAA9lri5m8/MBX8O1vf3udr++6R5/m/vvvZ8XTTzBzI74rtSrts88+SClpz5jdRfmbbF133XVcdNFF/PHGG3jdRghcGa1dd9216//8Bd/RRx+NMYb+aZvwz6H148W84p5/cu6557Jo0SK23Xb1wrsnW7Nnu2zMRYsWrRQOsmDHfaht/zLa7TYPPfQQ1WqVl9d9ms0mQanE7YPrd0TAD37wAx599FH6Sz7/utucSVtuuVzmPQfsxSmnnMLjW+66VsePMYZZs2bheR77zJzKoYceyg477MBDgxs+GH3jP0oLFSpUqNCEuuzRudy1cBk9vsd/bdGPvwbDNEfrlb0Bb529CQCf/vPfGQo3zqF9q6PIWO7ocVjs5Y8/wqtq6+ZL/Kyyh/+kG+o6b948locb11DXSx9wQJODt5zBdv0bt3dQCMGxr9yfQw89lKVLl67TcPRIG35659/52c9+xoGNBetsPetD73jHOwjDkN7+fm688cZ1tp4rr7yS4eFhth1ZTFlt/ENbDz300K7/8xd5m222GStWOO/nrSvWPYho4UiL3zz+LCMjI5xyyinrfH0T6Z3vfCeDg4M8+OCD3Ld01eCSnXbaCXC1U0IQhu5u9z/i9fejSBRF3HfffXzoQx/i/a/Yh55gcu98vn3r6UyfPp0pm07n5z8fe1dzVSqVSrz//e/H8zx6PcmKJW6o5h2DG34If3GRV6hQoUIvUP2zGfPkDrtTq9X49H4vY3ZP9Xkv8z/22Ymt6lV6Zs3m4rg2Ca3cMPrJs8sIqjVazSZvZ92CPN5R0QwuX061WuVHyzeei7xlkeah8lR83+fkXSfv1+91qaPr0Gw2qNfr/G5w3dXy1mcWsqzZZpNKiVdtvfZxGhuDpkyZwsj8ZwG46aab1sk6mlHML3/phmces/PW62Qdk61p06bRGBrK/h89LHLGDOfHXFrpW+dtueLReUTG8vJZm7Dvvvuu8/VNpBkzZjB//nyuvfZafvXI3AmnmzdvHgBbbbUVu+22W3aHK82TG65MznDC1dGll15Kb28vvb29HL/19Elf/vRA0Urovn/+85/XeP7U9ZaCbUoj7vNmPhse5FRc5BUqVKjQC1Cxtfy+tjm7vGxXTnzrMRy/45aTstyK5/GFw17JCSecwCa77cl1GzFQZCINhxHn/PGvfP3rX8f/++3MCiYHtjKRKkqw2XOPc99993H5dTcxOLj2aO/J1NUjksPf+Ebef/J7OGiLyf9ytC7UoyT6mScBeDiBVKwL3dRSbLrpphy53RZ48oX/VWgH43yGURSh1wFq4Tcjgre+9a28+tWvZq+ZLxxWgVnkLlaGhoa67uQBHH744dx000389Fe/WafHbKvVwj/odZx00kmcvP/u62w9q6vjjz8egN8+MW/CIZtXX3119vytb31rdgdvv/32Q2vNUBSj9br/QUtrzUMPuZES5XKZaevoXP5a6Yay9/b28o9//GON5h19kbeldCNgTL0/m6aFZEP8/FeAV8bRixW88sZTHqBSq1LtrVDvq1CpBVSrHn4g6e1RGWylHDjYiqcsZU8TeJqSitxfDrQS6Ca+buPpNsJovLiFiENU1EKErbFAjjDEhm1sFKObzQQWEiBKARiDCEoOVpH6ZvwAgjJY62AsRndBWazysMId8HFQRVjz/9k7z/A4qrNh31O2qjdXufeKsTGmGDDFpphiIIaY6hB6IAQCb958aeQlnQAhJIQAAdN7DZhiOsY2YGNw75ZkWZZkq5dtU74foxntSqtmq6zkc1+XL2t3p5w5e3Zmzpzz3A8R1frckBU02YWESVhpzP0VjnqyYiCjm40njLDhQpJMPFIYtxRCQcelB3HpIcxIkC93H+DEASpuI4KkRWKlI5oGWgTCYYxwqEE8omHquiMdMSIRR5JgRDRLrBJplKsYmo4e1tAjeoNswhKw2CIBxa2gelRHHKK4VQxNbxCDqJi6geJxobgbZCuKYokvbMmFqoBkvZYkCdnrxdR1ZL8PdL1RxqK6rO/AMC3ntMttiXEA0+XGVFxIeqRl4UoojNEgXtFtyUyUbMUWypiG6Ry/4lbRghFHGiHJEpFABFlV0MMasio3yDus12CJFwzNwJPiIRKI4PK5iAQsIYU3zUeoJugsBzTUne7UYXtELLZExPrM5ZRD8biJIPPVjLM5bssHuDCt9uxSQZaRvVFP8AwTva4upg3oEQ0MwxGu2EIZ0zAd6QqAFgzj8nsIVgXwpHhjZCsvSn6MCdMIhULMyfuOMV6FEY+9GSMOGbnkLfbceCHh2vixAaOefJvCmxYSrm208tkylQfCftLGTKC6ooIfVO0kWbEkKgcjYVH9HkxbmiPLyIritEvF5yVSXWt9n2ENLRByhCNafSjmNxCqqsOVZJ0TzIYny7ZwRfV5HKHIPWu38cDqzQxPTWLr/vIY2QrECkSaHn9T0UrT+nTWixKSuJK8DLr/eabkZLCpvJoFCxbw4osvsv9/riBSF8CV5HMELNFtUpJlkCRHwNLYrnVUrxtJVRwBi+y2JC6yomDoOqamowXDTt2AdQ6xhSu6afKAZwipGZmoO9bzg2yXUxZbhGALV+LJPloTqLSH1oQttmQket9Fty5yylf+w1/w8ssvI0kS5557LtmP/A5okNfUBnGn+tEcOVOj4Mc+J8huFRrOJbYsI1RVh+r3EK6ux//bh7jnnntwu90cd9xxjHvlX7hT/Ay4+2mgdXmIXWftEa7YtEe80p7tR9dRUwFLxOflP77heDwexhSs55L/WAIWd6ofSZKc32a4ph5PRopVrpp6XCl+QhU1Db+fRplItEjElkukpaVRt3UDtw32OHVl0xPClWji1Q3AU089xc9+9jNKS0u5b97R3Lx0BWAdlzvFzwmvfcn27dv59xnHcu07K2JENYBTV6GKGkcm4krykvO7x2PqyRaINBWuFN9xGS/sqaZywgzq6+v57W9/i9fr7VCbiMauZyCubKY9hEIh+vfvT3p6Og899BATX7fiX6MFLP369eOqq67C1yBlmzNnDieddBJ5P1rI9Oc+pKKigvcuOZ15z7zriFaAGOmKXbbSXywmXF3f7DxifwetCVeWLFlCfn4+wWCQhSUbmd4O+dPBcst115A5KJfAjs386ann27XOnhsv5J56PxkjRuN2u/n5z3/Oqp8s4r2M8RiGwU9+8hMO3PVjns8YS44eYCGW8TVcU9+snsrKyoR4RSAQCJpyuD2ryosYBEZa+Z9c2zcyxtv5Tzcvk2uprakmNSODp4M9P+2kvWwP6HwWtC5tPz96YpfIVuIhyzK3H2V9J0uXLqWwsLBb9tsS71VppGZkEgwGuTCzd0lFJk+eTHmhlaj4tdde6/Ttv/jii7jdbqorKzj11FM7ffs9QZIqO6Mt32id+3stKSkhKcmaun2s3PMyiY4wa9Ys9u3bh67rcVNknHHGGYA1fber2JlsjUi7XC68Xm+X7ae9eDwefvjDH/KDH/ygxem96enpTnuCxqmuqiwxc+ZMAFbva18u1oPFMAzWrl0LgLlnF9nurj2PjQ6WW/saOJRAoAPpSBraldJgTR6Z5KG2phpZlvnss8+ok1UMw6BE8nT7aJ7o5AkEgl7Nd/srOfG/n7J42ZfURXrf1MKOYpomb6YMwOPxUF68j8uSukYakKHKDCzYBoBr9AQ2BBIn1qw1/qukc/73FrL4gvOYO7R7Y63m5PZj9pgRnHPOOT1u2tzUkPA4vGc36V18c9QVjKizbiCDwSDhTjZGbt26FQBP2T5nilVfYNasWbzxxhs8/9bSTp1K99JLL6GqKlXlZRzZRQKjrmLEiBHO32WB5hbNU089lUmTJlE/fHyX7H9bbYjMXMtoeeGFF3bJPg4Gu6MGxP19LVy4kLS0xljF6NHG2bNnA/BVUdd28t544w0yMzPRNI0F7q43oJ6b5aGutgZ/UhJPP/102ys0YDZ08qLPJeGKMnRdZ8OGDeToQUIhq/yf7eveqfx95+wmEAgOOwrq6rn6o6/ZHwyzOQwPyWldEo+SSLxRrdNv5Gh0XeeUmr2oh2DTbIvzkqBsTz6qqvK+v3+ryu1EYHmtRuaI0ZimyXyPhtTNya0lSWLxUVOYMmUKHo+HXfU9YyctCOmk5w4D4CQpsdMmtMSZyRI1VVXs2LGDT4vKO227+0KaMxXq5KTEbs8dZcGCBezetJG95ZUHJZBoie3btwPgryjtdQnjozsnFXE6ebNnz+aCCy5g6syj+e677zp9/+/WWvkbKyoqOPLIIzt9+wfLggULCAQC+P1+Pqtt3slr+vAjuh6nT5/ONddcw6gzz+/SMr7//vsAhMNhBrm7vrviUWTYtoHnn3+eZ59tfw6+zGFWOgx7JA8gY+92/vjHP7JmzRokoKioCICPS2ribaLLEDF5cehrMXmnfv8rUjLTSc1KITXDj+pSSE114/Uq+H0yPq+EzwNet4HPbThxeD4lgisqDs9lhnDrQVQ9jKoF4sfgBeqsROCBgBObZgRDVnxWQxJfLRByYklkOy7HayXwll0qksuF7HaDLCG53UiK6sSLoShWnJ4sg6JiuK2pD6arIVm3kzjdZ8XouZOQTR1ddmHIKpJpElatdaLj9TRcGMhWUnczjEsP4Wo4RkULYoRDfFpqckpKLS4tDIYODUnOzfo6TF1zEp5Hx+DZyc7t2DM76XlMHF7Eir2zYvCsGBJZVazldNOKAXPJzntK1FP56L9dPlfM+3a8j/23JEtOkmpkOSZOT/Fb9SApilXvsozka4jV83hj4yQl2fqOI2Hr2BumdBj1gdhjbxhV0wPBmDg8U9edv+0YmuiE53YMnuJS0EJaVOydtyE2zYrBK4kYvNR/FEvfX8aePXu45ZZbSE5Opnbzen4QqsCbZh1TqCbkxOjJquwkWG8ao+fyuZzvRZJlZLUhibqqOHWJaTr1prtcrJ61gFlrl+JCd+pU8XmtpPRer1MfejCIqVnLaHWBxphETXfqQ1YVJy5RVhUigUjDMdfjSbGSQIck+Lt7IANzh1C/bSPXe4K4/J5mMWU7r5jvvHYne5vFidhELzfqybeBxhg0d7IPJIl1ZXWsHDXd0kN/u4Lzsxp+Pw3xeS6/x3ltt2nF43YSyhsRzYpp9LidWDNZla3fsGE4CdEBK25TlglX1yPJVmLr6OTnZtTohB2HZsfmuZJ8/Kk2iazcIVTu3s59S55uVxxedJL4toium+h1ouPPcv/9Crfeeis5OTlUb9vEbdlWe4pOQF5w/QVAY4L0lmLz5IbEuZKqICtKTIJvuw3ZdQ6NieEfrlFQR0+ivHgfP/NWxcQqxYuHi8aus/YkPm8vrW0z7+rzYuLPomOr7mYAf/vb3zhjxCDe2bXXSUDsyUghXF3vxOa1FmsWE6+Y6uc/uyoJjz+SyspKbg1YdkE7Fsned2uxeC0lK2+Ng4m/ai3Zemuxeb+sT+app57i2iPG8O9vt8XEQ0Un+/ZkpGBqOuGaelRfQ8y1aTrL2nXt+vU/+ec//4mqqhyzbyOnPxQbV9XTsXhNiVc3d955J48++ihvzJ9JjiQ537cdR3ePewgZGRmo29ZxzfAU5+FQzu8eZ99PLwGIiZ9qGmMWL7as+I7LqK2q5d+po0hOSWXAgAFcd911zucdbRPR9bz3losZfP8LLcYhtpfbb7+dlJQUQqEQf/jDH5zz0tCHXuU3v/lNTEfvhLxvOOVxq+1vuuF7vNBvErIsc/LedZz48Ctx6wlw4kL7/X6Js62WEsZHs2nTJiZNmsSokSP55/ETOf3J/3b4+KLL0V727NnDsKFDMYHll8zj+Gfea3X5TZs28dJL1rUgIyODH//4xwC8efmZnPf0uwwaNIjt27fz4x//mCFDhpC/cR13T8xwkqBHl2/DDQuZ8tDLIiZPIBAc3tQbBi9nDyd7wEDOO+cc3j/9WDK2W0as5AlTeM3onjis7uaBb7fx+JNPseaL5Vyqds8IzQSvQnjjWp599ln+9P6nCTsl9t3yIFm5Q9B1nfO6qW5aIifHisHxjRjDnmD31pdhmuxqmFo7uLZrp1N1NVdddRUAH+TvY//+/Z2yzX1J1jTWjIyMTtleonH22Wdz7LHHEpxwZKckRn/ttddQVZXKAwc4IqV3nlfvvPNO9uzZw+DU+Clh7Law39u5aQHerzFITkklEAhw6aWXduq2O4MJE6wYYnsqoY2u661OY05VZcdGurq+a8aJ7r33XgBGGwEm+Ds3L15rDBkyhOOHWqk1Xtu+p83lo+MWo89Rk/tnOiN469atc5LQq6nde94RnTyBQNCrMEyTx739yBqcSygY5Pi9Wxng9XCBS6N283oAglOPYnl91ye47U52VNXy6PqdhMNhzjWqSFG67/T9g2ST4L5CSutD/Hvdjm7bb3sxTJPvkqz4u9pd2xiT1H03BfGYOnUq5SXFuFwuXq3r3himlXv38+wrr/LIP//BgsyerYdDZcqUKRyRk0FWTj8ef/zxQ95eRTCMNzMbsPT5fZHTTjuNU089lZHjJ/LVV18d8va+/PJLduzYgashFUFvpbWp27NmzQLAl9MfrRPjP9/7Zh2vvPIKhmGQnJzcadvtLM4991x0XSc1NZXVq1c770d3+iKRCNU7tjCqidzL47FGf/fJnS/lKigo4PnnLbvltUeM6fTtt8WFU8cyZ84caibPavNBSSTSOCV/3759zt/JHhcLzjyda6+9NmYacHa/ft0a9iA6eQKBoFfxeNBN1uixGIbBsO3fMc3XeBq7xlVPWd4uVFVlw7BJ7A71DllIWximyT+KatCBU4b059RuFop4VIWfNZgjn95RxO5AYo3mvV1jktl/AJFIhAuk2p4uDrIsM7LCisFwDR1FSaj76uu5zXkAnJyTQmoX5wfsDr534nHccMMNMTdQB8uHOwq59957Wfbyi86NfV8jMzOT6mKr7X3wwQeHtK2gpvPyyy/z9NNPc5JW0RnFS0hOOeUUwuEwXp+PL8s7YFVshZpQhPd27mH9+vVcfPHFnbLNziYnJ8cZkVu2bJnzfnQn76c//Sk/SQk3i8W0R6bC/s5Piv7oo49y0003ccGpcziqB3IynjFyEMcddxyDhg3nvfdan65pj+TV1dVx6623xnw2dOAABg0aRGlpqfNeRUUF/9XS2LZtW+cXPA6ikycQCHoN70VkXBOOAMBc/w2n+WMvPIoksThUSsX+UpKSk3kzbSjBPhB2/EaVzlFnn8fiK6/kN8dO7pEynDFsIOceezTX3XQTr6uJM9XNME1e3LiDffv2Ed61lVxPYnRszkpVqdi/H7fHw6vdJFQrC2t8XloFwPfHD+uenXYxp6cq6LpOeno66+oOrbO8dGs+uq4z3d03Hv60RP+Q1QbKysoOaTvLC0upq6sjNzeXydnpnVCyxMTtdjvK/PWBzhHLLN1eQEg3GJ2ZyvTp0ztlm13B0KFDeeSRR5zOTCCiccsttzift5Ty4aijjgIgOSs7ZsrioVJfX08wGMTn83HS4OxO225HSHer1BVa8bqffPJJq8vaHWLTMJg0aVLMZ8ma1abs0cDt27ezadMm9rjTeO65jsdQHgxCvBKHviRemX/1BlIzU/EleUnN9JOa6sbnU/B5ZdJSJCfxuddlkOQOo8oGPjXUTLbiidQimQauUC1KqA50HTlYZyXDDgasJOCBeoxgCCMctmQbgRCGrqMHw2iBkCPfsBNW28mnXT4XkiyjuNWGZN4uZLeK4lKRXa7GZN4eN5LqQvK4G4QsljQEj9eSYqguSwwCMUIWU3FhygqYJro7CcnQiLitufm60hhjEFE8yKZhJUAP1SKbOkqoDikSxggH+bAujVPZi6pHIGTJWIxAABoSE+tBSyxjhC3xiJPcWzfQgmFHjqBHjEYJiWE6CcABR7QC1knDlqlEAhGrjlwyhm4iKw3KXlVxRB02iltFccmObMUShzTIVJTG9636dlsCFFVpTPrtcSM3nNglV0NidVvEAk69G/VWO9DrA2AY6MGQk/Rcb0iArgXDLcpWtJAl5JBkOSaxtS1YkVUZPawjqzIun4vV++v59ohj8Hg8VGzdzA1UOU8XxzyzlD03XkiwyjqpbgsbLB81jZLSUlizgttHDsab5muWLL3xPd0Rh7h8brSQhuKSG49dbpRiSLKEpCgYLhdrT7qIGStfw2Va69vt1f7bNAxHQKPVBWIkEHqDlEdqELaEa+px+T3NhCJ1EZ3/pI0iNSOD+q0bud4bK1uxJSDRSc9tiYpNdN3YjHlmaczrphKWaDnJyCVvUXjzRSwvrWPLhJlIksSYLV9zXJLi1JuVGL0xQboebhSv2P8rHpcjEJJkuTHJd0Pd2FKipsIVO/l507oB+GrupVx00UWkuFV27NlL+K6bWkzC3ZI4paM0rZtodlx7IRvnX8FZZ53FI488wjPPPEPh5o18eslchv/jJUegEJ0gvSUBi123dp2ZhoniVp2/XUlW4nOX30O4pp7Xxp9EWVkZOzas4+mXX6XguvObJT+PJ/JoLXF5Z9KSgKWt5Oh3M4D09HRCOzbxh6decEQXkqoQrq5vFNQ01Fv0+cROgJ7+x8fIyUgnqOl88803ZP37rmbClXgCi0MRrtgcbOLr6LqJt/94opiC6y8g9NM/8+yzz1qW2bItzHzgeUeAodWHnGTf7hS/c10KVdU5ggw7AfqPfvQjnnrqKS4YmsOSDTvb3Peh0lL7PBhaK1/B9RfgTvE7Cd333Hghj9SqKKMmUrJtE3cO9zkJ5O32YEsyokUiLSVAL7j+Au6qVNlcWMQZZ5zBL3/5y2ZlaE+biE58Puzh1522aF9HwWqXhyJg2bVrF6NGjUJRFA4cOMCzzz7LT37yE2bPno0sy7z//vtOfJ7dLgDyblrII2ljcbvdHFnwHef+p/G3FC1diU6A3lJ9RfPvf/+b4uJi6mpr+JFRxLB72m+5tMm/dkHDPYTiXE+S+qV1qG5eeeUVNmzYQDAQ4NpwPiPujb/ue++9x6pVq6itreXHdbtiju3fVy2keFjjQ9ktW7aQnJxMbm4uAL/5zW+AxmTxvjv/JZKhCwSCw4+KYJj/Wf41mzZtomxvIYvDZa2qvMe6ZQZv+JInnniCx9dt5Z3Crkt029U8F3STmpFBXU0Ni3pYKDIrSaFil6VT/zJtcI+nVDBNk9///vcA/GDSSPr169ej5WnKD3/4Q7atXUNBRRVLd3Z9cvRdu3ZZU0X9rm5PH9GVjB07FoBg1oCDlom8/PLLXHvjjzjrrLOYNm1aJ5Yu8RgzZgyVlZVIksRHVQc3+qlpGklJSfz0pz/lhMkTOrmEicc06rjnnnt48fU3OdSxj/ygxuDxE5k7dy7nnntu2yv0ICNHjmT0aCslz+eff059fT3Jycl8/fXXfPTRRy0KWFRJory8nI0bN7KtrPOmKmzZsgUAZW8enh7MYblgwQLq6urw+nx8UN7ySKXX6+XBBx+Mm1R+akpsPLZhGE4Hr7sQnTyBQJDQ6IbJrZ+vJb+6ljUfvM8lVQV423EDe2amn2snWolwf7V2C1ur67q6qJ1OUcTAGDEOgPT8raSpPX/KPt+oIhKJkDlwEEtre7aT906VRnJyMhlJPn4waWSPliUeHo+HK6aOBuDRtV0bg7EroJGeng7A3OS+NUHnoosuIhKJkJaR2eb0qZbYuHEjmZmZTJ06tU91gFvCTmS9T41vlGyLjz76iKSkJMKhECek9G6BT3s4KieVcDhMWX2QneWH1mlZFlKd3HhTp07tpBJ2HfPmzeOcc85hxYoV+P1+brnlFm6//XYGDGg99js5OZmXXnqJ9bvzO6Ucn332Genp6Wiaxnx3500BPRgURXHOE5vxtbicruuUlpY6032jGZHkJhBofDBrGAa1tVbMeHQ6oK6k5+8YBAKBoBUe2V/L8n1leBWZh06eQY6n/bbCnxwxhmMH5nDiaafxfu5kavTedfP7spaE2+OhrLiYhQd3r9bpDHPLhPOt0bwdOUN7LPm8YZpsycpl7ty5XHXOWaR7ElPvfvmUUUyZOJHpZ5/PO++8E/OZbnRe3X0QtG4sy4v2Mja58413PUlWVhY1ey2d+Ycfftjh9Q3TdG7YEikhdVdy1FFHEYlEKKmtP6jRzxUrVgBQW1KEV+n7nWKPqjgynlV7Dm3mR3XWQMCKd+sNTJ06lRkzZhAMBtG0xpFfO8VCS8ycOROA70rKO6Ucb79thRlUFeYz1Nu9VuJ42Mfn7j84xqIZjf2+2938+iNLEoEKq27sUc8vvviC3bt3Y+7e1EWlblKGbtmLQCAQHAQfRWTS5szj0ksv5ddHTmB8RsfmqauyzJ9PnMHUyZNJz8rmaXdmF5W089lQHyFphKWPnlJegConzo3WxUkaoWCQjJx+vF7dM528j2p1MgcMQtM0FqjBHilDe8jxezllxjSGDBkS00HZUFrBhMfe5J9rt3bKfmqzrRvLflWlbSzZOxkVrASgtra2w9PpVtdYUw/D4TBnnXVWF5Qu8Zg7dy7/uOevPP/Sy6xdu7bD69vWxUHhms4uWsJywgkncNlll1GQPeKgt7F69Woycvqh6zoXXXRRJ5au6zjttNMAa/TX/t4BTjzxxFbXmzFjBpIkUaxJhyxfqaioQFGs2NoZJMasm7PPPpuK8jK2bN3a4gyCmpoa5syZw4gR8duMUl9DeXk5n332GZs3b2bo0KE88cQTGHt3d2HJGxHilTj0BfHK7HM+Ja1/FlkDs0hJ8+FLcpOW7iYlScHrkUhLNkn26nhVHbeqk+wK4pODKJKOxwzgi9QgmSbuUDVquA45WIdkmkjBOgjWO6IVMxhCr6uzJBKhMHooTKQ+hB6KoIc1IoEwelhvFK40iEWMiI6kSI5MxBaEqB4Vxa2guBTrtddlSVdUxRGFWCIWV6yMxesB07SELB6vJWEBS8SiKCArGN4kMHQMjx/J0DDcfjB09AYJi6Z6kA0NV6gGSdeQw0FHLqMFg3yojuDkyvWomnWsRjCIqetodQFHNGJoOnpYw9Qb/m+QSViSkUbRih5pfLJqGiaKS0Zr0KyrHhU9YlCja9y/ZRcT0lK4cMhAFFV21pNkCdWjEglEcCe5iQQiqFEjXJIsNUgaFEdEoHrUGAmLrCpIDbnW7PqVFGt5W8RivZYaRSyKgtQwYmIEgxj1DcKMUNiS7ASsm+1IfQhTN0CSHOmKLdvRQppTJsWloIU0ZFVBD2uOdMWT4mF7dZiPxhyJ3++nYttmfkTjxWfMM0vZfmnLN2tNP/8gCKVTrae0aeu/4txkq8MUqgnhTbOmYkQCYdxJHkfIYv3vJ1QTxOVzYWg6qtfd8J0ZGG4P6+ZewrSPX0A1rc9Mw0RWZRSfF9mlOu3D0KzvTQuGnfqwhStaIEQkEGk49no8KV60YIT/2VhA9lHH4dU1fmLsx5XkJVxjTf2IJ1txJ3tjgr6jj9+b5msW7B79eUsSFnubtrAELNHI7qvO5d/1LjzjJrPuy5XcPciDGiUKkRpiKWwJi6QojoAlUhew2lbDb96WY2j1IUsoousoHrclhGgQrlh1bjrru5J8/KkuiazBQ6javpl7n37ekYe4krwxwf5Ny97Z2Nu3t20LFSa9/SSKFsGV5GXD/Kv48ssviUQinF/4HTOW/Jc/nHIUv/h4DVlZWSxfcDx+VWkmYGlNKGILM0xd5ztdZs2gyWiaxo033kj4NzcAONKJluQhtgilaZ11NS0JWKC5fMOWSmT89UmOnTmTrTt38tVXXzH4hfsciUO0VMSTlmRdb+qCqH5rRPPf3lEYhkFlZSW3BqypZbZ0Jf/aBV0mXLE5FPFKdHlakpI0PYaC6y8A4OZ9Om+++SY/mzWJP63aQOkvFgONOePs30uoqs75/vfceCH8/G889thjAJxespFjHnyx1f0dCk2lO/brzhKw2PKSpgKW4jsuA3DkKyU/u5zX91RRPG4G1ZUV/MxfSb/fL6Ho1kUAjnTFrqeSn10OQP8/PxWzzX8UBnCNn0pFRQV/+9vfWixXa22iaZmjhStg/V7tOosnYDkYGc5Pf/pTUlNTqaiocJLDQ6McxCZavpJ/00L+4RtOcnIyR+9ZxxEp7halK7YsKbq+onn44Yf5+c9/zgkzjuTBqf0Z9NdnOlT+/GsXEK4LO1IqT0qjFTQSCDvXpKbXura46qqrePzxx7ly0kj+dOaxTnuxefzxxykoKHC+7+j6Afj73/8eYytdOGUUL63fyS/mTOd3H69xfpP9fr+EsrIyIV4RCA4HKgx4OKU/b+2v5P/Wb+Of2/J6ukjdSsgwebvfCKuDV1rCFcEDh7S907xQvXUjAMWjJpMfTuxE6RvKqnj1mw088sgjzKss6OnixGWhK8hTjzzM6+8t47UdXS8ViWZ5ZYiswUPQdZ359HxevLaYN28elWUHcLlcLA1YHbewKTFv3jyuu+463jnEB9fLG7ZZvXcPAwcOPNTiJiSpqakMNwPous7rr7/eoXXtVAK9ZfpcZzFv3jwAVjak1Wgv9rTiiv2lDE9KzGnQXcGsJOt3lJqewZ46a2TKAL72ZrN9+/Z2baM2w5I/DR8+vCuK2GWoqvWQOLqD1xaKJDnTO7eGDm28aMmSJZSXlzOppqRVqVp3c8EF1gOTZfn74s4gKC9vfarq+PHjSUlJoX///iQnJ+NWVPr164fpT+mS8jZFdPIEggSjxoBXh41j5JSpLFy4EIDH84t4JnD4DLo/qiWRNXAQwWCQeQd24+8Ey9ZiuYaK0lJ8fj+vJQ3ssViy9nDft5ak47yRg5mY2nLQd0+S6VK4ZIR1Q/P3tduIHKT18GBYQTIAVXk7GeVNjLx4rSHLMmllVoLqsuxBAOiDR3DcccfhdrvZnXTwM0ZM0+TNDz/mzTffZHhVcaeUN1E5Y7RlpnvjjfaPru0LRBwJyemnn94l5UpUTjzxRG688UZOvHQxFRXtT2ZuJ2p2VRzaw7XeRpZLdqYrrqmxYq02uTP41pvNs8+2rfIvqK5j7/4DBINBFixY0JVF7XTiPQDRtqxrcz17FLKYg5fzbN26lZUrV6JIEgtGDzno7XQFp5xyCh5FxkxJZ31lPZFIhNtvv52//OUv7Ny50xGptMS4ceM4+uijueGGGzj++OPx+P3ceOONuGa0PhW2sxCdPIEggQiaJs/2H0HmoEEEAwFO3b+HmyaM5vLLL8dz/BzelOMnJu1LfBSRSR1nJRXtv30d4zydc5ryyzIn799FJBIhK3cozwR6PrA7Hp/WaBijxuPzeLhl+tieLk6rXDllFFleN0Gvn9fLmtvFuoLdQZ3UIcMBmK11bISiJzk7xTKxZfTrz6effkq0Wy1j8BDygwdnW9tWUcPmolI2fPctp6f1bQviqSMHM2/uXObMmcOmmlC71lm+p5RvvvmGorzdTJw4sYtLmFhMmjQJn9eDqqosW7asXesYpsnLL7/MSy+9xKRw7/l9dRb2VNZ8zXp4tF9t/zX33e17ePnll1m5cmWvG8mbMWNGzOuqHVu5Jq3tB6E5OTkABDxJ1EsKJSUdl9Y888wzXHTRRZw9Yyr9kxLrHsfv9/PDyy7luuuuY2VI5YMPPiAlJYXS0lLeeqtx+n9Lxt4hQ4ZwwgknALbx1rRX6OqiA6KTJxAkDJpp8nT/4WQNGUo4HGbkd19xpGxy9YjBpNRaF9vw9KP58BCemCU6B4Jhdo2ybsQqt27iHH/nbn+yV0bdtp5AIMBb2/IorOuejklHWJ0ykFNPPZVrzj+X4anJPV2cVvG5VK4+7UR+9KMfUTRsQreMjr68Yw+bNm3iQOEeZvoTfxTPZqBHpXKPFQ+2bNkyjKiLvCzLvB86uGN5Z9deAE4aNpBkd989NwBk+jyMGz6MzMxMPmvnLN3l23bz1ltvIX27omsLl4DIsoxWbo3Gbdy4Me4yeyUvS1OH8e677wKw6UAV+fn55OXlcXx637K0tof+/fsDUOuxzr1TQtZ0vJbyxUWzdLs1tf7888/votJ1HTNmzCAUsh6cbN68mfCB9gmc7ByWrtR0nkkbw0MPPdShUeNIJEI4HGbixImcOv7ghTddSY5u3SeU+9KcdqDreoykpiW9SXS7SUlJQWpYTpLlQ87H2B6EeCUOvV28MvucTxk4eii+ZC+Z/VLIyfHh9cok+yVSk0y8LoMMfxi3ouFTQ3ikMF4pgEevx60FcIVqUSIBlEiDeCRYD3W1mA2yFb2uHjMSQasLWNKI+hCmrhOpDxGuC2MaJlpIQw9rGLrZIFMwMXQTWZEwdJMtbhfZ4QjZDWVW3I0/BFlVkBVLOqC45AYpiILL50ZWrdeyS0X1WvIGxedFVhRkt4rUIGSxZSySLIOiNJexqC6QpBgZC5KEZOiWZCZQB6YBoRBmfR2RcJiPs47kxPwvkAL1GJEIejCMEdEaZBqGJVgJWvP4IwFrqodpmOhhzRGh2OIZO1ja0HRLoBLWeSxjIFnjJqBpGgO++4qTFc0RrajJbh5Us8keM5ZIJMKItauYaWooLkvGonqUGPmKoZu4k9xowYhVX6rsSEEAR3hjfaY01rtLterUbW1H8biRG0QrkiyjeD1ILhdmJIIeDFkilbqAI5rRwxqYJno44ohW7OO1j0VWJLRQo2RFVmX0sI472c11y75io6ly1qmncH19Kek+6zvzpvkIVsV2yOwA6oLrLyBYZQlJxj5n3ahES0U8KV6GPvSq855umlyzcj3L8/Zy7IAsHjthOm6/Ja+RZAmXz91EvmL9bwtxbAmLlJzEurmXMOW9p3ErEpgmisfVUM+NdQ44vxFJljE03RGuWHIc1RFqLKuKsHfi0ei6zok71zDKo+DyewjXWsc+cslb7ZatdCTA3F6vqaAlel+jnrT01rZoxJ3sA0miuLKeV3On4PF6ydi0mnNTGgUsdruJbu+Kx22JdkJhJMU6Pi0YdiQs0UIRsH5D7hQ/oapaIm4XRz36JlWhMI/OP54fvrU8rjyk8KaFMXXWEWzpjHWM3mbCmpaw60VJS+XbUy52hArRQpj3jzyDjz/+mLyNG5g1YQwpYycRCgbxeL1UVVXxk/o83Cl+JFmyxAoNHUH7N2pjaDouv4dIXZBf1SWzefNmvp/t4qIxuTHihbaEK/HEJ93J7qvOjSt9seUb0eW2ZR9PDzySQCBAWVEhf//3IxTetBBXkhepoY60+hCuJC+maWKaJtMfeImi2gDvvfce4199yBGutCSpiLfvQ6UzxCttlS3e8RRcfwGvjj+RqqoqyosKuf/fj1D6i8WEq+vxpCWRfddj/P63d6JLMplGiPPLtvP88FnccccdnDK0Px/mx07/bUlicijH0pJgpSsELPHkK+GaeqdNADx3+XlsGz2dYCDADbU78fzqHzz00EN4TZ2f3fl/AE6bi5aIrFp8Due8vYoDBw5QUFDAkCGtTzuM1yai6zdaSGNfR+L9Xu3fcrSA5WC/p1NOOcVJ6n377bdz9913U3D9BTH1A7HylTXXXshbg2NzAc6ryufYex+Lu3xTXnrpJTZt2kSgvp5rwwWM7KDMJ//aBQ2yNi/huhAun9upp8KbFpL7j5cAq54igbBzfU7ql9ZucdCqVat47733iEQiDN25jn3jZ1BWVkZZWZnTya2treXuu++Oe7y//e1vAaiqqqJ21YcMPt2K87s2vBsFS7oCCPGKoG/wWmYWeafM5bMTTmKN6/AJ6m6Nx90pZI2bgGEYpKz9ilNcsfFNiiRxZcVeDuTn4XK52DZpOjsS2x3SYV7cvocP9x2grLSE8yrzSemi3EyKJHHnEaPxKjIri8t4oWEkJBH4LtWSZtTt3s4oT+8YpcpyyUTydgCwM3MwRhc+N3xx026qQmGGpfiZO6L3CUa+//3v8+qrr7J87bfsb3ggFNyzG13XSUtL49s6rY0txLKpLsLw4cM5/fTTOWnE4K4ocsIxd+5cANL7D2xTerCtsh4pLRO3IjN79uzuKF7CceyxxwKQktOfQCDAbsnPF0kD0bEeaOtS7G3gjh07OOGEEzh2RGLFRnUX05NUampqKC4poaA+7Gj927rcfhxUuOmmm7j22mvb7OAlKtOnT3f+bu/DiP4ehdqa2OTxqtn+m5NVq1YBEC4qwK8m5jXv6KOPpra2FpfLxfaGkJmsrKyY3Hm7du1qcf3SfCtdwjfffOOM5AEYdP2UTdHJE3QrL2dk4zvaUtn7k5J42YSNbQSu9nWe3lXI08tXUlFRgWv9N5xJ/HwzHkni+8W7KS8pwZ+UxOdjplDWicmUe5ItmsnDe6wbtp9OG8ekzLQu3d/w1CRumzaOsWPHUnbsKewOHVw8VGfyWa1Bdq5ljDzL6F25qc5VAkQiETIHDOTjuq55+mCYJqvdWeTk5LB40kiUTpDxdDd+v5+zz7ZG/MrDVptz6xEqGxJ9r9Q7Nj1uecgaca8o2svABEge3B0cccQRVFdWoigKS5e2Plq9vE7immuu4Zorr8Tv7+S5372EmTNnEggEcLlcfPLJJ7zr6s8WXybfyGkUFjZacWVMQoZJdnY2p556KkcMHtCDpe45klSZjz76iCVLlrBx3wFHuBKWWu+AFPusa1ZvtttOmzYNr9dLUlJS3OTeLXFg57aYDo+rnZ28yspKPB7rnDfDrO9YYbsROWpqZSQ923l/1KhRvP7667z33nt8+umnLa6/58vPefLJJ/n888+tGWINdMfdW++7Sgp6La/m9MN/1EwAyr9dyzfvLOXj5cu5ZfNWNtUcnh29j0oO8OcN2ykvL0f68B0ulFpP6pwqS5y1dxu11dW4/X5+t6OoW62GXYFumnw8YCSX/+Aqzps1k6smds+8/CvGD+eMk+eQlZ3NG56cbtlna6xJsspQvWsbIztJNtNd5LplAgXWk8zv/NltLH1wfFJrcMSxx3HN1Vdz3thhXbKP7uCiiy4iPT3deWquYJJbWcznn3/OB1+t7tC2qtKscILs2rJOL2eiIssy5gFL7rBhw4ZWly1RrY5darB3PTTpTGRZdmKtvvnmG+f9b6ojMZ08A4nVdToul4v6+npmJB0eDw3icdRRRwGwvrzKiS87Rmt51DgYDOIfYFlz7ZHT3sjQoUP53//9X+644w5nBLM9eIt2sXnzZsBqb9l66/cxNi+//DIej4eaqiqOT0rsa549OpvRr7/zntfrZcuWLaxcuZL58+e3tCoZHpVdu3ZhGLFjd90xkidi8uLQ22PyFt66m8z+aaSl+8jIdJOZruDzQIpPj4nFS5Fr8Op1uPQQrkg97kAlsha24vDqaiASxqitwaittRKdB0JE6gNEagOYutEQgxdCD2toIb0x6bduNSk7Bg/gxbQsko8+GoDqNV9zaV0lIQx+tGYja6uqyfR6+cvRMziCxvg9O04vOmG66rFixlSvC0mWG5Knqyiehtd+D4pLtZKl2zF6bjfIEpIkI3k9yG6PlSBdUazYPFUFScb0+pA0zYpBDAYww2HMUBAjGCQU0lg+6iRmrV1qxeRpOnoo4iQ/NzQdPWIn/G44fk1HjxhO3Jw9Z15WrPi01ZLCn7fms23nTi4aMZhfTx2LJFnHBqAFI3H/DtWE2OB28dPP17LvwAEWDh/Mr6eMQXGpTjyTHQNn15eh6ShuFUMznJg7Ow7MjuOz437spOiq140ejqC4rbpUPG5kl+p8J3oojB4IogUjThJru6yAE49nxSEazlx4Paw5cXieFA9LaiSUqUcRDoU4Yfs3jHI3Ji1tKcZs26IznL+9aX4nZiD6fTs+r+D6CwjVNF50ore7JmSwedIsZFmm//ovmeuXmiX0tuPy7MTzdpL0+oDO1guuYtrHL2BU1zpJv01dR1IUJ97R0HSMiOZ8N4amO8nPI/UhVK+L1bURNow7GsMwmLX1K6bmpDRLfG7HinlS/U6cARx8HF489tx4IcGqQNzk6fb+7dg8O+7NLt9/L5nPN+OOxjRNjtvxNWO9Ku4UP5G6gFOXdlLv6FgzSZbQAqGYBOh2PdmxeAD3RlLJHD6Kyl3buO+JZ+LGlTUtU3uJjsOzj8+uj3BtsEOxefm3XMK3p1zMtI9eYNj9jdp1Ozavzu3ixX6TUBSFvXv3MnB/Abc+/jz9s7IIGwafLJ7PCI+boQ+96sT+RBqSfJumSbi6HkyTA4rKa+ljkWWZ73//+3jv+ZmToDrRY/GiaSmJPTSPKbTjzj4+bgH5+flUlZdz7/33U/Kzy4nUBXGnJQEQrq5HSfFxvz4An9/PjBkzmPrWY+1KgN5ZMWDRdFZMnk1bidGbxuU9VqHxTQC8ZcXg8zPphJPZvXs3s3L7U+qyOsJpRph6TxKRSIQDebt44PEnWt3uwdLRWLvOjJFs6Riaxp397qQj+dVn37JgwQKmTZsGWPFTA3+/JCbOC6y4vnf3VpM/bgaBQIC77rqrXd9xdJso+pGVKmnYw683S3wO7fu9Rsfm2XXb0di8/fv38+CDDwJgGIYTSxYvLi+6Hu4/+3h++ek6RowYwWDCvLNuC2AljA/X1Ld47rzttttIS0ujfsdm/vzU8+0qI1jngUBZNVpIc+LoobGeouPGm8Zm27F5kizjTnLHPQ/E4+uvv447c+Cxxx5j//79lJWV4fM1pjuKjsv75S9/ye9//3vASjq/bt06Zs6cyY0UMfj3jzvriJg8Qa/k6eJS6oZZT96rVlsdPACfonD/EROYkZ3JeYsWsePY2ayTD4+nhzt02DppOhdfcgnnTZ/GL48Y16KCNx4zPDK/HDMYCXgpby/PFvTO/Fjbggb6eCto2719g9PB6y5meGRqd261yjJ4DPU9NCr6wqbdrFu3jvLdO5jg752GxMlehbLCAgKBAP8t7dyRk31hndRc6xxyvHSImcN7mHSX4ljZvvvuO9wVpaSnp3NCrjWS+9+tBe3azseVEWRZpvLAAcaNG9dl5U1EzjrrLMrLy9mxezc7d+6Mu8zqyiA+v59wOMypp57azSVMLKYrQf773//y6bfrUeosU3Nubi77lUZdvYHE/v37AcgMHL4jnwDDBg3kxz/+MZMmTXLea+3KtEmy6jESiXRKJ76nsNMhAG3mf4vmnPHDqa2tZf369Yxyte8+pra2li+//JKioiKO9UTaXqGHmTFjBqtWrWL58uXs2bPHef/MM8/kwgsvjOngNeWyyy4DYHL/TGRZZtmyZYTDYVzdMGFTdPIEXcprxaX8fedulixZQtWK5Sxqklw1SVX5y5TxJLtUvD4f244+ji19vKNXZph8NnYK/qRkqsvKuKN/GupBxBedPDCH2yaMYuzYsWjzzmF5pHvyrnQWhmmyNGUQbrebsr2FLPJ2TDrRWVzuDVJXW0taZibPhbs/R8+e6jpeWbeZV199ldOrCtteIYGZWLSde++9l6c+XUVA67zvc2nQhaqqVJSWcGxa79e6Z2dbU1qHDRuGS7F++2eNymXs2LHsyW7fVNR82RqBUcs7npeqt9OvXz/WrFnDf//7Xz788MO4y3xbZ91A1dfXt3oDdjgwuV8miqJQWh9Ejlgx3y6XC7PhuiObJmA69TRFTfyb7q5kYrKHzMzMmA7bPsmL0cJDwEhGPwDGjBnTLeXrDjoyyS/Z4+LHP/4x559/PpnzzmsxXUc0b731FitWrOD9559hVnpi5caLhyzLeL1ePvjgA/7zn/9Y8XVYMZj9+vVrdd3x48fz3c0LefvKs5yUCi21pc5GdPIEXcZ7wRB/2mlZhS7KSOeSYPwnQ+mSxDkb11G2bx8+v591M2dR0AulCu0hYsLL/UeSkZ1NbU018/duI1U++M7ZFSNymXf0TJKSktg+7ggK9d4z+/pl00tW7hAikQjzKgtRuik5aFOy3AqZu63pJfLYSewKd+9o3hObdmOYcMLgHCZlda1wpqs5LSeNIUOGUBWO8PqOzrGWGqZJbX8rHiL7QFGnbLOnsUcIhg4dirsh9mXOsEFcdNFFTJxxFOvasGwapklJXQBN05hgti/+pa9hWzY/+ugjAJZXhdlU3ZggvawhHi8zM7P7C5dg+F0qkydPZtCgQYw956KYz7Zu3cq1gZ0M27sVj8dDMBjkSH/fftDaFv09lmEzmjdcAwmHm0vRdtWFSc/JwTTNVuOyegv9+/enqqqKSy65pEPrud1uvF4vitfnxIC2xosvWlOz548a3KFZTD3JzJkznb+jk763p/wDUvx4VQVJkkhPTwegO3RvffNOWtDjfORLQj/3PGYcdRTfG9CP64fktrp8OnDm5nVUlh0gOTWVFTNmUmr2jh9+R3g6KdNJdj5187fkHqIxWJIkLq3dR8X+/SQlJ/P24DGEekGYbZFmEBw3GQBz8zomeHv2VHShT6esaC8ul4uXa7qv/ip1kwMjJpKdnc1Vk0Z22367CkWW+NGPfoQkSbxTFe6UdAof1xqkZWYSDoU429vzFtTO4MQTTwSs5LhVOVYHNsslU1VsdWK/0lq/yV5XWsHzL73MP++7hxMSXFjQVZx44onIssymTZvYURtm6+jpfJo93mlzrgwrnn7y5Mk9WcyEYe7cuVx77bXO6927d/Pkk0/y5ptWHNN3VQFCoRCBA6W4DuHBY19BizMTQdebn39W7i7k2WefZdu2bb02dUI0119/Pffee68jn2kvLpfLqZ949RRNeXk5+fn5eL1ezh7V+r1hInHEEUcwYcIEjj32WHzhxry9HemkyrLMtddeS2pqKlV0/dReIV6JQ28Wr8y/egO5oweRlZNEVpabzDSJ9CQdr8sgzRskxVWPWwqTpFfhC1ejhutRQ7Uo9dWOcMSorcGoq8cIh4lU16IHgoSq6jA0nXBdGC0YcZKd6xEDI6JjNIwgyYrESpeb/bNPQlVVSjdtZPH+vbhU2RKkNEhIPCketGDESZANoIc1dmvwxbSZpKSlUV68j3M3fkdqQwCypEhOYuWmydJtmYjqUR0BhpVEXUX1eUCWG8UhsozsbkjyrarIXi9IMrjdYJiYwXqMmlpMLYIeCGGEwgQCIb6eeR7TPn4BKRh0hCu2bMUuP+AkPDcNK3G2FtJRXDJvmG4iMyzzlv/bVZwta5iGEVeuApY4xA4Uj0743ZRQTYhdHhdfjp2Bx+ulcstGrq4/gOJWnUTsgJOIW3GrTuJ0xa2gh3UUt4Iky8hKo3hEVhVUn6chSbV1jIrbhSvJix7R0INh55hN3RLv2AnQ9Yj1v+JSMHQrIbyd/NyT4uGnn35LycChHDlpIj+q3evcVHhSvM0kKRArVLHrpi3iSViguajEfr2qXuc3320nb/du3jp7NuOjRtVscYgW0nD5XFa9JvtZf/pljHv1MZKSVOf4PWlJGBENqWEanhYIOXWvei25iF2fS2pkGH8EFQf2c1NtPt4kb0ygeOFNCwlVW997UyGInRz+UGUr8Wht+00FME1lJ2svPYNHUofTf8BARm35itlJqtOmPGnJhGvqG5N7S5IjpwHAjEqG3lBHf3ENJikpCa1kL/e2IFyJDrRvr3AlXqL3tpZtj4DFFipM++gF9KrqZmWyRSNPDpsBgLrtOy716biSvDwz2JI3lBft5afSgWaJ0d2pfsJVdTzWbwq/+c1vOGvMEB6Zf3yzBOhNJRX2PhNJuNKU1srY9Jjyr11A5j1P8bvf/Q6/30/qzvVUj5oCwMkHtjDs9j9x0kknMWzYMP45JoNUVWboQ692awL0aDpbvAKtl7mpWKb4jsv4T3EQbfQUZ5m7776bujorvrX4fy7jqg3lvPvuu/z6tFn85r0VznIt1dnBlvdgxTbx2vXB0JJ0p6lc5I4rLyF5ZGys6/yKXRz1t0YhTfEdl3HjW8t5bUs+v/71rx1RSXuw28SU955m5IMvNROuxBMRtYeWBCztFYy0RFvylVuPnsSeoROYMmUKp59+OiNe+ydATMJ4m8cff5yCggKqKyu4+557nSmMbWG3xXBduOH+yu3Uk30dgkbJSjT2NaIlAUt72ndeXh5PPGF9/6WlpZZJNDub6upq7rnnnmbLN02KXvqLxTwgDyEQCJCSksJ1113HgAGNqUrWX3chUx9+VYhXBInLellh36zjUFWV/bt2cmnxng5NwxsmmUz/bjWB+nq8qWn8vqik16cIANhQWc3XkhVLVL3+O87zdu6zlQlumZxNawFIHz+JpUbiBn+vLinn9by9rFy5kjmFmxLmqfExfoVJcgQT+Ms3W7t8f7ppUtUwDTGjpKDHpqt2NukeN646a6rTGvXQpp8GNI0nn3ySe+65h+NCB9peoReRu30tgUCAC9MaL8Pz5s0DIK3/AMpamTa8bNkyAE4dOahrC5nApKSkONPn9kqNcZrf1GisWLGC/Px86uvrSVXFbQ7AmCZpz+yRqoyUJN51D2DAgAEYhsFR2Z1zc9nbyTKtuMTywkYR0tsZsbMtTNPkiz3WtL2TTz65+wqXgLgU2WlTbY3k2TF70oHidnfwEoHhw4c7f7vdbidtRNOpva0RnXOvO8bYek/tChKeQllh88xj8Pp8lO/dy0V522l/Os1GxmMwes0qnl3yOB/v3M0fd+7ulh9DV1EdiXDb1xt5/c03Wf/uUi4PtJxv51A4Q9Wp3rQegLKJ08iPJF6dhQ2DO1dbJ8aLRg9hek5GD5colv85ZjKqJLG6qp5PKwNtr3AIvFejk5aRSSgU4lxv73+QEc3UUCUAviHDqdYO/tjezyumtraW3CQvx/Tr3fGKTTk9w82f/vQnUlyNc7anTZtGVXkZiqLwSX38329pSOeUU07h+uuv54Thg7uruAmJneDcyGjMzZhfF2LFCmsk6vjjj++RciUiU5NjpwD/8Ic/tP6QZPLUZIYOHQpAsvvwjsezGaw2jKiltHze2VAdYtLRxzJ69GiOOeaY7ipaQuKSpXZN14w2kE7Ueq8p2ev1oqrWb6Wqqqrd60mS5EhXukO+Ijp5gk6hQpJYPn0GyampVB44wBkb1uE/hO1NN3Xu6J+NDLxVeoAn9vfOZL+GafKrdVspCgTJ9Xu5NdXVpSM2l0UqKS8uZv2GDdz55bfoCdY5flFK4tTvX8akMaO5/cjE076PSE/mqpOO45ZbbmFtv66Nkdvos6aChwt2k97HRhtO8svU1NTg8Xh4J3Dw7f29snokSWLB6NxeE5x/qMgHrHQo+Z6UuJ+vrDeQZRmf28WQlMPbGjl27FgA0jIsuUpxcTGfrVhJSUkJkyZN6tWJqTubdLcaIw5JSrJyCgbDjSbN448/3rG9Hu6M9cnk5+eza/fumPejb8y/CsBJJ53E/Pnz8XoT3xDZlaiy7HTu4sUz2rz//vt4vV7q6+s4IfkQpQQ9QCBgPfwNBoNOygn7t9QeZFkWnTxB70IzDB5zeUjPzqamuprj164hsxM6F8dnZXD76OGMHj2a1AsX8q6n/T+kROE5OYV+c04l2efl3qMmk9rFOXS8ksS8vA18/N57rCo+wGM72pdzqzsoDBuY4yeTnZ3NwknjyPQezDhv17OwfzKyLJM1OJeP67vmJLwjoJE1dDgAJ0vtz0fUW1AkyYkp2Jve/6C2sSekc9SChdxyyy2cPaZ9aQX6AhMMKwYz5PHHFdfslhtuJiv61vTVg+GUU05x/v7rX//KY489xoYD1UyYMIGFCxdy5JFH9mDpEo9IpLFDZ9+YalGjLj6fD1cvmj7XlQxLcvPBBx/gadJ5ix6l2u+y6jAjI7FmpPQELlmmqqqKQCBAcnJyi8utWrUKgEBxEZ5e+EDhwgsvpKamhksvvZQZWjV1dXWcd9557V6/u6drJrR45c4772wWyDpu3Di2bNnS4jovvfQSv/rVr8jLy2PMmDH8+c9/5qyzzmpx+Xj0VvHK7HM+ZfLsqWRm+xky2EOSD/qlhUn1hPAoEdKUKvxaDZ5ILe5AJUqgFrm+GsIhzOoq9OpqR7YSqalHC4aJ1AUJ14UaZSsRAz0UJRgxTf6Yl8ebJfs57uij+WGyh+mKGSNZUVyyIxTxpvljxBqWjMO6qbFFLPZ6ttRjSVo/MiZPRdM0Bq/4nBmhIHLUFCdJllA9aqyQxa2guCz5iup1IbtURyQiyTKKz4PscsWIWCSXaokfgkH0+gBGWCNSW4ce1giFDb47bRET/7sEsy7QIFYxY2QrsiLFCmg0mYIZx6EoCsaaVXzPCMbURTzRSlPBSFMRiTfNz9CHXo1Zzpvmj6lD1evi1V17+flXG1AkiSWnHMOMtCRHutL4vxElZbGEK4ZmIKtyQ33KUcIV1RLXNAgzTMPAiFjHHqkPOcvawhXTMJFVBT2sOdv7eyiJjPETKS8p5obKPGdEM/oYPSleJ7i7JXFKPOIFhUfTloTF3q/9+l9yGmmjx1NWuIdbQvuQZIm6huNN9riJBMIoaclsOPNyprz3NNQHkGQZl99DuDaA6nU31q2iOEIRLRhGcav8q9aFb9xkyvcW8hOtxFnPlnQ0lZs0La83zdemAKSzsPfZVMBiS2FsaUnTwPcPLp3PF2OPBuCkHV8zJjMJLWCptW2RjawqIEnQcBkyNB3V5yFSF+C5kccQCoUoL97H/f96qFXhSrxA+5aw67Y9EpWmtEfW0lSyYddL0zI2FY3YYor+DzzPiCG5lJSV8+GVZzHa62HoQ69SeNNCAO5x5ZKens6gQYOY9/XbjlChJRHH7qvOPWiJQ0/QUnnzrj4vRtqRf+0CAB5IHU1KSgpLliwhLy+PkSNHcsUVV1BTU8OPa3c554WiWxcBNJNPNN1uV9AV4hWbloQkTYUpxXdcxv3lMt6howAwP3mT337yDbIs8+tf/xqA559/ng8++IDBg61pwJ0h7LDL2Bl1bMtJDlXA0lJbiL6OlPzsci5+/ztOXnBhzDL/8z//g8/no+j2S7lfHow/KYnp06dzzjnntHv/+dcuQFddrD/9Mia/8xSKFmk473WOHMk+t7hTfM45oTMEOvGusyU/u5z+f36Khx9+mOuuu47zzjuPf4+zZiHEk67cdtttpKWlkbJjHbc91b7zb9GtiwiUVcdI3Ox66qh0K/qaYddTJBDGNEy8ab4O10/B9RfgTvEz4O6n434eLacB+NmxU6ibcRI5OTlceeWVTpzfnhsvxH/Xw2RnZx9e4pVJkyaxb98+59/y5ctbXHbFihUsWrSIH/7wh6xdu5YFCxawYMECNmzY0I0lPrx4dl8xb5bsRwYW1lUxjc4f+bissoT9u3ahqiq7ps9kb+I3W/brJpvHTkFRFMp27uCibk4ue/6IQZwzegSXX3klq8dPJ9jDz3K+C+qkjR0PwNT9+QkvGTlHrUfXdbJyh/BFwCCo6Zz86sdc/10+Af3Q2rhumKwrPkBNTQ1DKvZ1UokTj1EehfJ9VkqAj0Md/83aeYgyy4s7tVyJjs/nY0KyNcr9RUFsovPisO7kWDrttNO6u2gJiT2yMnDgQE444QSuuOIKoHuekvc20itLee+993j00UdJaoi9MwyDfv36UVFRwY4dO3C7E3OGRU/QP9kKOjFN03kQZU9F/LY6jD8piUgkEjOifLhiP7yIHi1uyubNm0lLS8MwDE5OT1w5XFciSxLr1q2jurqalJT4U/I7dX9dvodDRFVVBgwY4PzLzs5ucdn777+fM844gzvuuIMJEyZw1113MX36dP7xj390Y4kPH5b7/JSfcCJer5dbRwxjdlbXTFlQJYnv7dlJxf5SkpKT+WjS5ITOBWeYJq9k5ZKank51ZQULy/Ygd3OnRpIkfjxmKP1ycsjIyeFZuetPJq3xcdIAZFmmLG8Xc3yJ3cEDGO1Tqd69E4DV/mxK6oOcfsH3mLfw+7x5CDFmAJ8VlvLOx5/w2D8f4Cxf4rbjziCjYBuPPfYY//2k5Ydz8dgZ1EhPT8c0TU51t54YvC9yXK41xdU299msqLMeMFSWHWDEiBHdXq5EJCMjg927d3PkkUdywgknOO/n5vae/FvdxQglwsqVKyksLMTvahSsnHvuuTzwwANomtbpI429mTGzjgOs62lTqci3AevcXVtb26GYrL6K3W7iJYy3+eSTT7j33nv55v13GOg9PAU/EvD5559TXl7eLTMFE76Wt2/fzqBBg/B6vRx77LH88Y9/dCxQTVm5ciW33XZbzHunn346r7/+eqv7CIVChEIh53V1dTVgPZFo7alEouF2maiyhiJpSKYMJphGBEPXMNDQ0dF1A80wkA0T0wTZlMCUMJHRJQVDUtBkFU1R0RUDXXWhqwaGS8IwZAzJwDBldkkyZUcfwxivlyvmnsb3aioxVBlUBWTJmvrokjEwwCUjNViIrO01zmm3XlsnB90lOcsbWPuxSVZMjt2xmW+TU8gaNJjnKyu5vHI/YE01NFwNubgUCdMuh6pgqgqS4sJUFExFAblhGqKsIMsKsqSAJCNLMpIkAyaGpKDLCoZsoikqhgK6YjjlNVXNmq5pmk4ZDdkERcKQTd7ATfbI0ei6zpRdm0l1e9BdCoYhx9aFS3L+Bqu92XURWz+x9dV0uaZ1aG8zx2OSuWsLwSkz8E2cwrfffck0l4ohWXVjSFHTNaWG6ZqSgalYZYyeromqgqJadQiYkoFhSA37Nxqna5qN0zVNVUE3JT4JQ9bQ4ei6zsnBMnSfC0Mym5Rfjzk+++/oummN6PVa+jzetpx6a1KvuuJiVqSabUDG8JF8W2gwdqgleSjpP4xIRR5ELYuqNeQZdKGrGpLqckQhkmL9Fg1kdNXkuW1WnOR5Y4bi9nrRwVlPV5qXI255ldaPtzOx99l0f7riiv2+Go7BXlZXXczN8PF/e/ZQYJrk14UY4La2ZU/XNBXFuuo1NAcDGUlR+STiQQHK9xUxMMkbUyfx6qMjdXEodWgdo97qPu33m9ZL8/pTm9Rf4+sZI4ewaOhEBvTvT0WkhC+ee47hnjTylXpSASrKnDqRFdX6u8n2oo/XXqY30FJ5m75vf49Tp07lrbfeYv78+THxUscccwz6zlUx9Qtx2nE31E/TNtGZtHTua9oeNEVlUEajKVJ1uVEkyUrlUlUVI4GIruPOqJvO3E50+Q56O620hej6UrTG69QLL77I66+/jstlLVOq+snASuXR4fOI6rKuGzQek9TC7/dgsL/76DbQ0vmho+Vuur7W8L1KksS0adOYPn06y90RjtErmi37/vvvU11dzVgz4KzXkeMxJBPdlOLeJ7T3fB7dhpx6UhvCbw6ifnTV1eqxNCtXwz2UpsVeE7rqmp7QMXnvvPMOtbW1jBs3jn379vHb3/6WvXv3smHDhrjDnG63myeeeIJFixY57z344IP89re/dab+xCNe7B/As88+6yiaBY3U1dXx5ZdfkpmZSWlpKSeddBIej6ftFTuBNWvWIMsykiRRXV3NiSee2C37bS979+6lsLAQj8fD/v37mTt3bo+WxzAM3n//fQYMGEBZWRknnXSSo/3trv2/+OKLjB8/npKSEk4//fRu23dnsGzZMjIzLXOfojTGgcqyzNSpUzu8vYqKCv7whz+wY8cO7r///hYfWPUlfvGLX7Bx40YWL17MggUL2rXOsmXLyMnJobKykjlz5nRp+RIRTdNYs2YNHo8nxsa2bNkysrOzmTBhwmGvbLcpKyvj0Ucf5fTTT6eoqAi/34/b7ea4447r6aIlHJqm8b3vfQ+AG264gf/85z+Ew2Huu+8+br31VsDyGojRPItVq1bh9XrRdZ277rorZsDAPkfpus6MGTN6rpAJwqpVq/j4448588wzSU9Pj8kpB9YI6JVXXkltbS1//vOfGTcu8eza3cHrr7/OCy+8wOzZs7nhhhti8gTW19dzySWXdGpMXkKP5J155pnO31OnTmXWrFkMGzaMF198sTHHSyfw85//PGYEsLq6miFDhnDyySf3GvHK6Rd/wdBJoxgyIpPBA90MyNRxqwY5/lqSlHqS9Gq8kWrcwRqUQA1yfQ3UVKFXV2IEw2g1tYSqajHCEcK1lmxFj+hogQhaWMeIWE9ITeDZQUPIGjOWutpa5u7YRO6uzbiiBCKyyxJtQHPRCsCoR192/i689bKYz0c9+jI7rroAAC3UOE3LiFg3OYODEV5ISmNTIMxH77/H9C8/Y1xKCqZhPatQ1Eahg+KSkd2KM0rl8rlR3CqSJKF4XEiqgur1WP/73EiqC1PX0eqDaPUBTE1HC4TRIxrBCOw493JGvPQYshbB1IxmshVThr9vLeCIeWdSc+AA19btxVzyIO7k+DEOox971TnW6Pdao/DWyxzJijfNT+59T8e8F4+ksMHH6elkZWWx9rknuZgQslvBCOvQRLwCjaN6pmFGSW1kZFVGVhRnZEqPRDA0A0PTLQlPlHBF9aiE60J8VFzK8x99zdSJE7j/iJEMePUxoLlsJfc+K2g5uj7aqovoZaPlM3a9tLVe9HLR7XDUoy+z97bLCVYH2LW/mt88uYYzzzyTiRMnous6iqKwP28X4/dtZMvpi5iw7HmMmnrcSW70sIbqdSM3jFDpYauOFLeKaRg8VaFz6aWXUpyfx5nrP2HY9c+Td8NFuJN8DPrrE+y+zpJrjPh3bAD5zqu/55Stp2ipDPHKHH1M3/79TwwfPh8PBpPfeYqhDzzHnlsuweX3ogXDyIqC4nMTaRDW5NWHye43AbByeaU8+gci9SGG/fP5mO0DDP9X+2Qie2+7nHBdsFk5D4Xd1y3EneRl8L2xcoFIJMKyZcuYO3duzM1yS2XO/9H3cfk9DLr7CQAKbl6Ey+/hcyMn5uFZOBxm5cqVGIbBgw8+SPB3tzDk/mdj1hn45yUx2wVi6q23UHTHlQBOndjs+9liIvUhhj7QKMwo+PEi3mhQmRMO8ZeG8IySX11D/7seAaD451cBMOCPj7W6ra6ipTbRWRTcbD3Yjncse265xGknJb+6xnk/a+vX+Hw+wuEww1e/77x/7rnnIklSzHpdUa5D3e6hbjNemwDrWmBfF8aPH8/ixYvZsWMHgCPx23L7FTz44Av069ePr7/+mgEDBrR7n5H6IEPuf5bC/3c162ZfwJTPXsGoqYs5B3QW9rlFC4ad84N97m163O0lun4ASn9zLQDmrPP44IMPAEgr28tZN94Ys95HH33EueeeS96OHdx8883teths11e4LoxpGLh8bud81tFrQFPybrjIWbfojisbBHISeljDl5nSofqxf1f2+aYpRbdfyaC/Wt/t9u3bueSSSxgyZAhjxoxh3Lhx7L3tcgbf+xRlZZ2fKiyhO3lNSU9PZ+zYsc4PrikDBgxoNmJXUlLS5g/Q4/HEHYlyuVy95olWOCKhGQq6qWJKLpBlJNlAVlQURUFBRtVlVFlCkUCWTMBAMg0MUwdDR9c1dF1D0SIoWgQiGkYkghzWoaGTVzhwMFljxmIYBv1Xr2KobNskGweEFWSUhtfOtqKIrtOmn7tcLue1GT103dDJk8MRLpUruOWrdQQ1nZ9/s4FnZh6BX7ZGWeSG6ZOyqSAjo0iq04FRNAlFtjouii4hSyaqoSAZDf+bMqahg6GBrmHoOqYeAU1DaehvyloEJRLB0HTQTWRDgoZO3hO79/DRpp2szSvg8dkz8WZ4CUXCKFr8GK7oY41XN/GIri9FizjbaLqdaIbL4NmyHqbNRB8zkZL1q8iVXBDRouyacjPTpt3JUxTT6uQhI2MgYdki0SJImoGk6UjRnTwMa51ImL9/YyU+P1GJMFgyoCExtqIpUcehOMfdtC20VRet1Utb60UvF72+y+VC0a3X81I9/M7lcmQEa79cxVHHHU9G7lB27PjGWVfSItb3rGkomoSMYVkjG+pIka36qcgYSAaQU1eBkmQ0fn+6GtMempa/pfe7k46ULfqYThyQCWNnYpompbtWs+T//o9dH6/mz6fPQtEiyBiouoyhRVB0mc+27OTxt1dx9LjR/OY3v6FQ1zCafKcdrQ/7++zIOm1uU4ug6EqL22t6/Wit/qK3Y7/OzslG13VKS0tJTk7G6/XSr18/koN1DBo0iPym7bdJWRKhzRwsim6dcJvVVZy2oOoa06dPByCz/wDnM1VvjC+Lt7142+pquuqeorXvOvo8p+oatx83hbfKI1wyaQR/XWFJ6faUV1qfq6pzrmvrPHqo5TrU7R5y2VpqY1HbHjduHFU7t3DgQCXTJ01kw4YNjB49mnWFxZimSWpqKkOGDOnQPu02Z+9f0TXr+tHKueRgsc8LZtT2o8/NB7vNpr8/sIRR9nRpk+b1+vXXXzN27Fgy3So+X/vye9r1pWgRTMNA0aRm9wqdcRz2fiS54Rqudyw2VW2hLTUeR9RvUFWdmRmyLDv3G111bkh48Uo0tbW17Ny5k4EDB8b9/Nhjj+XDDz+MeW/ZsmUiIWonsr9BfLNixQrG1PdMfi9Fkrhzwhj6e9zsDYX5d7jnZxzn19Xzjy1W0tRbxw5jpJpYcpELpSAVJSVUVVXx2J7Sbtnn2xUB9gQ1UlwqP5jQOyURbkXm4osvbrwY1FVTsbcQWZb5yOhY8tutQZ2M/gPQdZ1Tu9m22pMM9yhU7C9FkiQ+cWWwYsUKAhOO5KPi6rjLL92+h4KCAsZWHV5WzaZMnjwZsG4c9u7dC8DMmTOZNahl+djhjknPXwsSnZ8eN5XNmzeT6fMQDFqj2z9+ZyXQOx8IdDX/nH88AMedNIc333yT/fv3s6bIylEp7i0bcblcTifPoPn9z4EDVp1lB+Of9w8Xoqffd0e0XEKP5N1+++2cc845DBs2jKKiIn7zm9+gKIoTc3fFFVcwePBg/vjHPwJwyy23cNJJJ3HPPfcwf/58nn/+eVavXs3DDz/ck4fRpwg3DLHv37+fZH/PXRDSXC7umjCWFUfMYPiIEby98gvmh+p6pCyGabJ02HgmHhHBsyePC4cPQg/rba/YjaiSxIyCTSx+53NMw+D87GQmJnedESximOydMI2fHDWb4IpPSPO4nGmtvY2FCxfy2WefASCZJsMri6kanEttcnqHAqU/ibjxABV7CxnqUdpcvi/hqTwAOf0IDx3NiUNHA7B+yzrmNLkprwlF+KrIEirNGxb/Yd7hwoknnsjatWtJS0sjLc0SZsyYMQN/Uq96NtstTJ06leXLlzNx3/aeLkqvRqRPaI7SMMPFTp2gaRp1IyexYMBoZs6c2ZNFSygURXHqSG/SyYs2kB7pSqx7o+4mOhl6tOyoq0ho8cr3v/99PvvsM8rKysjJyWH27Nn8/ve/Z9QoK5nnnDlzGD58OEuWLHHWeemll/jlL3/pJEP/y1/+clgkQ194624Gj8xh9KgkcnMM+iXX41EiZCgVpAVKUMP1uGrLkStKQYugl5ehVVYRqqwhUhtAC4QI1QSJ1IfRQhqRQMOUSd3E0E0Ut4ypmxwALt20jfr6er46/VgkHTwp1lTXePF30cmt24OdeNleF3BirUI1ITwpHkI1jSbUJ9yppBwxnVAoxLRVnzM6ytooK9aJxonPUxVkVXbizFSvG7nByql63ag+D3ooTKQ+hB6ypmRGAg3/Swo7F13H8CUPIoVCztRGWZF4GS9Mn0U4HObYdSsYZlp1Ei/ZecH1F8TEz7WU5LtpUvR4y7a0rXjr2tyxch1v5u/j6H6ZPHXq0eghDdXrQg9rzZKk24nTrembMopLdmLzTMNK7q1HDGRFQgtpMbF4r0VUQkccTTAQYMHub8lUZcY8s7RZ8vGm5W0t6XnT42pp2eh6aW17LS3XNPn3lkvO5IVxluTijeef5ekZo7hi7W6+2byVO+64g2sqdlhTNmOmu8roYeuCJ6vWSf1vniFk5OTg2riG//fimzFJWe0E3dEJtqN/C00TkfckLSVHb3oM0UnAn7x8AbtHHxmzfHnxPm7Ti5FkGXeKn1BVLe/UmrxZGaG8II9VGzY1S4zd0eTnh5L4vD3YydGjv7e2El/vWnx2s8S98RKjA9yjDHY6eNAoL1D//FMnaW/TZNhNt9Vbae04mh5z/rULYpJ+h2vqnQTF8RJ62/XblQnQo+nKZOjRtJQYPV79DH3oVccAbJOdnc3+/ftjlj/YcsChJy1vax+HmmC9PUnRv7j6XGb/579cc801DB48mBPL81iWNBCPx8OcOXM46aST2rWv6HaYd/V5yKnJrD3pIqZ9/ALD/nZosY+t0RWJ0ZsmRS/52eVsP+c6rr76ahYtWkRubm6MN+P111/nu+++I1Bfzx/++McY2UhL5F+7ICYWr2ny8/ZeA1qj6bZ2X3UuYPkg3EnuDtVP8R2XtZgQHRqTxj/44IOsXLmS0aNHs2DBArIe+Z1zLSgrKzu8kqE///zzFBUVEQqFKCws5Pnnn3c6eGDl3Iju4IH11H3r1q2EQiE2bNjQ4Q6eoHVC4RAVFRXIWgS1HT/Urubi2goONNgsl4+dSHfP3CzUTQITLMuisXEdo9wJPTjOrVPH4HO7cI2ZwIfBrqks3TQpGdwwPXP3NjLVnm8nh4IiSTz99NN8+umnfLt1Ox5Z4lifNdXivffea9c2NgYMMhpMbHO9Xf/0LtGYnao6U8Ns0nL6UaXF1sV2NYlZs2Zx/PRp3Vi6xCXa6Lp582Zml2yOuQYKBIfC3XffDcDQtGRATNeMh9Jwn2PP2sgzFDwej/VQV0zXdJBlmVAoRFVFRbMOyrp16wAI7i9uVwevLyNJkjOS1x1jbId3bQs6zGsl1lQqpZuTe7eEW4aTd20hFAySNXAQryWnd+v+/5s+EJ/PR0VpKd8L13Trvg+GQUk+rjv3bObOncuWASMwTJM3ghLvRzrvVLAsrJCenUMoFOJ8JdBp2+1JjpEjfPzxx5w/YhAAiyZandj169ezp67tYyz0WRe9ovw8snt5p/dgcMsydSX7Yt5TFIXldbGdPDPTsiSONPpGuzlURo4cycaNGwGo3LeXqandk6pGcHhgz1SqC/deSU9X03S6ZoXX6hCXl5eL6a1RKIpCXl4eLz/2CAsXLoz5rKKiAoCMwOEdjwexMXndMV3z8LvbEBw0L2ZkUzfzGE455RSGdmE8V0cZjonru7UAuI84ki3d1Kw/RyVnzDhM0+TIvC245cTo+LbF+WYd4VCIzP4DeMX0UDf1aCqOPJatWtvrtoed/XIBCO/eTlYf6dD875HjePSMY/j10ZMAGJqaxMLTTua2227jA71tAUtKUR7//ve/2bhqZVcXNWFJq6tq9t4OudGytjWgkZaRia7rnJhyeMUstsSUKVMc1bikH34jwIKuxbaK10Wsk7/otDTHfqBtd/Jq/dYDO7vjIrCwR+j0JqNTmqZRWVlJJBJhotxJNxm9GFmW2blzZ7eFg/WNOzBBl/N6UirJR81kypQpZCsy/2/8yJ4uUgznBGs4kJeHqqqsGDG22YmmswmbJjtGWrm8KrZsZLrUe27ABrgkwru2ARAYN8V5/5PUfoe87S/qdLIG56LrOmeYiT+y2V7cisK8EYNIdjVOx52clUZycjK1WW3nSArrBvv27aOufH9XFjOhmREoc6bt7Ntnjerp6Y2myK8iVt1WlhST6RadPLAMm/boSlgXN0iCzsXu5AU1S4YhRvKaozY8vLWna5oN6Zqqq8WoVDT21PKm916bNm1iyZIl3P/Xu5meJM7rsizz1VdfkZeXx7Bhw7p8fwktXukpept4ZfY5nzLjtOkMGZLE4P4SwzJryXJXkqRXkVxXirvmAHJ9NVSUoVVUoNfVEaqsIVxVR6i6nkggYklXomQrNrJL4VPVQ9VxJyDLMjXrv+WHZi1Kw02Y1GR+dWcKIgquvyAmYfbQh1515Bt6WEdxK2hBq8x6xCDfgFf7DePtd97h0vQkrhg22NlWdD441aMgq1b5FbeK6lFR3Cpyww28HgqjBSNoIQ1DMzANgwgqeYtvZOQzDyGHQjxbp+E+4VTq6+qYv3UNOars1ImNN80fU+bo95oeZ9Nk5vGEIfZ24m2jpc+j34veR6EOH4+bGZOQVNd1jl6/kgkpbufYFbeCJMvNBCx2Dj3TsMQ8tnDlD5U6w485nqq8nfxIK3e+O/t7tNvHwchWWluurfVbqrOmy8UTsNhtb8+NFxKsCjDmmaUU3rSQ3VUhlo2YhqIozNi9lkmy1dG38wza4h3TMHk3r4gbPlzNzIHZPD9vFtC2cCWRZCvx2H7pWXjTfM2EJjuvmI8n1e8Ek9uikf73Pcvll1/OhAkT+OyzzzjxxBMxDIML96wlTZW5P3kkaWlpSJLEVfs3NJNu7Fp8doeFK9H12pVE7689ko1oKU00u686t5l85dHMiQB8/PHHPHvkQEeYsPeWix2RgrPdm60Ewbaopi8QXSfRtCRfiRYgxBOIdIawo6N0l3gFrHYT79ia1kXxHZexbGchV7z2qfPecccdx7OTcg5ayBGvTXYlnSHQaUm+Yrej0tJS+vfvz5AhQ3j2kjP50GdN2f/ggw/4/PPP27V9+zdrC2lMw0RXXWycf0W3tAlo/B1F/24ORbDTVDTy/vfncskHa1m0aBEzZsxg8eLFAPzrX//ixhtv5IShA/gsf18LW2sk/9oFBKsCSLKEy+d2xFudKVxpSvS1xRbV2InRO3INaSqkicYWrzz++ONcddVVnHXWWfx7hD9GwHXYiVcEPc9OJEqmz0SWZQ5s3czlgcSdojBMhqGrV1BaWsq/duZTFAi2vdJBUBYK88CnK3n44YfxfPs1Ob1wSuIQl0x13s6Y9xRF4QP/wT/UyKup46n3P+Tvf/8788zmU/P6Gv1dspP754uIi8/3lvL27qJmy+lIVIyYyNy5c/EluJinK3G5XHzyySc8/fTTrFmzhndfe4V77rmHjaVlhA3DGVU45phjerikicXy5cupq6vj22+/7emiCPoYbiX2weTJJ5/cQyVJXOwHoXv27GFgpA6v10skEmkmkjrckSQJSZLIzs6mtLQxF+8XX3wBwMzBOT1VtIRCkiRUVUWWZbQ4+QQ7m953dyroNuqBL8ZPwe/3U1FczOWVJcgJIlxpiQWD+zMjI5WgbvBAUddMjXtw625qNI20uhoucPXegfBjA9ZIm67rPP/ss6xfv56XPviYfe0QicTjuR17MIFpSS6mpnYsUXhvxc79E8jox5Xvf8nNn6xhw4HKmGV0SSacO5Ljjz8ej3J4T1eJVFWwY8cOqqqqyK4uo66ujjXF5aypChIMBgkGAuJGswmfffYZd999N1VVff/BiaB7cSuxt4Dz5s3roZIkLtGGW9XQGTduHH/605/E1NYmKJLkJEO34xcBcnJyuPHGG5k6suunJvYGZFnmnHPO4aijjmKzL7Pr99flexD0Wl7MzCFzwAAC9fWctG0Dvl7QWiRJ4ucTRnPaqady9GVX8qHcuYHkW8M6H1ZbT/D+d+rYhLGMHgwzPDJ79+5l69atFJeWsufzjykqLeXprfkd3la1ZvBhpdU5vHzc4XMynzhxIoZhkJHTj7lz5zJt2jTeKyiJWUZraCOGYeDuxe2lMxiY7Hf+ntHfusCtLiln1a4C/va3v7H5zZfFzVMTRo8e3dNFEPRRPGpjByY5OVmMosfB7uRlZ2ezS0mmqqoKXdeFpKYJstQYt6hpGqZpkpeXR3p6Ov369WNGVkoPlzAxiLFrdsNInojJi0Nvi8lbcOM2ZpwwksH9VcYNqCXbU0FmsAhvoAJXVSmU7kOvrUGrrCJQWoEWCFFfVkOoJuQkm9TDRmPycJfCBwfK+NXWXcybN4/TjCBnpVlTFpomPO+uuKGOxuc95s8kfdJUqisquHDzGvwNrVxWFUzDQJKtpOjRSdJVj4oky4TrQk4snr09/F52XXo9H77+Kmm5Q9n22cf8MsXlJIK38aZZN7FtJTxvK06vrbpoLdl3vM+bvmfv/w/rt/PExl1cPnYYxw7I4sbPviHVpfLJ/BNJTfGihRqsa0keQjVBJ95McSkYuolpGJiGyUuGB23SdLZ89y2/9YViRnzt76s9yb3bmyy+o9jbPZjYPLvtNT2O4UveYOnSpXz4zttkDWyM/9y88gv+lOvDleQlUhckkJLCi+ljCIfDbHr+CV7bWUjhTQsJVdf3yli8aKLjFKNpenx2DNrqs67g4osv5sTBOdz96lv8z//8D4MHD2bTh+/ybUk5jz76KKd88cZBJ0Dv7li8ePtX0lL47rRF7Yq1iRdnGJ0Afu8tF7N+TynXrdnFTcMzuXT6eAbd91zcWKSmieP7Eh2NywMrFqppnFVLycK7mu6OyYP4cWrRdVJ8x2VsKC1n7pPvAHDOOefwwAD5oGO0eiLWETovLi9eTB5A+l2P4vP5mDNnDnPmzCE1NZXbbruNefPmtZkn1U6AbhoGkbogqs/jxBp3Z5uw6cy4vKYxedu3b2fq1Kn87//+LwC//OUvef7559mxYwfVFeXc87f7W91e0a2LCJRVo7hVTMN0zmUtxS93NvESo7tTfAQravFlpTZrHy3RWlxe4U0L+ey483nhhReYPn06p5xyCieccILzuYjJE3QLB0Jh/rhlJ5FIhAFb1nOqrPd0kTrMhbVl1NbUkJqRwev+jE7Z5ubNm8kaPhJZlrmgj0xHvPP4qTx80gxuPWIMJw/qx+ShuZx0xpm8abb/+AzT5ED/IUiSxGgXCT+lt7NJKt7D+vXrnddjjz6Gsqgk3zqNCu6m06MONxYuXMiaNWv41ylHccQRR3DCCScwduxYCnWrXsR0seaMz0wlPz+fiw6jEXJB9xAdkyd+e/GxR/LsKYjV1dVkZGSIkbwmKIrijOSB9WBjx44dAOhViety6G4kSRJ58gQ9h2GaPKJLVOs645KTuHHs8J4u0kGRJkukbbZuvNUJkyk2D63jYZom+fnWNMaKHduZ6u4bHRlZkpgzuB/JLheKLHH+zOnMmDGDyqGjMNo5yL8qLJGR049IJMJ8JdTFJU48jjYCMZY1RVH4NNDYPnTJOs1GIhE8h3knT5Ikpk+fjk9V8Xg8VB+wAvRvuukmLjpnPkOGDOnhEgoEhw9qVG5X0cmLj93Ji+7U1dfXi05eE2RZRtd17MmBkUjEiSPOjNT1ZNESitaSof/1r3/t/P11+hYFvZq3U9OZctZ8Ll20iN9OHINL7r1N5CytnvKSEjweD+9kHFoOuOVhkwEDBqDrOqdWFHdSCROPs9UQ4VCI9KwsPm+nf+XbZGtKc03+Lvq5em97OVjGZ6Y1u+AXeBrjD7SoZLqHu3ilKXJ1pfN3bkpSzxVEIDgMyU1NYuzYsZx88smMGTOmp4uTkMiyjCRJ5OQ02iFDoZDo5DXB7gzbHbvHH3/cMSaP6cWCus5GlmWnIxwdLRcOh7n33ns7f3+dvkVBr2UvEpEjjgRgUHUlY5J7902XIkmM3rUVgLTxE9l+kKN5JrBlgDVVqnrHNkbKffeElaHI1ObvBuA7XzqaJBNppaNfrRskDx0OwLTg4TklQ5ElcjJjpwQrWY0PFbSG06ymaaS4Dt8UCvHI1hrje0dp9a0sKRAIOhu3orB582Y++ugjpMNsmn1HUBTFSWEiN1wPRScvFrtenn7aitOrqKjA6/ViGAYzUkVd2bQ0kvftt98SDoc7fX9CvBKH3iZeueYPZRx3bBbDswMM8h8gO7AHX1kBcqAWo6SISOl+QpU1BMuqCVbVE6oJEQlE0EONmlvZpfD44BHkjBlDRUkxV+RvITnVegoTnfDclk/0JNESlnjJtQFCNSE8KR5CNSEe7jeclAED2fXxh/xviruZfEVWJEe+YmgGkiw5ieEBVkou9h11PJqmMWvj14yNda00k63Ek3s0LV9nCUUOJUF6tIAlWqiz0lTYPe4oNE3Dh4li6Jyzcy1eryWmsWUspmHwiu4iPOkoqisquLZ0K/50P6ZhEqoJOt9NW0KRaNlKRyU0HaUzBCz2cWy58jy2XmAlNb395pvIHGglyTUMA1mWOW7bV0zITOLL/BKu/WIDqiTx1Zo1aL+6MSZZeG8UrjSlo4nRc//xEruvOhflzn9w71/+jBkK8oe//Z3Smxc5go2OBNz3tHAlmrybv99u8QrEl680TWoeLUpoSboST0zSl2ivfMVOPu1K8sXIEnpKugLdK16BlmUk8QQjNgcr4OjuBOgtlQEOTb4S7/htuYjP5yMYDPLNN9/w1ltv8etf/5prrrmGhx9+OO62miZAdyV5CdcEYsRIPSFegUZBkxYIdap8pbi4mIEDBzJmzBguvfRSwJKxeCST/zz1TKvbyb92gSMBdPncjHjsTef8b18vuovo87EtX7GTo7e3jppKaaJ57PyTuH9XJbOmTubHP/s5kydPBuDvf/87t9xyC4AQrwg6n49dXnLGjLGeuuRtw9WHHuodV7iTv//977yw6iu21XR8bviHNQHC4TD79+9nuLvv/2ROTFGpKi9HVVUiqoug28u7ofjHvTclGwD3voLDTrgSzanlBQQDAQKb11FZaqVQWB2xRu2e2bSL8vJyTsxJZtgwIc+IZujQofwkWMj/+GudnIMCgUCQSNhTEdPS0hy5iBjJi8Wuo+hprc888wxV36zoqSIlJLIksW7dOtZ+9L7TwQPYuHEj48eP7/z9dfoWBb2OOhOKJx8BQOWG9UyTu974051MdivMTrVG2/6ze0+H1t1QWc2Lny7n/vvu44gjjuiK4iUcsiTh3hdbT1+6m+e42VNbzyNPP8vrr73GKdLhPdVuklfm+podXOsN4ak8AECR6qVe03k/fx8Al00a2ZNFFAgEAsFBoKrWAztN0wgGrRkvIp9nLPZ0TVvgU11dDcDU/ok/G647sTtdRpM5lCkpKSxYsKDL9ic4jHkzM4eUtDRqqqo4v7yk7RV6IdeMtkZQtvuS2dqBjBD/2VkAwMnZ6QwaNKgripaQHG3EdtrGjh1LuRbb+X8jr4hwOExSSSEj3UIoojSMZI6pLOFvf/sbb739Nu9U6Vx61Q85edbRTG9I/i0QCASC3oM9SqXrOt999x0Ao0aN6skiJRxKE6nYvn37kGWZqeK6F4Md+2rSmDy+oKCAlJSuSRYvOnmHOSWhEG+s+469e/eSuXkDqXLfnHI3NjWZH5xzNlcuXszn2QPbtc5OHXZ4rClkPxgzoiuLl3BMcku8+NCDvPbaawDk5eXxcWmV87lpmryVb1lGF4zK7ZEyJirT03xUVlaSV13HVlcKgwYNYvrIYUJsIBAIBL0QeyQvFAqxYoU1/TA6ibWgcSTPjlMcN24cv/71rxnbT4zkRSNLEkceeSTnXXcTL7/8MgArV64EoLa2ttP3J8Qrceht4pXfPh1h1mSTQUmVDAzvJqksH3lfHlpFBaHi/dQVlxOpD1FfXk+oJoipW1+5pEjcuXUHb5ccYHpmGo8dMw1fQ5LvaNlKIgshmkorosUatswDQAtGWCOp7DriOCvu8KvPGOWW0COWaMU0TBSXJWLRQjqqR+FRbxZp4yeRt/YbfuqNsHPRdYx85iE8ilV/0ftoKvKIlolA54lWWqItoUi8z6PlItGf2wKWu9du4ZHNu1EUBV3XOXlwDv86/khcPherq8J82G8EG9ev54HcJJKjpq7Ycp62hCJtSWO6Evt42/petl96VjPZkH1cw5e8wdKlSxn36mOMf+INCm9aSKi6nlFPvs2ItGSKghHuuOMOXC4Xs2fPZvgTlh45Wg6y/dKzEvr31RH23HghwapAs+MpvGkhgBM8H/3almkU3nwRkbpgjHQlep2WSCThio0tVJjwxuOMfez1dq0TLaSxKbz5IkfSAI2CC1eS97CTrtjY0ojoeoFYqUo8uUhPSlegZyQbLclI4kk2DkW6Em8fPUFXyVcKrr+AmU+9Q2l9kEcffZSrr76atLQ0ysrKmo1egdX+AAbd9xx5V5+H6vPEnNtsekq8Ao1iJy0Qcs4nB9MGogUjdXV1JCcnA3DnnXc6y/zmN79pdRs7r5iPoZuoHtWpo3jnw+7kUOUrrYlXnl14Cn/YXMrChQsZPnw4V155JXfddReGYbB//37++c9/CvGKoHPYUlvH0hIrfuinE0b1eXHGLI/EgT0FyLLMJ8mtTyGo0E18I0YDMF1vZ8K4PsbMflYd6bo1v/WLfWXUa5ZZc7Ur2RqhGj82poMnsDjhiCn8v//3/3C5XFRXVHDyySf3dJEEAoFAcBDYU/E//vhjAGbPnh23g3c4I/finMrdiSxJTqqEUCgEWOkmADIyMlpc76D31+lbFPQKTNPki0lHMOfkkzkrdxBT0jvnqUGiM6K0EAD3yNHUNY18jeIdxY/b46GqvIyTXX1LRNNejupnnXBSXSoD/V48SUl8UWV1eCP9BwMwsKasx8qXyAwd0N/5Wy4pFBdAgUAg6KUoDWEsn376KWB18gSxxOv0RueBE1hEd/Ls/+26Gz16dKfvT2TmPUxZ7vYyYNRosocNZxqRtlfoI5wmR3iispLU9HTekX2crze3QppA/dCRpAEpe/JQJIkOuFr6DMkuF58tOBlZgueNJLKPPIrtWzezuq6S9BHZ6LrOqS4N6NsjwAfDWMLsbvj7WOPwNo8KBAJBb8anWjfhhYXWQ+JZs2b1ZHESkuhO3sqVKxkxYgRHHXVUD5YoMVGadPKKioqcaa5dUV8iJi8OvS0m79EP4eihpfTT95K6fwdy4S5ChYUED1RSV1JB3YE6wnVhjIjVVTFleGr8VLIHD6Zqy0auCVegemOn3PW2OCE7TsqOn2otNu8pKQnvETOoKisjPW87Z5pB/LKE0RCrWJGSysfjpxMKhTju688Ym52MrrrY9r2rOeuss9h9xTlA81iy6ITnPRFnBm3HmrU3Nm/sc+86dQrwgaFSOn4GVVVVrF27ljlz5lBWkMfNwRI8Kd52Jz+PjlXs6jjF9hAv6XlTmiZBt4lOhp63+DwnGfjOK+Yz6sm3eXDhfPySyeIXlzrv2fSFBOgtES/OsK24vOg4q/bEYyRiLJ5NdKxNwQ8XtLuM8eIQo+tm7y0Xx8QbNY1jPFxoGqto01LcXU/H40HPxV81bTM20fFXrSVIbw07yXcixOPZdEZcXrz6mDlzJqtXr3ZeV1ZWkpaW1mzd/GsX4EryYRoGkbogpmHGjSGFno3Jg8bfUXQbOZi4vILrL2DoQ69imqYzY0VVVTRN45tvvuHII4+Mu17RrYuoKSrHneRx6shOgG7Hw/UkTePy7ATy7hR/u34vLcXlff7555x//vncfPPNeDwejj76aC644AImT57MG2+8QXZ2tojJExwaX3h8ZA8eTCQS4cz68p4uTrdzslaLYRikZWVhzjiGJ7OHxnxe47KSnO7bt48M8QsB4KRkqyLS0tKYM2cOAAOqD/RgiRKfM5IkTvSLBiQQCAS9maSkJOfvsWPHxu3gHe5IkuQYpDVNQ5akLknu3dtRFMWJxQuFQqxevZqqqir69+/fxpoHh7gDOcwwTJO8UWMBqNmyiVz18Jtql6tIfP3ic8588ezhIwlFDWhXS9a0g0AgQJIqZjQDJCuxp4ra2lrmurQeKo1AIBAIBN2D3+93/hZTEFsmOvZ8eHoyPp+vB0uTmKiqSigUoqTEykkdCARQFIVp06Z1yf5EJ+8wY6XLQ+bAQUQiEeZV7e/p4vQYc3wq+/c3Hv8nptv527+vkIceeoiVn3ziWLUEEClvHLnLXvMZmao4fQgEAoGgbxM9kic6eS0THZc3Lju95wqSwKiqSiQScfItgiXyGTt2bJfsT9ylHWZsH2Yl9a7Zvo1c5fDtwJyQk8VDDz3Ehg0bANid2ThUHggGKS4uJlJd1dLqhyW5OzZQU1PDu+++y3ifSJsgEAgEgr6PGMlrH9GdvPFZYkprPOw6smUrACeffDIjR47skv0J8UocepN45fQrv+XmWyZzlH89yVWFqHmbCezKoya/mGBVPfVldUTqLXvmrmCAG3cXctyxx3KVWc/kdG/MtvqCBKKpJCOegMX++709xayq0xi7YCG6rjN37edkyhJP5+3lT+u2MTEjhddOPw4AV1Ya6+ZewtiXH2XCU/919hctW0kEkYhNW0KReIKW6HW2LTrDkbPYCcH3llZx3GsfAfDBuScxdnAWwapAu5Kf92Ti8/awbdEZHU6M3jRwfs+NFwLEyFeAmL9bShje12hJvmIni7dfQ6xoJDrYPR5Nt5GING0XTaU7rVF408Jmwpl4ohE7mXE8ocPhQEsJ4JuKRhJBugI9K9loqQ7spN1Ah8UriVKv8WhJNtNe4olXbrzxRv71r38hSRLV1dUxN+g2trTElr+EawKtSpF6WrwCsUIR+/s8lKToycnJ1NXVAfDCCy9w0UUXxV0+/9oFhOvCqB7Vka70dAL0eERfj6ITyLdHvtKSeGXjxo1MnjyZ008/nWOPPdbapqbxq1/9ipqamk4Xr4iAo8OI5/YWU15eTuDrVYyeOaWni9PjnD5kAKcGI9y5+ms27tpNsl9mzoBsKo4+kelqMvNMob6PJtvn4fvjh1EeDDMkScy1FwgEAkHfxx7JGz9+fNwOnsAieiRv8uTJPViSxMWuI7uDB1Yso9vtbmmVQ0J08g4TKiIR3imxYtAuGz64h0uTWKRtXs+mnQV8ODCH2sFDGZiby8kpKSzau7Gni5Zw/OXkGQAEG5KiCwQCgUDQl0lPTwesVAqClrHFKy5ZYsyYMT1cmsRE7WaZn4jJO0x4L7s/5154IcePHsW09M4ZBu4rnDogG4DPS8upHmLFLPrytuOVD9+YRYFAIBAIBLB48WJuuukmfvGLX/R0URIae5RqVHpKj01BTXTsTt7SpY3hDNFW0k7fX5dtWZAwaKYJY8cxOT2dqXU1SIaYhhjNxLQUxg8exNGnnkZGdg7hcJizjADi5yEQCAQCweFNbm4uDzzwQE8XI+GxO3ljM8VAQkvYdfTtt9+SnZ1NVlYWZ555ZpftT4zk9XIy+2eSm1JhSVf27iKwK4/q3UVUFVZQU1xDpD7CF/4kUtPTCQYCnE4If1YyabkZAHhSvIx5ZmmfEUEMfehVxjyzlO2XnsX2S89i6EOvOkINSZYZ+9y7joAFQPW68KZ6OePE2Y7dqC5vJzk+q4PnTfPHbH/0Y69ScP0FbFt0hiPrsP8lEnaZti06g4LrL2j2uV0v0Z9Hr2Mfz7ZFZzDmmaWEaoJ4UrzONM0xzyx1BCKhmqAj2ohuR/HqKRGlK9Aom4kW6TQlWuYTzc6rv0fB9Rcw5MFXAEs6MurJt9l5xfwY6UZrYpq+hv0btGU0YAlW7HqxX0fTlnTFXi+RpSvxiD7mtsj9x0vsWnx27HsPvMjuq851Xh/u0hWAEY+96dRDS+y95eKElYN0J8MffcORgcSjL0lXAAbf/wJ5V5930OsPuu+5GClNe7BlJfZ+25KuJAp2GYc/+oZT9mEPv97h47exR6Rm/eCGFpfJv3YBpmGielRr/6bpnPsTSboCMHLJW8752D7fupIsYWFbdTTg7qcpvuOyZu/bI3mRSIRPP/2Up556iiOPPLIzix2D6OQdBhQMHgpAYOd2fOIbj8vIYLXz9/GBih4siUAgEAgEAkHvwh6lEtKVlrE7eaZpUldXh6IojBo1qsv2J275+zjFyGQMGwbA0ZUH2lj68OU0t0Fo41qy1qzgCI+IxRMIBAKBQCBoL3PmzKF/ko/Zs2f3dFESlmgDKcCIESO6NH5RBB31cT5PTSNJlinft49JikiJ2BKKJPEDVxhNNwClzeUFAoFAIBAIBBZPPfUURbcbZGZm9nRREpamds3Ro0d36f7ESF4fJzjUGsVL3bunh0siEAgEAoFAIOiLSJKE0oWmyL6A6OQJOsTQ0Tn0M/ah7ttNOG93g3SlkmBlgLy6Or7ZsIHiffs4yajHn5WMN60xifWYZ5YmrAjjULElILbsIlrIYgtYIFasEqkPobiVZu+Pfe5dcu97GoAdV8VKShKdaIFKez+3JSTRchZbFmLLV2zRSmvCFXtbvaGeIFY80xL278VuVwCjHn0ZwJGvjHlmKXtuvJBRT74dI10Z88xSR85yONCSYGbUk29TeNNCoFE00h7pyqgn3064wPz20hH5SnSwv40tGhHSlViaylcG3/8Ce2+5uFXRiMBi0H3P9Tnpik20SKSriZauqD5Pr5Gu2Nhip7YEPa3RkmSkKbZ0xTRM65zWcB1o7dzf04xc8lbj9eqBFwnXBAjXtN9Q37Remk7XFJ08wUHz4f5yvvjiC9a9/CL9RZiZQCAQCAQCgUDQI4iRPEGnsWx/GQDzGpJ9CwQCgUAgEAgEgu6naeJz0ckTHBTbTPAMH4Hf4+GU/lk9XRyBQCAQCAQCgeCwRZJip9UNHz68S/cnOnm9mNnnfMqggV5SqgsJ79pFTf4+qgorCdeFWJuRxcKFC7nqkkUMGJDhxOLZ8VN9NRavKdGJ0e3X9nt2YnQ7/i65f1qzWLyhD73KtkVnOLF4ox97tdfVXXRsXXs/j06U3vQzT4oXT4rXiTOzaRqL19vqyaY9cXljnlnKzqu/F/NeSzStp8OJIQ++EhO/GE10PEZLMRlNE8r3Zjoal2fXT1NEPJ5FW/Uw+P4Xuqkkic+hJgjfe8vFvSYez+ZQytrehOhFty5i2MOvs/eWi1F9HoBeFY9n07TMB5MQHqx7gAF3Px33s5bi8XpLnLVd3hGPvdkQe1nfroTorSHLMh6Px3ldcOuVh17Qpvvo9C0KEoLw4MEAZJaX9nBJBAKBQCAQCAQCgU1Xj+KB6OT1SUolmcyBgwCYGarr4dIIBAKBQCAQCAQCG9HJExwUq31JSJJEWXExwxSh1RQIBAKBQCAQCBKFESNGdPk+RCevD1KaYYlWlJLiHi6JQCAQCAQCgUAgiEaM5AlaZdjk0QzKMXEVWdKVyrz9BGqD+AZZ8XhjQ7WOcMWT4j1s5Q9NE6Pb79nyFbCSnwer6glW1cckCN+26AzGPvcuox/rnRKRaKJlKq19Hv266d/RghG7PfUV4Uo0Y597t8V6srGToNsMfehVp43ZwpHDWbpiYyeHj6Y9wfa2cKUvSFdsohPBd5TcB14U0pUm5D7wYtyE6EK60pyDFZHYCbJ7k3TFpisTotvSjeh99Obf5+6rzj0kQc+Au59u8dpfdOuiGOnKrsVnA71HuhKvnO39PbQmXzn77LOdv4vvuAw9YnS8cG2gtr2IoDexVVJITkkhEolwFBrg6ukiCQQCgUAgEAgEhz27d++mqKiIadOmdfm+RCevj7GhqIiH77uPE0aN4OKB6T1dHIFAIBAIBAKBQIA1TbM7pmpCgk/X/OMf/8jMmTNJSUmhX79+LFiwgK1bt7a6zpIlS5AkKeaf1+vtphL3PN9UVlNVVcWw6oqeLopAIBAIBAKBQCDoARK6k/fpp5/yox/9iFWrVrFs2TIikQjz5s2jrq71tACpqans27fP+Zefn99NJe5ZTNNkbVUNADMy03q4NAKBQCAQCAQCgaAnSOhO3rvvvsvixYuZNGkSRxxxBEuWLKGgoIA1a9a0up4kSQwYMMD5179//24qcfeSkZNMv5QgkbzdVBUcYF11mLkXXMBxs2Zx9IgBeNN8jnClL8gwDpWW5Ct23XjT/DHykbHPvRsjH+kL2MfTXvnK0IdedV7bfw996FWnzvqacKUpbclXmhLdxmzhjyA+uf94qUUJiS1dOZxprX4EgoPBlqh0lN4qsjkUWcyg+55z5CotYRoGqs9DuCbQq6UrACMee5PCmy9y6mzQfc+Rf+2CQ95u0a2LqCutipGujFzyVq+RrthEn49t4VO4pr7NNgKWVKWtz6sK9qN4Oj+CrlfF5FVVVQGQmZnZ6nK1tbUMGzYMwzCYPn06f/jDH5g0aVKLy4dCIUKhkPO6uroagEgkQiQS6YSSdw2KpGEaEpqkoLvcbEpyM2HCBPqlpaIES9ABXXUl9DF0N03rw36tq5agxv676XL2332hLqOPtaXP49VRS5/11TbWVj211Cb6an0cCroSv05afL8X12Fb54qWjvlQlz1c0RU14esoUa4fB1NXvaF+u4rWjl1XVEzJwJTMgzpfJUqbiKbp8XbGeVhXVHTVhaSqzv1VIh1zR4g+H1vHZbTr96G1sYzWUEeG2vmiRMk0TbPTt9oFGIbBueeeS2VlJcuXL29xuZUrV7J9+3amTp1KVVUVf/3rX/nss8/YuHEjubm5cde58847+e1vf9vs/WeffRa/399px9DVvPvuuwwYMID9+/czd+7cni6OQCAQCAQCgUAgaIP6+nouueQSqqqqSE1N7ZRt9ppO3g033MA777zD8uXLW+ysxSMSiTBhwgQWLVrEXXfdFXeZeCN5Q4YMYd++fWRlZR1y2buK2/9RzfmnuTji499RuHw9j/UbRXpODu6vVnB+tiWb8aR4yb2v5Twdhxs7r/5eTH4z+3XhrdZweu59T7Pjqgvwpvlj6i0SibBs2TLmzp2Ly9W701JEH2s8dlx1QUxewOjX8T5rWld9hbbqqaU20bSNCWDvbZcz+N6nmr1fdPuVDPrrE83e333dQkb8u3dN57Fp61zR0jHHoyPLHq4U3XElg+5O7DpKlOvHvp8tZuCfl3T5On2F4p9fxYA/PtbiZ6ZhYBomkfoQw/75fIe2nShtIpqmv6U9t1zCkPufPaRtFv/8Kur2V6N6VIb983nybriI4f/qnVNbo8/HRXdciRYM4072tdhGbEp+dQ3973qk1c+r9xwg4PNw1H9e7dROXq+YrnnTTTfx1ltv8dlnn3Wogwfgcrk48sgj2bFjR4vLeDwePB5P3HUT5cfXlNnnfMq5i08gx1dCML+Q2gPVpIy3prFOVnQULSLigeIw/ok3YhJUR78uuP4Cdl9xDhNaicNL5DbRXkb84wUKrr+gxeOY8NR/Kbj+AifGLvp19N/bFp3Ral31dtqqJ5uS//kBI/7RGLMy/onelzS4qxn+wPPsufFChjz4Ssz7ih5pVr87r5jP2D4Qj9fSuWLY/c9SeNPCdsWkxKsfQSzD/nZoN6HdSU9fPxRd69D+864+r1cmQY9m7y0XH3RMYUv1VXTrIobc9xx7b7kY0zAZ9vArcdZuHz3dJqKxj9eus5EPHvqDNr2yGo9iMuLhVyi8aSFjHn2tE0raM0SfjxVdY9hDL1N066I2vz+1jd9d3e59qLKEHO7U4gIJLl4xTZObbrqJ1157jY8++ogRI0Z0eBu6rrN+/XoGDhzYBSVMHDbLKoqiEAwEGNkruu4CgUAgEAgEAoGgK0jo7sCPfvQjnn32Wd544w1SUlIoLi4GIC0tDZ/PB8AVV1zB4MGD+eMf/wjA//3f/3HMMccwevRoKisrufvuu8nPz+fqq6/usePoDna7PKhAXVkZsiT1dHEEAoFAIBAIBAJBD5HQnbx//etfAMyZMyfm/ccff5zFixcDUFBQgCw3DkhWVFRwzTXXUFxcTEZGBjNmzGDFihVMnDixu4rdI5RJClmahlpd2dNFEQgEAoFAIBAIBD1IQnfy2uOE+eSTT2Je33fffdx3331dVKLEZe2Xq/jqvff51ZTxMGpQTxdHIBAIBAKBQCAQ9BAJHZMnaJnhU8cwMEcmJ7yXmqJy8urqMQyD0Wl+knJShHSlFWzJStPXQx96tc8lP2+J6CTn7SW6zrYtOuOwqKv21lPTpOl2QnRBLHtuvDDmdVP5iEiCHotIiN4+Cm++qKeL0CvoiICkL0hXDpVB9z3X7D07+XXe1ef1iSTo0dhJvjuLnVfMj0mC3tuJvl7ZdWUaRpsJ0Qfc3bJ9PP/aBbiTPPizUhh6X+dbgkUnrw8Q0HSKQ5aWZ2RK78nrJxAIBAKBQCAQCDqfhJ6uKWgfWzS45pprKCsuJsMV6OniCAQCgUAgEAgEgh5EdPL6AAWoDB48GJ8iQ+nOni6OQCAQCAQCgUAg6EHEdM0+wH6poa9eU9uzBREIBAKBQCAQCAQ9jhjJ64XMv3oDU2aNZkBaiKSqQupUD0mAXwuSlJPC0IdebbbOnhsvJFh1cFM5hcSlb9KaOGXoQ686Mpro1/bfhxNtCWZy73uafTdfHPOe+M00Z8iDrzQTrwCOWCRUXX/YSFdsoUpT8YxA0NXsveXiNgUsfUm6Mvj+F9p1zB3BNAxUn6dPSVeiia6rolsXxRXQtEXRrYuQVQVXkpfCmxYycslbnVnEHqOzz9taMIIkW7mt9/3i+k7bro0YyesLJKUAkBIO9nBBBAKBQCAQCAQCQU8jOnl9AG9aKgCZWriHSyIQCAQCgUAgEAh6GtHJ6+XohkFSahoAA0yth0sjEAgEAoFAIBAIehoRk9eLmH3OpwwaO4whYwaTO9hDtr+MsvU7qaysJDk5mRF+lxMv1TQGz5vmO+g4ITuxc1+KM2op5uxwizfryDEfbnUTTVv11FIc7JAHX+nKYvU6WquPwyUer6OIuL22sRMT99UYqc6krdi0vbdc3Gfi8TqD6Jg0+++9t1zcxlq9F/s3dKhxjOGaelxJXuu32RB33dc41PNN/rUL0CM6/qwUcv/xEpXXd349iU5eL6eiqpoHHniAVJfKDxbO7eniCAQCgUAgEAgEgh5GTNfs5RSVVQLQ3+fp2YIIBAKBQCAQCASChEB08no5xRXVAOR4RSdPIBAIBAKBQCAQiOmavZ5SfFx99dVo+bt6uigCgUAgEAgEAoEgARAjeb2A2ed8yoIbtzHqyHGMnTKIsePTGZRt0t8oIhDSyM3NJSU1hTHPLGXPjRfGiFLsf4cigLC3YW9XcHgQnQDdpulrQSNN60ZIV9pH7j9eOizlIh055r4qLuhMhHSlffRlaUhLHIpApGki8LyrzyNcE+jz7c2us4NNhB6uC4Fpsmvx2X3q/B7vWNrzmyq+47Jm72nBCKrHGmvbecV8Bv7+oUMvYBNEJ6+Xo0nWV6hqIn2CQCAQCAQCgUAgEJ28Xo8uKQB4DdHJEwgEAoFAIBAIBKKT1+sxFWuo12caPVwSgUAgEAgEAoFAkAiITl4vR3a5AfAbeg+XRCAQCAQCgUAgECQCopOXgJz6/a+Yf/UGLvppHovvLGHKiUcwbtoQxk3KYViumxEDDYamVZFStQe1oZM35MrrYoQrXSF96GvylaEPvdrs9fZLz+pTx9gW8eQqgua0p56atqc9N17Inhsv7Mpi9UpEnXScviQu6CoKb76op4vQK2hNQpJ39XmHJCnpyxTdugjTMDANkxGPvdnTxelyDkXQU1daxdjn3gVg5JK3OqtICUt7fjMD7n662Xt6RHfqZ9STb3d6uUCkUOjVmKZJOBTClCSSk5N7ujgCgUAgEAgEAoEgARCdvF6MJEm88sR/2F1ezfLly3u6OAKBQCAQCAQCgSABENM1eznBiGXV9Pl8PVwSgUAgEAgEAoFAkAiITl4vJyA6eQKBQCAQCAQCgSAKMV2zBzj1+18B4E32o7pcJKUlAeBP8eJyq0w7cRKqKuP3q3i9Cn6fREqSRGayTpqvnhRXgOzQLpZ9vZGLr1zMunXrKf7fGzj5jU+6vOxjnlna5fvoSezjK7j+gmYijcOReHKaw5W2jr1pmxny4CsUXH9BjBBJQJdIoXorhTctFFKVTiL3gRd7ugi9mryrz2P4o2/0dDESjqJbFzHovucACNcEDgvpSuHNFx3076no1kWoHpVdi8/us9KV6PN24c0XIckSkiw77aQ9bFt0BqpHZecV87tMugKik5d4mBpy5ACSqUJ9GK2mBC1zBCTlcqDgG4qq80Gro2RvHgADBw7iyy+/wquIkTyBQCAQCAQCgUAgOnk9glsNMjB9D/3T94Ekg+ymIDQfTA8ZobfwBAqcZTUgLB+HmTOA6tKdVJVsjdnW559/zrfffot3zGndfBQCgUAgEAgEAoEgERExed3MN998w9GjP2FYzg68rjq8ag0yYUwUvGYBHqOg2TrB4hUYepj6qiIAUjNy8Hs9TM/28OGHHwLgUZRuPQ6BQCAQCAQCgUCQmIiRvHZgx9BFk5yRFvPajqsDcLlVXJ7GqvUlWQnL/X4XnvINKJIJKKCmoCQNxq+4mDUkA49vKGYoF8WoRpU1/H4vqamp+P1eklxhkkZcRKpejj9cjbdyH3s+/QgAVZKY2JB4sjvYc+OFfT6u5nCKPTucjrUriVePom4FrdHeeDwRuyfoTPbecnFMAufDIR6v6TG3l0H3PUf+tQtQfR5cSd4uKFnicSjxrdWFZbiT3H02Hg9iz9vtraviOy5zEqIX33EZhmZguswujccD0cnrfkzD+r/f2ZAyCbdPQVUl5IZvwpXUH6+7H163iddl4FZ1JEkHrLx4kiQ5m6oJhgBIdomvUSAQCAQCgUAgEFiI3kE3o/kmo7tzcbtzDnlbVQHRyRMIBAKBQCAQCASxiN5BN6P7JwHg9hx61dcEw4Do5AkEAoFAIBAIBIJGhHilF1PdMF0zxS06eQKBQCAQCAQCgcBC9A5a4YE3dfypBqcvPMp5z+eVYpZxqRJqVC163abzt1s1kRu60V6XFYsXrC3DLYfx+NNJ8lofepSI9b8cxiVHUNBRJA2XHsKlh1D1EO66GpRIALW6DOprMQ6UUlpYCkCaz9Ppx94afV26AiIZuqA5h9omRJuyOBzETZ2NkK4IOhNbQLL3loupKarAk+Jl91XnAvTZZN8HI12xMTSDyrz9+DL87Fp8NkCfFos0JTohfGtsvfh0JFk6rOqmvdjSFYCKXSXIqtzl0hUQI3ndzq41r7H2w8eoLtt7yNuqDVmdwxS365C3JRAIBAKBQCAQCPoGopPXzZgNdk3p/7d3/0FRlf8ewN9nfxsGylcFTMRMw99YKH6h+w00Em9+G5m5M5rTKJX9vDojw7062K2o/INySvOb3Khp1LTxauaIM2kaodJNMZMfN1CuY/5CHYG8JRDosrvnuX8su7LrLuwuZ3+4+37NnNFz9jlnn332cx7OZ885z1FJ/ZTsX5fZDAAwaPiMPCIiIiIismKSF2i2JE8aeNObLdZt6dX8GomIiIiIyIrZQYAJBZM8k2zdlkbFr5GIiIiIiKw48Eof5qX8hpgY631vOsl41+tai9HtvKbX/9WyCZJsfaD5ObkLRgBTjSeR0B4FSTZDslggWcyAbIZk6gZM1kcjoLsb4nYXYLFA7roFS2cnurpuwXzLCOMfHWi/0Q4A+Ms//4uSH7tfkTBwAgfIIGeMCWWEe9/hT/V/nw0AUGv7/2HPEDPI39UBEJoDUFTPfsz+f7VWBZWbWxpEzw+lznRRyg5mZtFqgcWvKLpNJTT/chUavRrGjtv2ZdWzH4N2kON9/u7ayUalUUOjwGOhAGDinnJFtqOk/zv/GzR6DSymP+373v/Me/yudnLH1b5o0WiBp5/DpdcWQm02eV2nQOx311YuwgMbd3k06AoAdDS3Q6PXoG7u3xzapr++KBADkISSzht/Qhelx+kFc6AbbLAvj/3HdsXfi6eAAkwW1tE3VQrck2fu2ZZWy4FXiIiIiIjIiklegNmTPGngSZ5Jtm5Lp9MNeFtERERERBQeeLlmgE0fEw+jyYz7FHiAue2ePCZ5RERERERkwySvD/EH/xNDnZIx2eR47bRs7HaYt5isjzUQACDLkM0yLLBe0y5kgckAZJMZpp+A380W+3IhC8hmC2SL9V/bvMVkfd1sNFvnu2VYTDLMt83o+N16Hf0f/7UZV6+cCtgDc8PpnhrnB1SfXjDH/n/TrTvftRR1H/Dcv+LMwr9DZXL8zv1Nf7//H3Zv7Lj7nlOb3u0AABajGabbFo+2q1IP/Iy1pzy5T2mgLKY796bIOh3w76vw85zZUHVbY0K2CIfy5ttmh/mLE6d7/Z6Swm0YyO/EHed2shj7vudnoFQa7z+zr+0u9HrgrTU4/te/QTK6368AQDi1Q19ks+dlAUCYvCvvDUl7p20uj0/x2/v4qvf37W27Acq3ndDrgcXAD1My+o0JT/Ru/4FQaSTIZnHX/hHMNrs+Zpoi2wEc28mT+rlrV+d4ss172k6u3lvo9cDTQNN/X/UpJgKx3wmTwNl90yBpJY/aTz3ozt9gb9rpskLfuavvz5e+3xOuPpOn+4B6kAqduGXfjq2O//tPc5WrYA9ernkPs9+Tx9E1iYiIiIioB8/kBVibSguoJETJ3o+m5MzEJI+IiIiIiJwwOwiw3fePxVd/ScYt1cDza4v1olBoFBipk4iIiIiIwgOTvAASAETPqJoqMfDr121n8nQ8k0dERERERD14uWYfThYfRZTTwAkDISQJ+I8JAIAzW09Dc9vzATxsN5TabtBUD1LDIlmTvNs3utB04hIuP5KqWF37I2T/3dQfSLJF4NKUR+zz7gbvsNy0Xl7bdq0NKmNgB16xdA9sUAqlB+4APB/kxOzHwR+cGdsD207CbG0DU5cZktH15dd3tZMPj7RUel8LxXjSDfbfnyJf28/XdvJmMBVv2lKtlgIyuJAnerdpKMZTqLSTjdzzoHD1IBUkH3+UVbKdbDGqjdL2zPt34CNvmD0c1Msdt+3Uz/hlfe23tna6U3bg7WWLCd1QDVQ+DDzlt3bqrafNhEUAHgxg4o928oarvt5f/ZPaabmnbQS4byetWvl+K7R6QjdKSkowZswYGAwGzJo1CydPnuyz/O7duzFhwgQYDAZMnToVBw4cCFBN+yZ6XVYpyQMPfjNs9+Txck0iIiIiIrIK+SRv165dKCgoQFFREWpqapCSkoKcnBy0tra6LH/8+HEsXrwYy5YtQ21tLXJzc5Gbm4uGhoYA1/xuovcveAr8Om8feEWBB6sTEREREVF4CPnLNdevX4+XXnoJzz//PACgtLQU+/fvx+bNm1FYWHhX+Y0bN2LevHlYtWoVAGDt2rUoLy/Hpk2bUFpa6tV7/5wUA71wkUB13YJoarbPSg8nAe4uwbh1G+Ly9Z4ZHWyPLf/J3A54czbPYruXr+dfSYU2s/VSUg2TPCIiIiIi6hHSSV53dzeqq6uxZs0a+zKVSoXs7GxUVVW5XKeqqgoFBQUOy3JyclBWVub2fYxGI4y9HkbZ1tYGALDM/Sss+rsv5L506RJ2Xqq1z+fPWwSDweBy29euXcP2izUAAK1Zi3+7fRtCCLxvvua2Pi453wZ2+85/zWoNOlQqBPIuOaEKj3vynHN4dw+KllUqdHV1QatSQdIE9gS4LA/s/SS1QhXpxdMHagcyTgLdTqInJjQqFSSN65WVePC40m14L8eTL3xtP1/bSWj6jwtfhcKD7AHHNo20ePKFra9Qa1SQLL4ddinZTra/e5qeH6dD6a+5ZYAPr/a1nVz9nm+jcfoRX4n2ssWETqWC5MO9WIFsp77apjd/tJM3XPX1geqfPG0jwH07ddr2RwUGZryz8RB27do1AUAcP37cYfmqVatEWlqay3W0Wq3YsWOHw7KSkhIxYsQIt+9TVFQketqZEydOnDhx4sSJEydOnAI+nT9/fuAJVI+QPpMXKGvWrHE4+3fz5k0kJSWhqakJMTExQawZhYr29nYkJibiypUriI6ODnZ1KAQwJsgVxgU5Y0yQM8YEOWtra8Po0aMRGxur2DZDOskbNmwY1Go1WlpaHJa3tLQgPj7e5Trx8fFelQcAvV4PvYvLMmNiYrjzkYPo6GjGBDlgTJArjAtyxpggZ4wJcqZS8NnXIT26pk6nQ2pqKioqKuzLZFlGRUUF0tPTXa6Tnp7uUB4AysvL3ZYnIiIiIiIKJyF9Jg8ACgoKkJeXhxkzZiAtLQ0fffQROjs77aNtLl26FA888ACKi4sBACtXrkRmZiY+/PBDzJ8/Hzt37sSpU6fw2WefBfNjEBERERERBUTIJ3mLFi3Cb7/9hrfeegvNzc2YPn06Dh48iLi4OABAU1OTw6nNjIwM7NixA2+88QZef/11jB8/HmVlZZgyZYrH76nX61FUVOTyEk6KTIwJcsaYIFcYF+SMMUHOGBPkzB8xIQmh5FidREREREREFEwhfU8eEREREREReYdJHhERERERURhhkkdERERERBRGmOQRERERERGFkYhN8kpKSjBmzBgYDAbMmjULJ0+e7LP87t27MWHCBBgMBkydOhUHDhwIUE0pULyJia1bt0KSJIfJYDAEsLbkbz/88AOefvppjBw5EpIkoaysrN91jh49ikcffRR6vR7jxo3D1q1b/V5PChxvY+Lo0aN39ROSJKG5uTkwFSa/Ky4uxsyZM3H//fdjxIgRyM3NxdmzZ/tdj8cU4cuXmOAxRXj75JNPMG3aNERHRyM6Ohrp6en49ttv+1xHiT4iIpO8Xbt2oaCgAEVFRaipqUFKSgpycnLQ2trqsvzx48exePFiLFu2DLW1tcjNzUVubi4aGhoCXHPyF29jAgCio6Nx/fp1+3T58uUA1pj8rbOzEykpKSgpKfGo/MWLFzF//nzMnj0bdXV1yM/Px4svvohDhw75uaYUKN7GhM3Zs2cd+ooRI0b4qYYUaJWVlVi+fDlOnDiB8vJymEwmzJ07F52dnW7X4TFFePMlJgAeU4SzUaNG4b333kN1dTVOnTqFOXPmYMGCBTh9+rTL8or1ESICpaWlieXLl9vnLRaLGDlypCguLnZZfuHChWL+/PkOy2bNmiVeeeUVv9aTAsfbmNiyZYuIiYkJUO0o2ACIvXv39llm9erVYvLkyQ7LFi1aJHJycvxYMwoWT2LiyJEjAoD4448/AlInCr7W1lYBQFRWVrotw2OKyOJJTPCYIvIMHTpUfP755y5fU6qPiLgzed3d3aiurkZ2drZ9mUqlQnZ2NqqqqlyuU1VV5VAeAHJyctyWp3uLLzEBAH/++SeSkpKQmJjY5y8yFBnYT5A706dPR0JCAp588kkcO3Ys2NUhP2prawMAxMbGui3DviKyeBITAI8pIoXFYsHOnTvR2dmJ9PR0l2WU6iMiLsm7ceMGLBYL4uLiHJbHxcW5vU+iubnZq/J0b/ElJpKTk7F582bs27cPX375JWRZRkZGBq5evRqIKlMIctdPtLe349atW0GqFQVTQkICSktLsWfPHuzZsweJiYnIyspCTU1NsKtGfiDLMvLz8/HYY49hypQpbsvxmCJyeBoTPKYIf/X19Rg8eDD0ej1effVV7N27F5MmTXJZVqk+QuNzbYkiWHp6usMvMBkZGZg4cSI+/fRTrF27Nog1I6JQkZycjOTkZPt8RkYGzp8/jw0bNmD79u1BrBn5w/Lly9HQ0IAff/wx2FWhEOFpTPCYIvwlJyejrq4ObW1t+Prrr5GXl4fKykq3iZ4SIu5M3rBhw6BWq9HS0uKwvKWlBfHx8S7XiY+P96o83Vt8iQlnWq0WjzzyCH799Vd/VJHuAe76iejoaAwaNChItaJQk5aWxn4iDK1YsQLffPMNjhw5glGjRvVZlscUkcGbmHDGY4rwo9PpMG7cOKSmpqK4uBgpKSnYuHGjy7JK9RERl+TpdDqkpqaioqLCvkyWZVRUVLi9NjY9Pd2hPACUl5e7LU/3Fl9iwpnFYkF9fT0SEhL8VU0KcewnyBN1dXXsJ8KIEAIrVqzA3r17cfjwYTz44IP9rsO+Irz5EhPOeEwR/mRZhtFodPmaYn2Ej4PC3NN27twp9Hq92Lp1qzhz5ox4+eWXxZAhQ0Rzc7MQQoglS5aIwsJCe/ljx44JjUYjPvjgA9HY2CiKioqEVqsV9fX1wfoIpDBvY+Kdd94Rhw4dEufPnxfV1dXimWeeEQaDQZw+fTpYH4EU1tHRIWpra0Vtba0AINavXy9qa2vF5cuXhRBCFBYWiiVLltjLX7hwQdx3331i1apVorGxUZSUlAi1Wi0OHjwYrI9ACvM2JjZs2CDKysrEuXPnRH19vVi5cqVQqVTi+++/D9ZHIIW99tprIiYmRhw9elRcv37dPnV1ddnL8JgisvgSEzymCG+FhYWisrJSXLx4Ufzyyy+isLBQSJIkvvvuOyGE//qIiEzyhBDi448/FqNHjxY6nU6kpaWJEydO2F/LzMwUeXl5DuW/+uor8fDDDwudTicmT54s9u/fH+Aak795ExP5+fn2snFxceKpp54SNTU1Qag1+Ytt+HvnyRYHeXl5IjMz8651pk+fLnQ6nRg7dqzYsmVLwOtN/uNtTLz//vvioYceEgaDQcTGxoqsrCxx+PDh4FSe/MJVPABw2Pd5TBFZfIkJHlOEtxdeeEEkJSUJnU4nhg8fLp544gl7gieE//oISQghvDv3R0RERERERKEq4u7JIyIiIiIiCmdM8oiIiIiIiMIIkzwiIiIiIqIwwiSPiIiIiIgojDDJIyIiIiIiCiNM8oiIiIiIiMIIkzwiIiIiIqIwwiSPiIjISVZWFvLz84NdDSIiIp8wySMiIiIiIgojTPKIiIhCQHd3d7CrQEREYYJJHhERkQuyLGP16tWIjY1FfHw83n77bftrTU1NWLBgAQYPHozo6GgsXLgQLS0t9tefe+455ObmOmwvPz8fWVlZ9vmsrCysWLEC+fn5GDZsGHJycvz8iYiIKFIwySMiInLhiy++QFRUFH766SesW7cO7777LsrLyyHLMhYsWIDff/8dlZWVKC8vx4ULF7Bo0SKf3kOn0+HYsWMoLS31w6cgIqJIpAl2BYiIiELRtGnTUFRUBAAYP348Nm3ahIqKCgBAfX09Ll68iMTERADAtm3bMHnyZPz888+YOXOmx+8xfvx4rFu3TvnKExFRROOZPCIiIhemTZvmMJ+QkIDW1lY0NjYiMTHRnuABwKRJkzBkyBA0NjZ69R6pqamK1JWIiKg3JnlEREQuaLVah3lJkiDLskfrqlQqCCEclplMprvKRUVF+V5BIiIiN5jkEREReWHixIm4cuUKrly5Yl925swZ3Lx5E5MmTQIADB8+HNevX3dYr66uLpDVJCKiCMYkj4iIyAvZ2dmYOnUqnn32WdTU1ODkyZNYunQpMjMzMWPGDADAnDlzcOrUKWzbtg3nzp1DUVERGhoaglxzIiKKFEzyiIiIvCBJEvbt24ehQ4fi8ccfR3Z2NsaOHYtdu3bZy+Tk5ODNN9/E6tWrMXPmTHR0dGDp0qVBrDUREUUSSTjfNEBERERERET3LJ7JIyIiIiIiCiNM8oiIiIiIiMI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\")" - ] + "version_minor": 0, + "model_id": "31684aa875bb4facab31b938b5d5bfbc" + } }, "metadata": {}, "output_type": "display_data" @@ -2900,17 +283,6 @@ " fig.subplots_adjust(top=0.88)\n", "show_plot(filename='spectrum.pdf', inline_format='png')" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "pycharm": { - "name": "#%%\n" - } - }, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/examples/README.md b/examples/README.md index c9143c27b..0ba77c9b8 100644 --- a/examples/README.md +++ b/examples/README.md @@ -4,204 +4,203 @@ ### no-model examples depicting isotope-related formulae: - [Bolot et al. 2013](http://doi.org/10.5194/acp-13-7903-2013): - Fig. 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bolot_et_al_2013/fig_1.ipynb) - [Merlivat & Nief 1967](https://doi.org/10.3402/tellusa.v19i1.9756): - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Merlivat_and_Nief_1967/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Merlivat_and_Nief_1967/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Merlivat_and_Nief_1967/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Merlivat_and_Nief_1967/fig_2.ipynb) - [Pierchala et al. 2022](https://doi.org/10.1016/j.gca.2022.01.020): - Fig. 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Pierchala_et_al_2022/fig_3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_3.ipynb) - Fig. 4: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_4.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_4.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Pierchala_et_al_2022/fig_4.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pierchala_et_al_2022/fig_4.ipynb) - [Van Hook 1968](https://doi.org/10.1021/j100850a028): - Fig. 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Van_Hook_1968/fig_1.ipynb) ### 0D box-model coalescence and breakup examples: - [Shima et al. 2009](http://doi.org/10.1002/qj.441) (Box model, coalescence only, test case employing Golovin analytical solution): - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shima_et_al_2009/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shima_et_al_2009/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Shima_et_al_2009/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shima_et_al_2009/fig_2.ipynb) - [Berry 1967](https://doi.org/10.1175/1520-0469(1967)024<0688:CDGBC>2.0.CO;2) (Box model, coalescence only, test cases for realistic kernels): - Figs. 5, 8 & 10: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Berry_1967/figs_5_8_10.ipynb) -- [Bieli et al. 2022](https://www.essoar.org/doi/abs/10.1002/essoar.10510248.1) (Box model, coalescence and breakup with fixed coalescence efficiency): +- [Bieli et al. 2022](https://doi.org/10.1029/2022MS002994) (Box model, coalescence and breakup with fixed coalescence efficiency): - Fig. 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bieli_et_al_2022/make_fig_3.ipynb) - [deJong et al. 2023](https://doi.org/10.5194/gmd-16-4193-2023) (Box model, coalescence and breakup): - Figs. 3-5 (validation against Srivastava 1982 analytic solution): - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_3_4_5.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_at_al_2023/figs_3_4_5.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_3_4_5.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_3_4_5.ipynb) - Figs. 6-8 (Berry 1967 coalescence efficiency): - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_at_al_2023/figs_6_7_8.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_at_al_2023/figs_6_7_8.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_6_7_8.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_6_7_8.ipynb) ### 0D box-model immersion freezing-only examples: - [Alpert & Knopf 2016](https://doi.org/10.5194/acp-16-2083-2016) (stochastic immersion freezing with monodisperse vs. lognormal immersed surface areas): - Fig. 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_1.ipynb) - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_2.ipynb) - Fig. 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_3.ipynb) - Fig. 4: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_4.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_4.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_4.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_4.ipynb) - Fig. 5: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_5.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_5.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_5.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Alpert_and_Knopf_2016/fig_5.ipynb) - [Arabas et al. 2023](https://doi.org/10.48550/arXiv.2308.05015) (singular vs. time-dependent immersion freezing) - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2023/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_2.ipynb) - Figs. 3, 7, 8: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_3_and_7_and_8.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_3_and_7_and_8.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2023/figs_3_and_7_and_8.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_3_and_7_and_8.ipynb) - Figs. 5, 6: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_5_and_6.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_5_and_6.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2023/figs_5_and_6.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/figs_5_and_6.ipynb) ### 0D parcel-model condensation only examples: - [Arabas & Shima 2017](http://dx.doi.org/10.5194/npg-24-535-2017) (monodisperse size spectrum activation/deactivation test case): - Fig. 5: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_and_Shima_2017/fig_5.ipynb) - - + - [Yang et al. 2018](https://doi.org/10.5194/acp-18-7313-2018) (polydisperse size spectrum activation/deactivation test case): - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Yang_et_al_2018/fig_2.ipynb) - [Abdul-Razzak & Ghan 2000](http://doi.wiley.com/10.1029/1999JD901161) (aerosol activation parameterization for GCMs): - Figs. 1 - 5: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Abdul_Razzak_Ghan_2000/figs1-5.ipynb) - [Pyrcel documentation example](https://pyrcel.readthedocs.io/en/latest/examples/basic_run.html) (externally mixed polydisperse size spectrum activation test case): - supersaturation, temperature, wet radii evolution and dry spectra plots: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pyrcel/example_basic_run.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pyrcel/example_basic_run.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Pyrcel/example_basic_run.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Pyrcel/example_basic_run.ipynb) - [Lowe et al. 2019](https://doi.org/10.1038/s41467-019-12982-0) (externally mixed polydisperse size spectrum with surface-active organics case): - Fig. 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_1.ipynb) - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_2.ipynb) - Fig. 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Lowe_et_al_2019/fig_3.ipynb) +- [Grabowski & Pawlowska 2023](https://doi.org/10.1029/2022GL101917) (polydisperse size spectrum activation test case): + - Fig. 1: + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) + [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) + - Fig. 2: + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) + [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) + - Fig. 3: + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) + [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) + - Fig. 4: + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) + [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) + ### 0D parcel-model condensation/aqueous-chemistry example: - [Kreidenweis et al. 2003](https://doi.org/10.1029/2002JD002697) (Adiabatic parcel, polydisperse size spectrum, aqueous‐phase SO2 oxidation test case): - Fig 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Kreidenweis_et_al_2003/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Kreidenweis_et_al_2003/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Kreidenweis_et_al_2003/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Kreidenweis_et_al_2003/fig_1.ipynb) - [Jaruga and Pawlowska 2018](https://doi.org/10.5194/gmd-11-3623-2018) (same test case as above, different numerical settings): - Fig 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_2.ipynb) - Fig 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Jaruga_and_Pawlowska_2018/fig_3.ipynb) - - -- [Grabowski & Pawlowska 2023](10.1029/2022GL101917) (polydisperse size spectrum activation test case): - - Fig. 1: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) - [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_1.ipynb) - - Fig. 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) - [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_2.ipynb) - - Fig. 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) - [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_3.ipynb) - - Fig. 4: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) - [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Grabowski_and_Pawlowska_2023/figure_4.ipynb) - ### 1D kinematic (prescribed-flow, single-column): - [Shipway & Hill 2012](https://doi.org/10.1002/qj.1913): - Fig 1 (thermodynamics/condensation only, no particle displacement yet): - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Shipway_and_Hill_2012/fig_1.ipynb) - [deJong et al. 2023](https://doi.org/10.5194/gmd-16-4193-2023) (Kinematic setup as in Shipway and Hill, including breakup with Berry 1967 coalescence efficiency): - Figs. 6-8: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_10_11_12_13.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_10_11_12_13.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_10_11_12_13.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/deJong_Mackay_et_al_2023/figs_10_11_12_13.ipynb) ### 2D kinematic (prescribed-flow) Sc-mimicking aerosol collisional processing (warm-rain) examples: - [Arabas et al. 2015](https://doi.org/10.5194/gmd-8-1677-2015) - Figs. 8 & 9 (interactive web-GUI with product selection, parameter sliders and netCDF/plot export buttons): - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2015/gui.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2015/gui.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2015/gui.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2015/gui.ipynb) - Bartman et al. (in preparation): - Fig 1 (default-settings based script generating a netCDF file and loading it subsequently to create the animation below): - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bartman_et_al_2021/demo.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo.ipynb) - Fig 2: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig2.ipynb) - Fig 3: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig3.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig3.ipynb) [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Bartman_et_al_2021/demo_fig3.ipynb) [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Bartman_et_al_2021/demo_fig3.ipynb) - [Arabas et al. 2023](https://doi.org/10.48550/arXiv.2308.05015) (singular vs. time-dependent immersion freezing) - Fig. 11: - [![preview in nbviewer](https://raw.githubusercontent.com/jupyter/design/master/logos/Badges/nbviewer_badge.svg)](https://nbviewer.jupyter.org/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb) - [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb) - [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb) + [![View notebook](https://img.shields.io/static/v1?label=render%20on&logo=github&color=87ce3e&message=GitHub)](https://github.com/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb) + [![launch on mybinder.org](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/open-atmos/PySDM.git/main?urlpath=lab/tree/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb) + [![launch on Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/open-atmos/PySDM/blob/main/examples/PySDM_examples/Arabas_et_al_2023/fig_11.ipynb)