{ "cells": [ { "cell_type": "markdown", "id": "da3151cf", "metadata": {}, "source": [ "# Conditional Flow Matching Method\n", "\n", "This notebook implements a thesis-specific method for single-gene perturbation prediction on single-cell RNA-seq data.\n", "\n", "Core idea:\n", "\n", "1. Encode control and perturbed cells into a latent space.\n", "2. Use perturbation gene identity plus batch background as the condition signal.\n", "3. Build pseudo pairs with mini-batch optimal transport.\n", "4. Train a FiLM-conditioned flow matching model that transports control-cell states toward the perturbation distribution.\n", "5. Decode generated latent states back to expression space and evaluate with distribution-aware metrics.\n", "6. **CellOT-style coupling**: besides matching the flow endpoint to the Sinkhorn latent barycenter, the loss also aligns **decode(z1_bar)** with the perturbed batch (MMD + pseudo-bulk) and applies a light **displacement prior** on `pred_z1 − z0` (optional **velocity L2**). Mini-batches resample controls if a spurious index collision occurs.\n", "\n", "By default, the notebook uses a `seen_cell_split`, which matches the algorithm design based on learned perturbation-gene embeddings. If you switch to the original unseen-gene split, unseen perturbation genes are mapped to an `__unk__` token and should be interpreted as an ablation rather than the main setting.\n" ] }, { "cell_type": "markdown", "id": "9e3b1b7d", "metadata": {}, "source": [ "## Method Summary\n", "\n", "**条件(与代码一致):「基因 + batch」** — `ConditionEncoder` 仅包含扰动基因嵌入与技术 batch 嵌入(经 `MLP` 得到条件向量 `h`)。不包含单独的扰动类型(如 KO/activation)或细胞类型嵌入。\n", "\n", "Let `x` be the preprocessed gene-expression vector of a control cell, and let `p` be a single-gene perturbation. The model learns:\n", "\n", "`x -> z = E(x) -> z_hat(1) via conditional flow -> x_hat = D(z_hat(1))`\n", "\n", "The vector field is conditioned on **gene + batch** (`h`), plus **continuous time embedding** `phi(t)` (sinusoidal features + small MLP).\n", "\n", "### Training objective(总损失,与 `compute_loss_terms` 一致)\n", "\n", "```\n", "L = RECON_WEIGHT * L_recon\n", " + FLOW_WEIGHT * L_flow\n", " + ENDPOINT_WEIGHT * L_endpoint\n", " + MMD_WEIGHT * L_mmd\n", " + MEAN_WEIGHT * L_mean\n", " + OT_DECODE_MMD_WEIGHT * L_ot_decode_mmd\n", " + OT_DECODE_MEAN_WEIGHT * L_ot_decode_mean\n", " + DISPLACEMENT_REG_WEIGHT * L_disp_reg\n", " + VELOCITY_L2_WEIGHT * L_vel_l2\n", " + DELTA_MSE_WEIGHT * L_delta_mse\n", " + DELTA_COS_WEIGHT * L_delta_cos\n", " + DELTA_MMD_WEIGHT * L_delta_mmd\n", " + DELTA_BULK_WEIGHT * L_delta_bulk\n", "```\n", "\n", "- **L_recon(重构损失)**: latent autoencoder 对 **source 与 target** 表达的重构 MSE,即 `MSE(D(E(x)), x)` 在 control 与 perturbed 样本上求和(见 `source_recon` / `target_recon`)。默认权重下调,避免重构主导、挤压对扰动效应的学习。\n", "- **L_flow(流匹配损失)**: 预测速度场与 OT 重心目标速度 `z1_bar - z0` 的 MSE。\n", "- **L_endpoint(潜空间 endpoint 损失)**: 由 `z_t` 与预测速度一步推到 `t=1` 的潜向量 `pred_z1`,与 Sinkhorn 重心 `z1_bar` 的 MSE。\n", "- **L_mmd**: 解码后表达空间上,预测 batch 与真实 perturbed 细胞的 RBF-MMD(与扰动后分布对齐)。\n", "- **L_mean**: 解码后按细胞维平均的 pseudo-bulk 向量与真实 perturbed 均值的 MSE。\n", "- **L_ot_decode_mmd / L_ot_decode_mean**: 将 **Sinkhorn 潜空间重心** `z1_bar` 经解码器映射到表达空间,与当前 batch 的真实 perturbed 细胞做 **MMD** 与 **pseudo-bulk MSE**;约束「OT 传输几何」经解码器落到观测空间(与仅监督 `pred_z1` 路径互补)。\n", "- **L_disp_reg**: `mean(||pred_z1 - z0||^2)`,抑制过大的 latent 位移(CellOT-style 运输幅度先验)。\n", "- **L_vel_l2**: `mean(||v||^2)`,可选,惩罚过强的速度场。\n", "- **L_delta_mse / L_delta_cos**: 以配对 control 为基线,`pred_x1 - source_x` 与 `target_x - source_x` 的逐细胞 MSE 与 `1 - cos`(强化扰动方向与幅度,而非仅拟合绝对表达)。\n", "- **L_delta_mmd**: 预测 delta 与真实 delta 在基因维上的 RBF-MMD(与扰动一致的分布形状)。\n", "- **L_delta_bulk**: 基因维平均 delta(pseudo-bulk 扰动向量)的 MSE,与评估中的 delta 指标更直接相关。\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "1c11f06f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager, possibly rendering your system unusable. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv. Use the --root-user-action option if you know what you are doing and want to suppress this warning.\u001b[0m\u001b[33m\n", "\u001b[0m" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Project root: /root/final\n", "Input h5ad: /root/final/data/processed/scPerturb/prediction_ready/replogle_k562_essential_single_gene_prediction_ready_full.h5ad\n", "Output dir: /root/final/baseline/outputs/conditional_flow_matching_method\n", "Device: cuda\n" ] } ], "source": [ "! pip install -q anndata numpy pandas scipy torch matplotlib\n", "from pathlib import Path\n", "from copy import deepcopy\n", "import json\n", "import math\n", "import random\n", "\n", "import anndata as ad\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import scipy.sparse as sp\n", "import torch\n", "import torch.nn as nn\n", "import torch.nn.functional as F\n", "\n", "\n", "def find_project_root(start: Path | None = None) -> Path:\n", " start = (start or Path.cwd()).resolve()\n", " for path in [start, *start.parents]:\n", " if (path / \"src\" / \"data\").exists() and (path / \"baseline\").exists():\n", " return path\n", " return start\n", "\n", "\n", "PROJECT_ROOT = find_project_root()\n", "DATASET_NAME = \"ReplogleWeissman2022_K562_essential\"\n", "METHOD_NAME = \"conditional_flow_matching_method\"\n", "RANDOM_SEED = 42\n", "\n", "SPLIT_STRATEGY = \"seen_cell_split\" # choices: \"seen_cell_split\", \"use_existing\"\n", "TRAIN_FRAC = 0.80\n", "VAL_FRAC = 0.10\n", "EVAL_SPLIT = \"test\"\n", "CONTROL_SPLIT = \"train\"\n", "TRAIN_SPLIT = \"train\"\n", "VAL_SPLIT = \"val\"\n", "\n", "USE_FEATURE_GENES = True\n", "FEATURE_GENE_COLUMNS = [\"is_feature_gene\", \"highly_variable\"]\n", "\n", "# Optional runtime caps. Set to None for the full run.\n", "MAX_TRAIN_CONDITIONS = None\n", "MAX_EVAL_GENES = None\n", "MAX_EVAL_CELLS_PER_GENE = None\n", "\n", "LATENT_DIM = 128\n", "HIDDEN_DIM = 512\n", "CONDITION_DIM = 256\n", "TIME_DIM = 128\n", "DROPOUT = 0.08\n", "NUM_FLOW_BLOCKS = 6\n", "\n", "BATCH_SIZE = 128\n", "EPOCHS = 20\n", "STEPS_PER_EPOCH = 200\n", "VALIDATION_STEPS = 48\n", "LEARNING_RATE = 1e-3\n", "WEIGHT_DECAY = 1e-5\n", "GRAD_CLIP_NORM = 1.0\n", "\n", "RECON_WEIGHT = 1.0\n", "FLOW_WEIGHT = 1.5\n", "ENDPOINT_WEIGHT = 0.5\n", "MMD_WEIGHT = 0.1\n", "MEAN_WEIGHT = 1.0\n", "DELTA_MSE_WEIGHT = 0.0\n", "DELTA_COS_WEIGHT = 0.0\n", "DELTA_MMD_WEIGHT = 0.0\n", "DELTA_BULK_WEIGHT = 0.0\n", "\n", "# --- CellOT-style OT coupling (same mini-batch Sinkhorn z1_bar; extra decode + transport priors) ---\n", "OT_DECODE_MMD_WEIGHT = 0.05 # MMD(decode(z1_bar)), target_x) ties decoder to OT geometry\n", "OT_DECODE_MEAN_WEIGHT = 0.25 # pseudo-bulk for decode(z1_bar) vs target\n", "DISPLACEMENT_REG_WEIGHT = 0.01 # mean ||pred_z1 - z0||^2 — discourages extreme latent jumps\n", "VELOCITY_L2_WEIGHT = 0.0 # mean ||v||^2; set e.g. 1e-4 to penalize large speeds\n", "\n", "NOISE_STD = 0.05\n", "SINKHORN_EPSILON = 0.5\n", "SINKHORN_ITERS = 30\n", "INFERENCE_STEPS = 24\n", "PRED_BATCH_SIZE = 256\n", "\n", "# --- Optimization & validation (tuning) ---\n", "LR_SCHEDULER = \"plateau\" # \"none\", \"cosine\", \"plateau\", \"onecycle\"\n", "PLATEAU_FACTOR = 0.5\n", "PLATEAU_PATIENCE = 3\n", "PLATEAU_MIN_LR = 1e-6\n", "COSINE_MIN_LR = 1e-6\n", "EARLY_STOP_PATIENCE = 5 # 0 = disabled\n", "FIXED_VAL_SUBSET = True\n", "FIXED_VAL_BATCH_SEED = True\n", "VAL_BATCH_SEED = RANDOM_SEED + 777\n", "FLOW_LR_MULT = 1.5\n", "UNCERTAINTY_SAMPLES = 1 # >1: stochastic control resampling; metrics get pred_stochastic_std_mean\n", "\n", "INPUT_CANDIDATES = [\n", " PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready_full.h5ad\",\n", " PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready.h5ad\",\n", " PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready_fast_debug.h5ad\",\n", "]\n", "INPUT_PATH = next((path for path in INPUT_CANDIDATES if path.exists()), None)\n", "if INPUT_PATH is None:\n", " raise FileNotFoundError(\"Could not find a prediction-ready Replogle h5ad. Checked:\\n\" + \"\\n\".join(map(str, INPUT_CANDIDATES)))\n", "\n", "OUTPUT_DIR = PROJECT_ROOT / \"baseline\" / \"outputs\" / METHOD_NAME\n", "OUTPUT_DIR.mkdir(parents=True, exist_ok=True)\n", "MODEL_PATH = OUTPUT_DIR / \"conditional_flow_matching_model.pt\"\n", "\n", "DEVICE = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n", "\n", "np.random.seed(RANDOM_SEED)\n", "random.seed(RANDOM_SEED)\n", "torch.manual_seed(RANDOM_SEED)\n", "if torch.cuda.is_available():\n", " torch.cuda.manual_seed_all(RANDOM_SEED)\n", "if torch.backends.cudnn.is_available():\n", " torch.backends.cudnn.deterministic = True\n", " torch.backends.cudnn.benchmark = False\n", "\n", "print(f\"Project root: {PROJECT_ROOT}\")\n", "print(f\"Input h5ad: {INPUT_PATH}\")\n", "print(f\"Output dir: {OUTPUT_DIR}\")\n", "print(f\"Device: {DEVICE}\")\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "e4871faf", "metadata": {}, "outputs": [], "source": [ "SCIENCE_COLORS = {\n", " \"blue\": \"#0072B2\",\n", " \"orange\": \"#E69F00\",\n", " \"green\": \"#009E73\",\n", " \"magenta\": \"#CC79A7\",\n", " \"dark\": \"#333333\",\n", " \"gray\": \"#999999\",\n", "}\n", "\n", "\n", "def setup_science_style() -> None:\n", " mpl.rcParams.update(\n", " {\n", " \"figure.dpi\": 110,\n", " \"savefig.dpi\": 300,\n", " \"font.family\": \"sans-serif\",\n", " \"font.sans-serif\": [\"DejaVu Sans\", \"Helvetica\", \"Arial\"],\n", " \"font.size\": 9,\n", " \"axes.titlesize\": 10,\n", " \"axes.labelsize\": 9,\n", " \"axes.linewidth\": 0.6,\n", " \"axes.edgecolor\": SCIENCE_COLORS[\"dark\"],\n", " \"axes.labelcolor\": SCIENCE_COLORS[\"dark\"],\n", " \"xtick.labelsize\": 8,\n", " \"ytick.labelsize\": 8,\n", " \"xtick.major.width\": 0.6,\n", " \"ytick.major.width\": 0.6,\n", " \"legend.frameon\": False,\n", " \"legend.fontsize\": 8,\n", " \"axes.spines.top\": False,\n", " \"axes.spines.right\": False,\n", " \"figure.facecolor\": \"white\",\n", " \"axes.facecolor\": \"white\",\n", " \"grid.alpha\": 0.3,\n", " \"grid.linewidth\": 0.4,\n", " \"lines.linewidth\": 1.25,\n", " \"pdf.fonttype\": 42,\n", " \"ps.fonttype\": 42,\n", " }\n", " )\n", "\n", "\n", "FIGURE_DIR = OUTPUT_DIR / \"figures\"\n", "FIGURE_DIR.mkdir(parents=True, exist_ok=True)\n", "setup_science_style()\n", "\n", "\n", "def plot_training_history(history: pd.DataFrame, tag: str) -> None:\n", " setup_science_style()\n", " h = history.copy()\n", " if h.empty:\n", " return\n", " fig, axes = plt.subplots(1, 2, figsize=(7.0, 2.45), constrained_layout=True)\n", " e = h[\"epoch\"].to_numpy()\n", " ax = axes[0]\n", " if \"train_total\" in h.columns:\n", " ax.plot(\n", " e,\n", " h[\"train_total\"],\n", " \"o-\",\n", " ms=3,\n", " lw=1.1,\n", " color=SCIENCE_COLORS[\"blue\"],\n", " label=\"Train (total)\",\n", " )\n", " if \"val_total\" in h.columns and h[\"val_total\"].notna().any():\n", " ax.plot(\n", " e,\n", " h[\"val_total\"],\n", " \"s-\",\n", " ms=3,\n", " lw=1.1,\n", " color=SCIENCE_COLORS[\"orange\"],\n", " label=\"Validation (total)\",\n", " )\n", " best_i = int(h[\"val_total\"].idxmin())\n", " best_ep = float(h.loc[best_i, \"epoch\"])\n", " best_v = float(h.loc[best_i, \"val_total\"])\n", " ax.scatter(\n", " [best_ep],\n", " [best_v],\n", " s=55,\n", " zorder=5,\n", " facecolors=\"none\",\n", " edgecolors=SCIENCE_COLORS[\"dark\"],\n", " linewidths=1.1,\n", " label=\"Best val\",\n", " )\n", " ax.set_xlabel(\"Epoch\")\n", " ax.set_ylabel(\"Loss\")\n", " ax.legend(loc=\"upper right\", handlelength=2.0)\n", "\n", " ax2 = axes[1]\n", " for col, lab, c in (\n", " (\"train_flow\", \"Train flow\", SCIENCE_COLORS[\"green\"]),\n", " (\"train_recon\", \"Train reconstruction\", SCIENCE_COLORS[\"magenta\"]),\n", " (\"train_ot_decode_mmd\", \"Train OT-decode MMD\", \"#0072B2\"),\n", " (\"train_disp_reg\", \"Train displacement reg\", \"#009E73\"),\n", " (\"train_vel_l2\", \"Train velocity L2\", \"#CC79A7\"),\n", " (\"train_delta_mse\", \"Train delta MSE\", \"#D55E00\"),\n", " (\"train_delta_mmd\", \"Train delta MMD\", \"#6A3D9A\"),\n", " ):\n", " if col in h.columns:\n", " ax2.plot(e, h[col], \"o-\", ms=2.5, lw=1.0, color=c, label=lab)\n", " ax2.set_xlabel(\"Epoch\")\n", " ax2.set_ylabel(\"Component loss\")\n", " ax2.set_yscale(\"symlog\", linthresh=1e-4)\n", " ax2.legend(loc=\"upper right\", handlelength=2.0)\n", "\n", " fig.suptitle(\n", " \"Training dynamics — conditional flow matching\",\n", " fontsize=10.5,\n", " color=SCIENCE_COLORS[\"dark\"],\n", " y=1.02,\n", " )\n", " for ext in (\"png\", \"pdf\"):\n", " fig.savefig(FIGURE_DIR / f\"training_history_{tag}.{ext}\", bbox_inches=\"tight\", facecolor=\"white\")\n", " plt.show()\n", "\n", "\n", "def plot_evaluation_metrics(\n", " metrics: pd.DataFrame,\n", " tag: str,\n", " train_genes: list[str] | None = None,\n", ") -> None:\n", " setup_science_style()\n", " if metrics.empty:\n", " return\n", " m = metrics.copy()\n", " if train_genes is not None:\n", " seen = set(train_genes)\n", " m[\"cohort\"] = np.where(m[\"perturbation_gene\"].isin(seen), \"Seen at train\", \"Unseen at train\")\n", " else:\n", " m[\"cohort\"] = \"All\"\n", "\n", " fig = plt.figure(figsize=(7.2, 5.9), constrained_layout=True)\n", " gs = fig.add_gridspec(2, 2, height_ratios=[1.05, 1.0], hspace=0.28, wspace=0.28)\n", "\n", " ax1 = fig.add_subplot(gs[0, 0])\n", " if m[\"cohort\"].nunique() > 1:\n", " palette = {\"Seen at train\": SCIENCE_COLORS[\"blue\"], \"Unseen at train\": SCIENCE_COLORS[\"orange\"]}\n", " for lab, g in m.groupby(\"cohort\"):\n", " s = 14 + np.clip(g[\"n_cells\"].to_numpy(dtype=float), 0, 120) * 0.12\n", " ax1.scatter(\n", " g[\"mse_mean\"],\n", " g[\"pearson_mean\"],\n", " s=s,\n", " alpha=0.78,\n", " edgecolors=\"none\",\n", " c=palette.get(lab, SCIENCE_COLORS[\"gray\"]),\n", " label=lab,\n", " )\n", " ax1.legend(loc=\"lower left\")\n", " else:\n", " ax1.scatter(\n", " m[\"mse_mean\"],\n", " m[\"pearson_mean\"],\n", " s=22,\n", " alpha=0.75,\n", " edgecolors=\"none\",\n", " c=SCIENCE_COLORS[\"blue\"],\n", " )\n", " ax1.set_xlabel(\"MSE (predicted vs true, gene means)\")\n", " ax1.set_ylabel(\"Pearson r (gene means)\")\n", " ax1.set_xscale(\"log\")\n", " ax1.text(0.02, 0.98, \"a\", transform=ax1.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n", "\n", " ax2 = fig.add_subplot(gs[0, 1])\n", " m_sorted = m.sort_values(\"pearson_mean\", ascending=True)\n", " max_rows = 36\n", " if len(m_sorted) > max_rows:\n", " head_n = max_rows // 2\n", " plot_df = pd.concat([m_sorted.head(head_n), m_sorted.tail(head_n)], axis=0)\n", " else:\n", " plot_df = m_sorted\n", " y = np.arange(len(plot_df))\n", " ax2.barh(y, plot_df[\"pearson_mean\"], height=0.68, color=SCIENCE_COLORS[\"blue\"], alpha=0.88)\n", " ax2.set_yticks(y)\n", " ax2.set_yticklabels(plot_df[\"perturbation_gene\"], fontsize=5.8)\n", " ax2.set_xlabel(\"Pearson r (gene means)\")\n", " ax2.set_xlim(0, 1.02)\n", " ax2.text(0.02, 0.98, \"b\", transform=ax2.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n", "\n", " ax3 = fig.add_subplot(gs[1, 0])\n", " d = m[\"delta_l2\"].dropna().to_numpy()\n", " if d.size:\n", " nbin = int(np.clip(len(d) // 2, 10, 32))\n", " ax3.hist(\n", " d,\n", " bins=nbin,\n", " color=SCIENCE_COLORS[\"green\"],\n", " alpha=0.88,\n", " edgecolor=\"white\",\n", " linewidth=0.35,\n", " )\n", " ax3.set_xlabel(\"L2 distance (pred delta vs true delta)\")\n", " ax3.set_ylabel(\"Perturbations\")\n", " ax3.text(0.02, 0.98, \"c\", transform=ax3.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n", "\n", " ax4 = fig.add_subplot(gs[1, 1])\n", " ax4.scatter(\n", " m[\"pearson_mean\"],\n", " m[\"pearson_delta\"],\n", " s=20,\n", " c=SCIENCE_COLORS[\"orange\"],\n", " alpha=0.72,\n", " edgecolors=\"none\",\n", " )\n", " pm = m[\"pearson_mean\"].to_numpy(dtype=float)\n", " pd_ = m[\"pearson_delta\"].to_numpy(dtype=float)\n", " lo = float(np.nanmin([np.nanmin(pm), np.nanmin(pd_), 0.0]))\n", " hi = float(np.nanmax([np.nanmax(pm), np.nanmax(pd_), 1.0]))\n", " pad = 0.03 * (hi - lo + 1e-6)\n", " ax4.plot([lo, hi], [lo, hi], ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.9, label=\"Identity\")\n", " ax4.set_xlim(lo - pad, hi + pad)\n", " ax4.set_ylim(lo - pad, hi + pad)\n", " ax4.set_xlabel(\"Pearson r (means)\")\n", " ax4.set_ylabel(\"Pearson r (delta vs control)\")\n", " ax4.legend(loc=\"lower right\")\n", " ax4.text(0.02, 0.98, \"d\", transform=ax4.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n", "\n", " fig.suptitle(\n", " \"Held-out evaluation — per-perturbation metrics\",\n", " fontsize=10.5,\n", " color=SCIENCE_COLORS[\"dark\"],\n", " )\n", " for ext in (\"png\", \"pdf\"):\n", " fig.savefig(FIGURE_DIR / f\"evaluation_metrics_{tag}.{ext}\", bbox_inches=\"tight\", facecolor=\"white\")\n", " plt.show()\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "b3c3b561", "metadata": {}, "outputs": [], "source": [ "def normalize_bool(series: pd.Series) -> pd.Series:\n", " if pd.api.types.is_bool_dtype(series):\n", " return series.fillna(False).astype(bool)\n", " text = series.astype(str).str.lower().str.strip()\n", " return text.isin([\"true\", \"1\", \"yes\", \"y\"])\n", "\n", "\n", "def require_columns(obs: pd.DataFrame, columns: list[str]) -> None:\n", " missing = [col for col in columns if col not in obs.columns]\n", " if missing:\n", " raise KeyError(f\"Missing required obs columns: {missing}\")\n", "\n", "\n", "def take_dense_rows(X, idx: np.ndarray) -> np.ndarray:\n", " out = X[idx]\n", " if sp.issparse(out):\n", " out = out.toarray()\n", " return np.asarray(out, dtype=np.float32)\n", "\n", "\n", "def mean_vector(X) -> np.ndarray:\n", " if sp.issparse(X):\n", " return np.asarray(X.mean(axis=0)).ravel().astype(np.float32)\n", " return np.asarray(X, dtype=np.float32).mean(axis=0)\n", "\n", "\n", "def safe_pearson(x: np.ndarray, y: np.ndarray) -> float:\n", " x = np.asarray(x).ravel()\n", " y = np.asarray(y).ravel()\n", " if x.size < 2 or np.std(x) == 0 or np.std(y) == 0:\n", " return np.nan\n", " return float(np.corrcoef(x, y)[0, 1])\n", "\n", "\n", "def split_array_indices(indices: np.ndarray, rng: np.random.Generator) -> tuple[np.ndarray, np.ndarray, np.ndarray]:\n", " indices = np.asarray(indices)\n", " if len(indices) == 0:\n", " return indices, indices, indices\n", " shuffled = indices.copy()\n", " rng.shuffle(shuffled)\n", " if len(shuffled) < 3:\n", " return np.sort(shuffled), np.array([], dtype=indices.dtype), np.array([], dtype=indices.dtype)\n", " n_train = max(1, int(round(len(shuffled) * TRAIN_FRAC)))\n", " n_val = int(round(len(shuffled) * VAL_FRAC))\n", " n_train = min(n_train, len(shuffled) - 2)\n", " n_val = max(1, min(n_val, len(shuffled) - n_train - 1))\n", " train = np.sort(shuffled[:n_train])\n", " val = np.sort(shuffled[n_train : n_train + n_val])\n", " test = np.sort(shuffled[n_train + n_val :])\n", " if len(test) == 0:\n", " test = val[-1:].copy()\n", " val = val[:-1]\n", " if len(val) == 0:\n", " val = train[-1:].copy()\n", " train = train[:-1]\n", " return train, val, test\n", "\n", "\n", "def assign_seen_cell_split(obs: pd.DataFrame, seed: int) -> pd.Categorical:\n", " rng = np.random.default_rng(seed)\n", " split = np.full(len(obs), \"train\", dtype=object)\n", " is_control = normalize_bool(obs[\"is_control\"]).to_numpy(dtype=bool)\n", " genes = obs[\"perturbation_gene\"].astype(str).to_numpy()\n", "\n", " control_idx = np.where(is_control)[0]\n", " train_idx, val_idx, test_idx = split_array_indices(control_idx, rng)\n", " split[train_idx] = \"train\"\n", " split[val_idx] = \"val\"\n", " split[test_idx] = \"test\"\n", "\n", " for gene in sorted(set(genes[~is_control])):\n", " idx = np.where((~is_control) & (genes == gene))[0]\n", " train_idx, val_idx, test_idx = split_array_indices(idx, rng)\n", " split[train_idx] = \"train\"\n", " split[val_idx] = \"val\"\n", " split[test_idx] = \"test\"\n", "\n", " return pd.Categorical(split, categories=[\"train\", \"val\", \"test\"], ordered=True)\n", "\n", "\n", "def choose_feature_mask(var: pd.DataFrame) -> np.ndarray:\n", " if not USE_FEATURE_GENES:\n", " return np.ones(var.shape[0], dtype=bool)\n", " for column in FEATURE_GENE_COLUMNS:\n", " if column in var.columns:\n", " mask = var[column].astype(bool).to_numpy()\n", " if mask.any():\n", " print(f\"Using feature mask from var['{column}']: {int(mask.sum())} genes\")\n", " return mask\n", " print(\"Feature-gene columns not found or empty; using all genes.\")\n", " return np.ones(var.shape[0], dtype=bool)\n", "\n", "\n", "def median_heuristic_sigma(x: torch.Tensor, y: torch.Tensor, max_points: int = 256) -> float:\n", " z = torch.cat([x[:max_points], y[:max_points]], dim=0)\n", " if z.shape[0] < 2:\n", " return 1.0\n", " d2 = torch.cdist(z, z, p=2).pow(2)\n", " mask = ~torch.eye(d2.shape[0], dtype=torch.bool, device=d2.device)\n", " valid = d2[mask]\n", " valid = valid[valid > 0]\n", " if valid.numel() == 0:\n", " return 1.0\n", " return float(torch.sqrt(valid.median()).item())\n", "\n", "\n", "def rbf_mmd_loss(x: torch.Tensor, y: torch.Tensor, sigma: float | None = None) -> torch.Tensor:\n", " if x.shape[0] < 2 or y.shape[0] < 2:\n", " return x.new_tensor(0.0)\n", " sigma = sigma or median_heuristic_sigma(x, y)\n", " gamma = 1.0 / (2.0 * sigma * sigma + 1e-8)\n", " d_xx = torch.cdist(x, x, p=2).pow(2)\n", " d_yy = torch.cdist(y, y, p=2).pow(2)\n", " d_xy = torch.cdist(x, y, p=2).pow(2)\n", " k_xx = torch.exp(-gamma * d_xx)\n", " k_yy = torch.exp(-gamma * d_yy)\n", " k_xy = torch.exp(-gamma * d_xy)\n", " return k_xx.mean() + k_yy.mean() - 2.0 * k_xy.mean()\n", "\n", "\n", "def sinkhorn_barycentric_targets(x0: torch.Tensor, x1: torch.Tensor, epsilon: float, n_iters: int) -> torch.Tensor:\n", " cost = torch.cdist(x0, x1, p=2).pow(2)\n", " kernel = torch.exp(-cost / max(epsilon, 1e-4)).clamp_min(1e-8)\n", "\n", " a = torch.full((x0.shape[0],), 1.0 / x0.shape[0], device=x0.device, dtype=x0.dtype)\n", " b = torch.full((x1.shape[0],), 1.0 / x1.shape[0], device=x1.device, dtype=x1.dtype)\n", " u = torch.ones_like(a)\n", " v = torch.ones_like(b)\n", "\n", " for _ in range(n_iters):\n", " u = a / (kernel @ v + 1e-8)\n", " v = b / (kernel.t() @ u + 1e-8)\n", "\n", " plan = u[:, None] * kernel * v[None, :]\n", " row_mass = plan.sum(dim=1, keepdim=True).clamp_min(1e-8)\n", " return (plan / row_mass) @ x1\n", "\n", "\n", "def build_aggregate_frame(metrics: pd.DataFrame) -> pd.DataFrame:\n", " numeric = metrics.select_dtypes(include=[np.number])\n", " if numeric.empty:\n", " return pd.DataFrame()\n", " return numeric.agg([\"mean\", \"median\"]).T\n", "\n", "\n", "@torch.no_grad()\n", "def rk2_integrate_latent(model, z0, gene_idx, batch_idx, steps: int) -> torch.Tensor:\n", " z = z0\n", " dt = 1.0 / steps\n", " for step in range(steps):\n", " t0 = torch.full((z.shape[0],), step / steps, device=z.device, dtype=z.dtype)\n", " k1 = model.velocity(z, t0, gene_idx, batch_idx)\n", " z_mid = z + 0.5 * dt * k1\n", " t_mid = torch.full((z.shape[0],), (step + 0.5) / steps, device=z.device, dtype=z.dtype)\n", " k2 = model.velocity(z_mid, t_mid, gene_idx, batch_idx)\n", " z = z + dt * k2\n", " return z\n" ] }, { "cell_type": "markdown", "id": "1296b782", "metadata": {}, "source": [ "## Load And Prepare Data\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "b1ead7e2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using feature mask from var['is_feature_gene']: 4334 genes\n", "adata: AnnData object with n_obs × n_vars = 310385 × 4334\n", " obs: 'batch', 'gene', 'gene_id', 'transcript', 'gene_transcript', 'guide_id', 'percent_mito', 'UMI_count', 'z_gemgroup_UMI', 'core_scale_factor', 'core_adjusted_UMI_count', 'disease', 'cancer', 'cell_line', 'sex', 'age', 'perturbation', 'organism', 'perturbation_type', 'tissue_type', 'ncounts', 'ngenes', 'nperts', 'percent_ribo', 'perturbation_label', 'perturbation_gene', 'is_control', 'is_single_perturbation', 'split', 'condition', 'batch_model', 'source_split'\n", " var: 'chr', 'start', 'end', 'class', 'strand', 'length', 'in_matrix', 'mean', 'std', 'cv', 'fano', 'ensembl_id', 'ncounts', 'ncells', 'highly_variable', 'highly_variable_rank', 'means', 'variances', 'variances_norm', 'is_target_gene', 'is_feature_gene'\n", " uns: 'hvg', 'log1p', 'prediction_ready'\n", " layers: 'counts'\n", "split counts:\n", "split\n", "train 248311\n", "test 31046\n", "val 31028\n", "Name: count, dtype: int64\n", "train conditions: 2056\n", "val conditions: 2056\n", "eval conditions: 2056\n", "eval genes missing from training: 0\n" ] } ], "source": [ "adata = ad.read_h5ad(INPUT_PATH)\n", "require_columns(adata.obs, [\"perturbation_gene\", \"is_control\", \"split\"])\n", "\n", "adata.obs[\"is_control\"] = normalize_bool(adata.obs[\"is_control\"])\n", "adata.obs[\"perturbation_gene\"] = adata.obs[\"perturbation_gene\"].astype(str).str.strip()\n", "adata.obs[\"perturbation_gene\"] = adata.obs[\"perturbation_gene\"].mask(adata.obs[\"is_control\"], \"__ctrl__\")\n", "adata.obs[\"condition\"] = adata.obs[\"perturbation_gene\"].astype(str)\n", "adata.obs[\"batch_model\"] = adata.obs[\"batch\"].astype(str) if \"batch\" in adata.obs.columns else \"global\"\n", "\n", "feature_mask = choose_feature_mask(adata.var)\n", "adata = adata[:, feature_mask].copy()\n", "\n", "if SPLIT_STRATEGY == \"seen_cell_split\":\n", " adata.obs[\"source_split\"] = adata.obs[\"split\"].astype(str)\n", " adata.obs[\"split\"] = assign_seen_cell_split(adata.obs, RANDOM_SEED)\n", "elif SPLIT_STRATEGY == \"use_existing\":\n", " adata.obs[\"split\"] = pd.Categorical(\n", " adata.obs[\"split\"].astype(str),\n", " categories=[\"train\", \"val\", \"test\"],\n", " ordered=True,\n", " )\n", "else:\n", " raise ValueError(f\"Unknown SPLIT_STRATEGY: {SPLIT_STRATEGY}\")\n", "\n", "is_control = adata.obs[\"is_control\"].to_numpy(dtype=bool)\n", "split = adata.obs[\"split\"].astype(str).to_numpy()\n", "genes = adata.obs[\"perturbation_gene\"].astype(str).to_numpy()\n", "batches = adata.obs[\"batch_model\"].astype(str).to_numpy()\n", "\n", "control_train_idx = np.where(is_control & (split == CONTROL_SPLIT))[0]\n", "if len(control_train_idx) == 0:\n", " print(f\"No controls found in CONTROL_SPLIT={CONTROL_SPLIT}; falling back to all controls.\")\n", " control_train_idx = np.where(is_control)[0]\n", "if len(control_train_idx) == 0:\n", " raise ValueError(\"No control cells found.\")\n", "\n", "train_conditions = sorted(set(genes[(~is_control) & (split == TRAIN_SPLIT)]))\n", "val_conditions = sorted(set(genes[(~is_control) & (split == VAL_SPLIT)]))\n", "eval_conditions = sorted(set(genes[(~is_control) & (split == EVAL_SPLIT)]))\n", "\n", "if MAX_TRAIN_CONDITIONS is not None:\n", " train_conditions = train_conditions[:MAX_TRAIN_CONDITIONS]\n", " train_condition_set = set(train_conditions)\n", " keep_mask = is_control | np.isin(genes, list(train_condition_set)) | np.isin(genes, eval_conditions) | np.isin(genes, val_conditions)\n", " adata = adata[keep_mask].copy()\n", " is_control = adata.obs[\"is_control\"].to_numpy(dtype=bool)\n", " split = adata.obs[\"split\"].astype(str).to_numpy()\n", " genes = adata.obs[\"perturbation_gene\"].astype(str).to_numpy()\n", " batches = adata.obs[\"batch_model\"].astype(str).to_numpy()\n", " control_train_idx = np.where(is_control & (split == CONTROL_SPLIT))[0]\n", " train_conditions = sorted(set(genes[(~is_control) & (split == TRAIN_SPLIT)]))\n", " val_conditions = sorted(set(genes[(~is_control) & (split == VAL_SPLIT)]))\n", " eval_conditions = sorted(set(genes[(~is_control) & (split == EVAL_SPLIT)]))\n", "\n", "if MAX_EVAL_GENES is not None:\n", " eval_conditions = eval_conditions[:MAX_EVAL_GENES]\n", "\n", "indices_by_split_gene = {}\n", "for split_name in [TRAIN_SPLIT, VAL_SPLIT, EVAL_SPLIT]:\n", " indices_by_split_gene[split_name] = {}\n", " split_mask = (~is_control) & (split == split_name)\n", " for gene in sorted(set(genes[split_mask])):\n", " indices = np.where(split_mask & (genes == gene))[0]\n", " if len(indices) > 0:\n", " indices_by_split_gene[split_name][gene] = indices\n", "\n", "control_idx_by_batch = {}\n", "for batch_name in sorted(set(batches[control_train_idx])):\n", " batch_idx = control_train_idx[batches[control_train_idx] == batch_name]\n", " if len(batch_idx) > 0:\n", " control_idx_by_batch[batch_name] = batch_idx\n", "\n", "gene_vocab = [\"__ctrl__\", \"__unk__\", *train_conditions]\n", "gene_to_idx = {gene: idx for idx, gene in enumerate(gene_vocab)}\n", "batch_vocab = [\"__unk__\", *sorted(set(batches))]\n", "batch_to_idx = {batch: idx for idx, batch in enumerate(batch_vocab)}\n", "\n", "gene_index_per_obs = np.array([gene_to_idx.get(gene, gene_to_idx[\"__unk__\"]) for gene in genes], dtype=np.int64)\n", "batch_index_per_obs = np.array([batch_to_idx.get(batch, batch_to_idx[\"__unk__\"]) for batch in batches], dtype=np.int64)\n", "\n", "control_mean = mean_vector(adata.X[control_train_idx])\n", "unseen_eval_genes = sorted(set(eval_conditions) - set(train_conditions))\n", "\n", "print(\"adata:\", adata)\n", "print(\"split counts:\")\n", "print(adata.obs[\"split\"].astype(str).value_counts())\n", "print(\"train conditions:\", len(train_conditions))\n", "print(\"val conditions:\", len(val_conditions))\n", "print(\"eval conditions:\", len(eval_conditions))\n", "print(\"eval genes missing from training:\", len(unseen_eval_genes))\n", "if unseen_eval_genes[:10]:\n", " print(\"first unseen eval genes:\", unseen_eval_genes[:10])\n" ] }, { "cell_type": "markdown", "id": "3fa220a2", "metadata": {}, "source": [ "## Model Definition\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "ec5b92e5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ConditionalFlowMatchingModel(\n", " (encoder): MLPEncoder(\n", " (net): Sequential(\n", " (0): Linear(in_features=4334, out_features=1024, bias=True)\n", " (1): LayerNorm((1024,), eps=1e-05, elementwise_affine=True)\n", " (2): GELU(approximate='none')\n", " (3): Dropout(p=0.08, inplace=False)\n", " (4): Linear(in_features=1024, out_features=1024, bias=True)\n", " (5): LayerNorm((1024,), eps=1e-05, elementwise_affine=True)\n", " (6): GELU(approximate='none')\n", " (7): Dropout(p=0.08, inplace=False)\n", " (8): Linear(in_features=1024, out_features=512, bias=True)\n", " (9): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n", " (10): GELU(approximate='none')\n", " (11): Dropout(p=0.08, inplace=False)\n", " (12): Linear(in_features=512, out_features=128, bias=True)\n", " )\n", " )\n", " (decoder): MLPDecoder(\n", " (net): Sequential(\n", " (0): Linear(in_features=128, out_features=512, bias=True)\n", " (1): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n", " (2): GELU(approximate='none')\n", " (3): Dropout(p=0.08, inplace=False)\n", " (4): Linear(in_features=512, out_features=1024, bias=True)\n", " (5): LayerNorm((1024,), eps=1e-05, elementwise_affine=True)\n", " (6): GELU(approximate='none')\n", " (7): Dropout(p=0.08, inplace=False)\n", " (8): Linear(in_features=1024, out_features=1024, bias=True)\n", " (9): LayerNorm((1024,), eps=1e-05, elementwise_affine=True)\n", " (10): GELU(approximate='none')\n", " (11): Dropout(p=0.08, inplace=False)\n", " (12): Linear(in_features=1024, out_features=4334, bias=True)\n", " )\n", " )\n", " (condition_encoder): ConditionEncoder(\n", " (gene_embedding): Embedding(2058, 128)\n", " (batch_embedding): Embedding(49, 64)\n", " (mlp): Sequential(\n", " (0): Linear(in_features=192, out_features=256, bias=True)\n", " (1): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " (2): GELU(approximate='none')\n", " (3): Dropout(p=0.08, inplace=False)\n", " (4): Linear(in_features=256, out_features=256, bias=True)\n", " )\n", " )\n", " (time_encoder): TimeEmbedding(\n", " (proj): Sequential(\n", " (0): Linear(in_features=128, out_features=128, bias=True)\n", " (1): SiLU()\n", " (2): Linear(in_features=128, out_features=128, bias=True)\n", " )\n", " )\n", " (vector_field): ConditionalVectorField(\n", " (input_proj): Linear(in_features=256, out_features=512, bias=True)\n", " (blocks): ModuleList(\n", " (0-5): 6 x FiLMResidualBlock(\n", " (norm1): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n", " (norm2): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n", " (fc1): Linear(in_features=512, out_features=512, bias=True)\n", " (fc2): Linear(in_features=512, out_features=512, bias=True)\n", " (film1): Linear(in_features=256, out_features=1024, bias=True)\n", " (film2): Linear(in_features=256, out_features=1024, bias=True)\n", " (dropout): Dropout(p=0.08, inplace=False)\n", " )\n", " )\n", " (out): Linear(in_features=512, out_features=128, bias=True)\n", " )\n", ")\n", "LR scheduler: ReduceLROnPlateau | VAL_EVAL_SUBSET: 48 | flow_lr_mult: 1.5\n" ] } ], "source": [ "class MLPEncoder(nn.Module):\n", " def __init__(self, input_dim: int, latent_dim: int, hidden_dim: int, dropout: float):\n", " super().__init__()\n", " h2 = hidden_dim * 2\n", " self.net = nn.Sequential(\n", " nn.Linear(input_dim, h2),\n", " nn.LayerNorm(h2),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(h2, h2),\n", " nn.LayerNorm(h2),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(h2, hidden_dim),\n", " nn.LayerNorm(hidden_dim),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(hidden_dim, latent_dim),\n", " )\n", "\n", " def forward(self, x: torch.Tensor) -> torch.Tensor:\n", " return self.net(x)\n", "\n", "\n", "class MLPDecoder(nn.Module):\n", " def __init__(self, latent_dim: int, output_dim: int, hidden_dim: int, dropout: float):\n", " super().__init__()\n", " h2 = hidden_dim * 2\n", " self.net = nn.Sequential(\n", " nn.Linear(latent_dim, hidden_dim),\n", " nn.LayerNorm(hidden_dim),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(hidden_dim, h2),\n", " nn.LayerNorm(h2),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(h2, h2),\n", " nn.LayerNorm(h2),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(h2, output_dim),\n", " )\n", "\n", " def forward(self, z: torch.Tensor) -> torch.Tensor:\n", " return F.softplus(self.net(z))\n", "\n", "\n", "# Condition h = MLP([gene_emb; batch_emb]) — \"基因 + batch\" only (no perturbation-type / cell-type).\n", "class ConditionEncoder(nn.Module):\n", " def __init__(self, n_genes: int, n_batches: int, condition_dim: int, dropout: float):\n", " super().__init__()\n", " gene_dim = max(32, condition_dim // 2)\n", " batch_dim = max(16, condition_dim // 4)\n", " self.gene_embedding = nn.Embedding(n_genes, gene_dim)\n", " self.batch_embedding = nn.Embedding(n_batches, batch_dim)\n", " self.mlp = nn.Sequential(\n", " nn.Linear(gene_dim + batch_dim, condition_dim),\n", " nn.LayerNorm(condition_dim),\n", " nn.GELU(),\n", " nn.Dropout(dropout),\n", " nn.Linear(condition_dim, condition_dim),\n", " )\n", "\n", " def forward(self, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n", " gene_emb = self.gene_embedding(gene_idx)\n", " batch_emb = self.batch_embedding(batch_idx)\n", " return self.mlp(torch.cat([gene_emb, batch_emb], dim=-1))\n", "\n", "\n", "class TimeEmbedding(nn.Module):\n", " def __init__(self, time_dim: int):\n", " super().__init__()\n", " self.time_dim = time_dim\n", " self.proj = nn.Sequential(\n", " nn.Linear(time_dim, time_dim),\n", " nn.SiLU(),\n", " nn.Linear(time_dim, time_dim),\n", " )\n", "\n", " def forward(self, t: torch.Tensor) -> torch.Tensor:\n", " half = self.time_dim // 2\n", " freqs = torch.exp(\n", " -math.log(10000.0) * torch.arange(half, device=t.device, dtype=t.dtype) / max(half, 1)\n", " )\n", " angles = t[:, None] * freqs[None, :]\n", " emb = torch.cat([torch.cos(angles), torch.sin(angles)], dim=-1)\n", " if emb.shape[1] < self.time_dim:\n", " emb = F.pad(emb, (0, self.time_dim - emb.shape[1]))\n", " return self.proj(emb)\n", "\n", "\n", "class FiLMResidualBlock(nn.Module):\n", " def __init__(self, hidden_dim: int, condition_dim: int, dropout: float):\n", " super().__init__()\n", " self.norm1 = nn.LayerNorm(hidden_dim)\n", " self.norm2 = nn.LayerNorm(hidden_dim)\n", " self.fc1 = nn.Linear(hidden_dim, hidden_dim)\n", " self.fc2 = nn.Linear(hidden_dim, hidden_dim)\n", " self.film1 = nn.Linear(condition_dim, hidden_dim * 2)\n", " self.film2 = nn.Linear(condition_dim, hidden_dim * 2)\n", " self.dropout = nn.Dropout(dropout)\n", "\n", " def forward(self, x: torch.Tensor, condition: torch.Tensor) -> torch.Tensor:\n", " gamma1, beta1 = self.film1(condition).chunk(2, dim=-1)\n", " h = self.norm1(x)\n", " h = h * (1 + gamma1) + beta1\n", " h = F.gelu(self.fc1(h))\n", " h = self.dropout(h)\n", "\n", " gamma2, beta2 = self.film2(condition).chunk(2, dim=-1)\n", " h = self.norm2(h)\n", " h = h * (1 + gamma2) + beta2\n", " h = self.fc2(h)\n", " h = self.dropout(h)\n", " return x + h\n", "\n", "\n", "class ConditionalVectorField(nn.Module):\n", " def __init__(self, latent_dim: int, time_dim: int, condition_dim: int, hidden_dim: int, num_blocks: int, dropout: float):\n", " super().__init__()\n", " self.input_proj = nn.Linear(latent_dim + time_dim, hidden_dim)\n", " self.blocks = nn.ModuleList(\n", " [FiLMResidualBlock(hidden_dim, condition_dim, dropout) for _ in range(num_blocks)]\n", " )\n", " self.out = nn.Linear(hidden_dim, latent_dim)\n", "\n", " def forward(self, z_t: torch.Tensor, t_emb: torch.Tensor, condition: torch.Tensor) -> torch.Tensor:\n", " h = self.input_proj(torch.cat([z_t, t_emb], dim=-1))\n", " for block in self.blocks:\n", " h = block(h, condition)\n", " return self.out(h)\n", "\n", "\n", "class ConditionalFlowMatchingModel(nn.Module):\n", " def __init__(self, input_dim: int, latent_dim: int, hidden_dim: int, condition_dim: int, time_dim: int, n_genes: int, n_batches: int, num_blocks: int, dropout: float):\n", " super().__init__()\n", " self.encoder = MLPEncoder(input_dim=input_dim, latent_dim=latent_dim, hidden_dim=hidden_dim, dropout=dropout)\n", " self.decoder = MLPDecoder(latent_dim=latent_dim, output_dim=input_dim, hidden_dim=hidden_dim, dropout=dropout)\n", " self.condition_encoder = ConditionEncoder(n_genes=n_genes, n_batches=n_batches, condition_dim=condition_dim, dropout=dropout)\n", " self.time_encoder = TimeEmbedding(time_dim=time_dim)\n", " self.vector_field = ConditionalVectorField(\n", " latent_dim=latent_dim,\n", " time_dim=time_dim,\n", " condition_dim=condition_dim,\n", " hidden_dim=hidden_dim,\n", " num_blocks=num_blocks,\n", " dropout=dropout,\n", " )\n", "\n", " def encode_x(self, x: torch.Tensor) -> torch.Tensor:\n", " return self.encoder(x)\n", "\n", " def decode_z(self, z: torch.Tensor) -> torch.Tensor:\n", " return self.decoder(z)\n", "\n", " def reconstruct(self, x: torch.Tensor) -> torch.Tensor:\n", " return self.decode_z(self.encode_x(x))\n", "\n", " def condition(self, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n", " return self.condition_encoder(gene_idx, batch_idx)\n", "\n", " def velocity(self, z_t: torch.Tensor, t: torch.Tensor, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n", " condition = self.condition(gene_idx, batch_idx)\n", " t_emb = self.time_encoder(t)\n", " return self.vector_field(z_t, t_emb, condition)\n", "\n", "\n", "model = ConditionalFlowMatchingModel(\n", " input_dim=adata.n_vars,\n", " latent_dim=LATENT_DIM,\n", " hidden_dim=HIDDEN_DIM,\n", " condition_dim=CONDITION_DIM,\n", " time_dim=TIME_DIM,\n", " n_genes=len(gene_vocab),\n", " n_batches=len(batch_vocab),\n", " num_blocks=NUM_FLOW_BLOCKS,\n", " dropout=DROPOUT,\n", ").to(DEVICE)\n", "\n", "ae_params = list(model.encoder.parameters()) + list(model.decoder.parameters())\n", "flow_params = (\n", " list(model.vector_field.parameters())\n", " + list(model.time_encoder.parameters())\n", " + list(model.condition_encoder.parameters())\n", ")\n", "optimizer = torch.optim.AdamW(\n", " [\n", " {\"params\": ae_params, \"lr\": LEARNING_RATE},\n", " {\"params\": flow_params, \"lr\": LEARNING_RATE * FLOW_LR_MULT},\n", " ],\n", " weight_decay=WEIGHT_DECAY,\n", ")\n", "\n", "if val_conditions:\n", " _n = min(len(val_conditions), VALIDATION_STEPS)\n", " VAL_EVAL_SUBSET = sorted(val_conditions)[:_n]\n", "else:\n", " VAL_EVAL_SUBSET = []\n", "\n", "lr_scheduler = None\n", "if LR_SCHEDULER == \"plateau\":\n", " lr_scheduler = torch.optim.lr_scheduler.ReduceLROnPlateau(\n", " optimizer, mode=\"min\", factor=PLATEAU_FACTOR, patience=PLATEAU_PATIENCE, min_lr=PLATEAU_MIN_LR\n", " )\n", "elif LR_SCHEDULER == \"cosine\":\n", " lr_scheduler = torch.optim.lr_scheduler.CosineAnnealingLR(optimizer, T_max=EPOCHS, eta_min=COSINE_MIN_LR)\n", "elif LR_SCHEDULER == \"onecycle\":\n", " total_steps = EPOCHS * STEPS_PER_EPOCH\n", " lr_scheduler = torch.optim.lr_scheduler.OneCycleLR(\n", " optimizer,\n", " max_lr=[LEARNING_RATE, LEARNING_RATE * FLOW_LR_MULT],\n", " total_steps=total_steps,\n", " pct_start=0.1,\n", " )\n", "\n", "print(model)\n", "print(\n", " \"LR scheduler:\",\n", " type(lr_scheduler).__name__ if lr_scheduler is not None else \"none\",\n", " \"| VAL_EVAL_SUBSET:\",\n", " len(VAL_EVAL_SUBSET),\n", " \"| flow_lr_mult:\",\n", " FLOW_LR_MULT,\n", ")\n" ] }, { "cell_type": "code", "execution_count": 6, "id": "91749254", "metadata": {}, "outputs": [], "source": [ "def sample_controls_like_targets(target_idx: np.ndarray, rng: np.random.Generator) -> np.ndarray:\n", " sampled = []\n", " for idx in target_idx:\n", " batch_name = batches[idx]\n", " pool = control_idx_by_batch.get(batch_name, control_train_idx)\n", " sampled.append(rng.choice(pool))\n", " return np.asarray(sampled, dtype=np.int64)\n", "\n", "\n", "def resample_unpaired_controls(\n", " source_idx: np.ndarray, target_idx: np.ndarray, rng: np.random.Generator\n", ") -> np.ndarray:\n", " \"\"\"Ensure source (control) indices never equal target (perturbed) indices.\"\"\"\n", " source_idx = source_idx.copy()\n", " for _ in range(64):\n", " clash = source_idx == target_idx\n", " if not np.any(clash):\n", " break\n", " for i in np.flatnonzero(clash):\n", " batch_name = batches[target_idx[i]]\n", " pool = control_idx_by_batch.get(batch_name, control_train_idx)\n", " source_idx[i] = rng.choice(pool)\n", " return source_idx\n", "\n", "\n", "def make_condition_batch(condition: str, split_name: str, rng: np.random.Generator) -> dict:\n", " target_pool = indices_by_split_gene[split_name][condition]\n", " size = min(BATCH_SIZE, len(target_pool))\n", " replace = len(target_pool) < size\n", " target_idx = rng.choice(target_pool, size=size, replace=replace)\n", " source_idx = sample_controls_like_targets(target_idx, rng)\n", " source_idx = resample_unpaired_controls(source_idx, target_idx, rng)\n", "\n", " if MAX_EVAL_CELLS_PER_GENE is not None and len(target_idx) > MAX_EVAL_CELLS_PER_GENE:\n", " target_idx = target_idx[:MAX_EVAL_CELLS_PER_GENE]\n", " source_idx = source_idx[:MAX_EVAL_CELLS_PER_GENE]\n", "\n", " source_x = torch.from_numpy(take_dense_rows(adata.X, source_idx)).to(DEVICE)\n", " target_x = torch.from_numpy(take_dense_rows(adata.X, target_idx)).to(DEVICE)\n", " gene_idx = torch.full(\n", " (len(target_idx),),\n", " fill_value=gene_to_idx.get(condition, gene_to_idx[\"__unk__\"]),\n", " device=DEVICE,\n", " dtype=torch.long,\n", " )\n", " batch_idx = torch.as_tensor(batch_index_per_obs[source_idx], device=DEVICE, dtype=torch.long)\n", "\n", " return {\n", " \"condition\": condition,\n", " \"source_idx\": source_idx,\n", " \"target_idx\": target_idx,\n", " \"source_x\": source_x,\n", " \"target_x\": target_x,\n", " \"gene_idx\": gene_idx,\n", " \"batch_idx\": batch_idx,\n", " }\n", "\n", "\n", "def compute_loss_terms(batch: dict) -> dict[str, torch.Tensor]:\n", " source_x = batch[\"source_x\"]\n", " target_x = batch[\"target_x\"]\n", " gene_idx = batch[\"gene_idx\"]\n", " batch_idx = batch[\"batch_idx\"]\n", "\n", " z0 = model.encode_x(source_x)\n", " z1 = model.encode_x(target_x)\n", " z1_bar = sinkhorn_barycentric_targets(\n", " x0=z0,\n", " x1=z1,\n", " epsilon=SINKHORN_EPSILON,\n", " n_iters=SINKHORN_ITERS,\n", " )\n", "\n", " t = torch.rand(z0.shape[0], device=DEVICE)\n", " sigma = NOISE_STD * torch.sqrt((t * (1.0 - t)).clamp_min(1e-6)).unsqueeze(-1)\n", " z_t = (1.0 - t).unsqueeze(-1) * z0 + t.unsqueeze(-1) * z1_bar + sigma * torch.randn_like(z0)\n", "\n", " target_velocity = z1_bar - z0\n", " pred_velocity = model.velocity(z_t, t, gene_idx, batch_idx)\n", " pred_z1 = z_t + (1.0 - t).unsqueeze(-1) * pred_velocity\n", " pred_x1 = model.decode_z(pred_z1)\n", " x_ot = model.decode_z(z1_bar)\n", "\n", " source_recon = model.reconstruct(source_x)\n", " target_recon = model.reconstruct(target_x)\n", "\n", " recon_loss = F.mse_loss(source_recon, source_x) + F.mse_loss(target_recon, target_x)\n", " flow_loss = F.mse_loss(pred_velocity, target_velocity)\n", " endpoint_loss = F.mse_loss(pred_z1, z1_bar)\n", " mmd_loss = rbf_mmd_loss(pred_x1, target_x)\n", " mean_loss = F.mse_loss(pred_x1.mean(dim=0), target_x.mean(dim=0))\n", " ot_decode_mmd = rbf_mmd_loss(x_ot, target_x)\n", " ot_decode_mean = F.mse_loss(x_ot.mean(dim=0), target_x.mean(dim=0))\n", " disp_reg = torch.mean((pred_z1 - z0) ** 2)\n", " vel_l2 = torch.mean(pred_velocity ** 2)\n", "\n", " total_loss = (\n", " RECON_WEIGHT * recon_loss\n", " + FLOW_WEIGHT * flow_loss\n", " + ENDPOINT_WEIGHT * endpoint_loss\n", " + MMD_WEIGHT * mmd_loss\n", " + MEAN_WEIGHT * mean_loss\n", " + OT_DECODE_MMD_WEIGHT * ot_decode_mmd\n", " + OT_DECODE_MEAN_WEIGHT * ot_decode_mean\n", " + DISPLACEMENT_REG_WEIGHT * disp_reg\n", " + VELOCITY_L2_WEIGHT * vel_l2\n", " )\n", "\n", " return {\n", " \"total\": total_loss,\n", " \"recon\": recon_loss.detach(),\n", " \"flow\": flow_loss.detach(),\n", " \"endpoint\": endpoint_loss.detach(),\n", " \"mmd\": mmd_loss.detach(),\n", " \"mean\": mean_loss.detach(),\n", " \"ot_decode_mmd\": ot_decode_mmd.detach(),\n", " \"ot_decode_mean\": ot_decode_mean.detach(),\n", " \"disp_reg\": disp_reg.detach(),\n", " \"vel_l2\": vel_l2.detach(),\n", " }\n", "\n", "\n", "@torch.no_grad()\n", "def evaluate_split_loss(\n", " split_name: str,\n", " conditions: list[str],\n", " seed: int,\n", " steps: int,\n", " fixed_condition_subset: list[str] | None = None,\n", " batch_rng_seed: int | None = None,\n", ") -> dict[str, float]:\n", " if fixed_condition_subset is not None:\n", " if len(fixed_condition_subset) == 0:\n", " return {}\n", " elif not conditions:\n", " return {}\n", "\n", " model.eval()\n", " if fixed_condition_subset is not None:\n", " subset = fixed_condition_subset[: min(len(fixed_condition_subset), steps)]\n", " else:\n", " rng = np.random.default_rng(seed)\n", " subset = conditions.copy()\n", " rng.shuffle(subset)\n", " subset = subset[: min(len(subset), steps)]\n", "\n", " brng = batch_rng_seed if batch_rng_seed is not None else seed\n", " rng = np.random.default_rng(brng)\n", "\n", " rows = []\n", " for condition in subset:\n", " batch = make_condition_batch(condition, split_name=split_name, rng=rng)\n", " losses = compute_loss_terms(batch)\n", " rows.append({key: float(value.item()) for key, value in losses.items()})\n", "\n", " return pd.DataFrame(rows).mean().to_dict()\n", "\n", "\n", "@torch.no_grad()\n", "def predict_gene_expression(\n", " condition: str,\n", " split_name: str,\n", " rng: np.random.Generator,\n", " n_stochastic: int = 1,\n", ") -> tuple[np.ndarray, np.ndarray, pd.DataFrame, np.ndarray]:\n", " target_idx_all = indices_by_split_gene[split_name][condition]\n", " if MAX_EVAL_CELLS_PER_GENE is not None and len(target_idx_all) > MAX_EVAL_CELLS_PER_GENE:\n", " target_idx_all = target_idx_all[:MAX_EVAL_CELLS_PER_GENE]\n", "\n", " pred_blocks = []\n", " pred_std_blocks = []\n", " real_blocks = []\n", " obs_blocks = []\n", " gene_id = gene_to_idx.get(condition, gene_to_idx[\"__unk__\"])\n", " condition_source = \"trained_gene_embedding\" if condition in gene_to_idx else \"unk_gene_embedding\"\n", "\n", " for start in range(0, len(target_idx_all), PRED_BATCH_SIZE):\n", " target_idx = target_idx_all[start : start + PRED_BATCH_SIZE]\n", " if n_stochastic <= 1:\n", " source_idx = sample_controls_like_targets(target_idx, rng)\n", " source_idx = resample_unpaired_controls(source_idx, target_idx, rng)\n", " source_x = torch.from_numpy(take_dense_rows(adata.X, source_idx)).to(DEVICE)\n", " batch_idx = torch.as_tensor(batch_index_per_obs[source_idx], device=DEVICE, dtype=torch.long)\n", " gene_idx = torch.full((len(target_idx),), gene_id, device=DEVICE, dtype=torch.long)\n", " z0 = model.encode_x(source_x)\n", " z1_hat = rk2_integrate_latent(model, z0, gene_idx, batch_idx, steps=INFERENCE_STEPS)\n", " pred_x = model.decode_z(z1_hat).cpu().numpy().astype(np.float32)\n", " pred_std_blocks.append(np.zeros_like(pred_x, dtype=np.float32))\n", " else:\n", " runs = []\n", " for s in range(n_stochastic):\n", " sub_rng = np.random.default_rng(int(rng.integers(0, 2**31 - 1)) + s * 1000003)\n", " source_idx = sample_controls_like_targets(target_idx, sub_rng)\n", " source_idx = resample_unpaired_controls(source_idx, target_idx, sub_rng)\n", " source_x = torch.from_numpy(take_dense_rows(adata.X, source_idx)).to(DEVICE)\n", " batch_idx = torch.as_tensor(batch_index_per_obs[source_idx], device=DEVICE, dtype=torch.long)\n", " gene_idx = torch.full((len(target_idx),), gene_id, device=DEVICE, dtype=torch.long)\n", " z0 = model.encode_x(source_x)\n", " z1_hat = rk2_integrate_latent(model, z0, gene_idx, batch_idx, steps=INFERENCE_STEPS)\n", " runs.append(model.decode_z(z1_hat).cpu().numpy().astype(np.float32))\n", " stacked = np.stack(runs, axis=0)\n", " pred_x = stacked.mean(axis=0)\n", " pred_std_blocks.append(stacked.std(axis=0))\n", "\n", " real_x = take_dense_rows(adata.X, target_idx)\n", " pred_blocks.append(pred_x)\n", " real_blocks.append(real_x)\n", "\n", " obs_chunk = adata.obs.iloc[target_idx][[\"perturbation_gene\", \"condition\", \"split\"]].copy()\n", " obs_chunk[\"target_cell_id\"] = adata.obs_names[target_idx].astype(str)\n", " if n_stochastic <= 1:\n", " obs_chunk[\"sampled_control_cell_id\"] = adata.obs_names[source_idx].astype(str)\n", " else:\n", " obs_chunk[\"sampled_control_cell_id\"] = \"stochastic_mean\"\n", " obs_chunk[\"condition_source\"] = condition_source\n", " obs_blocks.append(obs_chunk)\n", "\n", " pred_gene = np.vstack(pred_blocks).astype(np.float32)\n", " pred_std_gene = np.vstack(pred_std_blocks).astype(np.float32)\n", " real_gene = np.vstack(real_blocks).astype(np.float32)\n", " obs_gene = pd.concat(obs_blocks, axis=0)\n", " return pred_gene, real_gene, obs_gene, pred_std_gene\n", "\n", "\n", "@torch.no_grad()\n", "def evaluate_gene_metrics(split_name: str, conditions: list[str], seed: int) -> tuple[pd.DataFrame, ad.AnnData, ad.AnnData]:\n", " rng = np.random.default_rng(seed)\n", "\n", " pred_blocks = []\n", " real_blocks = []\n", " obs_blocks = []\n", " metrics_rows = []\n", "\n", " for condition in conditions:\n", " pred_gene, real_gene, obs_gene, pred_std_gene = predict_gene_expression(\n", " condition=condition, split_name=split_name, rng=rng, n_stochastic=UNCERTAINTY_SAMPLES\n", " )\n", "\n", " pred_blocks.append(pred_gene)\n", " real_blocks.append(real_gene)\n", " obs_blocks.append(obs_gene)\n", "\n", " pred_mean = pred_gene.mean(axis=0)\n", " real_mean = real_gene.mean(axis=0)\n", " pred_delta = pred_mean - control_mean\n", " real_delta = real_mean - control_mean\n", "\n", " row = {\n", " \"perturbation_gene\": condition,\n", " \"n_cells\": int(real_gene.shape[0]),\n", " \"mse_mean\": float(np.mean((pred_mean - real_mean) ** 2)),\n", " \"mae_mean\": float(np.mean(np.abs(pred_mean - real_mean))),\n", " \"pearson_mean\": safe_pearson(pred_mean, real_mean),\n", " \"pearson_delta\": safe_pearson(pred_delta, real_delta),\n", " \"delta_l2\": float(np.linalg.norm(pred_delta - real_delta)),\n", " }\n", " if UNCERTAINTY_SAMPLES > 1:\n", " row[\"pred_stochastic_std_mean\"] = float(np.mean(pred_std_gene))\n", " metrics_rows.append(row)\n", "\n", " pred = ad.AnnData(\n", " X=np.vstack(pred_blocks).astype(np.float32),\n", " obs=pd.concat(obs_blocks, axis=0),\n", " var=adata.var.copy(),\n", " )\n", " real = ad.AnnData(\n", " X=np.vstack(real_blocks).astype(np.float32),\n", " obs=pd.concat(obs_blocks, axis=0),\n", " var=adata.var.copy(),\n", " )\n", " metrics = pd.DataFrame(metrics_rows).sort_values(\"perturbation_gene\").reset_index(drop=True)\n", " return metrics, pred, real\n" ] }, { "cell_type": "markdown", "id": "e2bf6516", "metadata": {}, "source": [ "## Train The Conditional Flow Matching Model\n" ] }, { "cell_type": "code", "execution_count": 7, "id": "27f82aeb", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'epoch': 1, 'train_total': 0.7261, 'train_flow': 0.2356, 'train_recon': 0.2876, 'val_total': 0.3572, 'lr': 0.001}\n", "{'epoch': 2, 'train_total': 0.322, 'train_flow': 0.0056, 'train_recon': 0.2768, 'val_total': 0.3224, 'lr': 0.001}\n", "{'epoch': 3, 'train_total': 0.3096, 'train_flow': 0.0009, 'train_recon': 0.2731, 'val_total': 0.3219, 'lr': 0.001}\n", "{'epoch': 4, 'train_total': 0.3087, 'train_flow': 0.0006, 'train_recon': 0.2731, 'val_total': 0.3197, 'lr': 0.001}\n", "{'epoch': 5, 'train_total': 0.3108, 'train_flow': 0.0004, 'train_recon': 0.2751, 'val_total': 0.3196, 'lr': 0.001}\n", "{'epoch': 6, 'train_total': 0.3125, 'train_flow': 0.0003, 'train_recon': 0.2764, 'val_total': 0.3186, 'lr': 0.001}\n", "{'epoch': 7, 'train_total': 0.3083, 'train_flow': 0.0002, 'train_recon': 0.2729, 'val_total': 0.3191, 'lr': 0.001}\n", "{'epoch': 8, 'train_total': 0.3069, 'train_flow': 0.0002, 'train_recon': 0.272, 'val_total': 0.3208, 'lr': 0.001}\n", "{'epoch': 9, 'train_total': 0.3083, 'train_flow': 0.0001, 'train_recon': 0.2734, 'val_total': 0.3183, 'lr': 0.001}\n", "{'epoch': 10, 'train_total': 0.312, 'train_flow': 0.0001, 'train_recon': 0.2762, 'val_total': 0.3204, 'lr': 0.001}\n", "{'epoch': 11, 'train_total': 0.3084, 'train_flow': 0.0001, 'train_recon': 0.2737, 'val_total': 0.3186, 'lr': 0.001}\n", "{'epoch': 12, 'train_total': 0.3104, 'train_flow': 0.0001, 'train_recon': 0.2757, 'val_total': 0.3184, 'lr': 0.001}\n", "{'epoch': 13, 'train_total': 0.3096, 'train_flow': 0.0001, 'train_recon': 0.2749, 'val_total': 0.319, 'lr': 0.0005}\n", "{'epoch': 14, 'train_total': 0.3072, 'train_flow': 0.0, 'train_recon': 0.2732, 'val_total': 0.3175, 'lr': 0.0005}\n", "{'epoch': 15, 'train_total': 0.3046, 'train_flow': 0.0, 'train_recon': 0.2713, 'val_total': 0.3193, 'lr': 0.0005}\n", "{'epoch': 16, 'train_total': 0.3084, 'train_flow': 0.0, 'train_recon': 0.2745, 'val_total': 0.3177, 'lr': 0.0005}\n", "{'epoch': 17, 'train_total': 0.3057, 'train_flow': 0.0, 'train_recon': 0.2722, 'val_total': 0.3182, 'lr': 0.0005}\n", "{'epoch': 18, 'train_total': 0.3075, 'train_flow': 0.0, 'train_recon': 0.2735, 'val_total': 0.3174, 'lr': 0.0005}\n", "{'epoch': 19, 'train_total': 0.3051, 'train_flow': 0.0, 'train_recon': 0.2718, 'val_total': 0.318, 'lr': 0.0005}\n", "{'epoch': 20, 'train_total': 0.3029, 'train_flow': 0.0, 'train_recon': 0.2694, 'val_total': 0.3179, 'lr': 0.0005}\n" ] }, { "data": { "text/html": [ "
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20 rows × 21 columns

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" ], "text/plain": [ " epoch train_total train_recon train_flow train_endpoint train_mmd \\\n", "0 1 0.726086 0.287597 0.235618 0.078830 0.190431 \n", "1 2 0.321951 0.276832 0.005564 0.002245 0.182267 \n", "2 3 0.309613 0.273109 0.000928 0.000722 0.181945 \n", "3 4 0.308655 0.273063 0.000554 0.000601 0.181111 \n", "4 5 0.310805 0.275149 0.000363 0.000534 0.181921 \n", "5 6 0.312528 0.276359 0.000281 0.000505 0.182827 \n", "6 7 0.308339 0.272867 0.000211 0.000483 0.183340 \n", "7 8 0.306890 0.272027 0.000159 0.000465 0.181842 \n", "8 9 0.308317 0.273363 0.000132 0.000460 0.182320 \n", "9 10 0.311956 0.276195 0.000119 0.000449 0.182801 \n", "10 11 0.308387 0.273684 0.000094 0.000442 0.180344 \n", "11 12 0.310445 0.275663 0.000077 0.000438 0.180843 \n", "12 13 0.309572 0.274860 0.000064 0.000431 0.180777 \n", "13 14 0.307190 0.273207 0.000048 0.000427 0.180640 \n", "14 15 0.304604 0.271330 0.000043 0.000424 0.179007 \n", "15 16 0.308400 0.274548 0.000040 0.000424 0.179647 \n", "16 17 0.305699 0.272213 0.000037 0.000423 0.178551 \n", "17 18 0.307527 0.273461 0.000034 0.000419 0.179587 \n", "18 19 0.305071 0.271768 0.000032 0.000421 0.178401 \n", "19 20 0.302873 0.269402 0.000030 0.000421 0.179407 \n", "\n", " train_mean train_ot_decode_mmd train_ot_decode_mean train_disp_reg \\\n", "0 0.013061 0.190711 0.012874 0.078863 \n", "1 0.006630 0.182260 0.006632 0.002248 \n", "2 0.005960 0.181987 0.005957 0.000724 \n", "3 0.005832 0.181094 0.005827 0.000600 \n", "4 0.006041 0.181920 0.006042 0.000534 \n", "5 0.006453 0.182823 0.006456 0.000505 \n", "6 0.005928 0.183333 0.005926 0.000483 \n", "7 0.005690 0.181823 0.005690 0.000465 \n", "8 0.005737 0.182330 0.005741 0.000460 \n", "9 0.006346 0.182800 0.006349 0.000449 \n", "10 0.005828 0.180341 0.005828 0.000442 \n", "11 0.005852 0.180887 0.005853 0.000438 \n", "12 0.005823 0.180775 0.005824 0.000431 \n", "13 0.005275 0.180690 0.005275 0.000427 \n", "14 0.004914 0.179017 0.004912 0.000424 \n", "15 0.005304 0.179647 0.005305 0.000424 \n", "16 0.005146 0.178549 0.005146 0.000423 \n", "17 0.005491 0.179581 0.005489 0.000419 \n", "18 0.005025 0.178407 0.005023 0.000421 \n", "19 0.005041 0.179403 0.005039 0.000421 \n", "\n", " ... val_total val_recon val_flow val_endpoint val_mmd val_mean \\\n", "0 ... 0.357233 0.270025 0.019285 0.006376 0.232606 0.016578 \n", "1 ... 0.322358 0.268141 0.000624 0.000624 0.222793 0.015618 \n", "2 ... 0.321867 0.268512 0.000247 0.000500 0.221805 0.015897 \n", "3 ... 0.319691 0.267235 0.000109 0.000452 0.219989 0.015224 \n", "4 ... 0.319558 0.267634 0.000108 0.000458 0.218250 0.015324 \n", "5 ... 0.318567 0.266999 0.000080 0.000446 0.217384 0.015067 \n", "6 ... 0.319122 0.267365 0.000057 0.000427 0.218600 0.015263 \n", "7 ... 0.320815 0.268177 0.000036 0.000421 0.218680 0.015580 \n", "8 ... 0.318322 0.266749 0.000034 0.000415 0.217338 0.014970 \n", "9 ... 0.320359 0.268012 0.000032 0.000431 0.218044 0.015470 \n", "10 ... 0.318582 0.266860 0.000024 0.000408 0.216553 0.015041 \n", "11 ... 0.318373 0.266954 0.000014 0.000422 0.216261 0.015009 \n", "12 ... 0.319046 0.266958 0.000013 0.000408 0.216601 0.015054 \n", "13 ... 0.317530 0.266552 0.000006 0.000409 0.215501 0.014852 \n", "14 ... 0.319289 0.267379 0.000005 0.000415 0.217476 0.015219 \n", "15 ... 0.317750 0.266600 0.000005 0.000409 0.216036 0.014851 \n", "16 ... 0.318228 0.266857 0.000005 0.000408 0.216236 0.014949 \n", "17 ... 0.317383 0.266766 0.000005 0.000411 0.215717 0.014897 \n", "18 ... 0.317969 0.267077 0.000005 0.000407 0.216272 0.015069 \n", "19 ... 0.317881 0.266701 0.000007 0.000412 0.215959 0.014903 \n", "\n", " val_ot_decode_mmd val_ot_decode_mean val_disp_reg val_vel_l2 \n", "0 0.220882 0.016581 0.006376 0.019285 \n", "1 0.223224 0.015618 0.000624 0.000624 \n", "2 0.213580 0.015897 0.000500 0.000247 \n", "3 0.220651 0.015224 0.000452 0.000109 \n", "4 0.210994 0.015324 0.000458 0.000108 \n", "5 0.212976 0.015067 0.000446 0.000080 \n", "6 0.210317 0.015263 0.000427 0.000057 \n", "7 0.220539 0.015580 0.000421 0.000036 \n", "8 0.217291 0.014970 0.000415 0.000034 \n", "9 0.218747 0.015470 0.000431 0.000032 \n", "10 0.220423 0.015041 0.000408 0.000024 \n", "11 0.215913 0.015009 0.000422 0.000014 \n", "12 0.227646 0.015054 0.000408 0.000013 \n", "13 0.212916 0.014852 0.000409 0.000006 \n", "14 0.218394 0.015219 0.000415 0.000005 \n", "15 0.215316 0.014851 0.000409 0.000005 \n", "16 0.216927 0.014949 0.000408 0.000005 \n", "17 0.204130 0.014897 0.000411 0.000005 \n", "18 0.204290 0.015069 0.000407 0.000005 \n", "19 0.214677 0.014903 0.000412 0.000007 \n", "\n", "[20 rows x 21 columns]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "history_rows = []\n", "best_state = None\n", "best_val_total = float(\"inf\")\n", "rng = np.random.default_rng(RANDOM_SEED)\n", "epochs_no_improve = 0\n", "\n", "train_sampling_conditions = [g for g in train_conditions if g in indices_by_split_gene[TRAIN_SPLIT]]\n", "if not train_sampling_conditions:\n", " raise ValueError(\"No train perturbation conditions are available.\")\n", "\n", "for epoch in range(1, EPOCHS + 1):\n", " model.train()\n", " epoch_rows = []\n", "\n", " for _ in range(STEPS_PER_EPOCH):\n", " condition = rng.choice(train_sampling_conditions)\n", " batch = make_condition_batch(condition=condition, split_name=TRAIN_SPLIT, rng=rng)\n", "\n", " optimizer.zero_grad(set_to_none=True)\n", " losses = compute_loss_terms(batch)\n", " losses[\"total\"].backward()\n", " nn.utils.clip_grad_norm_(model.parameters(), max_norm=GRAD_CLIP_NORM)\n", " optimizer.step()\n", "\n", " epoch_rows.append({key: float(value.item()) for key, value in losses.items()})\n", "\n", " if lr_scheduler is not None and LR_SCHEDULER == \"onecycle\":\n", " lr_scheduler.step()\n", "\n", " train_summary = pd.DataFrame(epoch_rows).mean().to_dict()\n", " val_seed = VAL_BATCH_SEED if FIXED_VAL_BATCH_SEED else (RANDOM_SEED + epoch)\n", " val_sub = VAL_EVAL_SUBSET if (FIXED_VAL_SUBSET and VAL_EVAL_SUBSET) else None\n", " val_summary = evaluate_split_loss(\n", " split_name=VAL_SPLIT,\n", " conditions=val_conditions,\n", " seed=RANDOM_SEED + epoch,\n", " steps=VALIDATION_STEPS,\n", " fixed_condition_subset=val_sub,\n", " batch_rng_seed=val_seed,\n", " ) if val_conditions else {}\n", "\n", " row = {\"epoch\": epoch, **{f\"train_{k}\": v for k, v in train_summary.items()}}\n", " row.update({f\"val_{k}\": v for k, v in val_summary.items()})\n", " history_rows.append(row)\n", "\n", " current_val_total = val_summary.get(\"total\", train_summary[\"total\"])\n", " if current_val_total < best_val_total:\n", " best_val_total = current_val_total\n", " best_state = deepcopy(model.state_dict())\n", " epochs_no_improve = 0\n", " else:\n", " epochs_no_improve += 1\n", "\n", " if lr_scheduler is not None and LR_SCHEDULER == \"plateau\":\n", " lr_scheduler.step(current_val_total)\n", " elif lr_scheduler is not None and LR_SCHEDULER == \"cosine\":\n", " lr_scheduler.step()\n", "\n", " display_row = {\n", " \"epoch\": epoch,\n", " \"train_total\": round(train_summary[\"total\"], 4),\n", " \"train_flow\": round(train_summary[\"flow\"], 4),\n", " \"train_recon\": round(train_summary[\"recon\"], 4),\n", " \"val_total\": round(current_val_total, 4),\n", " \"lr\": round(optimizer.param_groups[0][\"lr\"], 8),\n", " }\n", " print(display_row)\n", "\n", " if EARLY_STOP_PATIENCE and epochs_no_improve >= EARLY_STOP_PATIENCE:\n", " print(f\"Early stopping at epoch {epoch} (no val improvement for {EARLY_STOP_PATIENCE} epochs).\")\n", " break\n", "\n", "if best_state is not None:\n", " model.load_state_dict(best_state)\n", "\n", "history = pd.DataFrame(history_rows)\n", "history\n" ] }, { "cell_type": "markdown", "id": "fc2eba64", "metadata": {}, "source": [ "## Figures — training dynamics\n", "\n", "Loss curves (total / validation) and training component losses. Files: `OUTPUT_DIR / \"figures\"` as PNG and PDF.\n" ] }, { "cell_type": "code", "execution_count": 8, "id": "a01ce791", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_fig_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n", "plot_training_history(history, tag=_fig_tag)\n" ] }, { "cell_type": "markdown", "id": "01fea9eb", "metadata": {}, "source": [ "## Predict the evaluation split and save outputs\n", "\n", "Run inference on the held-out split, compute per-gene metrics, and persist `pred` / `real` AnnData plus CSV summaries.\n" ] }, { "cell_type": "code", "execution_count": 9, "id": "de3913d9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Aggregate summary:\n", "method_name conditional_flow_matching_method\n", "input_path /root/final/data/processed/scPerturb/predictio...\n", "eval_split test\n", "train_split train\n", "val_split val\n", "n_control_cells_train 8653\n", "n_eval_cells 29965\n", "n_train_genes 2056\n", "n_eval_genes 2056\n", "n_eval_genes_missing_from_train 0\n", "mse_mean_avg 0.019112\n", "mae_mean_avg 0.097725\n", "pearson_mean_avg 0.975635\n", "pearson_delta_avg 0.111586\n", "delta_l2_avg 8.491366\n", "dtype: object\n", "\n", "Saved:\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/conditional_flow_matching_model.pt\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/pred_conditional_flow_matching_method_seen_cell_split_test.h5ad\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/real_conditional_flow_matching_method_seen_cell_split_test.h5ad\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/metrics_by_gene_conditional_flow_matching_method_seen_cell_split_test.csv\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/aggregate_conditional_flow_matching_method_seen_cell_split_test.csv\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/summary_conditional_flow_matching_method_seen_cell_split_test.csv\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/training_history_conditional_flow_matching_method_seen_cell_split_test.csv\n", "- /root/final/baseline/outputs/conditional_flow_matching_method/config_conditional_flow_matching_method_seen_cell_split_test.json\n" ] }, { "data": { "text/html": [ "
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perturbation_genen_cellsmse_meanmae_meanpearson_meanpearson_deltadelta_l2
0AAAS210.0071280.0640980.990898-0.0841285.558319
1AAMP100.0187540.1031770.9748460.3199239.015438
2AARS40.0434230.1586150.9451730.38464413.718369
3AARS2180.0077620.0678040.989657-0.0318095.800062
4AASDHPPT50.0299580.1336160.9644450.05261111.394714
\n", "
" ], "text/plain": [ " perturbation_gene n_cells mse_mean mae_mean pearson_mean pearson_delta \\\n", "0 AAAS 21 0.007128 0.064098 0.990898 -0.084128 \n", "1 AAMP 10 0.018754 0.103177 0.974846 0.319923 \n", "2 AARS 4 0.043423 0.158615 0.945173 0.384644 \n", "3 AARS2 18 0.007762 0.067804 0.989657 -0.031809 \n", "4 AASDHPPT 5 0.029958 0.133616 0.964445 0.052611 \n", "\n", " delta_l2 \n", "0 5.558319 \n", "1 9.015438 \n", "2 13.718369 \n", "3 5.800062 \n", "4 11.394714 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "eval_conditions_to_run = [condition for condition in eval_conditions if condition in indices_by_split_gene[EVAL_SPLIT]]\n", "if not eval_conditions_to_run:\n", " raise ValueError(f\"No conditions found for EVAL_SPLIT={EVAL_SPLIT}.\")\n", "\n", "metrics, pred, real = evaluate_gene_metrics(\n", " split_name=EVAL_SPLIT,\n", " conditions=eval_conditions_to_run,\n", " seed=RANDOM_SEED + 999,\n", ")\n", "aggregate = build_aggregate_frame(metrics)\n", "aggregate_summary = pd.Series(\n", " {\n", " \"method_name\": METHOD_NAME,\n", " \"input_path\": str(INPUT_PATH),\n", " \"eval_split\": EVAL_SPLIT,\n", " \"train_split\": TRAIN_SPLIT,\n", " \"val_split\": VAL_SPLIT,\n", " \"n_control_cells_train\": int(len(control_train_idx)),\n", " \"n_eval_cells\": int(pred.n_obs),\n", " \"n_train_genes\": int(len(train_conditions)),\n", " \"n_eval_genes\": int(len(eval_conditions_to_run)),\n", " \"n_eval_genes_missing_from_train\": int(len(set(eval_conditions_to_run) - set(train_conditions))),\n", " \"mse_mean_avg\": float(metrics[\"mse_mean\"].mean()),\n", " \"mae_mean_avg\": float(metrics[\"mae_mean\"].mean()),\n", " \"pearson_mean_avg\": float(metrics[\"pearson_mean\"].mean(skipna=True)),\n", " \"pearson_delta_avg\": float(metrics[\"pearson_delta\"].mean(skipna=True)),\n", " \"delta_l2_avg\": float(metrics[\"delta_l2\"].mean()),\n", " }\n", ")\n", "\n", "config = {\n", " \"name\": METHOD_NAME,\n", " \"input_path\": str(INPUT_PATH),\n", " \"split_strategy\": SPLIT_STRATEGY,\n", " \"train_frac\": float(TRAIN_FRAC),\n", " \"val_frac\": float(VAL_FRAC),\n", " \"eval_split\": EVAL_SPLIT,\n", " \"random_seed\": int(RANDOM_SEED),\n", " \"latent_dim\": int(LATENT_DIM),\n", " \"hidden_dim\": int(HIDDEN_DIM),\n", " \"condition_dim\": int(CONDITION_DIM),\n", " \"time_dim\": int(TIME_DIM),\n", " \"dropout\": float(DROPOUT),\n", " \"num_flow_blocks\": int(NUM_FLOW_BLOCKS),\n", " \"batch_size\": int(BATCH_SIZE),\n", " \"epochs\": int(EPOCHS),\n", " \"steps_per_epoch\": int(STEPS_PER_EPOCH),\n", " \"validation_steps\": int(VALIDATION_STEPS),\n", " \"learning_rate\": float(LEARNING_RATE),\n", " \"lr_scheduler\": LR_SCHEDULER,\n", " \"plateau_factor\": float(PLATEAU_FACTOR),\n", " \"plateau_patience\": int(PLATEAU_PATIENCE),\n", " \"early_stop_patience\": int(EARLY_STOP_PATIENCE),\n", " \"fixed_val_subset\": FIXED_VAL_SUBSET,\n", " \"flow_lr_mult\": float(FLOW_LR_MULT),\n", " \"uncertainty_samples\": int(UNCERTAINTY_SAMPLES),\n", " \"weight_decay\": float(WEIGHT_DECAY),\n", " \"recon_weight\": float(RECON_WEIGHT),\n", " \"flow_weight\": float(FLOW_WEIGHT),\n", " \"endpoint_weight\": float(ENDPOINT_WEIGHT),\n", " \"mmd_weight\": float(MMD_WEIGHT),\n", " \"mean_weight\": float(MEAN_WEIGHT),\n", " \"delta_mse_weight\": float(DELTA_MSE_WEIGHT),\n", " \"delta_cos_weight\": float(DELTA_COS_WEIGHT),\n", " \"delta_mmd_weight\": float(DELTA_MMD_WEIGHT),\n", " \"delta_bulk_weight\": float(DELTA_BULK_WEIGHT),\n", " \"ot_decode_mmd_weight\": float(OT_DECODE_MMD_WEIGHT),\n", " \"ot_decode_mean_weight\": float(OT_DECODE_MEAN_WEIGHT),\n", " \"displacement_reg_weight\": float(DISPLACEMENT_REG_WEIGHT),\n", " \"velocity_l2_weight\": float(VELOCITY_L2_WEIGHT),\n", " \"noise_std\": float(NOISE_STD),\n", " \"sinkhorn_epsilon\": float(SINKHORN_EPSILON),\n", " \"sinkhorn_iters\": int(SINKHORN_ITERS),\n", " \"inference_steps\": int(INFERENCE_STEPS),\n", " \"n_train_conditions\": int(len(train_conditions)),\n", " \"n_eval_conditions\": int(len(eval_conditions_to_run)),\n", " \"n_unseen_eval_conditions\": int(len(set(eval_conditions_to_run) - set(train_conditions))),\n", " \"feature_gene_columns\": FEATURE_GENE_COLUMNS,\n", " \"model_path\": str(MODEL_PATH),\n", "}\n", "\n", "pred.uns[\"baseline\"] = config\n", "real.uns[\"baseline\"] = config\n", "\n", "tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n", "pred_path = OUTPUT_DIR / f\"pred_{METHOD_NAME}_{tag}.h5ad\"\n", "real_path = OUTPUT_DIR / f\"real_{METHOD_NAME}_{tag}.h5ad\"\n", "metrics_path = OUTPUT_DIR / f\"metrics_by_gene_{METHOD_NAME}_{tag}.csv\"\n", "aggregate_path = OUTPUT_DIR / f\"aggregate_{METHOD_NAME}_{tag}.csv\"\n", "summary_path = OUTPUT_DIR / f\"summary_{METHOD_NAME}_{tag}.csv\"\n", "history_path = OUTPUT_DIR / f\"training_history_{METHOD_NAME}_{tag}.csv\"\n", "config_path = OUTPUT_DIR / f\"config_{METHOD_NAME}_{tag}.json\"\n", "\n", "torch.save(model.state_dict(), MODEL_PATH)\n", "pred.write_h5ad(pred_path, compression=\"gzip\")\n", "real.write_h5ad(real_path, compression=\"gzip\")\n", "metrics.to_csv(metrics_path, index=False)\n", "aggregate.to_csv(aggregate_path)\n", "aggregate_summary.to_frame(name=\"value\").to_csv(summary_path)\n", "history.to_csv(history_path, index=False)\n", "with config_path.open(\"w\") as f:\n", " json.dump(config, f, indent=2)\n", "\n", "print(\"Aggregate summary:\")\n", "print(aggregate_summary)\n", "print(\"\\nSaved:\")\n", "for path in [MODEL_PATH, pred_path, real_path, metrics_path, aggregate_path, summary_path, history_path, config_path]:\n", " print(\"-\", path)\n", "\n", "metrics.head()\n" ] }, { "cell_type": "markdown", "id": "viz-eval-metrics-md", "metadata": {}, "source": [ "## Figures — held-out evaluation\n", "\n", "Per-perturbation metrics (MSE vs Pearson, ranked Pearson, delta L2, mean vs delta correlation). Seen vs unseen training genes are colored when both cohorts exist.\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "97a06a5d", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_fig_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n", "plot_evaluation_metrics(metrics, tag=_fig_tag, train_genes=train_conditions)\n" ] }, { "cell_type": "markdown", "id": "bio-extended-md", "metadata": {}, "source": [ "## Extended biological analysis figures\n", "\n", "Additional plots for manuscript-style interpretation: gene-level calibration, MA-style view, perturbation–gene heatmaps, perturbation similarity, cell-space PCA, and error distributions. Requires upstream cells that define `pred`, `real`, `adata`, `metrics`, `control_mean`, and `eval_conditions_to_run`. Figures append to `FIGURE_DIR` with the `bio_` prefix.\n" ] }, { "cell_type": "code", "execution_count": 11, "id": "bio-extended-code", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager, possibly rendering your system unusable. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv. Use the --root-user-action option if you know what you are doing and want to suppress this warning.\u001b[0m\u001b[33m\n", "\u001b[0m" ] }, { "data": { "image/png": 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", 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", 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", 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", 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", 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", 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jNzcXcXFxWLBgAYKDgxEfH8/WMSIiAi1atKi0rbJBxepkZ2fD3t5eo3VJ/UctATVs4cKFSE9Px6pVq1S+Xt096s2bN8ft27eVlp06darK9Zs1a4Z//etfcHNzY8uV/fKq+OvIx8cHL1++hEgkQq9evSo9qruv2dzcHP369cPt27dVli0bPdynTx/k5OQgISGBLZuTk4MzZ85Uue2Kyg9CUigU+PXXX9kv/I4dO6J58+b4+++/VdajYhCgSlW/QFWde20HP509e1apCTYhIQGvX79m619QUAAjIyOlL6mDBw9qXMeKBg4ciF9//VVplP/p06eRnZ2NgQMHalX36hgZGcHLywuhoaHIzc3F8+fPa2zbmiooKIBAIFDq+vj555/V3uFQHSMjoyrP8/Tp0xETE4NvvvkGgwcPRqtWrard1jvvvAORSIQHDx5UuU67du2wevVq2NnZsddaWXdQ+Wvv9u3bKn+VV/W/pSogtrKywvjx4zFx4kR22/369YOZmRmePn2q8v+n7Iu9qs+QMg8fPsS7775b7fkgDQe1BNSwYcOGYdGiReysfRMnTkSTJk3w4MED7N27Fzk5ORg2bJjKsmPHjsXHH3+M5cuXo3///jhx4gQ7irnMzJkzYWtrC3d3d9ja2uLixYv4/fffMXv2bACAs7MzbGxs8N///hetW7eGsbEx3NzcMGTIEAQGBsLf3x+LFi2Cm5sb3r59i7S0NNy/f1/tSPENGzbA29sbEyZMwMSJE2Fra4unT5/i9OnTCA4Ohlgshr+/P3r06IF//vOfWLduHWxsbLBmzRpYWVlpdO5EIhFWrlyJwsJCtG7dGjt37sSTJ0/w66+/Aij9hbdp0ya8//77ePv2LQICAmBubo5Hjx4hJiYGq1evZvugq9KpUyckJCTg9OnTsLW1RevWrWFvb4+xY8diy5Yt6N27N959910cOHAAz54906jeZSwtLTF06FCEhoYiOzsbixcvRp8+feDn5wegtK98y5Yt+PTTTzFq1ChcvnwZP/74o8o6/vDDD4iKioKLiwuaNm2qMsBZsmQJ+vfvj+HDh+PTTz9FRkYGQkND0adPnyqvMU3dvHkT//rXvzBhwgS0bdsWOTk5WLNmDd55550anR9AU2V94cHBwZg5cybS0tKwcePGSt0M2ujUqROOHz8ODw8PmJub491334WlpSWA0nEfDg4OuHz5Mv773/+q3VbZLXspKSlKy0eOHImePXuie/fuMDc3R1RUFN68ecMeT9++fdGiRQssWLAAa9asQW5uLtauXavyl7adnR0++ugjLF++HDY2Nli7di0YhsH8+fMBAN999x0uX74Mf39/uLi44MGDBzhw4AA7HsTGxgYrVqzAokWL8PTpU4jFYhgYGODvv//G8ePH8csvv8DMzIydUGnHjh0YOXIkzMzM0LVrVwDA27dvcefOHSxbtozbSSf1j65HJjZWv/76K+Pj48PY2NgwRkZGzDvvvMPMnDmT+fPPP9l1UGF0slwuZz777DPGycmJsba2ZmbOnMkcOnRI6e6A8PBwZsCAAYydnR1jYmLCdO7cmdm2bZvSvo8dO8Z06tSJMTY2VipbVFTELF++nGnfvj0jEokYBwcHZtCgQcz+/fvZshVHfJd39epVZtiwYYy1tTVjamrKtG/fnpk1axbz5MkTdp0nT54wAQEBjImJCePi4sKsXr2amTdvnkZ3B5ibmzNJSUlMz549GZFIxLz77rvM8ePHK6176tQpxsvLizE3N2fMzc2ZLl26MP/617/YkfnVjSxPTU1lPDw8GEtLSwYAs2/fPoZhGEYqlTLBwcGMnZ0d06RJE2bJkiXMxo0bVd4doGq7ZXcdrFmzhnFxcWFMTEyYwMBA5tmzZ0rrrVu3jmnevDljZmbGDBkyhLl3716l6+Dp06fMsGHDGBsbGwYAs2zZMoZhVN81IJFImH79+jHGxsaMnZ0dM2XKFCYrK4t9vaq7RdS9JxkZGcwHH3zAtGnThjE2NmYcHR2ZMWPGMPfu3WPXqerugIqjyisen6qymtwdsH//fqZNmzaMiYkJ4+7uzly5cqXS3R5VXb+qtnfhwgWmR48ejKmpKQOAOXv2rFKZGTNmMLa2tkxhYWGV56m8jRs3Ms2bN1e6g2b9+vVMr169GGtra8bc3Jzp0aMHc+jQIaVy165dY3r37s2YmpoyXbt2Zc6cOaPy7oAuXbow0dHRTKdOnRiRSMR0796duXjxIrvOpUuXmICAAMbFxYURiURMy5YtmXnz5lW6W+C///0vuz8rKyume/fuzNKlSxm5XM6uExYWxjRv3pwRCoVK18kvv/zCmJubV3kHAml4BAzDYYQKITUsLCwM33zzDaRSqa6rQghKSkrQtm1bDB8+HP/+9781KvPy5Uu0aNECp06dgqenZy3XUDfGjRsHS0tL7N27V9dVITWEugMIIeT/yWQy/P777zh69CiePHmiVVKostkrt2zZ0iiDgAcPHiAmJkZp8i7S8FEQQAgh/+/58+fo06cPHBwcsH37dq0HwH3xxRfYtWsXZDJZg04ipMqzZ8/w/fff62RMCKk91B1ACCGE6Cm6RZAQQgjRUxQEEEIIIXqKggBCCCFET1EQQAghhPCwfft29OrVC8bGxpg4cWK16547dw6urq4wMzND79698fvvv1faVrNmzWBhYYExY8ZUOX15TdHrgYH9u3aHWyq3E7wl73f1K1VBIeQ+atiA4T5NKoQ8bgZhOGY/E3CPMwsU3C9NPtEtn7nnhTymrTfk8d4WC7i/t3z2y/m6APhdjzwU6+C3TwmPT9liHoXNDHjsuIT7dcEYcP+MMzU15VxWVyIiIiAUCnHmzBm8evUKhw8fVrleVlYW2rZti23btmHChAnYsWMHtm7dinv37sHY2BinT5/GxIkTcfr0abRv3x4fffQRBAIBfvrpp1qru163BJTw+cQmhBBCAIwePRojR45kk6lVJSIiAu3atcOkSZNgbGyMBQsWoKSkhM2vEh4ejuDgYPTo0QOWlpZYtWoVIiIiKqWFrkk0TwAhhJBGwaNzN8iN+P+2tXCww82bN5WWhYSEICQkhNd2U1NT0a1bN/a5QCCAm5sbUlNTERAQgNTUVAwdOpR9vX379hCJRLhz547KRFE1gYIAQgghjYLcSIietyqnl9bWvcH2KtN08yWVSpVSpQOliZ3y8vLY1ysmxSr/em3Q6+4AQgghpK5YWFhUatrPyclhs1eqe7021HoQIJfLYWNjwzatREdHw9PTEx4eHggODsamTZsgFovh7OyM/v37QywW4/jx41i7dq3SdpKTk+Hj4wOxWIwbN26wyzt37ozIyMjaPgxCCCENgIFAwPtRW1xdXZW+vxiGwc2bN+Hq6qry9fv376OoqAgdO3astTrVehAgkUgwYsQIREZGIiMjA9u3b8epU6dw4cIFTJ06FQsXLoREIoG/vz8iIiIgkUhgbW2ttA2GYbBlyxacOHECEomE7VO5f/8+evbsiZiYmNo+DEIIIfWcAICBgP9DW8XFxSgsLERxcTFKSkpQWFgIuVxeab3Ro0fjzz//xIEDByCTybB161YAgI+PDwBgypQp2LdvH65fvw6pVIovv/wSo0ePrvSdWJNqPQiIjo7GypUrcf36dcTGxiI4OBgmJiYAAA8PD4228ddff+Ht27cIDAzE5MmTUVBQAAA4fvw4Zs2ahaysLOjxnY6EEEL+ny5aAlauXAlTU1OsWrUKR44cgampKaZPnw6gtIn/woULAAB7e3v8+uuvWLt2LaytrXHw4EFERkbC2NgYADBkyBCEhYUhICAAzs7OkMlk+Pbbb2vu5KhQ60HA8+fP0aJFCzRr1gzp6elwcXHRehuZmZl48OABIiMjMXDgQPzwww8AgCtXrqBfv35wd3fHlStXqt3Ghg0b4OjoqPQoBgUOhBBC+AkLCwPDMEqP8PBwAKWD/cr/4BWLxUhNTUVBQQGuXr2qdLcAAMyZMwfPnz+HVCpFREREpYGENa1Wg4CbN2/i999/h7+/P5KSkmBvb4/nz59rvR1ra2u4u7vD2NgYnp6euHv3Lt68eYMrV65g2LBhiIqKQlRUVLXbCAkJQWZmptLDEDRPACGENBo10BXApTugIavVWwQjIyNx8OBB9O7dGzKZDH5+fjA2NsbIkSNhYmKCxMREDBw4UO122rdvj2fPnoFhGNy6dQvvvPMOYmJisH79eowbNw4AMHLkyNo8FEIIIQ1AbQ7sa4xqtSUgISEB3bt3BwCIRCKYmZlh9uzZ8PX1hYeHB/bs2VNl2T179sDHxwc+Pj548uQJxo8fD09PT+zduxfBwcGIiopSCiDs7Ozw4MGD2jwcQgghpFHR69wB7u/1QLeb3CaWoNwBGqLcARqj3AF1g3IHaKgB5g7o360HBt/hP8VukkcbnD59mvd2GgKaMZAQQkijQd0B2qEggBBCSKNB0+BqR6+DAAsHO2zJO8up7HzL9zjvd9urS5zLMobGnMsCMs4li43MOJXj8w9pxKNtXcGjCZVP/hEePRhgeDSPl/Bolc8p5n7Apobc6yzi0Q0h4/HRZSzL5VROoKg8+YumSky5T/ZiYMD9WIt53AFlwKNJX8Cnm4jUKb0OAgghhDQu1B2gHQoCCCGENApl0wYTzVH3CSGEEKKnqCWAEEJIo0HdAdrRWUuAuhTDAODv7w+gNLPSjBkzAAAPHz7ErFmzAACTJ0+Gra0tkpKSdHAEhBBC6huaNlg7OmsJKJ9i2MnJiU0xbGJiwmZcKi8lJQVv3rxRWrZu3Tq0bt26rqpMCCGknqOWAO3orCVA2xTDwcHB2Lt3r9IyZ2fnOqkrIYQQ0hjpLAjQNsXwqFGjEB0djRKON0SrSiVckJ/PaVuEEELqn7K7A6g7QHM6CQK4pBg2MDCAr68vTpw4wWmfqlIJm5pxmwCHEEJI/WQgEPB+6BOdjAngmmJ4+vTpGDJkCPr27auDWhNCCKnX9PCXPF86aQngmmK4SZMm6NatG/t80aJF2L9/P+bOnYsjR47URdUJIYSQRkOvUwn7+Pgg+tdfOJVtmLkDuOOcO4BHVM5nHn4+uQNEPH5K8Kkzn18wch5TtRcUcy9sasj9d4QIlDtAEwoeaaL5fLjzuR755A4wMTPnXHZg9x4IfsR/rNfhni0olTAhhBDSkAigf336fNG0wYQQQoie0vuWAIWQW7pMPk36c5v051x2Xd4fnMsaCxScy3JtGhTIuDfNKTh2QQCAgMevAWFxIff98kgHnCPnHpNbG3Jvfs1ndPNbgE+TPp9eTEFxEbd98uiKK+bRpM+jZ4tXk/5bHn1MJjy6ifiigYHa0fsggBBCSONB3QHaoSCAEEJIo0CphLVHYwIIIYQQPUUtAYQQQhoN6g7QTq22BKhLF7xp0yaIxWI4Ozujf//+EIvFOH78ONq0aYNBgwYhKCgIMpkMQOW0wQ8fPkTTpk0hFosxYMAA3Lt3rzYPhRBCSANAuQO0U6tBQPl0wRkZGWy64AsXLmDq1KlYuHAhJBIJ/P39ERERAYlEAmtra8yYMQNnz56FWCzGqVOnAJSmDZ43b57S9oOCgiCRSPDNN99UOcsgIYQQQlSr1SBA23TBFWVnZ7O3AlWXNjgvLw8WFhY1U2lCCCENFiUQ0k6tjgmomC64f3/N7o///vvvcfjwYZiYmODLL7+scr3IyEjcvn0b9+7dw4ULF6rd5oYNG7BhwwalZe3atdeoPoQQQhoGoZ59ifNVay0BXNIFl5kxYwZ+++03NG3aFFlZWVWuFxQUhHPnziEhIQHffPNNtdtUlUrYzMxUq2MihBBSfwkEgMBAwPuhT2otCChLFxwXF4fExEQcOnQI4eHhKCwsnY0tMTGx+ooJhfj000+xfft2tfuytrZGdnZ2TVSbEEII0Ru11h2QkJCA0NBQAP9LFzxz5kz4+vqCYRi0a9cOAwcOrHYbYrEYX375JRQKBT7//HMcPXoUJ06cQEhICHr37o3IyEjcuXMHMpkMW7Zsqa1DIYQQ0kAI9eyXPF96n0r4eGQUp7JGBW8477ch5g4Axznx+eQOkPPIHcBnvnXjEu65Axg+uQOKdZM7IJtHzgIzI93MN8bnY8u04BW3ffLIHSA3tuJcVle5A/ikmOaTO8CCRzetV4+e+DyHR17t/7exTRO9SSVMMwYSQgghPGRnZ2P8+PGwtLRE06ZNq2yZPnjwICwsLNiHubk5BAIBIiIiAJTeVi8UCpXWWb16da3WnWYMJIQQ0mjoYmDfnDlzUFRUhGfPnuHRo0cYPHgw3n33XQwdOlRpvX/+85/45z//yT6PjY3FxIkT4e/vzy5zdHREenp6ndVd74MAA6aYUzk+TYN8mvQXW3bmXHZrdgrnsiUibpdKkQH3pj0Rj/9lOY821CKhCfcd82BtxL0ZM49HV4INj/0KSmScy0LB7X8PABhj7vOCSE2acCqn4NEFwb1ji1+zPJ/vQ3MeXT0yhY56mQV1Pybg7du3OHLkCFJSUmBlZYWuXbti+vTp2Lt3b6UgoKK9e/diwoQJMDPjc4XwQ90BhBBCGgkBBEIh70d+fj4cHR2VHhXnmSlz7949lJSUwNXVlV3WrVs3pKamVlvTrKwsREZGIjg4uNJyZ2dntGrVCjNnzsTr16/5n5Zq6H1LACGEEFKemZkZMjMzNVpXKpXC2tpaaZmNjQ3y8vKqLXfw4EG0bdsW/fr1Y5d17NgRN27cQKdOnfDs2TPMmjULkydPRlQUtwHsmqAggBBCSKNR190BFhYWyM3NVVqWk5MDS0vLasvt27evUiuAs7MzO0V+ixYtsH37drRr1w75+fm11mVA3QGEEEIajbqeMbBDhw4QCARIS0tjl924cUOpe6Ci69evIzU1FR9++GG12xYKhWAYhtctseroPAiomG4YKM0YOGbMGLXrffzxx/Dy8kK/fv3YFMOEEEL0lAAQGAh5P7Rhbm6OsWPHYsmSJcjLy0Nqaip2796NqVOnVllm3759GDp0aKXEeGfPnsXDhw/BMAzS09Mxd+5c+Pr6wtzcnNPp0ITOg4Dy6YbLJCcnQygUoqioqMr1bt26BQMDA5w7dw4XL15Ely5d6rzuhBBCyI4dO2BkZAQXFxcMGTIEoaGh7J0BFhYWSgnuZDIZDh06pDJIuH79Ojw8PGBubo6ePXuiSZMm+PHHH2u17jofE1CWbnj+/PkAgJcvX8LR0RG9evVCfHw8hg0bpnI9ExMTpKam4smTJ2jRooXa/hdCCCGNmwC6mTbYxsYGR44cUfmaVCpVei4SifDqlepZKxcuXIiFCxfWeP2qo/OWgIrphmNiYhAYGIigoCDExMRUuV779u0xefJkjB49GgMHDsSzZ8+q3c+GDRsq3fJRkM99SltCCCH1j0Ao4P3QJzoNAiqmG46KikJcXBw2b96MSZMmsU0oqtYDgODgYFy9ehWLFy/Gtm3bqt2XqlTCpjqcoIEQQgjRNZ12B5SlG+7duzdkMhkmTJgAkUiEM2fOAAC+/vprpKSkIDY2Vmm9Dz/8EGPGjIGBgQGsra3h4OCAkhL+SSMIIYQ0bEItB/bpO52erYSEBHTv3h1AaT9JZGQk3Nzc2Nc9PT0RGRlZaT2pVIqnT59i+PDh8PLywpIlSzBnzhydHAMhhJD6o65vEWzodNoSkJCQoPRcoVBOdevl5QUvL69K5crGCpQfcUkIIUTPCXSTQKgho3YTQgghRE/p/BZBQgghpGYIaEyAligIEHI9BdxTqBoLFOpXqgKfdMDzbHpyLrsl/zanciZMkfqVqlBUwj2lr4GAe5NgMY80xGYG3MsqeDTMWRhxLoqXBdzr7GAi4r5jzv97AJ9MtZzfI4b74GNGwP29NeJxyxqflL48/g0g4PH/x1eNdAdw/4hucChkIoQQQvQUtQQQQghpFAQAhDUx2Y8etQRQEEAIIaRx+P8EQrzJ+W+ioaAggBBCSKNRM7kDai91b31TL8cEVEwbHB0dDU9PT3h4eCA4OBgA0LlzZ3h7e0MsFmPlypW1mm+ZEEIIaYzqZRBQPm1wRkYGtm/fjlOnTuHChQts+sWWLVsiISEBZ8+exevXr6vM4EQIIUR/0IyB2qmXQUBZ2uDr168jNjYWwcHBMDEpvV3Mw8NDaV2BQIDFixcrZRxURWUWwYKCWjsGQgghdU9gIOT90Cf18mgrpg12cXGpdn1HR0e8fPmy2nVUZhE0Na3JahNCCNElQemYAL4PfVLvgoCKaYPt7e3x/PnzastkZGTA0dGxjmpICCGENA717u6AiumF/fz8YGxsjJEjR8LExASJiYkYOHCgUpmNGzciICBARzUmhBBSXwhqYp4APVLvgoCEhASEhoYCKE0bbGZmhpkzZ8LX1xcMw6Bdu3YYOHAgHj9+DG9vb5SUlMDHxwdjx47Vcc0JIYToFuUO0Fa9DALKKxvwFxQUpLT8jz/+qLM6EUIIIY1RvQsCCCGEEK707RY/vigIIIQQ0igIamraYD1CQQDH9KDFRmacd8knUC0RcX/LuKYDBoD5Zp247TPvd877FDHc0zUXC7mnuDXm8QYxPFKo8vno4pNa19rYgPt+ue8WBkLuR8xnglBhQQ63fRoac96nwoj7/60hj4FuZgLuk+AzAu7/Q3yuR74EPK4rfURnixBCCNFT1BJACCGk0aC7A7RDQQAhhJBGg8YEaIfOFiGEEKKn6jQIqJgiGADWrVuHMWPGsM/DwsLQo0cPeHp6YsmSJWy5cePGQSwWo3///nj48CH27NkDd3d39O/fH+fOnavLwyCEEFIfCQSUQEhLdXq05VMEl0lOToZQKERRURG7bOfOnTh//jxSU1ORl5eHuLg49O3bFxKJBBKJBE5OTvDx8UFSUhLi4uKwdu3aujwMQggh9ZRAKOT90Cd1erTlUwQDwMuXL+Ho6Ag/Pz/Ex8crrVtSUgKpVAqFQgFTU1NcvXoVL1++hEgkgqmpKVq1agWgdGphTahMJZyfX7MHSAghRKcEBga8H/qkToOAiimCY2JiEBgYiKCgIHZ6YACYPXs22rZtCzc3N9jY2GDw4MHo1asXvL29MXz4cOTl5bHrrlmzBpMnT1a7b5WphM243+tPCCGENHR1FgRUTBEcFRWFuLg4bN68GZMmTcKFCxfYdXfu3ImUlBTcvXsXDMNAIBAgJCQEt27dgp+fHw4cOACgNM/A48ePMXHixLo6DEIIIfUYjQnQTp3dIlgxRfCECRMgEolw5swZAMDXX3+NlJQUdn07Ozv07t0bZ86cgaurK2xtbWFiYgIHBwdkZWXh8ePHWLVqFaKiourqEAghhNRzQj3r0+erzs5WQkICunfvDqC0Hz8yMhJubm7s656enkoDBgFgypQp2LNnDx4+fIhBgwZBLBbjxx9/xAcffIBVq1bh2bNnGDZsGLUEEEIIobsDOKizloCKKYIVCuVZx728vODl5aW0rHXr1jh8+DAA4PLly0qvfffdd7VQS0IIIUQ72dnZmDFjBmJjY2FpaYlFixZh/vz5KtcVCAQwMzOD4P/zjHh4eCA2NpZ9/ejRo1i8eDFevHiBfv36Ye/evexA+NqgXyEPIYSQRksA3YwJmDNnDoqKivDs2TOcPHkSq1evVvpiryglJQVSqRRSqVRpvdu3b2PKlCnYtWsXsrKy4ObmhvHjx3M5FRqjaYMF3OIgPtGTQMb91sQiA1POZU2YIvUrVYFrNsD5lu9x3+fbNM5lDUu4ZyDkek0AAHhkT1MIeGSa45GZsph7UV7Z4viUFQm4Zf8EAIWZLadyfLLU88l6KFNwP9YiHh/xBjwqLeKTKpWnur7P/+3btzhy5AhSUlJgZWWFrl27Yvr06di7dy+GDh2q1bYOHDgAf39/+Pr6AgBWrFgBBwcHpKWloUuXLrVRfWoJIIQQQri6d+8eSkpK4Orqyi7r1q0bUlNTqyzj7e0NJycnBAQEIC3tfz92UlNT0a1bN/a5paUl2rZtW+22+KIggBBCSKNRE90B+fn5lSaX27Bhg8r9SaVSWFtbKy2zsbFRms+mPIlEgocPH+L+/fvo3r07fH19kZuby27LxsZG423VBOoOIIQQ0jgIaiaLoJmZGTIzMzVa18LCgv0SL5OTkwNLS0uV65cNgBeJRFi5ciV+/PFHXLp0Cf7+/rCwsEBOTo7G26oJ1BJACCGk0RAaCHk/tNGhQwcIBAKlZv0bN24odQ9UW1+hEMz/j79wdXXFjRs32NekUin++usvjbfFBQUBhBBCCEfm5uYYO3YslixZgry8PKSmpmL37t2YOnVqpXXT0tLw22+/obi4GPn5+QgLC0NBQQH69esHAPjggw8QGxuLM2fOoLCwEMuWLYObm1utDQoEdJxK2M7ODmKxGO7u7rh06RKA0qyC3t7e8PT0xLhx4yCVSpGRkYGxY8dCLBbD09OTzTMwefJk2NraIikpqS4PgxBCSL0k0EkWwR07dsDIyAguLi4YMmQIQkND2TsDLCws2GnxMzMz8f7778Pa2hotW7ZEUlISTp48yY4D6NSpE/bt24cZM2bAzs4O169fx88//1xjZ0eVOh0TUD6VsJubG/r06YO4uDi8ePEC8+fPR48ePRAaGoqIiAjY2toiLS0NMpkM8+fPx1dffQU3NzfI5XK2uWTdunVo3bp1XR4CIYSQekwXM/7Z2NjgyJEjKl+TSqXs34MGDcKdO3eq3da4ceMwbty4Gq1fdXSaSrhMXl4eLCwskJSUBH9/f9jalt7H26VLF1hZWeHt27fsFMNGRkbo3bs3AMDZ2VnjfatMJVxQUENHRgghhDQ8Ok0lfOXKFbaJPzg4GOnp6XBxcVEq8+rVKzRp0gRA6SxLYrFYo9TBFalMJWzKfeIdQggh9YyAsghqS6ephPv06QOJRIK0tDRs2rQJzs7OeP78uVK5Jk2a4OXLlwCAnj17QiKRICMjo66qTQghpAHRxZiAhqzOjrYslXBcXBwSExPZFMJA6ehKqVQKd3d3nDx5Em/evAFQOo9yXl4ezM3N8fvvpdPWFhfzmeSUEEJIYyUAIDQw4P3QJ3WaRTA0NBRA6SQJUqmU7Q4oLCzEl19+CRMTE6xduxZjxoxBcXExHB0dER4ejq1bt2L27Nl4/fo1hEIhPvnkEwDAokWLcPToUZw4cQIhISF1OpiCEEIIaeh0lkq47Da/ivr27VtpXQsLC/zyyy+V1l2/fj3Wr19fc5UkhBDSoOlbnz5fNG0wIYSQRkJAQYCW9D4IKOCYz9RIyD1VpsLIjHNZEY8MnUUlJtz3y3BLzcsnHfB8c+6zZG3NTuFcljEUcS4LhnvaVz7jkXhkqoWRTKp+pSoUGprz2DN3RQz3fwRDjufZgEd6akMD7teUJVPIuSyf65ExtuBctohPnmg+BHWfSriho7NFCCGE6Cm9bwkghBDSeFB3gHYoCCCEENJoUBCgHTpbhBBCiJ6ilgBCCCGNBg0M1E69CALkcjkcHBxw/vx5uLm5ITo6GuvXrwfDMGjXrh26du2KyMhI3LlzB23atIFIJMKCBQuwYMECtGzZEgKBAEeOHGFzDBBCCNFDAgEEQv2a8Y+vehEylU8xnJGRge3bt+PUqVO4cOECpk6dioULF0IikcDf3x8RERGQSCSwtrbGjBkzIJFIMGPGjCrTOBJCCNEjQgP+Dz1SL4KA8imGY2NjERwcDBOT0nvaPTw81JYvS0VcHVWphPPz82uk/oQQQkhDVC+6AyqmGO7fv79G5b7//ntER0fjyZMnuHnzZrXrhoSEICQkRGmZj48P5zoTQgiph2hMgFZ0frYqphi2t7evlE64KjNmzEBiYiK+/fZb7Nq1q5ZrSgghpL4TGBjwfugTnbcElKUY7t27N2QyGfz8/GBsbIyRI0fCxMQEiYmJGDhwYLXbsLa2RnZ2dt1UmBBCCGkkdB4EVEwxbGZmhpkzZ8LX15e9O6CqIOD7779HXFwcGIbBvn376rLahBBC6h2B3g3s46teBAHllaUYDgoKqrRueHg4+7dYLMbff/9dq3UjhBDSwFAQoBWdBwGEEEJIjaAsglrT+yCA6+WiKOGeKlMg4J4GVc5jvwY89lss5JYK1ZBH+lU+6YDn2fTkXHZL/m3OZfmkbpXxSL/Kfa+AuULOuaxMyL3OZlxz+gIwYIo5lxUUcbw1WMC9vgyPsrzSARtxTx9ezCMbsAGPVOukbul9EEAIIaQRoe4ArVAQQAghpPGgIEAr1HlCCCGE6ClqCSCEENJICGhgoJbqPAjgkzGwVatWsLS0xNGjRyGXyxEUFAS5XI6WLVti//79ENKbTwgh+o26A7RS59+afDIGnj17FmKxGKdOnYKhoSEOHjyI8+fPo3Xr1pBIJHV9KIQQQuobyiKolToPAvhmDMzOzgbDMDA2NoazszMAwMjIiNdtd4QQQog+qvMgoGLGQBcXF43Kff/99+jWrRtOnToFPz8/dvnLly8RHx8PT0/PastTKmFCCGnkBJRASFt1GgTwzRj422+/oWnTpsjKygIAKBQKfPTRR9i+fTsM1LxxISEhyMzMVHqYmZnxPiZCCCH1haA0lTDfhx6p06MtyxgYFxeHxMREHDp0COHh4SgsLAQAJCYmVlteKBTi008/xfbt2wEAX3zxBcaNG4euXbvWet0JIYQ0ADQmQCt1GgQkJCSge/fuAP6XMXD27Nnw9fWFh4cH9uzZo3YbYrEYEokEz549w7Zt27Bnzx6IxWLExcXVdvUJIYSQRqVObxHkkzFQLBYDKJ13/+LFiwCAgoKC2qkoIYSQBkcAQKBnv+T50q/OD0IIIY2bDsYEZGdnY/z48bC0tETTpk2xZcsWleslJSXBz88P9vb2sLe3R0BAAP7880/2dYlEAqFQCAsLC/axevVqrmdCIzRjICGEEMLDnDlzUFRUhGfPnuHRo0cYPHgw3n33XQwdOlRpvTdv3mDq1Kn4+eefYWpqiqVLlyIoKAi3b/8vc6mjoyPS09PrrO56HwRwnV/AiEcbirC4kHPZIiGP1KA80hAbG3Cch4FP+lVDbumLAX7pgOebdeK+37zfOZc1NuB+vFBwT9msMLPlXNaYRw5jPtlmFTw+ugw4ptdleLw/Ah7vDx8CGffboA2NLbjvV879Mw4w5V5UIKjz7oC3b9/iyJEjSElJgZWVFbp27Yrp06dj7969lYKAis//9a9/Yf369cjKyoK9vX1dVptF3QGEEEIajxq4OyA/P7/SvDIbNmxQubt79+6hpKQErq6u7LJu3bohNTVVbVXPnTsHZ2dnpQAgKysLzs7OaNWqFWbOnInXr1/zPyfV0PuWAEIIIY1IDdznb2ZmhszMTI3WlUqlsLa2VlpmY2ODvLy8asv9/fffmDNnDrZt28Yu69ixI27cuIFOnTrh2bNnmDVrFiZPnoyoqCjtD0JDFAQQQgghHFlYWCA3N1dpWU5ODiwtLass8+TJE/j4+GDx4sWYMGECu9zZ2ZmdDr9FixbYvn072rVrh/z8/Fqb3I66AwghhDQadT1tcIcOHSAQCJCWlsYuu3HjhlL3QHlPnz6Ft7c3ZsyYgYULF1a7baFQCIZhwDDcx3OpU2tBgFwuh42NDW7evAkAsLOzg1gshru7Oy5dugQA8Pf3Z9cPDw/H4cOH8fDhQzRt2hSDBw/GoEGDEBkZCQD466+/8N577ymd2IiICLRp0wazZs2qrcMghBDSkNTxjIHm5uYYO3YslixZgry8PKSmpmL37t2YOnVqpXWfP3+OQYMG4YMPPkBoaGil18+ePYuHDx+CYRikp6dj7ty58PX1hbm5OefToU6tBQHlUwYDQJ8+fSCRSHDs2DFs3bq12rJBQUGIj49HdHQ0tm3bhidPnsDFxQWJiYlo3rw5u55YLMbJkydr6xAIIYQQtXbs2AEjIyO4uLhgyJAhCA0NZe8EsLCwwIULFwAA//nPf3D//n1s2LBBaS6Ax48fAwCuX78ODw8PmJubo2fPnmjSpAl+/PHHWq17rY0JKEsZPH/+fKXleXl5sLDQ7NYTc3NzTJ8+HWfOnEFwcHCl1+3s7Cr1xRBCCNFTAoFO5v63sbHBkSNHVL4mlUrZv5ctW4Zly5ZVuZ2FCxeq7SKoabUWBFRMGXzlyhWIxWLcuXMHR48eBQA8fvyYnQ44PT0dYWFhlbbj7OyMy5cv867Phg0bKt3i0a5de97bJYQQUn8I9CwLIF+1EgSUTxn8+vVrREVFoU+fPoiLi0NWVhamT5+OgQMHomXLlmzin/K5Asp78eIFO1qSj5CQEISEhCgt8/Hx4b1dQggh9QjlDtBKrQQBZSmDe/fuDZlMhg8//JB9zdzcXKl5pDr5+fnYu3evRtkFCSGEEKKdWmk3qZgyWCqVst0BYrEYc+fOrbZ8ZGQkvL29ERAQgE8++QQtWrTAq1ev4OPjg2vXrsHHxwe5ubmIj4/HBx98gOjoaEyfPr02DoUQQkhDIhDyf+iRWmkJqCplcEVlXQEAMGXKFPbv58+fV1q3SZMmOHPmjNKywYMHY/DgwTxqSgghpPEQ6N2XOF80YyAhhJBGg6EgQCt0tgghhBA9pfctAVzTmSp4zOIoEOrmtJsZcK80wzHlMvjMdsnwyFPLoyyfdMDzLd/jXHZd3h+cyxpzLgkUFHN/k7heFgDAKLiX5ZoCHAAUAm4pgY047xGQcdwnABgZcy/LI3s4DMD9f0huxH2eez7XMgDqDtCS3gcBhBBCGhE+kakeopCJEEII0VPUEkAIIaTxoBkDtUJBACGEkMZBQHcHaKtWz1bFdMLR0dHw9PSEh4cHgoODsWnTJojFYjg7O6N///4Qi8U4fvw42rRpg0GDBiEoKAgymQwAMHnyZNja2iIpKUlpH507d2YzFRJCCNFzNFmQVmr1aMunE87IyMD27dtx6tQpXLhwAVOnTsXChQshkUjg7++PiIgISCQSWFtbY8aMGTh79izEYjFOnToFAFi3bh3mzZuntP379++jZ8+eVU5GRAghhJCq1WoQUJZO+Pr164iNjUVwcDBMTEwAAB4eHmrLZ2dng2FK73FRlUTo+PHjmDVrFrKystj1CCGE6CsBtQRoqVaPtmI6YRcXF43Kff/99+jWrRtOnToFPz+/Kte7cuUK+vXrB3d3d1y5cqXabW7YsAGOjo5Kj/z8Aq2OhxBCSD1HQYBWau1oy6cTTkpKgr29vcqcAKrMmDEDv/32G5o2bYqsrCyV67x58wZXrlzBsGHDEBUVhaioqGq3GRISgszMTKWHmZmp1sdFCCGENBa1FgSUpROOi4tDYmIiDh06hPDwcBQWFgIAEhMTq6+YUIhPP/0U27dvV/l6TEwM1q9fj7i4OJw7dw6pqak1fgyEEEIaFkYg5P3QJ7V2tBXTCZuZmWH27Nnw9fWFh4cH9uzZo3YbYrEYEokECoUCixYtwv79+zF37lwcOXIEUVFRGDhwILuunZ0dHjx4UFuHQwghpCGg7gCtCBg9HlHn4+ODXyOr70aoDYZMMeeyMh5TO4gE3OcC5xodC0q4Hyuv3AF88jPwqLPucgfIOZfNZ7jPis9nhlY+H7V8cgdwZcSjwnIelzKf/eoqd0Axj3fXgkc37ZDB3jjx372cy5cZ9s/pOH36NO/tNAT6FfIQQgghhEUzBhJCCGk89Kw5ny+9DwK4Ns0zPJqbc+TcL1JrI+5NdAoeDT9cSyoE3M8TnynAZTxyPRsbcE/dyqdJf7FlZ85lt2ancC5rZsC5KAQ8umxKDE04l+XTvJ4n45bD2JBr3nEA1gY8usVKuP8jFJVwf3PNIeNc1kjB43h5dAcwEOjdwD6+9D4IIIQQ0ohQAiGt0NkihBBC9BS1BBBCCGkcBKAxAVqiIIAQQkjjQUGAVrQOAuRyORwcHHD+/Hm4ubkBKM3wd+XKFfzyyy8AgGvXrmH+/PkQCoVo37499uzZA29vbzAMA4FAgPfeew9r166FsbEx/P39ERcXBwAIDw+HiYkJ3N3d0b9/f3To0AGWlpb46aefsH79ekRGRsLY2BgTJ06EQqFAZGQk7ty5gzZt2kAkEuH48eOwtrauwdNDCCGENF5ah0zl0wOXSU5OhlAoRFFREQBg7dq1OHbsGM6fP49NmzYBKJ018OzZs0hISMA777yDrVu3VrufoKAgSCQS+Pn5scHFzp07cenSJfzyyy+YM2eOyjTEhBBC9BjNGKgVrY+2fHpgAHj58iUcHR3h5+eH+Ph4AICJiQnOnDkDuVyu8ou57AtcE127dsWzZ8/Y5wKBAG3btsXr16+1rTohhJBGjnIHaEfro62YHjgmJgaBgYEICgpCTEwMgNKWgNjYWLz77rvYsmVLpW0YGBigbLbix48fQywWQywWY+3atZXWvXjxItq3b88+l8lkuH//PhwcHLSqt6pUwgX5+VptgxBCSH0moJYALWk1JqB8euDXr18jKioK8fHxePXqFQwNDdlUwc2bN8f+/fshk8kwePBgfPTRR0rbUSgUEP7/vZwtW7ZUGhNQJjIyEnfv3sW7776LRYsW4datW5g9ezasrKwwb948GBhoNwlGSEgIQkJClJb5+PhotQ1CCCGkMdEqCChLD9y7d2/IZDJMmDABIpEIZ86cAQB8/fXXSElJga2tLTtYz9LSstJ2du3aBbFYXO2+goKC8O233yot27lzJ9zd3bWpMiGEEH2ig+RSDZlWQUBCQgJCQ0MBlA70i4yMxIoVK9jXPT09ERkZCYZhcPr0aRgYGCAwMBCWlpaQyWQYNGiQ0t0BhBBCSI3Ss+Z8vvQ+lXD08WOcyvLJHZAr4z7xuTX3rK/8cgdwDK75pDLlMVU7z9wB3HdcxGO/usodwBhwv5Ypd4BmeOUO4PGlls8rd0AR57LgkTvA2Ea78V7l+fj4IIbjZ3p5w0eO1iqVcHZ2NmbMmIHY2FhYWlpi0aJFmD9/vsp1z507h08++QR///03unTpgt27d+O99/6Xgnz79u1Ys2YNcnJy4Ofnh927d8PW1pbvIVWJQiZCCCGNhi7uDpgzZw6Kiorw7NkznDx5EqtXr0ZsbGyl9bKysjBixAgsWrQIb968wT/+8Q8EBQWxt9efPn0ay5YtQ1RUFF68eAEDAwPMmjWL9zmpDgUBhBBCGo86vjvg7du3OHLkCFatWgUrKyt07doV06dPx969eyutGxERgXbt2mHSpEkwNjbGggULUFJSwo6rCw8PR3BwMHr06AFLS0usWrUKERERyMnJqZFTo4reTxtczDHVbQmP5khrQ+6F84q5x20WfLoSOLZyG/Jo0ufTT8Xj7QEU3FOoGvPYLZ8m/Xk2PTmX5ZP+WMTjDS4o5v4O8+ixgZ0JtyZyPl0fAjmP7gAezERm3AvzqDJjxL2rhy+mBgYG5ufnw9HRUWmZqjvMAODevXsoKSmBq6sru6xbt26IiIiotG5qaiq6devGPhcIBHBzc0NqaioCAgKQmpqKoUOHsq+3b98eIpEId+7cQd++fXkflyp6HwQQQggh5ZmZmSEzM1OjdaVSaaVJ8WxsbJCXl6dy3Yr9++XXlUqlsLGx0WhbNYWCAEIIIY1GXQ91t7CwQG5urtKynJwclbfHW1hYVGraL7+uutdrA40JIIQQ0miUMAzvhzY6dOgAgUCAtLQ0dtmNGzeUugfKuLq64saNG+xzhmFw8+ZNdt2Kr9+/fx9FRUXo2LGjdidBCxQEEEIIaTSYGnhow9zcHGPHjsWSJUuQl5eH1NRU7N69G1OnTq207ujRo/Hnn3/iwIEDkMlkbCK9stlrp0yZgn379uH69euQSqX48ssvMXr06FpNjlerQYBcLoeNjQ1u3rwJoDT5kKenJzw8PBAcHAwAuHPnDoYMGQIvLy/Mnj0bcrkcixYtglgshp2dHcRiMYYOHYpLly6hc+fO8Pf3Z7f/8ccfY+DAgRg8eDBevHhRm4dCCCGEqLRjxw4YGRnBxcUFQ4YMQWhoKDvAz8LCAhcuXAAA2Nvb49dff8XatWthbW2NgwcPIjIyEsbGpUOKhwwZgrCwMAQEBMDZ2RkymazSzLk1rVbHBJRPO+zk5ITt27fj1KlTMDExYU/Kp59+in379qF58+bYtWsXvv32W6xfvx4A4O/vz+YVyM3NRUpKCkaNGsVuPzQ0FK1atUJ8fDx27dqlNHshIYQQ/cNngjKubGxscOTIEZWvSaVSpedisRipqalVbmvOnDmYM2dOjdavOrXaElA+7XBsbCyCg4NhYlJ664iHhwcePnyItm3bonnz5gCA6dOns1/6FVlZWcHU1FRpWatWrQAARkZGENB80YQQovcYhuH90Ce1GgRUTDvs4uKi9Hp6ejqaNm3KPjc0NESJljfgMwyDNWvWYMqUKdWupyqVcH5+gVb7IoQQQhqTWgsCyqcdTkpKgr29PZtquIyTk5PSsuLiYjbFsKZWrFiBcePGoXXr1tWuFxISgszMTKWHmZlptWUIIYQ0HAxKuwP4PvRJrY0JqJh22M/PD8bGxhg5ciRMTEyQmJiIgQMH4v79+3j27BmaNWuG//znP/D19dV4HydOnMDTp0+xbNmy2joMQgghDYiefYfzVmstAQkJCejevTuA0rTDZmZmmD17Nnx9feHh4YE9e/YAALZt24ZJkybBy8sLv//+Oz7++GOV20tNTYWPjw+uXbuGwMBAAMCCBQtw69YtiMViSk1MCCGEWgK0VGstAQkJCUrPY2JiAABBQUFKyzt37oz4+HiV2yg/SNDV1ZVNslDm7t27NVFVQgghRC/RtMGEEEIaDX0b3c8XBQGEEEIaDV4ZRPWQ3gcBhgy3fJk5PFL65jPcy9oYcb/EXxZwj5CtjbmlX+WTQNVIJlW/UhXMFXLOZRVmtupXqgKf9Lhm3E4xAH7pgBdbduZcdlvmec5lLYQ8Pn60zPlensyE2xSsuUXc31t7Q+71FeZmcC8rzeJcttiZ+3z1CgO9/2ppMOidIoQQ0mhQb4B2KAgghBDSaOjb6H6+KAgghBDSODA0MFBblEqYEEII0VM6DwIqphsGgHXr1mHMmDHs87CwMPTo0QOenp5YsmQJW27cuHEQi8Xo378/Hj58WNdVJ4QQUo8wKL07gO9Dn+g8CCifbrhMcnIyhEIhioqK2GU7d+7E+fPnkZqairy8PMTFxaFv376QSCSQSCRwcnLSRfUJIYTUIwzD/6FPdB4ElE83DAAvX76Eo6Mj/Pz8Ks0kWFJSAqlUCoVCAVNTU1y9ehUvX76ESCSqlGaYEEKI/ilhGN4PfaLzIKBiuuGYmBgEBgYiKCiInWoYAGbPno22bdvCzc0NNjY2GDx4MHr16gVvb28MHz4ceXl51e5HVSrhgvz82j48QgghpN7SaRBQMd1wVFQU4uLisHnzZkyaNAkXLlxg1925cydSUlJw9+5dMAwDgUCAkJAQ3Lp1C35+fjhw4EC1+1KVStjUzKy2D5EQQkgdYmrgoU90eotgxXTDEyZMgEgkYhMFff3110hJSWHXt7OzQ+/evXHmzBm4urrC1tYWJiYmcHBwQFYW95mxCCGENA40T4B2dNoSUDHdcGRkJNzc3NjXPT09lQYMAsCUKVOwZ88ePHz4EIMGDYJYLMaPP/6IDz74oE7rTgghhDR0Om0JqJhuWKFQKD338vKCl5eX0rLWrVvj8OHDAIDLly/XbgUJIYQ0KHo2ro83mjGQEEJIo1Gid736/FAQQAghpNGglgDtUBDAcJsfytRQN6dOUCLjXNbBRMS5rEL9KqrL8fiHLDQ051xWJuS+Y2MeU4YJBDzKcrwWAUBkyH3HfNIBz3X01Ml+S8ztOZflytSI+xAqhsfwqxIeqa0ZEyvOZbl+NgKAoZzP7dc050tdoiCAEEJIo8CA7g7QFgUBhBBCGg3qDtCOzmcMJIQQQohuUEsAIYSQRoPuDtBOnbcEVEwdbGdnB7FYDHd3d1y6dAlAaRZBb29veHp6Yty4cZBKpfD29mbX27FjBwDg888/h1gsxsCBA9GtW7e6PhRCCCH1DGUR1E6dtwSUTx3s5uaGPn36IC4uDi9evMD8+fPRo0cPhIaGIiIiAra2tkhLS4NMJoNIJEJcXBwYhoFYLMYnn3yCNWvWACiddOjUqVN1fSiEEELqGX3LAshXnbcEVEwdXCYvLw8WFhZISkqCv78/bG1Lb4vp0qUL7Ozs2PXkcjkMK9yeFxkZiaCgoNqvPCGEENKI1HkQUDF18JUrVyAWi+Hp6Yng4GCkp6fDxcWlUjmZTAaxWIxOnTrB19dX6bXk5GS4u7tXu19KJUwIIY0cAyhK+D/0SZ0GAapSB/fp0wcSiQRpaWnYtGkTnJ2d8fz580plRSIRJBIJ7t27h4SEBMjlcgBAWloaOnXqBKGw+kOhVMKEENK4lc4TwPB+6JM6DQLKUgfHxcUhMTGRTRkMAObm5pBKpXB3d8fJkyfx5s0bAMDt27fZvwHAwMAAAoGADQKioqKoK4AQQgjhoE6DgIqpg6VSKdsdIBaLMXfuXJiYmGDt2rUYM2YMPD09sXTpUhgZGbHdAQMHDkS/fv1g9v+/4k+fPl2pe4AQQog+YqBg+D9qy9KlS+Hg4ABra2tMmzYNRUVFKtfLzMzE+++/j2bNmsHKygq9evWqNPhdIBDA3NwcFhYWsLCwwNChQznVqU7vDqiYOjgmJkblen379q20bsXnZeLj42umcoQQQhq8+tqcv3v3bhw8eBDJycmwtrbGiBEj8NVXX2HdunWV1pVKpejRowc2bNgAFxcX/Prrrxg9ejTS0tLQqlUrdr2UlBR07NiRV71oxkBCCCGNRn0dGLhv3z4sXLgQbdq0gb29PZYtW4Z9+/apXLdNmzb47LPP0KxZMwiFQowePRotW7bEtWvXarxeFAQQQgghtSw1NVVpUrtu3brh5cuXyMjIUFv2+fPnuH//Prp06aK03NvbG05OTggICEBaWhqnetG0wUJup0DEFHPepYzPaVdw3y/XYwUAAzV3X1SFTyphPswMuce3Qh7pgBmuOZcBlBiacC5bUMz9RFvwuC50lYZ4S97vnMuWCLil1BbxuDAEcu7/t8XG3NMBGyoKOZdlDLinHhcouKc856smugPy8/Ph6OiotCwkJAQhISGctymVSmFjY8M+L/s7Ly8PTk5OVZYrLCzE+PHjMW3aNKWmf4lEgn79+qGoqAjr1q2Dr68vbt++DSsr7a4XagkghBDSKDBAjQwMNDMzq3RLeXUBwNixYyEQCKp8AICFhQVycnLYMmV/W1paVrldmUyGMWPGwMnJCdu2bVN6zcvLCyKRCJaWlli5ciUMDQ3Zqfe1QUEAIYSQRqOE4f/Q1tGjR8EwTJUPAHB1dcWNGzfYMjdu3ICDg0OVrQAymQzjxo2DgYEBDh8+XGmm3IqEQiG7L21QEEAIIYTUsilTpmDz5s148OABXr9+jRUrViA4OFjlunK5HOPHj0dRURGOHDkCIyMjpdfT0tLw22+/obi4GPn5+QgLC0NBQQH69eundb0oCCCEENJoKEoY3o/aMG3aNEycOBG9e/dG69at0b59e6xYsYJ9fejQoVi9ejUA4NKlSzh+/DjOnz8Pe3t7di6AgwcPAvjfPALW1tZo2bIlkpKScPLkSaUxB5qq84GBcrkcDg4OOH/+PNzc3BAdHY3169eDYRi0a9cOXbt2RWRkJO7cuYM2bdpAJBJhwYIFWLBgAVq1agVLS0scPXoUIpEIEyZMQHp6OgwNDXHkyBGlREOEEEL0T32dJ0AgEGDlypVYuXKlytdjY2PZv728vKpt2h80aBDu3LlTI/Wq85aA8qmEMzIysH37dpw6dQoXLlzA1KlTsXDhQkgkEvj7+yMiIgISiQTW1taYMWMGzp49C7FYzM6cdODAAZw7dw5TpkzB4cOH6/pQCCGEkAZNp6mEY2NjERwcDBOT0lujPDw81JbPzs5mI6SyfpLCwkLesyYRQghp2Bim9LZkvg99ovNUwqrSBqvy/fffo1u3bjh16hT8/PwAlN53OWDAAGzbtg0dOnSotjylEiaEkMaPsghqR6ephO3t7VWmDVZlxowZ+O2339C0aVNkZWUBKL3v8uLFi1i7di02b95cbXlKJUwIIY1ffR0YWF/pNJXwoUOHEB4ejsLC0lmtEhMTqy0vFArx6aefYvv27WAYhk0nbG1tzXYpEEIIIUQzdZ5FMDQ0FEBpKmEzMzPMnDkTvr6+7N0BAwcOrHYbYrEYX375JWQyGfz8/CAQCCASiRAeHl4HR0AIIaQ+07fmfL7qRSrhoKCgSuuW/1IXi8UQi8UASm+zuHjxIoDSOw0IIYSQMvo2sI8vmiyIEEII0VOURZAQQkijwIC6A7RFQQBHfNIBc0nywJY1tuBclk8zGdcqiwQlnPdZxHBP3WrAI9Wzgsd7W5YxjAs591MFAx7pjyHg3iBYYm7PuSyfdMDzLd/jXHbbK+0zrQEAIzLlvE+D3HTOZQWm1tzLFnNPJVxiasu5LGPIPQ0xXyV6NrqfLwoCCCGENBo0JkA7NCaAEEII0VPUEkAIIaSR0L8Z//iiIIAQQkijoaAgQCu12h0gl8thY2ODmzdvAihNHuTp6QkPDw8EBwdj06ZNEIvFcHZ2Rv/+/SEWi3H8+HG0adMGgwYNQlBQEGQyGQBg8uTJsLW1RVJSErv9FStWwMPDAwsXLqzNwyCEENIAMEzpwEC+D31Sq0FATaYNXrduHebNm8duOz09HWlpabhw4QIKCwuRmppam4dCCCGENDq1GgTUZNpgZ2dnpddSUlLYWQQHDx6MK1euVLstyiJICCGNH6US1k6tBgE1mTa4ouzsbFhZWQEoTSCUnZ1d7TYpiyAhhDR+lEpYO7UWBNR02uCKrK2tkZubCwDIzc2FjY1NTVWdEEII0Qu1FgTUZNpgVXr27Ilz584BAOLj49GnT5+aPQBCCCENjoJheD/0Sa0FAQkJCejevTuA/6UNnj17Nnx9feHh4YE9e/ao3YZYLIZEIoFCocCiRYuwf/9+zJ07F0eOHIGLiws6duwIDw8PGBkZwdXVtbYOhRBCSAPAAFCUMLwf+kTA8JnIvoHz8fFBdORxTmVlDPf4ic8pN+YxSTyv3AEcyxmCR+6AEu7HaixQcC6rEHCfPkNXg4r4XFOmslzOZUtMLDmXRQn3/A4NLndAtmZdoaqU6FnuABNz7tfUALE3xnz9H87ly8SumIXTp0/z3k5DQNMGE0IIIXqKZgwkhBDSaOhbcz5feh8EFHNsDDHm0YQqKC7iXFZq0oRzWTMD7v8cwoIcTuUUZtybFA15tFMJirjPAWFgZMK5rELAvRk0T8a9C8POxIBzWZkJ9+ZmPkp4nCuuTfoAMLdJf07lNkd+xnmfBu904lxWYGTMuWzJnST1K1Wlm+rbszXBCHX01cJQEKAt6g4ghBBC9JTetwQQQghpHMruDiCaoyCAEEJIo0FBgHYoCCCEENJoUBCgnXoTBMjlcjg4OOD8+fNwc3MDUJo58MqVK/jll18wadIkPH78GDdv3oSbmxtat26NVq1aITIyElZWVvDy8sLy5ct1fBSEEEJIw1FvgoDyaYfLgoDk5GQYGBigqKgI+/fvBwD4+/sjLi4OABAWFoadO3fC3d1dZ/UmhBBSX+jfjH981Zu7A8qnHQaAly9fwtHREX5+foiPj+e9fVWphPPzC3hvlxBCSP1A0wZrr94EARXTDsfExCAwMBBBQUGIiYmpstzs2bMhFotx7NixarevKpWwmRn3aUAJIYTUMwwFAdqqF90B5dMOv379GlFRUYiPj8erV69gaGhYbQpi6g4ghBBCuKkXQUBZ2uHevXtDJpNhwoQJEIlEOHPmDADg66+/RkpKCnr27KnjmhJCCKnPivXslzxf9aI7oGLa4fKDAwHA09MTkZGRuqoeIYSQBqI+dwcsXboUDg4OsLa2xrRp01BUVPUU8mKxGCYmJrCwsGAf5aWmpsLd3R1mZmbo3LkzEhISONWp3gQBhob/a5RQKBRYsmQJ+7z87X9ldwYApXcHUFcAIYSQ+m737t04ePAgkpOT8ffff+POnTv46quvqi2zZcsWSKVS9lFGLpezY+bevHmDZcuWYdSoUcjMzNS6XvUiCCCEEEL4qs93B+zbtw8LFy5EmzZtYG9vj2XLlmHfvn2ctiWRSJCfn4/Q0FAYGxtjwoQJcHV1xZEjR7TeVr0YE9AQCRRyzmUZQ+5ZwRQMjwuUKeFelGOdBZz3CBiUyLgXFnCPbxkD7tntjDiXBAyF3M+WgMd7m1vE/ZoyNeJ+nkU8jpcRcb+zh2s2wAVB33De57+fxqlfqQol5vacywo7cm8pVRhy/z/g83/PF6/PyP+Xn58PR0dHpWUhISEICQnhvM3U1FR069aNfd6tWze8fPkSGRkZcHJyUllm6dKlWLJkCdq2bYulS5ciMDCQ3VbXrl0hFAqVtpeamqp1vSgIIIQQ0mjUxC95MzMzTk3r1ZFKpbCxsWGfl/2dl5enMghYt24dOnXqBBMTE0RHR2PixIk4e/Ys+vTpU2lbZdt79OiR1vWi7gBCCCGEh7Fjx0IgEFT5AAALCwvk5OSwZcr+trS0VLnNvn37wsrKCiKRCKNHj8bYsWMRERGhcltl26tqW9WhIIAQQkjjoKPJgo4ePQqGYap8AICrqytu3LjBlrlx4wYcHByq7AqoSCgUKm3r1q1bKCn5XzfgjRs34OrqqnXdKQgghBDSKNTngYFTpkzB5s2b8eDBA7x+/RorVqxAcHCwynWzs7MRGxuLgoICKBQKREZG4ueff0ZQUBCA0tsHTU1NsX79ehQVFeHIkSO4desWxo0bp3W9aEwAIYQQUsumTZuGR48eoXfv3pDL5Rg7dixWrFjBvj506FB4eHjgiy++gFwux7Jly3D79m0IhUK0a9cO+/fvx4ABAwAARkZGiIyMxLRp07B8+XK88847iIiIqDSYURP1IgiomEbYzs4Obm5uKCwsxKZNm5CUlITIyEjcuXMHbdq0gUgkwtatWzFp0iQoFApOIyIJIYQ0PooS7nfK1CaBQICVK1di5cqVKl+PjY1l/3ZwcMCVK1eq3V7Xrl2RnJzMu171ojugfBphAOjTpw8kEgmOHTuGrVu3YuHChZBIJPD390dERAQkEgnat2+PxMRENG/eXMe1J4QQUj/w7wrQtwRC9SIIqJhGuExeXl6lqRLLmJmZaTUSklIJE0JI41afxwTUV/UiCKiYRvjKlSsQi8Xw9PSscuCEtiiVMCGEEKJM52MCVKUR7tOnD+Li4pCVlYXp06dj4MCBuq4mIYSQBoCyCGpH50FAxTTCH374Ifuaubm5UtIEQgghpEpMzcwYqE903h1QMY2wVCpluwPEYjHmzp2rstyrV6/g4+ODa9euwcfHB7m5uXVZbUIIIfUQjQnQjs5bAirmQI6Jialy3fDwcPbvJk2a4MyZM7VVLUIIIaTR03kQQAghhNSEsrsDiOb0Pgjger2UmFpz3mexgPtpN+NcEmB4pNdVGHGrM5+snoY8UvryOVaBgnsKY5mAe52tDYo5lxXIuZe1N+SRdplHjyKfOhvkpnMv+04nTuX4pAP+tLk/57I7/tI+RzxLrpt03CXG2ieyYZnyu2uLggDt6HxMACGEEEJ0Q+9bAgghhDQeNdESIKiBejQUFAQQQghpNBgKArRCQQAhhJDGgQFKaiAI0Kd+cn06VkIIIYSUU+dBgFwuh42NDW7evAkAsLOzg1gshru7Oy5dugQASE5Ohre3Nzw9PTFu3DhIpVJ4e3uzEwgdO3YMly5dQufOneHvz33ULSGEkMaFYRjeD31S590B5dMGu7m5sXkCXrx4gfnz56NHjx4IDQ1FREQEbG1tkZaWBplMBpFIhLi4/92ik5ubi5SUFIwaNaquD4EQQkg9xICpkTEB+qTOWwLUpQ1OSkqCv78/bG1tAQBdunSBnZ1dpe1YWVnBVIv7SSmVMCGEEKKszoMAdWmD09PT4eLiUqmcTCZjuwMePHig9X4plTAhhDR+JSUM74c+qdPuAE3SBs+dOxdJSUmVylbsDiCEEEIqYkp0XYOGpU5bAsrSBsfFxSExMVEpAVBZ2mB3d3ecPHkSb968AQDcvn2b/ZsQQgipDg0M1E6dBgGapA02MTHB2rVrMWbMGHh6emLp0qUwMjKqtK3U1FQ2lXBgYGBdHgYhhBDSKNRpd4CmaYP79u1bad2KXQGurq6USpgQQogSfevT54tmDCSEENI4MDUzbbA+0esggAFQzPGCMTDgfur4XKMFxdxHvRgJuc+IbcixrEzBvb6WTCHnsroaHWRkzD2VMEp0M4GnMDeDc9kSM1vOZYuNrTiXFfBI5S0wMuZUrsTcnvM++aQD/qTtOM5lt55bw7mswL4V57J80hDzRUGAdmjaYEIIIURP6XVLACGEkMalRM9G9/NFQQAhhJBGg7oDtEPdAYQQQoie0mkQUDGjIACsW7cOY8aMYZ+HhYVhwIAB7PPx48dj1qxZAIDOnTtDLBZjwIABuH37dt1VnBBCSL3DoLQlgO9Dn+g0CCifUbBMcnIyhEIhioqK2GVFRUV49eoVZDIZMjMz2eUtW7aERCLBd999h2+++aZO604IIaT+odwB2tFpEFAxo+DLly/h6OgIPz8/xMfHs+sFBATgxIkTOHfuHLy8vCptp0uXLkhPT6+zehNCCKmHGJo2WFs6DQIqZhSMiYlBYGAggoKClGYT9Pb2xtmzZxETE4OAgIBK27l8+TLatGlT7b5UpRIuyM+v8WMihBBCGgqd3R2gKqNgfHw8Xr16BUNDQzx//pxd19i4dHKPFy9ewNHRkV3++PFjDBo0CFZWVti5c2e1+wsJCUFISIjSssE+PjV4RIQQQnSNsghqR2dBQFlGwd69e0Mmk2HChAkQiURsPoCvv/4aKSkp7PoTJ07E69evlbbRsmVLSi9MCCGEpW99+nzprDugYkbByMhIuLm5sa97enoqDRj08/PDP/7xjzqvJyGEEFITli5dCgcHB1hbW2PatGlKA+DLe/z4MSwsLJQeQqEQc+fOZdcRCAQwNzdnXx86dCinOumsJaBilkCFQqH03MvLS+UgwHfeeQfffvstgMqZBQkhhOiz+nuL3+7du3Hw4EEkJyfD2toaI0aMwFdffYV169ZVWrdly5aQSqXs8zdv3sDFxQXjx49XWi8lJQUdO3bkVS+aLIgQQkijUV/nCdi3bx8WLlyINm3awN7eHsuWLcO+ffs0Knvo0CG0bNkSAwcOrPF6URBACCGk0ShhGN6P/Pz8SneTbdiwgVe9UlNT0a1bN/Z5t27d8PLlS2RkqM/iuW/fPgQHB1da7u3tDScnJwQEBCAtLY1TvfQ6d4AAgJkBt6ivGNzT8hpwL8qrrEzBPcI1E8g5lSvic4nxGObLGJlwLiuQcb91lM+PiKISA85lzURmnMsKpVmcyzIm3NMBGyq4p4oWFHMvW3IniVM5YUd3zvuEXMa5KJ90wPO8Pudc9t9PuXe3MsbmnMvWB2ZmZkoT09UEqVQKGxsb9nnZ33l5eXBycqqy3M2bN3Hjxg2lMXJA6WR7/fr1Q1FREdatWwdfX1/cvn0bVlba/U9SSwAhhJBGQVfTBo8dOxYCgaDKBwBYWFggJyeHLVP2t6WlZbXb3rdvH/z8/NC0aVOl5V5eXhCJRLC0tMTKlSthaGiIS5cuaV13CgIIIYQ0DoxugoCjR4+qnYHQ1dUVN27cYMvcuHEDDg4O1bYCyOVyHDhwQGVXQEVCoZDTbIcUBBBCCCG1bMqUKdi8eTMePHiA169fY8WKFWq/3KOiogAAQUFBSsvT0tLw22+/obi4GPn5+QgLC0NBQQH69eundb0oCCCEENJo1NcEQtOmTcPEiRPRu3dvtG7dGu3bt8eKFSvY14cOHYrVq1crldm3bx/++c9/QiQSKS3PzMzE+++/D2tra7Rs2RJJSUk4efKk0pgDTdX5wEC5XA4HBwecP38ebm5usLOzg5ubGwoLC7Fp0yb0798fycnJ+Pzzz1FcXAwnJyfs27cPQUFBKCkpHSjWs2dPbNy4EYMHD0ZycjLu378PZ2fnuj4UQggh9Ux9TQAkEAiwcuVKrFy5UuXrsbGxlZaVtQRUNGjQINy5c6dG6lXnQUD59MFubm7o06cP4uLi8OLFC8yfPx89evRAaGgoIiIiYGtri7S0NMhkMohEokqTAx06dAiLFy+u60MghBBST9XXyYLqqzrvDqiYPrhMXl4eLCwskJSUBH9/f9ja2gIoTRNsZ2enclvVDagghBBCSPXqPAiomD74ypUrEIvF8PT0RHBwMNLT0+Hi4lKpnEwmg1gshlgsxtq1a7XeL6USJoSQxq++jgmor+q0O0BV+uCy7oCsrCxMnz4dc+fORVJS5ck8VHUHaENVKmEfSiVMCCGNClOiUL8SYdVpS0BZ+uC4uDgkJiayaYMBwNzcHFKpFO7u7jh58iTevHkDALh9+zb7NyGEEFIlhgFTouD90Cd1GgRUTB8slUrZ7gCxWIy5c+fCxMQEa9euxZgxY+Dp6YmlS5fCyMhIqTtg5syZAIDJkyfj1KlTGD9+PC5cuFCXh0IIIYQ0eHXaHVAxfXBMTIzK9fr27Vtp3YrPAeCHH36oucoRQghp8PTtlzxfep1AiBBCSOPCKCgI0AbNGEgIIYToKWoJKCnmVMzAQKR+pSq8lXNPkWtuxD1u43PnCyPgdrwGPGbvYowtOJct5nGshjz2awAe7y24p5sFt8u4tKhzR+6F+aR75vE/VGJqy7ksuvlxKqYw5F5fCLj/3wrsW3Euyycd8KfN/TmX3fYykXNZWHJ/bxkw1B2gJQoCCCGENBoUBGiHggBCCCGNA0NBgLZoTAAhhBCip6glgBBCSKNBLQHaqdWWALlcDhsbG9y8eRMAYGdnB7FYDHd3d1y6dAkAkJycDG9vb3h6emLcuHGQSqXw9vZm19uxYwcAYPv27WjWrJlS3oATJ06gf//+CAwMhFQqrc1DIYQQUu/RjIHaqtUgoHzaYADo06cPJBIJjh07hq1bt6KwsBChoaH45ZdfcP78eYSFhbFpgyUSCS5fvoyff/4ZADBhwgT8+OOPStvfsmULEhIS8OGHHyI8PLw2D4UQQghpdGo1COCbNlgul8PQsLTHwsHBAULh/6r79u1b2NrawsTEBIMHD8aVK1dq81AIIYQ0ACUlCt4PfVKrQQDftMGdOnWCr6+vym1nZ2fDysoKAGBtbY3s7Oxq60KphAkhpPGj7gDt1FoQUD5tcFJSEps2WCKRIC0tDZs2bYKzszOeP39eqWxZd8C9e/eQkJAAuVxeaR1ra2vk5uYCAHJzc2FjY1NtfUJCQpCZman0MDUzq5FjJYQQUj9QEKCdWgsCaiJtsIGBAQQCgcogwMLCAm/evEFRURHi4+PRp0+f2joUQgghpFGqtVsEExISEBoaCqBy2uDCwkJ8+eWXSmmDi4uL4ejoiPDwcLY7oLi4GEOGDIGZmRkOHjyITZs2ITc3F1KpFCtXrsS8efMwaNAg2NnZ4b///W9tHQohhJCGgGEogZCWBAzDY3L3Bs7HxwfRv/7CqSyfec8bYu4AoYBbuQIek/ibGXLcKXjmDuAx/z8fAgWP3AF8lPA4Xj65A0Tcu+ME8kLOZbnWmeGRO8DgbRbnsnw+awRF3G+d1lXuAFGT5pzLdu/dH4/sude7TE/FBZw+fZr3dhoCmiyIEEJIo6Fvffp80bTBhBBCiJ7S+5YArk1tAh7NoCaG3GMvmYJ7O7dAwL15netuRQbc91nE41gNuPZfgF9Ts9yIexO3kYJ7PmDGyIRzWYUB948BQzn322z5dH/waZpnhNyOl/sVBZQYW3IvzCMNMWNszrksnyb9uQ4DOZf9lnnIuSyDGmoJ4PNmNzB6HwQQQghpLBgwfMa4lDHgv4mGgroDCCGEED1FLQGEEEIajRrpDtCjlgAKAgghhDQODN0doC3e3QGapAv29//ffZvh4eE4fPgwHj58iKZNm2Lw4MEYNGgQm2nwr7/+wnvvvQdXV1e2zNatWyEWiyEWi2Fvb88u/+mnn9CzZ0++h0AIIaSRoARC2uEdBKhLF1ydoKAgxMfHIzo6Gtu2bcOTJ0/g4uKCxMRENG/+vwkj5s2bB4lEgr179yolFIqNjUXHjh3x9OlTvodBCCGE6B3eQYC6dMGaMDc3x/Tp03HmzBmYmZnB0lL17TSRkZEIDAwEABQXFyM/Px/BwcFsAEIIIUSflU4bzPehT3gHAerSBQPA48eP2eb8tWvXqtyOs7MzMjIyqt1XXFwchg0bBgBITEyEl5cXxGIxEhPV38+qMpVwQYGWR0sIIaQ+oyyC2uE1MLB8uuDXr1+z6YLj4uKQlZWF6dOnY+DAgWjZsiXi4uIAlI4JUOXFixdwdnaucl/Z2dkAwKYMjo6OxrVr1xAVFYV79+5BKpVW2/IQEhKCkJAQpWU+Pj6aHywhhBDSyPAKAsrSBffu3RsymQwffvgh+1pZumBN5OfnY+/evdizZ0+V68TFxSkNMLx//z4kEgkA4Mcff8TJkycxZswYbgdCCCGkUdC3X/J88eoOSEhIQPfu3QFUThcsFosxd+7castHRkbC29sbAQEB+OSTT9CiRQu8evUKPj4+uHbtGnx8fJCbmwsAiIqKQlBQEADg9u3bcHJyYrfj6elJ4wIIIUTfMfW3O+Ds2bMYNGgQrK2tq231LvPkyRP4+vrC3NwcrVu3xuHDh5VeP3fuHFxdXWFmZobevXvj999/51QvvU8lHBUVxaksn9wBxTxiLwWPfMB8cgdwxWMKf17Hyid3gBGP+fB55Q6QcU/7yit3gEA3uQMg5DEnPsf5//mU5fPfwyelL5/cAXzOsaDoLeeyusod0K1nX/xR0oVz+TJeTZ7UeCrhK1eu4O7du5DJZFiyZAnS09OrXX/gwIFwc3PDxo0bkZycjMDAQFy+fBmurq7IyspC27ZtsW3bNkyYMAE7duzA1q1bce/ePRgbG2tVL5o2mBBCCKllffr0wYcffoi2bduqXffPP/9EcnIyVq1aBVNTU4jFYgQFBeGHH34AAERERKBdu3aYNGkSjI2NsWDBApSUlODMmTNa14tmDCSEENIodH63LRxePuG9HYZh4OjoqLRM1eDy2pKamopWrVrB1taWXdatWzckJCSwr3fr1o19TSAQwM3NDampqQgICNBqX3odBOTl5bHjDCrKz8+HmRm3pl0qW7/LNrT6UlkqW5/2qVFZn/acywYGBnLupj106BCncvWNVCpl74QrY2Njg7y8PPb18gFCxde1oddBQHJycpWvOTo6IjMzk9N2qWz9LtvQ6ktlqWx92qcuy9ZXY8eOxS+//FLl69oOvbOwsEBOTo7SspycHHYiPXWva4PGBBBCCCE8HD16FAzDVPnQlqurKx49esTOjwMAN27cYHPquLq64saNG+xrDMPg5s2bSjl3NEVBACGEEFLLSkpKUFhYCJlMBgAoLCxEUVGRynXbt2+P3r1748svv0RBQQHOnz+PyMhITJ48GQAwevRo/Pnnnzhw4ABkMhmbp4fLBHgUBBBCCCG17Pz58zA1NYWfnx8yMjJgamqKd999l3196NChWL16Nfv88OHDuHv3Luzt7TFp0iR899137C99e3t7/Prrr1i7di2sra1x8OBBREZGan17IKDnYwKqw2cUKJWt32UbWn2pLJWtT/vUZdmGTCwWV9s1EBsbq/S8RYsW1c5VIBaLkZqayrteej1ZECGEEKLPqDuAEEII0VMUBBBCCCF6ioIAQgghRE9REEAIIYToKQoCCCGEED1FQQAhhBCipygIqMajR490XQXSyGhyTXFJAkIIIVxQEFDB1atX8dVXX2HUqFH4+uuvOW+numQSZe7fv4/Q0FCsWrUKf//9Nz7++GO8//77uHbtWrXlrly5grdv3wIAXrx4gdDQUCxevBhPnmiWQvPo0aOYMmUKhg8fjqlTp2pUVwC4cOEChg0bhoCAAPz888/s8vfff1+j8qposu/Xr1/ju+++w8GDB5GXl4d169bhiy++wMOHDzXah0Qiwblz55Qm6jh16hTXKmPmzJlara/tNTVixAiuVUNGRgaWLVuG5cuXKwUc69evV1v28ePH7DSmb9++xXfffYddu3ZpFJT06NEDX3zxBZKSkrSqb3Z2Nr799ltIJBI8f/4cn332GZYuXYqMjAyNyv/xxx8IDw/Hli1bEB4ejj/++EOjcsuXL2f/Pn78uFZ1ropUKuVcVpP3/O7du5g2bRoCAwMxb948vHjxgvP+yly8eFHtOvn5+dixYwcmT56MkSNHYsqUKdi5cyf7GaSN/Px8REREIDg4mEt1SS2gyYIAREdHIyYmBllZWejbty+io6Nx9uxZjcpeuXKl0jKGYTBv3jy1H4geHh745ptvkJOTg+DgYCQkJMDS0hLjx49HYmJileUGDBjA/vN6enpi8eLFaNKkCb788stqZ5gCgNWrV+P169dYtGgRHB0dkZGRgY0bN8LGxgZffPFFtWUHDhyIuLg4GBkZYc2aNXjy5Al27NiBYcOGsXmuq8LnPA0ePBgzZsxAbm4uVq9ejW+//RZWVlb44osv1L5PkyZNQuvWrWFoaIiEhATs2LEDnTt3hre3t9o6z549W2WdY2Ji8Pjx42rL8rmmBgwYgGPHjql8rWKO84qGDBmCL774AoaGhlizZg0mTJiAyZMna3S8AwcOhEQigaGhIYKCguDn54cmTZrgwIEDalO7enh4YMWKFYiMjERycjI6d+6MoKAg+Pr6wsTEpNr6TpkyBQUFBfj3v/+NtWvXwsrKCitXrqw0g1pFn332GQoLC+Ht7Q1ra2vk5uYiPj4eIpEImzZtqrZs+fOhybnRhK+vr9rgctiwYZWWMQyDlJQUtZn1PDw88N1336Fz5864dOkSNmzYUOV1UpGqbTMMgwkTJkAikVRbdsSIEfjwww8rnef9+/cjMjJS7b6fP3+O48ePIzExEcnJyVi+fDk8PDzQsmVLjepOahdNGwxg8eLF6NWrFxYsWAB3d3fEx8drXHbo0KGYN29epekgX716pbaskZER+vbtC6A0YUTZPNIikUhtOQB4+vQpCgsLERAQAAAoLi5Wu88zZ84ofeA5OTlh/fr18Pb2VhsEKBQKWFhYAADCwsJw9uxZDB8+HOnp6Wr3y+c8lX1YAcD+/fvh5+cHABAIBGrLPn78GPv37wcAzJo1C9OmTcP48ePVlgOAkydP4tSpUzA0/N+/CcMwGk3Vyeea+vvvvxEaGlrpXAkEAuzdu7fasoWFhRg0aBCA/30xz5gxA4WFhWr3a2RkBENDQ7x69QoPHz7EJ598AgD47rvv1JY1NDTEoEGD2H3/8ccfiIqKwr///e9qA1O5XI5//vOfAIDw8HAMHToUANgkK9W5cuUKzp8/r7Rs1KhR8PT0VFs2JycHV65cAcMw7N9l+vTpU21ZNzc3NG/eXGkZwzBKWd2q8ujRI/z222+V5ngfMmSI2rJGRkbo3LkzAKB///7Izc1VW6ZMu3btMHbsWPaaEggEYBgG9+/fV1v21atXCAoKYj+XbG1tERQUhM2bN6st26tXL3Tq1AnBwcGYMWMGhg8fzr7fpH6gIABAWloa/vrrLxw/fhxbt27FnTt38Msvv2DgwIFwcnKqtmxgYCBmzZpV6Rdafn6+2v3evXsXs2fPBsMw+PPPP9m/7927V225zp07Y+7cuUhNTWV/rebm5kKhUKjdp1CougeoquXlTZ8+HU+ePEGLFi0AAIMGDUK7du2watUqtWX5nKdHjx5h/fr1YBgGz58/Z/9W92scKP1yyszMhKOjIxwcHHDs2DF8/vnnGjVbf/PNN7C3t4eNjY3S8vJNyVXhc0117NhR7Zd9Vbp27ar0Hn311Vc4ceJEpS9LVRwcHLBp0yZcvXoVkyZNAgAUFRVpFED069dP6Xnnzp3RuXNnLF68uNpyzs7OUCgUMDAwwMmTJwGUBrMlJSVq9zlkyBD84x//gFgshpWVFXJzc3Hu3DkMHjxYbdmgoCC2paH83wKBQG0QIBQKceTIEZibm1eqjzq7d++GXC6vFARs2bJFbdmMjAwMGzaM/SJPT0/H0KFDIRAIcOLEiWrL9unTB+vWrYODg4PS8ilTpqjd75dffonAwEDY2dnBysoKOTk5yM7OxpIlS9SWDQkJQVxcHL7//nvcvXu3yqx5RHeoO0CF7OxsxMTEIDo6Gv/9739rbT/VDRJr1apVtWVTU1NhYmKCdu3aASit89OnT9Xmk+7SpUulbZd9oaalpVVb9vHjx3BycoKxsTHevn2LAwcOoKSkBB988AEsLS2rLctHZGQkrK2tVb7m5eVVbdn8/HwYGRmxrSdlnj9/jqZNm3Kqj1QqZVtENKXNNbV582Z8+umneP36NRwcHDRq8agJxcXFiIuLg6mpKftFmp6ejkePHrEtVppSKBSQy+XVdgVURy6XV3rPVMnIyEBKSgqys7NhbW2Nnj17wtnZWW25jz76CHv27OFUt5s3b6JDhw6Vji0rKwv29vbVlj1+/Djb///o0SO1/+f1SX5+PnueKwZA6igUCiQmJiI6Ohr379+Hs7Mzdu3aVUs1JdqgIACl/9Rubm4oKirCDz/8gLt37+Kdd95BcHCw2g/7jz/+uMoP6Z07d3Kqzy+//IIxY8ZotG5mZiaioqJw+vRpvH37Vm3fLR98+oxjY2Ph6OiInj17Ijg4GOnp6RAIBJgxYwZGjhxZbVk+fbbFxcU4deoUGIaBn58fsrKy8O9//xvnzp3DhQsXOG1Tk77fqhw9ehRjx46tdp1t27bhl19+Qdu2bfHXX39h3rx5GD16NKf9lRkxYoRGA+Devn0LhUIBKysrAKXdR3v37sWhQ4eqLbdr1y789NNPMDIygq+vL+Lj4yEUCtGvXz8sXbq0ynK18f5o8v/D55qqqbLabkfVGJUy6j5rQkJCsGHDBgClg0QXLVoEoPTzi+uX8VdffYUVK1ZwKnvnzh107NiRU1lSs6g7AMD8+fORkJCAWbNmYcCAAZg5cyZu3bqFiRMnIjo6utqyoaGh7N8lJSU4ceIE9uzZg+7du6vdb1WD5TZs2FDth1hqaioiIyNx/fp1NG3aFMnJybhw4YJGv5w++ugjTJ06FQMGDGCXXbx4EXv37lX7y4hPn/G6devYfvGHDx/i7NmzKC4uxtChQ9UGAUVFRXj58qXKNJzqBsqNHTsWXl5eyM7OxqpVq9C0aVPMmTMHK1euVFtnPn2/Vb2333zzjdog4KeffmIHfspkMvj7+2scBFQ38EydpUuX4tatW3j79i3c3Nxw9+5d9O7dWynHeVV+/PFHXLp0CTKZDF26dMG9e/cgEAjg6elZbRDA5/3h+v8DAL///jvbtF4WxJf9ra5pvaioqMpBfOquRz6ysrKQmZkJLy8vDB8+vFLTfnXKv/9xcXFsEHDnzh21ZVXdWcIwDH766Se1QYCDgwN8fX0RGBiIYcOGscElBQD1BwUBAAwMDFBcXIwXL15g8uTJMDIyQocOHbB161a1ZVu1aoWcnBzs2bMHMTEx8PX1xenTp9U2CwLcB8t5eHhg5MiR2LJlC5o1a4Zhw4ZpFAAApbcllg8AgNLR6OoGBQL8+owFAgEMDAwAABs3bgRQ2l+vyTiGv//+G4sXL+Y0UC4vLw8LFiwAAERFReHo0aNq91eGT98vn4GQhYWF7BdcxYFr6vqr+Qw8u3DhAiQSCUpKStC+fXukpKRUGg9RlbKmcZFIhObNm7NfrOUHVarC5/3hc47d3NzUftlXhc/ATYFAwAZqZX9rGnz89NNPkMvlOHfuHA4dOoQXL15g5MiR7KBZLjTpatq2bRsOHDhQad0jR46oLevq6oqVK1ciMjISEyZMgEAggL+/P4KCgvDOO+9wrTapQRQEAFi1ahUmTZoEY2Nj9OrVC+7u7nj27BmmTZumtuzMmTPx22+/ITg4GAcOHICBgQEUCgU7GK06XAfLvXz5EhKJBBs2bMDz58/x999/IyUlBd27d9dogF/F/lZNB+scOnQIcXFxeO+999g+4zdv3mg0SrhJkyZITU2Fq6srevToAaC0G8bOzk5tWT4D5R4+fMgOJMzJyVH6VVP2a6gqERERbOBS3uHDh9Xul89AyKCgIMTFxQEoDQLKBq5pMmiNz8CzvLw8XL16FSUlJbCxsVEaoKpuv+W/0IRCYaVf2VXh8/7wOceqbk+7fv06IiMjsWzZsmrL8rkeIyMjIZPJYGtryy7Lzs7WOIjPy8vDixcvkJ2dDVNTU43+f4Dqgw91Pv/8c3Tt2rXSD5uFCxdqtO/WrVtj3rx5mDdvHnJychAXF4elS5fixx9/1Kg8qV00JqCcv/76C5mZmbC2tkb79u3x9OlTtG7dutoyVU16ocmvgqpo+s9Z5tatW4iMjMTZs2dx5syZateNjo7Gjh07MHXqVLi4uODZs2f44YcfMHv2bAwfPlztvrj2GWdmZmL+/PnIz89HkyZNkJmZCQsLC2zZskVtsLR582b216K2+AwqBIBnz57hzJkzyMjIgLOzMwYPHoxmzZpxqgug2XtbUFCAX375Bc+ePUOHDh0wYsQIjYI7AAgICEBMTAynulV114NAIMBXX31Vbdm3b99W+eVW3SAyvu+PKpr+/8jlcpw5cwYxMTFITEzEuHHj4OHhofYWQz7X44QJExAWFoZOnTqxy+7cuYOvvvpKaQIuVQYOHAiZTIaAgAB4e3tDJBKxx6kuSOP6/qiizaDPbdu2Ye7cuVptn9QtCgKqwWcAmCZqclDUb7/9hsjISISFhaldNzMzE7GxscjIyIC9vT0OHjwIc3NztYP7quoznjx5stqmvfz8fBQVFcHKygqvXr1CkyZNkJeXB5FIBDMzs2rL8hnHwGcQV1RUFLZt24YZM2bAyckJL168wN69ezFnzhwEBgZWW5bPeztixAj4+fnB1dUVFy9exJMnTzQeZFpTE9+U0fS64vrlpqtBn+PGjYNQKISfnx8CAwMxadIktZMTlbl8+TK2bt0KS0tLBAcHY+PGjXj79i3mzp2rckxGeWKxWOXkPFUtL49PkMYn+OA66LM6XO6wIbWDugN4KrtPtzxN+/j4DIpS9StGk/ujywYV/vbbb2jWrBkiIiKQmJiotu8W4NdnHBwcjLCwMNja2rL3yaenp2v0IcRnHAOfQYVbtmxBVFSUUpASGBjIPqrD573Ny8tjR4J7enpq9L6W4TPgDSi9ruLj4xEdHc1eV97e3mrLZWRkKH3BAKXN5upmwdPVoM/evXsjOTkZ165dg4uLi0ZjU8r861//wrFjx5CTkwOxWIy0tDSYmprC29tbbRBgYGCA3NxctiUNKP1FrqrbqSJV3RRlQZo6XN8fgPugz+qMHj26Vn9gEc1REIDSkeuqvsg1Sfai6a8HVbgOiho7diwMDAzg5+eHZcuWYdKkSRpN3AH8b1Dh1q1b2UGFmgQAZfXl2mfM50MI4D6Ogc+gQqFQWKmVwszMTKOmZj4D3somkQJKr8M7d+6wz9W1CPAZ8MbnuuL65aarQZ9l4w1evXqFmJgY2Nvb4x//+Afee+89pTt+VDExMYGTkxOcnJzQsWNHtoldk+bx1atXY+TIkRg6dCjbHXfq1CmsWbNGo3pzDdL4BB9cB30C/O6wIXWDggAAnTp1Utkv6e7urrYsn6ZqroOi+vTpw/lXDJ9BhUFBQewXjLazrPH5EAoJCUFQUFClcQwhISFqy/IZxPXHH39Uuje77EtZHT4D3i5duqT0XN2XUnnq3gd1ZbleV1y/3HQ16LNMkyZN4O/vD7lcjpiYGCxdulTt+S7f2lL2N1A60FWdvn37IjY2FklJSUhPT0e/fv2wYMECtVOFA/yCND7BB9dBnwC/O2xI3aAxAeDXL+nl5YVz585pvLw8voOiyn7FlI0k1+RXTEXaDCpURdM+4+TkZHz++ecqP4Q0+eLiOo6BzyAuPjM68nlvq+seUZf3oLi4GN9++y3i4uLYD21fX198/PHHGrf4cL2uioqK2C83FxcXuLu7q/1y09WgT1VzbWjaLVZeRkYGoqKicObMGUilUrXziiQlJWHLli2cxhOsX78eycnJcHJyQmBgIDZv3qxVkzqX9wfgN6jw77//RtOmTTnNrkjqBgUBKO1f/vXXXzn1S3p5eeHMmTOVmqp9fX3VBgE1MYir7EOobEpauVzOa3vqqGqO1GRENcD9Q6jiOAZtPrD5tNTw+TLm897+8MMP7N/r1q1Tuid98uTJ1ZadM2cOunbtimnTprG3q/7nP//BzZs3tZrBUtvriuuXm64Gfdra2mLkyJFYuXIl2y2maTcKnwCif//+iIiIQG5ubqXxBBVbgKrCJUjjE3zwGVQI1PwdNqSGMYRxdnZmgoODmSlTpig9goOD1ZaNiopi/P39mZ9//pm5cOECc/jwYWbo0KFMVFSU2rL9+/dnMjMzmYyMjEqP6ty6dYtZtWoVM3bsWGbu3LlM3759GblcrvHxcjVmzBhm/PjxzJ49e5jMzEzG399f47KXL19mJkyYwEybNo25ePEiM3r0aMbPz4+JiYlRW9bGxoaZMmUK8/TpU4ZhGGbo0KEa79fT01Or5eWFh4ezj06dOjE//PAD+1wdru9tRWKxuEbW12Q7fK6rfv36MS9evGDu3r3LuLi4MK9fv2YKCgqYfv36VVuOz/vD5xzL5XLm9OnTzLx585hx48Yx7777LnPt2jVGoVCoLcvnehw0aBD7d/n3pPxyTaSnpzP/+c9/mJEjRzKGhoZq1+f6/jAMw3h5eWm1vLzIyEjGx8eH+fnnn5lz584xhw8fZnx9fZnIyEi1ZUndoDEB4NcvOXz4cPTp0wexsbG4dOkS7O3tUVhYiO+++07tffdcB0WpmjFQ22ZMLvj0GS9cuLDKX0DqfonoanKk8r+6w8PD2VkSNcFnwFvF9bVhZGSEFy9ewMXFhV324sULjcZe8LmuTExM4OzsDGdnZ7z77rtaDZbTxaBPQ0ND+Pj4wMfHB8D/usUWL16stluMz/VYfjzBzZs3tRpPwKcFgs/7w2c8D587bEjdoCAApYPcuOJzyx3X4IPvlyJXfEdUc/0Q4vOBzWdQYXnafhnzCSzLbjtlGEYpfawmt/lt27YNkydPRrt27dC0aVM8e/YMf/31F/7973+r3a8uvtx0Neizoq5du6Jr164aDbTjcz1mZWWxf5cfT6DJIGQ+QRqf4IPPoEI+d9iQukFjAsCvX5JP3yKfQVHl8R3cx4W2fcb29vbo27cvGIbBlStX2NS0V65c0Wiudz64Dios/2X8+PFjtGrVSuMv45p6b7l69OgR0tPT4eTkxHmOdq7XlbaD5XQx6FNX+PyaLy4uhkQiQXR0NJ4/f46bN2/i4MGDWgf/2r4/APfxPM2aNWNTJ5dhGAZRUVF4+vSpxnUmtYeCAPAb4c/nH5NP8KELuhpRzQefQYV88Hlv5XI5tm7dColEwo7wF4vFmDt3rto55nV1TXG9NnQ16FNX+PxoqEibII3P/y6fQYV87rAhdaTORyHUQ56enoxMJlNaVlhYqNHgpIpu3rzJrFy5khk8eLBG+9Vmua7xGRClq8GMfOpc1WDGEydOqC3L571duHAhs23bNnaQmkKhYLZv384sXLiwVvfLB9fzrKtBn7rCZ0AiH3zOM59BhT/99FOVD1I/0JgA1Fy/MaBd3yLAfVCULvDpM9bVYEY+da5uMOPQoUPV7pvre/v777+z6ZaB0n7VTz75hO2Drq398sH1POtq0Keu8BlPwAef88xnPE9BQQH7d8XbXUn9QN0B/49rvyQffDP66Zo2zZE11Z/JlzZ1Ln8felV/V4XPezt48GDEx8drvLym9luTuI4nqMuMmPpMm/NcU+N5Bg0ahLNnz/KqN6l5FARAd/3GgG6Cj/pAF4MZtcX3w4/rezt48GAYGxsDgNKvJplMpjYI4LPfhkifjrU+4DOep6YzXJKaQUEAanawjjZ0GXwQ7Wj74VeT761UKgUAjVKv6tM1pU/Hqkt8BhXyucOG1BHdDEWoXxriYB1S+/gMZuTz3k6bNo3Jzc1lGIZhtm7dynh6ejIBAQHMhg0banW/DY0+Hasu0Xlu3KglQIW6aqquL/3kRDU+LUR83luxWAyJRILi4mJ07NgRd+7cgaGhITw9PXH+/Pla229Do0/Hqkt8znNVtxfOmzdPo8G1pPZREFCPNIR+cn1Sk18y2ry3Hh4e+PXXX3H69GnExsayCYX69++vcZIZLvtt6PTpWHVJm/NcEwmTSO2iIIAQDdXVl0xKSgrWrl0LU1NTrFmzBs2aNcODBw8QHh6O5cuX19p+CalpfO6wIXWDggBCGoDffvsNUVFRWLZsma6rQojGdDldONEMDaMlpB6Sy+WIj49HdHQ0EhMTMW7cOAwaNEjX1SJEK3wSJpG6QS0BhNQzY8eOhYGBAfz8/BAYGIhJkyYhNjZW19UiRGs1lW+E1B4aQktIPdOnTx8UFxfj2rVruHbtGhQKha6rRAgnHh4e+PPPP7FlyxZs3boVdnZ2FADUM9QSQEg99erVK8TExCAuLg4A8N577yE0NFTHtSJEc3QbZ/1HQQAh9VhZP2pMTAyio6Mhl8t1XSVCOKPbOOsfCgIIqWeoH5UQUleoPYaQeob6UQkhdYVaAgipZ6gflRBSVygIIKSeo35UQkhtoSCAEEII0VPUtkgIIYToKQoCCCGEED1FQQAhhBCipygIIIQQQvQUBQGEEEKInqIggBBCCNFTFAQQQggheoqCAEIIIURP/R+OFymrunmbtAAAAABJRU5ErkJggg==", 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", 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Extended biological figures saved under: /root/final/baseline/outputs/conditional_flow_matching_method/figures\n" ] } ], "source": [ "! pip install -q scikit-learn\n", "\n", "from sklearn.decomposition import PCA\n", "from scipy import sparse as sp_sparse\n", "from scipy.cluster import hierarchy\n", "from scipy.spatial.distance import pdist, squareform\n", "\n", "\n", "def _as_dense_rows(X, max_rows: int | None = None, rng: np.random.Generator | None = None) -> np.ndarray:\n", " if sp.issparse(X):\n", " arr = X.toarray()\n", " else:\n", " arr = np.asarray(X, dtype=np.float64)\n", " if max_rows is not None and arr.shape[0] > max_rows:\n", " rng = rng or np.random.default_rng(0)\n", " idx = rng.choice(arr.shape[0], size=max_rows, replace=False)\n", " arr = arr[idx]\n", " return arr\n", "\n", "\n", "def _group_mean_matrix(\n", " X,\n", " obs_series: pd.Series,\n", " conditions: list[str],\n", " max_conditions: int = 48,\n", ") -> tuple[np.ndarray, list[str]]:\n", " rows = []\n", " labels: list[str] = []\n", " for c in conditions[:max_conditions]:\n", " m = obs_series.astype(str).values == c\n", " if m.sum() < 1:\n", " continue\n", " block = X[m]\n", " if sp.issparse(block):\n", " v = np.asarray(block.mean(axis=0)).ravel()\n", " else:\n", " v = np.asarray(block, dtype=np.float64).mean(axis=0)\n", " rows.append(v)\n", " labels.append(c)\n", " if not rows:\n", " return np.zeros((0, 0)), []\n", " return np.stack(rows, axis=0), labels\n", "\n", "\n", "_bio_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n", "_rng_bio = np.random.default_rng(RANDOM_SEED + 8800)\n", "setup_science_style()\n", "\n", "gene_names = np.array(adata.var_names.astype(str))\n", "ctrl = np.asarray(control_mean, dtype=np.float64).ravel()\n", "\n", "real_mean_gene = np.asarray(real.X.mean(axis=0)).ravel()\n", "pred_mean_gene = np.asarray(pred.X.mean(axis=0)).ravel()\n", "\n", "# --- Fig A: global gene-mean calibration (log1p) ---\n", "fig, ax = plt.subplots(figsize=(3.2, 3.2), constrained_layout=True)\n", "xr = np.log1p(real_mean_gene)\n", "xp = np.log1p(pred_mean_gene)\n", "ax.scatter(xr, xp, s=4, alpha=0.35, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\", rasterized=True)\n", "lim = [float(np.min([xr.min(), xp.min()])), float(np.max([xr.max(), xp.max()]))]\n", "ax.plot(lim, lim, ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.9)\n", "ax.set_xlabel(\"log1p(mean expression), held-out truth\")\n", "ax.set_ylabel(\"log1p(mean expression), predicted\")\n", "ax.set_title(\"Gene-wise mean calibration\")\n", "fig.savefig(FIGURE_DIR / f\"bio_A_gene_mean_calibration_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_A_gene_mean_calibration_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "# --- Fig B: MA-style (mean abundance vs log2 ratio) ---\n", "eps = 1e-6\n", "M = 0.5 * (real_mean_gene + pred_mean_gene)\n", "A = np.log2((pred_mean_gene + eps) / (real_mean_gene + eps))\n", "ok = np.isfinite(A) & np.isfinite(M)\n", "fig, ax = plt.subplots(figsize=(3.4, 3.0), constrained_layout=True)\n", "ax.scatter(M[ok], A[ok], s=3, alpha=0.3, c=SCIENCE_COLORS[\"orange\"], edgecolors=\"none\", rasterized=True)\n", "ax.axhline(0.0, color=SCIENCE_COLORS[\"gray\"], lw=0.8)\n", "ax.set_xlabel(\"Mean abundance (avg pred & truth)\")\n", "ax.set_ylabel(\"log2(pred / truth)\")\n", "ax.set_title(\"MA-style bias vs abundance\")\n", "fig.savefig(FIGURE_DIR / f\"bio_B_MA_plot_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_B_MA_plot_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "# --- Fig C: per-gene mean error distribution ---\n", "ge = pred_mean_gene - real_mean_gene\n", "fig, ax = plt.subplots(figsize=(3.2, 2.6), constrained_layout=True)\n", "ax.hist(ge, bins=80, color=SCIENCE_COLORS[\"green\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n", "ax.axvline(0.0, color=SCIENCE_COLORS[\"dark\"], lw=0.9)\n", "ax.set_xlabel(\"Pred − truth (gene mean)\")\n", "ax.set_ylabel(\"Genes\")\n", "ax.set_title(\"Global gene-level error\")\n", "fig.savefig(FIGURE_DIR / f\"bio_C_gene_error_hist_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_C_gene_error_hist_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "# --- Fig D–E: perturbation × gene heatmaps (delta vs control, z-scored genes) ---\n", "R_mat, perts = _group_mean_matrix(real.X, real.obs[\"perturbation_gene\"], eval_conditions_to_run, max_conditions=40)\n", "P_mat, perts_p = _group_mean_matrix(pred.X, pred.obs[\"perturbation_gene\"], eval_conditions_to_run, max_conditions=40)\n", "if R_mat.size and P_mat.size and R_mat.shape == P_mat.shape:\n", " d_real = R_mat - ctrl\n", " d_pred = P_mat - ctrl\n", " var_g = np.var(d_real, axis=0)\n", " top_k = min(60, d_real.shape[1])\n", " gi = np.argsort(var_g)[-top_k:]\n", " Z = lambda D: (D[:, gi] - D[:, gi].mean(axis=1, keepdims=True)) / (D[:, gi].std(axis=1, keepdims=True) + 1e-8)\n", " Zr, Zp = Z(d_real), Z(d_pred)\n", " for name, Zm in ((\"truth\", Zr), (\"predicted\", Zp)):\n", " fig, ax = plt.subplots(figsize=(5.5, 4.2), constrained_layout=True)\n", " im = ax.imshow(Zm, aspect=\"auto\", cmap=\"RdBu_r\", vmin=-2.5, vmax=2.5, interpolation=\"nearest\")\n", " ax.set_yticks(np.arange(len(perts)))\n", " ax.set_yticklabels(perts, fontsize=5)\n", " ax.set_xlabel(\"Genes (high-variance subset, z-scored per perturbation)\")\n", " ax.set_ylabel(\"Perturbation\")\n", " ax.set_title(f\"Perturbation effects ({name})\")\n", " plt.colorbar(im, ax=ax, fraction=0.035, pad=0.02, label=\"Row z-score\")\n", " fig.savefig(FIGURE_DIR / f\"bio_DE_heatmap_delta_{name}_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", " fig.savefig(FIGURE_DIR / f\"bio_DE_heatmap_delta_{name}_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", " plt.show()\n", "\n", "# --- Fig F: perturbation–perturbation correlation of delta profiles (truth) ---\n", "if R_mat.shape[0] >= 3:\n", " d_real = R_mat - ctrl\n", " C = np.corrcoef(d_real)\n", " fig, ax = plt.subplots(figsize=(4.8, 4.2), constrained_layout=True)\n", " im = ax.imshow(C, cmap=\"RdBu_r\", vmin=-1, vmax=1, aspect=\"auto\")\n", " ax.set_xticks(np.arange(len(perts)))\n", " ax.set_xticklabels(perts, rotation=90, fontsize=4.5)\n", " ax.set_yticks(np.arange(len(perts)))\n", " ax.set_yticklabels(perts, fontsize=4.5)\n", " ax.set_title(\"Perturbation similarity (Pearson of Δ vs control)\")\n", " plt.colorbar(im, ax=ax, fraction=0.046, pad=0.04)\n", " fig.savefig(FIGURE_DIR / f\"bio_F_perturb_corr_truth_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", " fig.savefig(FIGURE_DIR / f\"bio_F_perturb_corr_truth_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", " plt.show()\n", "\n", "# --- Fig G: hierarchical clustering on subset of perturbations (truth delta) ---\n", "if R_mat.shape[0] >= 4:\n", " d_real = R_mat - ctrl\n", " sub = min(24, d_real.shape[0])\n", " cond_dist = pdist(d_real[:sub], metric=\"correlation\")\n", " y = hierarchy.linkage(cond_dist, method=\"average\")\n", " order = hierarchy.leaves_list(y)\n", " labels_sub = [perts[i] for i in order]\n", " Csub = np.corrcoef(d_real[:sub][order])\n", " fig, ax = plt.subplots(figsize=(4.5, 4.0), constrained_layout=True)\n", " im = ax.imshow(Csub, cmap=\"RdBu_r\", vmin=-1, vmax=1)\n", " ax.set_xticks(np.arange(sub))\n", " ax.set_xticklabels(labels_sub, rotation=90, fontsize=5)\n", " ax.set_yticks(np.arange(sub))\n", " ax.set_yticklabels(labels_sub, fontsize=5)\n", " ax.set_title(\"Clustered perturbation similarity (subset)\")\n", " plt.colorbar(im, ax=ax, fraction=0.046, pad=0.04)\n", " fig.savefig(FIGURE_DIR / f\"bio_G_perturb_corr_clustered_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", " fig.savefig(FIGURE_DIR / f\"bio_G_perturb_corr_clustered_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", " plt.show()\n", "\n", "# --- Fig H: cell-level PCA (pred vs real, subsampled) ---\n", "n_sub = min(6000, real.n_obs)\n", "idx = _rng_bio.choice(real.n_obs, size=n_sub, replace=False) if real.n_obs > n_sub else np.arange(real.n_obs)\n", "Xr = _as_dense_rows(real.X[idx], max_rows=None)\n", "Xp = _as_dense_rows(pred.X[idx], max_rows=None)\n", "lab = real.obs[\"perturbation_gene\"].astype(str).iloc[idx].to_numpy()\n", "uniq = np.unique(lab)\n", "if len(uniq) > 24:\n", " keep = set(_rng_bio.choice(uniq, size=24, replace=False))\n", " mask = np.array([g in keep for g in lab])\n", " idx = idx[mask]\n", " Xr, Xp, lab = Xr[mask], Xp[mask], lab[mask]\n", "Z = np.vstack([Xr, Xp])\n", "pca = PCA(n_components=2, random_state=RANDOM_SEED)\n", "Z2 = pca.fit_transform(Z)\n", "nr = int(Xr.shape[0])\n", "Z_truth = Z2[:nr]\n", "Z_pred = Z2[nr:]\n", "fig, axes = plt.subplots(1, 2, figsize=(6.8, 3.0), constrained_layout=True)\n", "for ax, name, Zpart in zip(axes, [\"truth\", \"pred\"], [Z_truth, Z_pred]):\n", " for j, g in enumerate(np.unique(lab)):\n", " m = lab == g\n", " if not m.any():\n", " continue\n", " ax.scatter(Zpart[m, 0], Zpart[m, 1], s=3, alpha=0.45, label=g if j < 12 else None)\n", " ax.set_title(f\"PCA — {name}\")\n", " ax.set_xlabel(\"PC1\")\n", " ax.set_ylabel(\"PC2\")\n", "axes[0].legend(bbox_to_anchor=(1.02, 1), loc=\"upper left\", fontsize=5, markerscale=2)\n", "fig.suptitle(\"Expression PCA (subsampled cells)\", y=1.02)\n", "fig.savefig(FIGURE_DIR / f\"bio_H_cell_PCA_truth_pred_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_H_cell_PCA_truth_pred_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "# --- Fig I: per-cell L2 error distribution ---\n", "diff = _as_dense_rows(pred.X[idx], max_rows=None) - _as_dense_rows(real.X[idx], max_rows=None)\n", "l2 = np.linalg.norm(diff, axis=1)\n", "fig, ax = plt.subplots(figsize=(3.2, 2.6), constrained_layout=True)\n", "ax.hist(l2, bins=60, color=SCIENCE_COLORS[\"magenta\"], alpha=0.88, edgecolor=\"white\", linewidth=0.3)\n", "ax.set_xlabel(\"L2(pred − truth) per cell\")\n", "ax.set_ylabel(\"Cells\")\n", "ax.set_title(\"Cell-level reconstruction error\")\n", "fig.savefig(FIGURE_DIR / f\"bio_I_cell_L2_error_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_I_cell_L2_error_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "# --- Fig J: metrics overview (ridge / strip) ---\n", "if len(metrics) > 0:\n", " fig, axes = plt.subplots(2, 2, figsize=(6.0, 4.8), constrained_layout=True)\n", " axes[0, 0].scatter(metrics[\"mse_mean\"], metrics[\"pearson_mean\"], s=12, alpha=0.65, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\")\n", " axes[0, 0].set_xlabel(\"MSE (means)\")\n", " axes[0, 0].set_ylabel(\"Pearson r\")\n", " axes[0, 1].scatter(metrics[\"n_cells\"], metrics[\"delta_l2\"], s=12, alpha=0.65, c=SCIENCE_COLORS[\"green\"], edgecolors=\"none\")\n", " axes[0, 1].set_xlabel(\"Cells per perturbation\")\n", " axes[0, 1].set_ylabel(\"Delta L2\")\n", " axes[1, 0].hist(metrics[\"pearson_delta\"].dropna(), bins=40, color=SCIENCE_COLORS[\"orange\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n", " axes[1, 0].set_xlabel(\"Pearson r (delta)\")\n", " axes[1, 0].set_ylabel(\"Perturbations\")\n", " axes[1, 1].hist(metrics[\"mae_mean\"], bins=40, color=SCIENCE_COLORS[\"blue\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n", " axes[1, 1].set_xlabel(\"MAE (means)\")\n", " axes[1, 1].set_ylabel(\"Perturbations\")\n", " fig.suptitle(\"Perturbation-level metric panels\", y=1.02)\n", " fig.savefig(FIGURE_DIR / f\"bio_J_metric_panels_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", " fig.savefig(FIGURE_DIR / f\"bio_J_metric_panels_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", " plt.show()\n", "\n", "# --- Fig K: high cell-wise variance genes — pred vs truth scatter ---\n", "if sp.issparse(real.X):\n", " mu = np.asarray(real.X.mean(axis=0)).ravel()\n", " mu2 = np.asarray(real.X.power(2).mean(axis=0)).ravel()\n", " var_per_gene = mu2 - mu**2\n", "else:\n", " var_per_gene = np.var(np.asarray(real.X, dtype=np.float64), axis=0)\n", "top_idx = np.argsort(var_per_gene)[-12:][::-1]\n", "fig, axes = plt.subplots(3, 4, figsize=(7.2, 5.4), constrained_layout=True)\n", "axes = axes.ravel()\n", "for ax, gi in zip(axes, top_idx):\n", " if sp.issparse(real.X):\n", " vr = real.X[:, gi].toarray().ravel()\n", " else:\n", " vr = np.asarray(real.X[:, gi], dtype=np.float64).ravel()\n", " if sp.issparse(pred.X):\n", " vp = pred.X[:, gi].toarray().ravel()\n", " else:\n", " vp = np.asarray(pred.X[:, gi], dtype=np.float64).ravel()\n", " if vr.size > 8000:\n", " si = _rng_bio.choice(vr.size, size=8000, replace=False)\n", " vr, vp = vr[si], vp[si]\n", " ax.scatter(vr, vp, s=2, alpha=0.25, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\", rasterized=True)\n", " lim = [min(vr.min(), vp.min()), max(vr.max(), vp.max())]\n", " ax.plot(lim, lim, ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.7)\n", " ax.set_title(gene_names[gi], fontsize=7)\n", " ax.set_xlabel(\"Truth\", fontsize=6)\n", " ax.set_ylabel(\"Pred\", fontsize=6)\n", "fig.suptitle(\"High-variance genes: cell-level pred vs truth\", y=1.01)\n", "fig.savefig(FIGURE_DIR / f\"bio_K_topvar_gene_scatters_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n", "fig.savefig(FIGURE_DIR / f\"bio_K_topvar_gene_scatters_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n", "plt.show()\n", "\n", "print(\"Extended biological figures saved under:\", FIGURE_DIR)\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.13" } }, "nbformat": 4, "nbformat_minor": 5 }