graph LR idea_02a47128_d26c_4f0b_b99f_c3de382cdfb9["Random Sampling and Representativeness Principles"] idea_02e91740_db80_4185_9c44_4607ea84d419["Parametric Versus Nonparametric Test Distinctions"] idea_041094a1_6b9f_4b37_851b_ee8150e09858["Randomized Experiments and Blocking for Confounder Control"] idea_058e2335_a134_4e4e_b7d8_6adbc0ce8ab0["Observational Studies vs Randomized Experiments for Causal Inference"] idea_05deb5bd_85b0_4cbd_b52b_43318a2f2e72["List Comprehensions in Python"] idea_07223127_451d_412d_aada_a4b3fe78bfba["The List Type in Python"] idea_07dc09c6_d0a4_44a9_bf87_f7c008af0d57["Descriptive Statistics including Mean Median Mode Range Variance and Standard Deviation"] idea_0926e52e_191a_48b7_9b15_5e3df9fa1240["Null Hypothesis Definition in Statistical Testing"] idea_0e6e2d6b_f03b_4acc_8c94_4d37621f5ac7["Python Dictionary Data Structure and Key-Value Access"] idea_16938be3_f621_4572_9a53_fb77e65abb0c["P-Value Calculation and Interpretation via T-Tests"] idea_1792d83f_d4fd_4f8f_aa43_1aa7fd36b24c["Residual Analysis and Calculation for Best Fit Models"] idea_1f51e3da_0e13_40f3_be84_912db6784f1c["Confounding Variables in Experimental Design"] idea_1fd0ff00_f227_4f85_a0cc_83c455863d78["Critical Value Lookup for Chi-Square Distribution with k-df"] idea_20e962e3_b9f9_47ed_87a2_439c7b377225["R Programming Language Fundamentals"] idea_21fb0a88_5f10_4ab0_8e26_e9acf12a2917["Matplotlib Figure and Axis Objects"] idea_22710e14_5622_4af3_9bf8_83d981b5274b["Matplotlib Line Plot Functionality"] idea_2328471f_44a9_43cd_9cf0_55a1ac678eed["Five Number Summary in Statistics"] idea_2383aad7_8dcd_47dc_b1c0_59d4e6ba2175["Complement Rule Probability Calculation Using Venn Diagrams and Sampling Distributions"] idea_268470a6_3c49_40e0_96fe_b4fbb144b490["Pearson Product-Moment Correlation Coefficient in Statistics"] idea_2c94bb05_af38_4d7d_803a_436015d55b51["Central Tendency Measures in Statistics"] idea_2f7418f3_7d45_4172_a63c_c21c3a15797f["Box Plot Elements of Positional Statistics"] idea_349ebb60_f9c4_44b2_96fa_a995029d14e8["Chi-Square Goodness of Fit Test Using Flower Color Bee Preference Data"] idea_38bb6402_be44_45ad_b06f_f14df1a3f974["Probability Distributions in Data Analysis such as Normal Distribution Binomial or Poisson"] idea_3a6ead75_3afa_4baa_bb20_cf08796d7e53["Mean vs Median Behavior in Skewed Distributions and Outliers"] idea_3d48cc30_e0c1_4f87_bfa7_734e87206c2a["Normal Distribution Assumption Checks in Statistics"] idea_3df27af0_f1de_46fd_919e_d64298520dd4["10-Slide Pitch Structure"] idea_3edcb066_681f_4507_b35b_21f6947d9fcf["P-value Interpretation in Significance Testing"] idea_449aee56_3ca7_4b51_a4c9_14a8121869a2["Expected Frequencies in Contingency Tables for Chi-Square Tests"] idea_44dae653_0368_4665_8701_0201d78c6a9e["Population Parameters in Statistical Inference"] idea_4ab307c9_d9a3_4033_a355_22136ac698fb["Interpreting p-Values and Significance Levels in Hypothesis Testing"] idea_4c0e3c9b_71af_4d2d_907a_2aa6ac1e5126["Categorical vs Quantitative Variables Definition"] idea_4c810b73_35b3_4c71_920b_f6082d85aed2["Chi-Square Test: Assessing Independence Between Two Categorical Variables"] idea_4ec4aa59_b536_4e10_ac57_fca4d586cd99["Basic Probability Rules and Formulas"] idea_541e0a61_4f01_4b9d_ab28_9fb69bcc43eb["Stem-and-Leaf Plots for Univariate Frequency Distributions"] idea_549a645d_07cb_40f1_a058_02a2322567f8["Distribution Symmetry Assessment in Data Analysis"] idea_554bd86f_7a6f_4454_936d_f4430bbd8cc9["Random Assignment"] idea_5cd4f7c8_ac01_464e_af88_828624858698["Family-Wise Error Rate Calculation for Multiple Tests"] idea_5f073b9f_3912_4f5c_b6b3_16184c4220df["Interquartile Range as a Robust Dispersion Measure"] idea_6009367d_0307_4a20_a631_8aa35a7238e5["Student's T Distribution with n-minus-2 Degrees of Freedom in Regression"] idea_622477a0_9e95_4fb5_a887_190f4d7bb7b6["Population Mean vs Sample Mean Estimation in Statistics"] idea_63a073e3_dbb6_4a2d_8299_e4f757d862eb["Confidence Intervals for Proportions Using Normal Approximation"] idea_6662f7e6_541f_4cbf_a87a_8a360fbbb2a3["Sampling Distribution"] idea_74be50b3_3761_4a99_9736_abc428ef4390["Sampling Distributions of Test Statistic Areas"] idea_77a84c56_9ec6_48db_b34b_2cd5d9c19989["Matched Pair Experimental Design"] idea_79ee263d_4c42_451c_9ee2_f73b3b723a0a["Population Size Relative to Sample Size Guidelines"] idea_7c2c635c_8768_40ef_b9a9_5d306a3e310d["Python Data Structures"] idea_7f2613ec_146f_454d_be26_2416af4b570e["Choosing Line vs Scatter Plots for Quantitative Variable Relationships"] idea_81683026_e48e_4cb3_b76b_36e83bc4b74c["Histograms in Statistics"] idea_82bfc830_1c66_4144_93a2_c97816a1a61b["The Central Limit Theorem: Convergence of Sample Means to a Normal Distribution"] idea_82dafeb8_bae9_4d61_b6f1_be9434e80c52["Critical Value T-Star in Confidence Interval Formulas"] idea_83123074_150f_4f1c_9021_af2523cf333d["Null and Alternative Hypothesis Formulation in Statistical Testing"] idea_83f0d566_6061_4962_8c97_2515c4000526["Confidence Intervals and Hypothesis Tests for Linear Regression Parameters"] idea_85c8556c_31fc_445a_af52_f0406cd5406c["Python Module Import Mechanics in Python"] idea_871d6de6_4f1e_4823_821c_a9c5802ee8fa["Degrees of Freedom Calculation for k x n Frequency Tables"] idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20["Box and Whisker Plots"] idea_942da54c_eb59_4f1e_8b1c_249951a9cef3["Choosing Bar Charts vs Pie Charts for Categorical Data"] idea_9970cda4_0cad_4f4d_a0ca_2ff766a2d428["Analysis of Variance for Categorical Factors"] idea_9c5e6be5_42be_4e72_a4ed_090bc3686eb4["Histogram Construction and Normal Curve Overlay"] idea_a070769d_7307_4727_ab88_db74c61c83a3["Outcome Definitions in Probability Theory"] idea_a136973a_5c15_416d_850d_5baf4dbd9ca8["Least Squares Estimation in Regression Analysis"] idea_a223f665_203a_43ff_be40_d0d7e47f3cb1["Confidence Interval Calculation for Means in Statistics"] idea_a5b02cf6_c6e0_466c_b57e_46c0533eb0c6["Standard Error of the Slope via Residual Standard Deviation"] idea_a7ab481a_2105_4be2_b5e7_c8396fc49352["Mathematics for nonmathematicians (engineering, social sciences, etc.)"] idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c["Validity Conditions for Constructing Confidence Intervals"] idea_ad295cc2_9abd_4d9f_8a60_4a7d4079831e["Significance Level Definition in Hypothesis Testing"] idea_ad9fa65f_e4c0_464b_8ad0_a5a5f57e61f1["Mean and Standard Deviation"] idea_ae3b65dc_ad3f_4195_bb8e_601727b6328f["Cumulative Distribution Function (CDF) Calculation in Student T Distributions"] idea_b234f17d_584e_4da0_adb9_582114f2ea01["Main Effects in Design of Experiments"] idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3["Sample Size and Margin of Error in Proportion Estimation"] idea_b5d002d4_507e_41fa_a111_f75c26b13fcb["Scatter Plots in Descriptive Statistics"] idea_b9b6374b_f78b_48d4_b432_bea72ffcbb12["Standard Error Calculation for Proportions"] idea_ba896c4f_89de_4132_9a9f_3c07d9cb79d1["Monte Carlo Simulation for Testing Sequence Independence via Run-Length Statistics"] idea_bbcb976a_930d_4a57_b4ee_6715c192a740["Running a Simple OLS Regression"] idea_bd16336b_09d6_4cc6_a92d_6f0c9dd1128d["Independent Samples T-Test Procedure"] idea_bd69ebcb_a8f9_450f_acc6_1384c7eb4743["Independence Assumption in Statistical Data"] idea_bfbadb8a_0851_4f66_bcd7_e2d53cf51988["Hypothesis Testing for Zero Slope Coefficients"] idea_c114d7d9_e8c4_4045_ac75_618b6f2c5c76["Binomial Distribution Definition"] idea_c2f5addb_5b2a_43fc_9478_fe1535866ca3["Probability Theory Foundations"] idea_c4ac95cd_6de3_4850_8a9a_12332222e6b9["Normal Distribution Properties in Statistics"] idea_c4fc3c00_e863_47d5_a37a_6c1c5b502b51["Median as Second Quartile Concept in Data Analysis"] idea_cb21e1ff_e9d4_4914_b270_81192459c801["Type I and Type II Errors in Hypothesis Testing"] idea_cbe9e30a_57d6_4bc1_87c0_643759224649["One-Sided vs Two-Sided Hypothesis Tests"] idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a["Multiple Testing Problem in Hypothesis Tests using Bonferroni Correction and Holm-Bonferroni Method"] idea_ce845235_c36a_4bf5_856c_7fc875a29bc3["Random Sampling Techniques in Surveys"] idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f["Simple Linear Regression: Intercept, Slope, and Least-Squares Fitting"] idea_d199f2dc_1bf1_4280_9118_ccbc84cd5eb5["Sampling Distributions and Their Variability"] idea_d207fda7_fe5e_4345_afe6_cffaf9f4f751["Comparing Population Datasets Using Paired Histograms"] idea_d3016ba6_3e55_4505_a82e_f0b918970a6d["Population and Sample Definitions in Statistics"] idea_d8122adc_60af_45b5_ae12_5e392c8392cd["Standard Deviation Formulas for Population and Samples"] idea_db0930e3_c144_4c21_8149_42c62c90e87e["Statistical block designs"] idea_dbd8361e_c292_4026_8069_ccae1a082af4["Exploratory Factor Analysis vs. Principal Component Analysis"] idea_dd21908e_d9ea_45a2_8ea9_d3e405f31e1d["Observed versus Expected Count Comparison Principles in Experimental Design"] idea_e3746fc4_b74b_4fa6_b8de_c1fa576d6f2b["Chi-Square Distribution Properties in Statistics"] idea_e9e19679_9b76_4ef3_a323_82eef2d62254["First Quartile Q1 and Third Quartile Q3 Definition"] idea_f243fde9_56b0_4944_9e1e_2f0cd3811447["Hypothesis Testing Procedures in Statistics"] idea_f4028234_bb05_4957_a5b9_54dda87be645["Independent Trials Probability Distribution in Statistics"] idea_f416269d_fcd7_4769_9dec_ed08ac037766["Critical Values from Standard Normal Distribution"] idea_fa642323_3aa8_475d_a9fd_870b1ab1c39c["Arithmetic Deviations from Mean Calculation"] idea_fda2d253_e40e_4ea6_89ea_49f260a632d6["Bonferroni Correction Methodology Adjustment"] idea_77a84c56_9ec6_48db_b34b_2cd5d9c19989 --> idea_041094a1_6b9f_4b37_851b_ee8150e09858 idea_22710e14_5622_4af3_9bf8_83d981b5274b --> idea_7f2613ec_146f_454d_be26_2416af4b570e idea_7c2c635c_8768_40ef_b9a9_5d306a3e310d --> idea_541e0a61_4f01_4b9d_ab28_9fb69bcc43eb idea_79ee263d_4c42_451c_9ee2_f73b3b723a0a --> idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c idea_ae3b65dc_ad3f_4195_bb8e_601727b6328f --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_a070769d_7307_4727_ab88_db74c61c83a3 --> idea_4ec4aa59_b536_4e10_ac57_fca4d586cd99 idea_549a645d_07cb_40f1_a058_02a2322567f8 --> idea_3a6ead75_3afa_4baa_bb20_cf08796d7e53 idea_c4fc3c00_e863_47d5_a37a_6c1c5b502b51 --> idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20 idea_83123074_150f_4f1c_9021_af2523cf333d --> idea_349ebb60_f9c4_44b2_96fa_a995029d14e8 idea_b5d002d4_507e_41fa_a111_f75c26b13fcb --> idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f idea_16938be3_f621_4572_9a53_fb77e65abb0c --> idea_4ab307c9_d9a3_4033_a355_22136ac698fb idea_449aee56_3ca7_4b51_a4c9_14a8121869a2 --> idea_349ebb60_f9c4_44b2_96fa_a995029d14e8 idea_bfbadb8a_0851_4f66_bcd7_e2d53cf51988 --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_1f51e3da_0e13_40f3_be84_912db6784f1c --> idea_041094a1_6b9f_4b37_851b_ee8150e09858 idea_0926e52e_191a_48b7_9b15_5e3df9fa1240 --> idea_4ab307c9_d9a3_4033_a355_22136ac698fb idea_e9e19679_9b76_4ef3_a323_82eef2d62254 --> idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20 idea_1792d83f_d4fd_4f8f_aa43_1aa7fd36b24c --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_44dae653_0368_4665_8701_0201d78c6a9e --> idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c idea_554bd86f_7a6f_4454_936d_f4430bbd8cc9 --> idea_041094a1_6b9f_4b37_851b_ee8150e09858 idea_c114d7d9_e8c4_4045_ac75_618b6f2c5c76 --> idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3 idea_5f073b9f_3912_4f5c_b6b3_16184c4220df --> idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20 idea_20e962e3_b9f9_47ed_87a2_439c7b377225 --> idea_ba896c4f_89de_4132_9a9f_3c07d9cb79d1 idea_02a47128_d26c_4f0b_b99f_c3de382cdfb9 --> idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c idea_a7ab481a_2105_4be2_b5e7_c8396fc49352 --> idea_82bfc830_1c66_4144_93a2_c97816a1a61b idea_871d6de6_4f1e_4823_821c_a9c5802ee8fa --> idea_4c810b73_35b3_4c71_920b_f6082d85aed2 idea_bbcb976a_930d_4a57_b4ee_6715c192a740 --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_82bfc830_1c66_4144_93a2_c97816a1a61b --> idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c idea_07223127_451d_412d_aada_a4b3fe78bfba --> idea_7f2613ec_146f_454d_be26_2416af4b570e idea_4c0e3c9b_71af_4d2d_907a_2aa6ac1e5126 --> idea_942da54c_eb59_4f1e_8b1c_249951a9cef3 idea_d199f2dc_1bf1_4280_9118_ccbc84cd5eb5 --> idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c idea_2f7418f3_7d45_4172_a63c_c21c3a15797f --> idea_d207fda7_fe5e_4345_afe6_cffaf9f4f751 idea_449aee56_3ca7_4b51_a4c9_14a8121869a2 --> idea_4c810b73_35b3_4c71_920b_f6082d85aed2 idea_dd21908e_d9ea_45a2_8ea9_d3e405f31e1d --> idea_349ebb60_f9c4_44b2_96fa_a995029d14e8 idea_6009367d_0307_4a20_a631_8aa35a7238e5 --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_3d48cc30_e0c1_4f87_bfa7_734e87206c2a --> idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f idea_e3746fc4_b74b_4fa6_b8de_c1fa576d6f2b --> idea_349ebb60_f9c4_44b2_96fa_a995029d14e8 idea_b9b6374b_f78b_48d4_b432_bea72ffcbb12 --> idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3 idea_3edcb066_681f_4507_b35b_21f6947d9fcf --> idea_4c810b73_35b3_4c71_920b_f6082d85aed2 idea_05deb5bd_85b0_4cbd_b52b_43318a2f2e72 --> idea_942da54c_eb59_4f1e_8b1c_249951a9cef3 idea_1fd0ff00_f227_4f85_a0cc_83c455863d78 --> idea_4c810b73_35b3_4c71_920b_f6082d85aed2 idea_74be50b3_3761_4a99_9736_abc428ef4390 --> idea_2383aad7_8dcd_47dc_b1c0_59d4e6ba2175 idea_a7ab481a_2105_4be2_b5e7_c8396fc49352 --> idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f idea_bd69ebcb_a8f9_450f_acc6_1384c7eb4743 --> idea_ce845235_c36a_4bf5_856c_7fc875a29bc3 idea_e9e19679_9b76_4ef3_a323_82eef2d62254 --> idea_5f073b9f_3912_4f5c_b6b3_16184c4220df idea_ad295cc2_9abd_4d9f_8a60_4a7d4079831e --> idea_4ab307c9_d9a3_4033_a355_22136ac698fb idea_d8122adc_60af_45b5_ae12_5e392c8392cd --> idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3 --> idea_63a073e3_dbb6_4a2d_8299_e4f757d862eb idea_5cd4f7c8_ac01_464e_af88_828624858698 --> idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a idea_ad295cc2_9abd_4d9f_8a60_4a7d4079831e --> idea_4c810b73_35b3_4c71_920b_f6082d85aed2 idea_0e6e2d6b_f03b_4acc_8c94_4d37621f5ac7 --> idea_942da54c_eb59_4f1e_8b1c_249951a9cef3 idea_82dafeb8_bae9_4d61_b6f1_be9434e80c52 --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_d199f2dc_1bf1_4280_9118_ccbc84cd5eb5 --> idea_cbe9e30a_57d6_4bc1_87c0_643759224649 idea_dbd8361e_c292_4026_8069_ccae1a082af4 --> idea_268470a6_3c49_40e0_96fe_b4fbb144b490 idea_07dc09c6_d0a4_44a9_bf87_f7c008af0d57 --> idea_d207fda7_fe5e_4345_afe6_cffaf9f4f751 idea_fda2d253_e40e_4ea6_89ea_49f260a632d6 --> idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a idea_cb21e1ff_e9d4_4914_b270_81192459c801 --> idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a idea_622477a0_9e95_4fb5_a887_190f4d7bb7b6 --> idea_cbe9e30a_57d6_4bc1_87c0_643759224649 idea_268470a6_3c49_40e0_96fe_b4fbb144b490 --> idea_058e2335_a134_4e4e_b7d8_6adbc0ce8ab0 idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f --> idea_268470a6_3c49_40e0_96fe_b4fbb144b490 idea_85c8556c_31fc_445a_af52_f0406cd5406c --> idea_541e0a61_4f01_4b9d_ab28_9fb69bcc43eb idea_b234f17d_584e_4da0_adb9_582114f2ea01 --> idea_9970cda4_0cad_4f4d_a0ca_2ff766a2d428 idea_b5d002d4_507e_41fa_a111_f75c26b13fcb --> idea_7f2613ec_146f_454d_be26_2416af4b570e idea_21fb0a88_5f10_4ab0_8e26_e9acf12a2917 --> idea_7f2613ec_146f_454d_be26_2416af4b570e idea_3df27af0_f1de_46fd_919e_d64298520dd4 --> idea_ba896c4f_89de_4132_9a9f_3c07d9cb79d1 idea_6662f7e6_541f_4cbf_a87a_8a360fbbb2a3 --> idea_4ab307c9_d9a3_4033_a355_22136ac698fb idea_f4028234_bb05_4957_a5b9_54dda87be645 --> idea_ba896c4f_89de_4132_9a9f_3c07d9cb79d1 idea_4ab307c9_d9a3_4033_a355_22136ac698fb --> idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a idea_ad9fa65f_e4c0_464b_8ad0_a5a5f57e61f1 --> idea_82bfc830_1c66_4144_93a2_c97816a1a61b idea_c2f5addb_5b2a_43fc_9478_fe1535866ca3 --> idea_2383aad7_8dcd_47dc_b1c0_59d4e6ba2175 idea_9c5e6be5_42be_4e72_a4ed_090bc3686eb4 --> idea_d207fda7_fe5e_4345_afe6_cffaf9f4f751 idea_fa642323_3aa8_475d_a9fd_870b1ab1c39c --> idea_058e2335_a134_4e4e_b7d8_6adbc0ce8ab0 idea_f416269d_fcd7_4769_9dec_ed08ac037766 --> idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3 idea_a5b02cf6_c6e0_466c_b57e_46c0533eb0c6 --> idea_83f0d566_6061_4962_8c97_2515c4000526 idea_2c94bb05_af38_4d7d_803a_436015d55b51 --> idea_3a6ead75_3afa_4baa_bb20_cf08796d7e53 idea_db0930e3_c144_4c21_8149_42c62c90e87e --> idea_041094a1_6b9f_4b37_851b_ee8150e09858 idea_2328471f_44a9_43cd_9cf0_55a1ac678eed --> idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20 idea_81683026_e48e_4cb3_b76b_36e83bc4b74c --> idea_82bfc830_1c66_4144_93a2_c97816a1a61b style idea_ce2f77a2_8ca1_43b0_a8ae_cee72545fc4a fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_6009367d_0307_4a20_a631_8aa35a7238e5 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_942da54c_eb59_4f1e_8b1c_249951a9cef3 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_041094a1_6b9f_4b37_851b_ee8150e09858 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_02a47128_d26c_4f0b_b99f_c3de382cdfb9 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_3edcb066_681f_4507_b35b_21f6947d9fcf fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_91aab4f8_1008_405c_9a3b_dd4a81d04f20 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_e9e19679_9b76_4ef3_a323_82eef2d62254 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_bbcb976a_930d_4a57_b4ee_6715c192a740 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_c4fc3c00_e863_47d5_a37a_6c1c5b502b51 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_d0137a77_6f2b_4819_bcb8_2dde9d4d492f fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_4ec4aa59_b536_4e10_ac57_fca4d586cd99 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_871d6de6_4f1e_4823_821c_a9c5802ee8fa fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_a136973a_5c15_416d_850d_5baf4dbd9ca8 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_449aee56_3ca7_4b51_a4c9_14a8121869a2 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_83123074_150f_4f1c_9021_af2523cf333d fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_ad295cc2_9abd_4d9f_8a60_4a7d4079831e fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_02e91740_db80_4185_9c44_4607ea84d419 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_fda2d253_e40e_4ea6_89ea_49f260a632d6 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_a5b02cf6_c6e0_466c_b57e_46c0533eb0c6 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_83f0d566_6061_4962_8c97_2515c4000526 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_dbd8361e_c292_4026_8069_ccae1a082af4 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_82bfc830_1c66_4144_93a2_c97816a1a61b fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_05deb5bd_85b0_4cbd_b52b_43318a2f2e72 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_2383aad7_8dcd_47dc_b1c0_59d4e6ba2175 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_63a073e3_dbb6_4a2d_8299_e4f757d862eb fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_9c5e6be5_42be_4e72_a4ed_090bc3686eb4 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_4c810b73_35b3_4c71_920b_f6082d85aed2 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_3d48cc30_e0c1_4f87_bfa7_734e87206c2a fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_ad9fa65f_e4c0_464b_8ad0_a5a5f57e61f1 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_74be50b3_3761_4a99_9736_abc428ef4390 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_77a84c56_9ec6_48db_b34b_2cd5d9c19989 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_cbe9e30a_57d6_4bc1_87c0_643759224649 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_349ebb60_f9c4_44b2_96fa_a995029d14e8 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_a7ab481a_2105_4be2_b5e7_c8396fc49352 fill:#7f1d1d,stroke:#450a0a,color:#fca5a5 style idea_e3746fc4_b74b_4fa6_b8de_c1fa576d6f2b fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_21fb0a88_5f10_4ab0_8e26_e9acf12a2917 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_b51986c0_0967_4d76_8bbb_3f24b2155cc3 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_4c0e3c9b_71af_4d2d_907a_2aa6ac1e5126 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_07dc09c6_d0a4_44a9_bf87_f7c008af0d57 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_16938be3_f621_4572_9a53_fb77e65abb0c fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_f243fde9_56b0_4944_9e1e_2f0cd3811447 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_7c2c635c_8768_40ef_b9a9_5d306a3e310d fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_4ab307c9_d9a3_4033_a355_22136ac698fb fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_d8122adc_60af_45b5_ae12_5e392c8392cd fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_c2f5addb_5b2a_43fc_9478_fe1535866ca3 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_6662f7e6_541f_4cbf_a87a_8a360fbbb2a3 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_9970cda4_0cad_4f4d_a0ca_2ff766a2d428 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_1f51e3da_0e13_40f3_be84_912db6784f1c fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_fa642323_3aa8_475d_a9fd_870b1ab1c39c fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_d3016ba6_3e55_4505_a82e_f0b918970a6d fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_1792d83f_d4fd_4f8f_aa43_1aa7fd36b24c fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_c114d7d9_e8c4_4045_ac75_618b6f2c5c76 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_a223f665_203a_43ff_be40_d0d7e47f3cb1 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_cb21e1ff_e9d4_4914_b270_81192459c801 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_541e0a61_4f01_4b9d_ab28_9fb69bcc43eb fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_d199f2dc_1bf1_4280_9118_ccbc84cd5eb5 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_38bb6402_be44_45ad_b06f_f14df1a3f974 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_22710e14_5622_4af3_9bf8_83d981b5274b fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_bd16336b_09d6_4cc6_a92d_6f0c9dd1128d fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_bfbadb8a_0851_4f66_bcd7_e2d53cf51988 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_f416269d_fcd7_4769_9dec_ed08ac037766 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_a070769d_7307_4727_ab88_db74c61c83a3 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_81683026_e48e_4cb3_b76b_36e83bc4b74c fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_79ee263d_4c42_451c_9ee2_f73b3b723a0a fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_2f7418f3_7d45_4172_a63c_c21c3a15797f fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_5cd4f7c8_ac01_464e_af88_828624858698 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_058e2335_a134_4e4e_b7d8_6adbc0ce8ab0 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_07223127_451d_412d_aada_a4b3fe78bfba fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_0e6e2d6b_f03b_4acc_8c94_4d37621f5ac7 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_b234f17d_584e_4da0_adb9_582114f2ea01 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_f4028234_bb05_4957_a5b9_54dda87be645 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_2c94bb05_af38_4d7d_803a_436015d55b51 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_85c8556c_31fc_445a_af52_f0406cd5406c fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_2328471f_44a9_43cd_9cf0_55a1ac678eed fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_ae3b65dc_ad3f_4195_bb8e_601727b6328f fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_dd21908e_d9ea_45a2_8ea9_d3e405f31e1d fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_c4ac95cd_6de3_4850_8a9a_12332222e6b9 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_622477a0_9e95_4fb5_a887_190f4d7bb7b6 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_82dafeb8_bae9_4d61_b6f1_be9434e80c52 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_554bd86f_7a6f_4454_936d_f4430bbd8cc9 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_ba896c4f_89de_4132_9a9f_3c07d9cb79d1 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_20e962e3_b9f9_47ed_87a2_439c7b377225 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_549a645d_07cb_40f1_a058_02a2322567f8 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_7f2613ec_146f_454d_be26_2416af4b570e fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_268470a6_3c49_40e0_96fe_b4fbb144b490 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_ce845235_c36a_4bf5_856c_7fc875a29bc3 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_1fd0ff00_f227_4f85_a0cc_83c455863d78 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_d207fda7_fe5e_4345_afe6_cffaf9f4f751 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_3a6ead75_3afa_4baa_bb20_cf08796d7e53 fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_db0930e3_c144_4c21_8149_42c62c90e87e fill:#7f1d1d,stroke:#450a0a,color:#fca5a5 style idea_b5d002d4_507e_41fa_a111_f75c26b13fcb fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_3df27af0_f1de_46fd_919e_d64298520dd4 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_44dae653_0368_4665_8701_0201d78c6a9e fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_5f073b9f_3912_4f5c_b6b3_16184c4220df fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_b9b6374b_f78b_48d4_b432_bea72ffcbb12 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_a8050e8b_90e2_4f6e_8e82_8610ec50bc4c fill:#e5e7eb,stroke:#9ca3af,color:#374151 style idea_bd69ebcb_a8f9_450f_acc6_1384c7eb4743 fill:#fef3c7,stroke:#f59e0b,color:#92400e style idea_0926e52e_191a_48b7_9b15_5e3df9fa1240 fill:#fef3c7,stroke:#f59e0b,color:#92400e linkStyle 9 stroke:#2563eb,stroke-width:3px linkStyle 34 stroke:#2563eb,stroke-width:3px linkStyle 41 stroke:#2563eb,stroke-width:3px linkStyle 45 stroke:#2563eb,stroke-width:3px linkStyle 57 stroke:#2563eb,stroke-width:3px linkStyle 58 stroke:#2563eb,stroke-width:3px