调整缩放、多核运行、图标显示

This commit is contained in:
2026-04-09 17:25:52 +08:00
parent 91e36407ae
commit 8025869b76
205 changed files with 295 additions and 1332 deletions

4
1.py Normal file
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@ -0,0 +1,4 @@
new_wavelengths = [np.mean(wavelengths[i:i+3]) for i in range(0, len(wavelengths), 3)]
print(new_wavelengths)

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@ -1,4 +1,5 @@
import numpy as np import numpy as np
import sys
# import preprocessing # import preprocessing
try: try:
@ -14,9 +15,12 @@ try:
except ImportError: except ImportError:
TQDM_AVAILABLE = False TQDM_AVAILABLE = False
# 如果tqdm不可用定义一个简单的包装器 # 如果tqdm不可用定义一个简单的包装器
def tqdm(iterable, desc=None, total=None): def tqdm(iterable, desc=None, total=None, disable=None):
return iterable return iterable
# 检测是否在 PyInstaller 打包环境(无控制台)
_is_frozen_gui = getattr(sys, "frozen", False) and (not hasattr(sys, 'stdout') or sys.stdout is None)
class Goodman: class Goodman:
def __init__(self, im_aligned, NIR_lower = 25, NIR_upper = 37, A = 0.000019, B = 0.1, def __init__(self, im_aligned, NIR_lower = 25, NIR_upper = 37, A = 0.000019, B = 0.1,
use_gdal=True, chunk_size=None, water_mask=None, output_path=None): use_gdal=True, chunk_size=None, water_mask=None, output_path=None):
@ -170,7 +174,7 @@ class Goodman:
water_mask_bool = self.water_mask.astype(bool) if self.water_mask is not None else None water_mask_bool = self.water_mask.astype(bool) if self.water_mask is not None else None
# 逐波段处理:每次只处理一个波段,处理完后立即添加到结果列表 # 逐波段处理:每次只处理一个波段,处理完后立即添加到结果列表
for i in tqdm(range(self.n_bands), desc="处理波段 (numpy)", total=self.n_bands): for i in tqdm(range(self.n_bands), desc="处理波段 (numpy)", total=self.n_bands, disable=_is_frozen_gui):
# 获取当前波段(这是数组视图,不是复制) # 获取当前波段(这是数组视图,不是复制)
R = self.im_aligned[:,:,i] R = self.im_aligned[:,:,i]
# 优化计算:减少中间数组创建 # 优化计算:减少中间数组创建
@ -207,7 +211,7 @@ class Goodman:
water_mask_bool = self.water_mask.astype(bool) if self.water_mask is not None else None water_mask_bool = self.water_mask.astype(bool) if self.water_mask is not None else None
# 逐波段处理:每次只读取和处理一个波段 # 逐波段处理:每次只读取和处理一个波段
for i in tqdm(range(self.n_bands), desc="处理波段 (GDAL)", total=self.n_bands): for i in tqdm(range(self.n_bands), desc="处理波段 (GDAL)", total=self.n_bands, disable=_is_frozen_gui):
# 读取当前波段(只加载一个波段到内存) # 读取当前波段(只加载一个波段到内存)
current_band = self.dataset.GetRasterBand(i + 1) current_band = self.dataset.GetRasterBand(i + 1)
R = current_band.ReadAsArray().astype(np.float32) R = current_band.ReadAsArray().astype(np.float32)
@ -235,7 +239,7 @@ class Goodman:
mem_dataset = driver.Create('', self.width, self.height, self.n_bands, gdal.GDT_Float32) mem_dataset = driver.Create('', self.width, self.height, self.n_bands, gdal.GDT_Float32)
# 将numpy数组写入内存数据集显示进度 # 将numpy数组写入内存数据集显示进度
for i in tqdm(range(self.n_bands), desc="加载波段到内存", total=self.n_bands): for i in tqdm(range(self.n_bands), desc="加载波段到内存", total=self.n_bands, disable=_is_frozen_gui):
band = mem_dataset.GetRasterBand(i + 1) band = mem_dataset.GetRasterBand(i + 1)
band.WriteArray(self.im_aligned[:,:,i]) band.WriteArray(self.im_aligned[:,:,i])
band.FlushCache() band.FlushCache()
@ -316,7 +320,7 @@ class Goodman:
dataset.SetProjection(projection) dataset.SetProjection(projection)
# 直接逐波段写入(不先堆叠,节省内存) # 直接逐波段写入(不先堆叠,节省内存)
for i in tqdm(range(n_bands), desc="保存波段", total=n_bands): for i in tqdm(range(n_bands), desc="保存波段", total=n_bands, disable=_is_frozen_gui):
band = dataset.GetRasterBand(i + 1) band = dataset.GetRasterBand(i + 1)
# 直接从列表中获取波段并写入,避免创建完整数组 # 直接从列表中获取波段并写入,避免创建完整数组
band.WriteArray(corrected_bands[i]) band.WriteArray(corrected_bands[i])

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@ -19,7 +19,7 @@ from sklearn.cross_decomposition import PLSRegression
from sklearn.ensemble import GradientBoostingRegressor, AdaBoostRegressor, ExtraTreesRegressor from sklearn.ensemble import GradientBoostingRegressor, AdaBoostRegressor, ExtraTreesRegressor
from sklearn.tree import DecisionTreeRegressor from sklearn.tree import DecisionTreeRegressor
from sklearn.neural_network import MLPRegressor from sklearn.neural_network import MLPRegressor
from joblib import parallel_backend
# 第三方模型导入 # 第三方模型导入
# try: # try:
# import lightgbm as lgb # import lightgbm as lgb
@ -648,6 +648,8 @@ class WaterQualityModelingBatch:
) )
# 在训练集上训练模型 # 在训练集上训练模型
# with parallel_backend("threading", n_jobs=-1):
# grid_search.fit(X_train, y_train)
grid_search.fit(X_train, y_train) grid_search.fit(X_train, y_train)
# 获取最佳模型 # 获取最佳模型

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@ -15,7 +15,7 @@ from datetime import datetime
from typing import Dict, Optional, List, Union from typing import Dict, Optional, List, Union
import numpy as np import numpy as np
import pandas as pd import pandas as pd
import multiprocessing
from PyQt5.QtWidgets import ( from PyQt5.QtWidgets import (
QApplication, QMainWindow, QWidget, QVBoxLayout, QHBoxLayout, QApplication, QMainWindow, QWidget, QVBoxLayout, QHBoxLayout,
QPushButton, QLabel, QLineEdit, QComboBox, QCheckBox, QSpinBox, QPushButton, QLabel, QLineEdit, QComboBox, QCheckBox, QSpinBox,
@ -3462,6 +3462,10 @@ class ImageViewerWidget(QWidget):
super().__init__(parent) super().__init__(parent)
self.current_image_path = None self.current_image_path = None
self.scale_factor = 1.0 self.scale_factor = 1.0
self._update_timer = QTimer() # 防抖定时器
self._update_timer.setSingleShot(True)
self._update_timer.timeout.connect(self._do_update_display)
self._pending_scale = None # 待更新的缩放比例
self.setup_ui() self.setup_ui()
def setup_ui(self): def setup_ui(self):
@ -3564,28 +3568,62 @@ class ImageViewerWidget(QWidget):
self.status_label.setText(f"{pixmap.width()}x{pixmap.height()} | {size_mb:.2f} MB | {Path(image_path).name} | 适应窗口") self.status_label.setText(f"{pixmap.width()}x{pixmap.height()} | {size_mb:.2f} MB | {Path(image_path).name} | 适应窗口")
def update_image_display(self): def update_image_display(self):
"""更新图像显示""" """更新图像显示 - 使用防抖避免频繁重绘卡顿"""
# 取消之前的待执行更新,重新计时
self._update_timer.stop()
self._pending_scale = self.scale_factor
self._update_timer.start(50) # 50ms后执行实际更新
def _do_update_display(self):
"""实际执行图像更新"""
if not hasattr(self, 'original_pixmap') or self.original_pixmap.isNull(): if not hasattr(self, 'original_pixmap') or self.original_pixmap.isNull():
return return
if self._pending_scale is None:
return
# 根据缩放比例选择变换模式大幅度缩放用Fast模式提升性能
if self._pending_scale > 2.0 or self._pending_scale < 0.5:
transform = Qt.FastTransformation
else:
transform = Qt.SmoothTransformation
scaled_pixmap = self.original_pixmap.scaled( scaled_pixmap = self.original_pixmap.scaled(
int(self.original_pixmap.width() * self.scale_factor), int(self.original_pixmap.width() * self._pending_scale),
int(self.original_pixmap.height() * self.scale_factor), int(self.original_pixmap.height() * self._pending_scale),
Qt.KeepAspectRatio, Qt.KeepAspectRatio,
Qt.SmoothTransformation transform
) )
self.image_label.setPixmap(scaled_pixmap) self.image_label.setPixmap(scaled_pixmap)
self._pending_scale = None
def wheelEvent(self, event):
"""鼠标滚轮缩放 - 实时响应"""
delta = event.angleDelta().y()
if delta > 0:
# 向上滚动 - 放大
if self.scale_factor < 5.0:
self.scale_factor = min(self.scale_factor * 1.1, 5.0)
self.update_image_display()
else:
# 向下滚动 - 缩小
if self.scale_factor > 0.1:
self.scale_factor = max(self.scale_factor / 1.1, 0.1)
self.update_image_display()
event.accept()
def zoom_in(self): def zoom_in(self):
"""放大""" """放大"""
if self.scale_factor < 5.0: if self.scale_factor < 5.0:
self.scale_factor *= 1.25 self.scale_factor = min(self.scale_factor * 1.25, 5.0)
self.update_image_display() self.update_image_display()
def zoom_out(self): def zoom_out(self):
"""缩小""" """缩小"""
if self.scale_factor > 0.1: if self.scale_factor > 0.1:
self.scale_factor /= 1.25 self.scale_factor = max(self.scale_factor / 1.25, 0.1)
self.update_image_display() self.update_image_display()
def fit_to_window(self): def fit_to_window(self):
@ -3599,14 +3637,20 @@ class ImageViewerWidget(QWidget):
scale_w = view_size.width() / img_size.width() scale_w = view_size.width() / img_size.width()
scale_h = view_size.height() / img_size.height() scale_h = view_size.height() / img_size.height()
self.scale_factor = min(scale_w, scale_h, 1.0) # 不超过原始大小
# 记录适应前的比例(用于后续恢复参考)
self._fit_scale = min(scale_w, scale_h)
self.scale_factor = self._fit_scale
self.update_image_display() self.update_image_display()
self.status_label.setText(f"适应窗口 | 缩放: {self.scale_factor:.1%}")
def original_size(self): def original_size(self):
"""原始大小""" """原始大小"""
self.scale_factor = 1.0 self.scale_factor = 1.0
self._fit_scale = None # 清除适应记录
self.update_image_display() self.update_image_display()
self.status_label.setText("原始大小 | 缩放: 100%")
def save_image(self): def save_image(self):
"""保存图像""" """保存图像"""
@ -5229,6 +5273,7 @@ class WaterQualityGUI(QMainWindow):
self.init_ui() self.init_ui()
self.apply_stylesheet() self.apply_stylesheet()
self._disable_wheel_for_all_spinboxes()
def get_icon_path(self, icon_filename): def get_icon_path(self, icon_filename):
""" """
@ -5245,10 +5290,48 @@ class WaterQualityGUI(QMainWindow):
return os.path.join(icon_dir, icon_filename) return os.path.join(icon_dir, icon_filename)
def _disable_wheel_for_all_spinboxes(self):
"""
遍历所有子控件,为 QSpinBox/QDoubleSpinBox/QComboBox 禁用滚轮事件
防止滚动页面时意外改变数值
"""
from PyQt5.QtCore import Qt
# 找到所有数值输入控件
for spinbox in self.findChildren(QSpinBox):
spinbox.setFocusPolicy(Qt.StrongFocus) # 只有聚焦时才响应滚轮
spinbox.wheelEvent = lambda event, sb=spinbox: None # 完全禁用滚轮
for spinbox in self.findChildren(QDoubleSpinBox):
spinbox.setFocusPolicy(Qt.StrongFocus)
spinbox.wheelEvent = lambda event, sb=spinbox: None
for combobox in self.findChildren(QComboBox):
combobox.setFocusPolicy(Qt.StrongFocus)
combobox.wheelEvent = lambda event, cb=combobox: None
def init_ui(self): def init_ui(self):
"""初始化UI""" """初始化UI"""
self.setWindowTitle("水质参数反演分析系统 v1.0") self.setWindowTitle("水质参数反演分析系统 v1.0")
self.setGeometry(100, 100, 1200, 800)
# 获取屏幕可用区域(排除任务栏)
screen_geometry = QApplication.primaryScreen().availableGeometry()
screen_width = screen_geometry.width()
screen_height = screen_geometry.height()
# 初始尺寸:宽度固定 800高度占满屏幕
window_width = 1200
window_height = screen_height
# 仅设置初始大小,不锁定
self.resize(window_width, window_height)
# 计算水平居中、垂直贴顶的位置
x = (screen_width - window_width) // 2
y = 0
self.move(x, y)
# 可选:设置最小尺寸,防止用户缩得太小
self.setMinimumSize(600, 400)
# 创建自定义标题栏包含Logo和菜单栏 # 创建自定义标题栏包含Logo和菜单栏
self.create_title_bar() self.create_title_bar()
@ -5297,8 +5380,12 @@ class WaterQualityGUI(QMainWindow):
""") """)
# 设置Logo图片路径 - 使用相对路径(打包兼容) # 设置Logo图片路径 - 使用相对路径(打包兼容)
logo_path = r"E:\code\WQ\GUI_v1\fengzhuang-ui2V3\data\icons\logo.png" from pathlib import Path
logo_pixmap = QPixmap(str(logo_path)) if hasattr(sys, '_MEIPASS'):
logo_path = os.path.join(sys._MEIPASS, 'data', 'icons', 'logo.png')
else:
logo_path = str(Path(__file__).parent.parent.parent / "data" / "icons" / "logo.png")
logo_pixmap = QPixmap(logo_path)
if not logo_pixmap.isNull(): if not logo_pixmap.isNull():
# 按高度缩放图片保持宽高比让Logo更显眼 # 按高度缩放图片保持宽高比让Logo更显眼
@ -5406,17 +5493,23 @@ class WaterQualityGUI(QMainWindow):
banner_layout = QHBoxLayout() banner_layout = QHBoxLayout()
banner_layout.setContentsMargins(0, 0, 0, 0) banner_layout.setContentsMargins(0, 0, 0, 0)
banner_layout.setSpacing(0) banner_layout.setSpacing(0)
# 不设置居中对齐,让横幅填满整个容器
# 创建横幅标签 # 创建横幅标签 - 完全跟随窗口等比缩放,填满整个区域
self.banner_label = QLabel() self.banner_label = QLabel()
self.banner_label.setMinimumHeight(65) # 最小高度保证:当窗口很小时至少显示 38px 高 (200px 宽 / 5.25)
self.banner_label.setMaximumHeight(110) self.banner_label.setMinimumHeight(int(200 / 5.25)) # ≈ 38px
self.banner_label.setAlignment(Qt.AlignCenter) # 使用 Expanding 策略让标签填满可用空间
self.banner_label.setSizePolicy(QSizePolicy.Expanding, QSizePolicy.Fixed) self.banner_label.setSizePolicy(QSizePolicy.Expanding, QSizePolicy.Fixed)
self.banner_label.setScaledContents(False) self.banner_label.setScaledContents(False)
# 清除 QLabel 默认的 margin 和 padding消除右侧空白
self.banner_label.setStyleSheet("margin: 0px; padding: 0px; border: none;")
# 保存原始pixmap用于后续缩放 # 保存原始pixmap用于后续缩放
banner_path = r"E:\code\WQ\GUI_v1\fengzhuang-ui2\data\icons\Mega Water 1.0.png" if hasattr(sys, '_MEIPASS'):
banner_path = os.path.join(sys._MEIPASS, 'data', 'icons', 'Mega Water 1.0.png')
else:
banner_path = str(Path(__file__).parent.parent.parent / "data" / "icons" / "Mega Water 1.0.png")
self.banner_pixmap = QPixmap(banner_path) self.banner_pixmap = QPixmap(banner_path)
if not self.banner_pixmap.isNull(): if not self.banner_pixmap.isNull():
@ -5444,13 +5537,19 @@ class WaterQualityGUI(QMainWindow):
banner_toolbar.setMovable(False) banner_toolbar.setMovable(False)
banner_toolbar.setFloatable(False) banner_toolbar.setFloatable(False)
banner_toolbar.addWidget(banner_widget) banner_toolbar.addWidget(banner_widget)
banner_toolbar.setContentsMargins(0, 0, 0, 0) # 清除工具栏布局的边距
banner_toolbar.setStyleSheet(""" banner_toolbar.setStyleSheet("""
QToolBar { QToolBar {
background-color: white; background-color: white;
border: none; border: none;
border-bottom: 1px solid #ddd; border-bottom: 1px solid #ddd;
padding: 2px 0px; padding: 0px;
margin: 0px; margin: 0px;
spacing: 0px;
}
QToolBar QWidget {
margin: 0px;
padding: 0px;
} }
""") """)
@ -6203,27 +6302,32 @@ class WaterQualityGUI(QMainWindow):
self.training_mode_action.setText("有训练数据模式" if checked else "无训练数据模式") self.training_mode_action.setText("有训练数据模式" if checked else "无训练数据模式")
def update_banner_image(self): def update_banner_image(self):
"""更新横幅图片 - 等比自适应缩放""" """更新横幅图片 - 完全跟随窗口等比缩放,填满可用宽度"""
if not hasattr(self, 'banner_pixmap') or self.banner_pixmap.isNull(): if not hasattr(self, 'banner_pixmap') or self.banner_pixmap.isNull():
return return
# 获取可用宽度(考虑工具栏边距) # 获取可用宽度(考虑工具栏边距),跟随窗口实时变化
available_width = max(200, self.width() - 60) # 最小宽度保护 available_width = max(200, self.width() - 60)
# 第一步:按宽度缩放,保持比例 # 先根据可用宽度计算目标高度(严格 5.25:1
scaled_pixmap = self.banner_pixmap.scaled( target_height = int(available_width / 5.25)
available_width,
120, # 最大允许高度
Qt.KeepAspectRatio, # 关键:等比缩放
Qt.SmoothTransformation # 平滑缩放
)
# 如果高度仍然过大,则按高度限制缩放 # 限制最小高度
if scaled_pixmap.height() > 110: if target_height < 38:
target_height = 38
available_width = int(38 * 5.25)
# 计算图片目标尺寸(保持 5.25:1 比例)
target_width = available_width
# 设置固定尺寸,确保标签严格填满整个区域
self.banner_label.setFixedSize(target_width, target_height)
# 等比缩放到目标尺寸,填满整个区域(允许轻微裁剪)
scaled_pixmap = self.banner_pixmap.scaled( scaled_pixmap = self.banner_pixmap.scaled(
int(available_width * 0.9), target_width,
110, target_height,
Qt.KeepAspectRatio, Qt.KeepAspectRatioByExpanding, # 保持比例,填满区域,允许裁剪超出部分
Qt.SmoothTransformation Qt.SmoothTransformation
) )
@ -6232,15 +6336,8 @@ class WaterQualityGUI(QMainWindow):
def resizeEvent(self, event): def resizeEvent(self, event):
"""窗口大小改变事件 - 实时更新横幅图片等比缩放""" """窗口大小改变事件 - 实时更新横幅图片等比缩放"""
super().resizeEvent(event) super().resizeEvent(event)
# 使用定时器避免频繁调用 # 直接调用,不使用定时器延迟(或缩短到 10ms
if hasattr(self, '_banner_timer'): self.update_banner_image()
self._banner_timer.stop()
else:
self._banner_timer = QTimer()
self._banner_timer.setSingleShot(True)
self._banner_timer.timeout.connect(self.update_banner_image)
self._banner_timer.start(50) # 50ms后更新
def update_ui_for_training_mode(self): def update_ui_for_training_mode(self):
"""根据训练数据模式更新UI状态""" """根据训练数据模式更新UI状态"""
@ -6296,5 +6393,7 @@ def main():
if __name__ == "__main__": if __name__ == "__main__":
#冻结只显示1个exe
# multiprocessing.freeze_support()
main() main()

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@ -1,15 +0,0 @@
ENVI
description = {
work_dir\2_glint\severe_glint_area.dat}
samples = 11363
lines = 10408
bands = 1
header offset = 0
file type = ENVI Standard
data type = 4
interleave = bsq
byte order = 0
map info = {UTM, 1, 1, 600742.055, 4613386.65, 0.2, 0.2, 51, North,WGS-84}
coordinate system string = {PROJCS["WGS_1984_UTM_Zone_51N",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",123.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0]]}
band names = {
Band 1}

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,1002.515991,0.11209397634185636,y = -0.005956 + 0.001186*x,134,10.960663313432837,3.9096921347220377,0.007041335820895523,0.0138473135041692
logarithmic,Chlorophyll,1002.515991,0.09022914646608904,y = -0.019813 + 0.011526*ln(x),134,10.960663313432837,3.9096921347220377,0.007041335820895523,0.0138473135041692
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 1002.515991 0.11209397634185636 y = -0.005956 + 0.001186*x 134 10.960663313432837 3.9096921347220377 0.007041335820895523 0.0138473135041692
3 logarithmic Chlorophyll 1002.515991 0.09022914646608904 y = -0.019813 + 0.011526*ln(x) 134 10.960663313432837 3.9096921347220377 0.007041335820895523 0.0138473135041692

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,1007.041016,0.13129585788396014,y = -0.007873 + 0.001537*x,134,10.960663313432837,3.9096921347220377,0.008974216417910446,0.016584272713125302
logarithmic,Chlorophyll,1007.041016,0.10398887849221805,y = -0.025553 + 0.014819*ln(x),134,10.960663313432837,3.9096921347220377,0.008974216417910446,0.016584272713125302
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 1007.041016 0.13129585788396014 y = -0.007873 + 0.001537*x 134 10.960663313432837 3.9096921347220377 0.008974216417910446 0.016584272713125302
3 logarithmic Chlorophyll 1007.041016 0.10398887849221805 y = -0.025553 + 0.014819*ln(x) 134 10.960663313432837 3.9096921347220377 0.008974216417910446 0.016584272713125302

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,1011.56897,0.11897246869922418,y = -0.007866 + 0.001621*x,134,10.960663313432837,3.9096921347220377,0.00990283582089552,0.01837518499092342
logarithmic,Chlorophyll,1011.56897,0.09605697495450882,y = -0.026865 + 0.015780*ln(x),134,10.960663313432837,3.9096921347220377,0.00990283582089552,0.01837518499092342
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 1011.56897 0.11897246869922418 y = -0.007866 + 0.001621*x 134 10.960663313432837 3.9096921347220377 0.00990283582089552 0.01837518499092342
3 logarithmic Chlorophyll 1011.56897 0.09605697495450882 y = -0.026865 + 0.015780*ln(x) 134 10.960663313432837 3.9096921347220377 0.00990283582089552 0.01837518499092342

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,374.285004,0.0577461915301245,y = 0.009707 + 0.000311*x,134,10.960663313432837,3.9096921347220377,0.013112298507462688,0.005054260878733534
logarithmic,Chlorophyll,374.285004,0.052490162787109385,y = 0.005636 + 0.003209*ln(x),134,10.960663313432837,3.9096921347220377,0.013112298507462688,0.005054260878733534
exponential,Chlorophyll,374.285004,0.030557192829324564,y = 0.010822 * exp(0.013060*x),134,10.960663313432837,3.9096921347220377,0.013112298507462688,0.005054260878733534
power,Chlorophyll,374.285004,0.02576326804736484,y = 0.009209 * x^0.130700,134,10.960663313432837,3.9096921347220377,0.013112298507462688,0.005054260878733534
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 374.285004 0.0577461915301245 y = 0.009707 + 0.000311*x 134 10.960663313432837 3.9096921347220377 0.013112298507462688 0.005054260878733534
3 logarithmic Chlorophyll 374.285004 0.052490162787109385 y = 0.005636 + 0.003209*ln(x) 134 10.960663313432837 3.9096921347220377 0.013112298507462688 0.005054260878733534
4 exponential Chlorophyll 374.285004 0.030557192829324564 y = 0.010822 * exp(0.013060*x) 134 10.960663313432837 3.9096921347220377 0.013112298507462688 0.005054260878733534
5 power Chlorophyll 374.285004 0.02576326804736484 y = 0.009209 * x^0.130700 134 10.960663313432837 3.9096921347220377 0.013112298507462688 0.005054260878733534

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,378.311005,0.008061439581006025,y = 0.013092 + 0.001044*ln(x),134,10.960663313432837,3.9096921347220377,0.01552370895522388,0.00419444858565235
linear,Chlorophyll,378.311005,0.008052879252108514,y = 0.014468 + 0.000096*x,134,10.960663313432837,3.9096921347220377,0.01552370895522388,0.00419444858565235
power,Chlorophyll,378.311005,-0.016155019039159058,y = 0.015641 * x^-0.016124,134,10.960663313432837,3.9096921347220377,0.01552370895522388,0.00419444858565235
exponential,Chlorophyll,378.311005,-0.01708357282563666,y = 0.015362 * exp(-0.001784*x),134,10.960663313432837,3.9096921347220377,0.01552370895522388,0.00419444858565235
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 378.311005 0.008061439581006025 y = 0.013092 + 0.001044*ln(x) 134 10.960663313432837 3.9096921347220377 0.01552370895522388 0.00419444858565235
3 linear Chlorophyll 378.311005 0.008052879252108514 y = 0.014468 + 0.000096*x 134 10.960663313432837 3.9096921347220377 0.01552370895522388 0.00419444858565235
4 power Chlorophyll 378.311005 -0.016155019039159058 y = 0.015641 * x^-0.016124 134 10.960663313432837 3.9096921347220377 0.01552370895522388 0.00419444858565235
5 exponential Chlorophyll 378.311005 -0.01708357282563666 y = 0.015362 * exp(-0.001784*x) 134 10.960663313432837 3.9096921347220377 0.01552370895522388 0.00419444858565235

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,382.341003,0.010983531384569756,y = 0.013856 + 0.000202*x,134,10.960663313432837,3.9096921347220377,0.016074067164179102,0.007548431031201279
logarithmic,Chlorophyll,382.341003,0.010636805221273526,y = 0.011048 + 0.002157*ln(x),134,10.960663313432837,3.9096921347220377,0.016074067164179102,0.007548431031201279
power,Chlorophyll,382.341003,-0.007234268459601845,y = 0.015174 * x^0.006143,134,10.960663313432837,3.9096921347220377,0.016074067164179102,0.007548431031201279
exponential,Chlorophyll,382.341003,-0.008026222697967267,y = 0.015380 * exp(0.000073*x),134,10.960663313432837,3.9096921347220377,0.016074067164179102,0.007548431031201279
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 382.341003 0.010983531384569756 y = 0.013856 + 0.000202*x 134 10.960663313432837 3.9096921347220377 0.016074067164179102 0.007548431031201279
3 logarithmic Chlorophyll 382.341003 0.010636805221273526 y = 0.011048 + 0.002157*ln(x) 134 10.960663313432837 3.9096921347220377 0.016074067164179102 0.007548431031201279
4 power Chlorophyll 382.341003 -0.007234268459601845 y = 0.015174 * x^0.006143 134 10.960663313432837 3.9096921347220377 0.016074067164179102 0.007548431031201279
5 exponential Chlorophyll 382.341003 -0.008026222697967267 y = 0.015380 * exp(0.000073*x) 134 10.960663313432837 3.9096921347220377 0.016074067164179102 0.007548431031201279

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,386.373993,0.004476522091747537,y = 0.013943 + 0.001356*ln(x),134,10.960663313432837,3.9096921347220377,0.017102343283582087,0.007312955327938564
linear,Chlorophyll,386.373993,0.003937809502393641,y = 0.015816 + 0.000117*x,134,10.960663313432837,3.9096921347220377,0.017102343283582087,0.007312955327938564
power,Chlorophyll,386.373993,-0.013451645087448227,y = 0.018099 * x^-0.040970,134,10.960663313432837,3.9096921347220377,0.017102343283582087,0.007312955327938564
exponential,Chlorophyll,386.373993,-0.01526209268366463,y = 0.017374 * exp(-0.004977*x),134,10.960663313432837,3.9096921347220377,0.017102343283582087,0.007312955327938564
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 386.373993 0.004476522091747537 y = 0.013943 + 0.001356*ln(x) 134 10.960663313432837 3.9096921347220377 0.017102343283582087 0.007312955327938564
3 linear Chlorophyll 386.373993 0.003937809502393641 y = 0.015816 + 0.000117*x 134 10.960663313432837 3.9096921347220377 0.017102343283582087 0.007312955327938564
4 power Chlorophyll 386.373993 -0.013451645087448227 y = 0.018099 * x^-0.040970 134 10.960663313432837 3.9096921347220377 0.017102343283582087 0.007312955327938564
5 exponential Chlorophyll 386.373993 -0.01526209268366463 y = 0.017374 * exp(-0.004977*x) 134 10.960663313432837 3.9096921347220377 0.017102343283582087 0.007312955327938564

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,390.410004,0.0033869580773776553,y = 0.014722 + 0.001210*ln(x),134,10.960663313432837,3.9096921347220377,0.017540880597014925,0.00750323608895778
linear,Chlorophyll,390.410004,0.0026484411391527463,y = 0.016458 + 0.000099*x,134,10.960663313432837,3.9096921347220377,0.017540880597014925,0.00750323608895778
power,Chlorophyll,390.410004,-0.01625121404032659,y = 0.019411 * x^-0.060440,134,10.960663313432837,3.9096921347220377,0.017540880597014925,0.00750323608895778
exponential,Chlorophyll,390.410004,-0.018540174411018073,y = 0.018243 * exp(-0.007186*x),134,10.960663313432837,3.9096921347220377,0.017540880597014925,0.00750323608895778
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 390.410004 0.0033869580773776553 y = 0.014722 + 0.001210*ln(x) 134 10.960663313432837 3.9096921347220377 0.017540880597014925 0.00750323608895778
3 linear Chlorophyll 390.410004 0.0026484411391527463 y = 0.016458 + 0.000099*x 134 10.960663313432837 3.9096921347220377 0.017540880597014925 0.00750323608895778
4 power Chlorophyll 390.410004 -0.01625121404032659 y = 0.019411 * x^-0.060440 134 10.960663313432837 3.9096921347220377 0.017540880597014925 0.00750323608895778
5 exponential Chlorophyll 390.410004 -0.018540174411018073 y = 0.018243 * exp(-0.007186*x) 134 10.960663313432837 3.9096921347220377 0.017540880597014925 0.00750323608895778

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,394.450012,0.0016938639111105935,y = 0.015234 + 0.000830*ln(x),134,10.960663313432837,3.9096921347220377,0.01716890298507463,0.007280847323239202
linear,Chlorophyll,394.450012,0.0010649475553690113,y = 0.016503 + 0.000061*x,134,10.960663313432837,3.9096921347220377,0.01716890298507463,0.007280847323239202
power,Chlorophyll,394.450012,-0.023745377413006752,y = 0.020435 * x^-0.094840,134,10.960663313432837,3.9096921347220377,0.01716890298507463,0.007280847323239202
exponential,Chlorophyll,394.450012,-0.02617627918721488,y = 0.018415 * exp(-0.010666*x),134,10.960663313432837,3.9096921347220377,0.01716890298507463,0.007280847323239202
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 394.450012 0.0016938639111105935 y = 0.015234 + 0.000830*ln(x) 134 10.960663313432837 3.9096921347220377 0.01716890298507463 0.007280847323239202
3 linear Chlorophyll 394.450012 0.0010649475553690113 y = 0.016503 + 0.000061*x 134 10.960663313432837 3.9096921347220377 0.01716890298507463 0.007280847323239202
4 power Chlorophyll 394.450012 -0.023745377413006752 y = 0.020435 * x^-0.094840 134 10.960663313432837 3.9096921347220377 0.01716890298507463 0.007280847323239202
5 exponential Chlorophyll 394.450012 -0.02617627918721488 y = 0.018415 * exp(-0.010666*x) 134 10.960663313432837 3.9096921347220377 0.01716890298507463 0.007280847323239202

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,398.493011,0.000857763974499659,y = 0.015092 + 0.000573*ln(x),134,10.960663313432837,3.9096921347220377,0.016425865671641792,0.00705544097312418
linear,Chlorophyll,398.493011,0.0003890186261535922,y = 0.016036 + 0.000036*x,134,10.960663313432837,3.9096921347220377,0.016425865671641792,0.00705544097312418
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 398.493011 0.000857763974499659 y = 0.015092 + 0.000573*ln(x) 134 10.960663313432837 3.9096921347220377 0.016425865671641792 0.00705544097312418
3 linear Chlorophyll 398.493011 0.0003890186261535922 y = 0.016036 + 0.000036*x 134 10.960663313432837 3.9096921347220377 0.016425865671641792 0.00705544097312418

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,402.539001,0.00048016503667658306,y = 0.015505 + 0.000443*ln(x),134,10.960663313432837,3.9096921347220377,0.01653574626865672,0.007288381669035372
linear,Chlorophyll,402.539001,0.0001313248786827259,y = 0.016302 + 0.000021*x,134,10.960663313432837,3.9096921347220377,0.01653574626865672,0.007288381669035372
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 402.539001 0.00048016503667658306 y = 0.015505 + 0.000443*ln(x) 134 10.960663313432837 3.9096921347220377 0.01653574626865672 0.007288381669035372
3 linear Chlorophyll 402.539001 0.0001313248786827259 y = 0.016302 + 0.000021*x 134 10.960663313432837 3.9096921347220377 0.01653574626865672 0.007288381669035372

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,406.588989,0.00016428918964617178,y = 0.015242 + 0.000242*ln(x),134,10.960663313432837,3.9096921347220377,0.015806723880597017,0.006825478500958131
linear,Chlorophyll,406.588989,1.6937017762730378e-06,y = 0.015782 + 0.000002*x,134,10.960663313432837,3.9096921347220377,0.015806723880597017,0.006825478500958131
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 406.588989 0.00016428918964617178 y = 0.015242 + 0.000242*ln(x) 134 10.960663313432837 3.9096921347220377 0.015806723880597017 0.006825478500958131
3 linear Chlorophyll 406.588989 1.6937017762730378e-06 y = 0.015782 + 0.000002*x 134 10.960663313432837 3.9096921347220377 0.015806723880597017 0.006825478500958131

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,410.641998,0.00010695507791136372,y = 0.014822 + 0.000189*ln(x),134,10.960663313432837,3.9096921347220377,0.015261298507462688,0.0065848636688817614
linear,Chlorophyll,410.641998,2.2039578226884515e-06,y = 0.015289 + -0.000003*x,134,10.960663313432837,3.9096921347220377,0.015261298507462688,0.0065848636688817614
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 410.641998 0.00010695507791136372 y = 0.014822 + 0.000189*ln(x) 134 10.960663313432837 3.9096921347220377 0.015261298507462688 0.0065848636688817614
3 linear Chlorophyll 410.641998 2.2039578226884515e-06 y = 0.015289 + -0.000003*x 134 10.960663313432837 3.9096921347220377 0.015261298507462688 0.0065848636688817614

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,414.699005,9.23718683270014e-05,y = 0.014978 + -0.000015*x,134,10.960663313432837,3.9096921347220377,0.014808014925373135,0.006298696608817295
logarithmic,Chlorophyll,414.699005,1.0794055052776308e-05,y = 0.014674 + 0.000057*ln(x),134,10.960663313432837,3.9096921347220377,0.014808014925373135,0.006298696608817295
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 414.699005 9.23718683270014e-05 y = 0.014978 + -0.000015*x 134 10.960663313432837 3.9096921347220377 0.014808014925373135 0.006298696608817295
3 logarithmic Chlorophyll 414.699005 1.0794055052776308e-05 y = 0.014674 + 0.000057*ln(x) 134 10.960663313432837 3.9096921347220377 0.014808014925373135 0.006298696608817295

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,418.759003,0.0002645667637589666,y = 0.014364 + -0.000025*x,134,10.960663313432837,3.9096921347220377,0.014088052238805972,0.006051440804527788
logarithmic,Chlorophyll,418.759003,7.794051727350038e-06,y = 0.014197 + -0.000047*ln(x),134,10.960663313432837,3.9096921347220377,0.014088052238805972,0.006051440804527788
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 418.759003 0.0002645667637589666 y = 0.014364 + -0.000025*x 134 10.960663313432837 3.9096921347220377 0.014088052238805972 0.006051440804527788
3 logarithmic Chlorophyll 418.759003 7.794051727350038e-06 y = 0.014197 + -0.000047*ln(x) 134 10.960663313432837 3.9096921347220377 0.014088052238805972 0.006051440804527788

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,422.821991,0.0008115657894584016,y = 0.014105 + -0.000042*x,134,10.960663313432837,3.9096921347220377,0.013641977611940298,0.005799322545956216
logarithmic,Chlorophyll,422.821991,0.0001768579797475356,y = 0.014140 + -0.000214*ln(x),134,10.960663313432837,3.9096921347220377,0.013641977611940298,0.005799322545956216
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 422.821991 0.0008115657894584016 y = 0.014105 + -0.000042*x 134 10.960663313432837 3.9096921347220377 0.013641977611940298 0.005799322545956216
3 logarithmic Chlorophyll 422.821991 0.0001768579797475356 y = 0.014140 + -0.000214*ln(x) 134 10.960663313432837 3.9096921347220377 0.013641977611940298 0.005799322545956216

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,426.889008,0.0013073210454338513,y = 0.014170 + -0.000053*x,134,10.960663313432837,3.9096921347220377,0.013589074626865672,0.005728319043930576
logarithmic,Chlorophyll,426.889008,0.0004182937928386421,y = 0.014345 + -0.000325*ln(x),134,10.960663313432837,3.9096921347220377,0.013589074626865672,0.005728319043930576
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 426.889008 0.0013073210454338513 y = 0.014170 + -0.000053*x 134 10.960663313432837 3.9096921347220377 0.013589074626865672 0.005728319043930576
3 logarithmic Chlorophyll 426.889008 0.0004182937928386421 y = 0.014345 + -0.000325*ln(x) 134 10.960663313432837 3.9096921347220377 0.013589074626865672 0.005728319043930576

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,430.959015,0.002347137019542922,y = 0.013733 + -0.000067*x,134,10.960663313432837,3.9096921347220377,0.012997753731343284,0.005410808768465578
logarithmic,Chlorophyll,430.959015,0.0010658686661263461,y = 0.014138 + -0.000489*ln(x),134,10.960663313432837,3.9096921347220377,0.012997753731343284,0.005410808768465578
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 430.959015 0.002347137019542922 y = 0.013733 + -0.000067*x 134 10.960663313432837 3.9096921347220377 0.012997753731343284 0.005410808768465578
3 logarithmic Chlorophyll 430.959015 0.0010658686661263461 y = 0.014138 + -0.000489*ln(x) 134 10.960663313432837 3.9096921347220377 0.012997753731343284 0.005410808768465578

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,435.032013,0.0024283085040497365,y = 0.013179 + -0.000069*x,134,10.960663313432837,3.9096921347220377,0.012427850746268653,0.005435180040005626
logarithmic,Chlorophyll,435.032013,0.0011266238526388417,y = 0.013606 + -0.000506*ln(x),134,10.960663313432837,3.9096921347220377,0.012427850746268653,0.005435180040005626
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 435.032013 0.0024283085040497365 y = 0.013179 + -0.000069*x 134 10.960663313432837 3.9096921347220377 0.012427850746268653 0.005435180040005626
3 logarithmic Chlorophyll 435.032013 0.0011266238526388417 y = 0.013606 + -0.000506*ln(x) 134 10.960663313432837 3.9096921347220377 0.012427850746268653 0.005435180040005626

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,439.109009,0.0042064615418079265,y = 0.013397 + -0.000086*x,134,10.960663313432837,3.9096921347220377,0.012450895522388062,0.005205005715323194
logarithmic,Chlorophyll,439.109009,0.002294686396103418,y = 0.014061 + -0.000691*ln(x),134,10.960663313432837,3.9096921347220377,0.012450895522388062,0.005205005715323194
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 439.109009 0.0042064615418079265 y = 0.013397 + -0.000086*x 134 10.960663313432837 3.9096921347220377 0.012450895522388062 0.005205005715323194
3 logarithmic Chlorophyll 439.109009 0.002294686396103418 y = 0.014061 + -0.000691*ln(x) 134 10.960663313432837 3.9096921347220377 0.012450895522388062 0.005205005715323194

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,443.190002,0.004695213661859765,y = 0.013279 + -0.000091*x,134,10.960663313432837,3.9096921347220377,0.012285432835820896,0.00517286197733264
logarithmic,Chlorophyll,443.190002,0.0026235944054925353,y = 0.013996 + -0.000734*ln(x),134,10.960663313432837,3.9096921347220377,0.012285432835820896,0.00517286197733264
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 443.190002 0.004695213661859765 y = 0.013279 + -0.000091*x 134 10.960663313432837 3.9096921347220377 0.012285432835820896 0.00517286197733264
3 logarithmic Chlorophyll 443.190002 0.0026235944054925353 y = 0.013996 + -0.000734*ln(x) 134 10.960663313432837 3.9096921347220377 0.012285432835820896 0.00517286197733264

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,447.27301,0.005169120886448608,y = 0.013250 + -0.000094*x,134,10.960663313432837,3.9096921347220377,0.012221335820895522,0.005101097814158477
logarithmic,Chlorophyll,447.27301,0.002968315833349222,y = 0.014016 + -0.000770*ln(x),134,10.960663313432837,3.9096921347220377,0.012221335820895522,0.005101097814158477
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 447.27301 0.005169120886448608 y = 0.013250 + -0.000094*x 134 10.960663313432837 3.9096921347220377 0.012221335820895522 0.005101097814158477
3 logarithmic Chlorophyll 447.27301 0.002968315833349222 y = 0.014016 + -0.000770*ln(x) 134 10.960663313432837 3.9096921347220377 0.012221335820895522 0.005101097814158477

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,451.360992,0.004863772601295668,y = 0.013262 + -0.000092*x,134,10.960663313432837,3.9096921347220377,0.012257104477611941,0.00513769471108476
logarithmic,Chlorophyll,451.360992,0.002739591016255649,y = 0.013993 + -0.000745*ln(x),134,10.960663313432837,3.9096921347220377,0.012257104477611941,0.00513769471108476
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 451.360992 0.004863772601295668 y = 0.013262 + -0.000092*x 134 10.960663313432837 3.9096921347220377 0.012257104477611941 0.00513769471108476
3 logarithmic Chlorophyll 451.360992 0.002739591016255649 y = 0.013993 + -0.000745*ln(x) 134 10.960663313432837 3.9096921347220377 0.012257104477611941 0.00513769471108476

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,455.450989,0.005525011318207929,y = 0.013206 + -0.000097*x,134,10.960663313432837,3.9096921347220377,0.012144328358208955,0.005093595896892254
logarithmic,Chlorophyll,455.450989,0.0032249891993542112,y = 0.014012 + -0.000802*ln(x),134,10.960663313432837,3.9096921347220377,0.012144328358208955,0.005093595896892254
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 455.450989 0.005525011318207929 y = 0.013206 + -0.000097*x 134 10.960663313432837 3.9096921347220377 0.012144328358208955 0.005093595896892254
3 logarithmic Chlorophyll 455.450989 0.0032249891993542112 y = 0.014012 + -0.000802*ln(x) 134 10.960663313432837 3.9096921347220377 0.012144328358208955 0.005093595896892254

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,459.545013,0.005303969126716268,y = 0.013029 + -0.000095*x,134,10.960663313432837,3.9096921347220377,0.011992097014925374,0.005076948054716495
logarithmic,Chlorophyll,459.545013,0.0030599507272712767,y = 0.013805 + -0.000778*ln(x),134,10.960663313432837,3.9096921347220377,0.011992097014925374,0.005076948054716495
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 459.545013 0.005303969126716268 y = 0.013029 + -0.000095*x 134 10.960663313432837 3.9096921347220377 0.011992097014925374 0.005076948054716495
3 logarithmic Chlorophyll 459.545013 0.0030599507272712767 y = 0.013805 + -0.000778*ln(x) 134 10.960663313432837 3.9096921347220377 0.011992097014925374 0.005076948054716495

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,463.641998,0.005309017626029533,y = 0.013098 + -0.000096*x,134,10.960663313432837,3.9096921347220377,0.012043410447761194,0.0051616384058770694
logarithmic,Chlorophyll,463.641998,0.00309369061071596,y = 0.013897 + -0.000796*ln(x),134,10.960663313432837,3.9096921347220377,0.012043410447761194,0.0051616384058770694
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 463.641998 0.005309017626029533 y = 0.013098 + -0.000096*x 134 10.960663313432837 3.9096921347220377 0.012043410447761194 0.0051616384058770694
3 logarithmic Chlorophyll 463.641998 0.00309369061071596 y = 0.013897 + -0.000796*ln(x) 134 10.960663313432837 3.9096921347220377 0.012043410447761194 0.0051616384058770694

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,467.743011,0.005910540579640466,y = 0.013129 + -0.000101*x,134,10.960663313432837,3.9096921347220377,0.012021395522388062,0.0051373056777988335
logarithmic,Chlorophyll,467.743011,0.0035312797033351107,y = 0.013992 + -0.000846*ln(x),134,10.960663313432837,3.9096921347220377,0.012021395522388062,0.0051373056777988335
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 467.743011 0.005910540579640466 y = 0.013129 + -0.000101*x 134 10.960663313432837 3.9096921347220377 0.012021395522388062 0.0051373056777988335
3 logarithmic Chlorophyll 467.743011 0.0035312797033351107 y = 0.013992 + -0.000846*ln(x) 134 10.960663313432837 3.9096921347220377 0.012021395522388062 0.0051373056777988335

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,471.846985,0.006597953952974689,y = 0.013090 + -0.000107*x,134,10.960663313432837,3.9096921347220377,0.011916462686567163,0.005154508155317495
logarithmic,Chlorophyll,471.846985,0.004055554987167143,y = 0.014036 + -0.000910*ln(x),134,10.960663313432837,3.9096921347220377,0.011916462686567163,0.005154508155317495
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 471.846985 0.006597953952974689 y = 0.013090 + -0.000107*x 134 10.960663313432837 3.9096921347220377 0.011916462686567163 0.005154508155317495
3 logarithmic Chlorophyll 471.846985 0.004055554987167143 y = 0.014036 + -0.000910*ln(x) 134 10.960663313432837 3.9096921347220377 0.011916462686567163 0.005154508155317495

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,475.954987,0.006969427568661812,y = 0.013222 + -0.000110*x,134,10.960663313432837,3.9096921347220377,0.012010992537313433,0.005173190365687869
logarithmic,Chlorophyll,475.954987,0.0043493646432547495,y = 0.014214 + -0.000945*ln(x),134,10.960663313432837,3.9096921347220377,0.012010992537313433,0.005173190365687869
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 475.954987 0.006969427568661812 y = 0.013222 + -0.000110*x 134 10.960663313432837 3.9096921347220377 0.012010992537313433 0.005173190365687869
3 logarithmic Chlorophyll 475.954987 0.0043493646432547495 y = 0.014214 + -0.000945*ln(x) 134 10.960663313432837 3.9096921347220377 0.012010992537313433 0.005173190365687869

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,480.065002,0.006908555626254476,y = 0.013165 + -0.000112*x,134,10.960663313432837,3.9096921347220377,0.011938738805970149,0.005260977465686793
logarithmic,Chlorophyll,480.065002,0.004358699372388197,y = 0.014181 + -0.000962*ln(x),134,10.960663313432837,3.9096921347220377,0.011938738805970149,0.005260977465686793
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 480.065002 0.006908555626254476 y = 0.013165 + -0.000112*x 134 10.960663313432837 3.9096921347220377 0.011938738805970149 0.005260977465686793
3 logarithmic Chlorophyll 480.065002 0.004358699372388197 y = 0.014181 + -0.000962*ln(x) 134 10.960663313432837 3.9096921347220377 0.011938738805970149 0.005260977465686793

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,484.179993,0.007786080902936532,y = 0.013479 + -0.000120*x,134,10.960663313432837,3.9096921347220377,0.01216315671641791,0.00531894585260112
logarithmic,Chlorophyll,484.179993,0.00503315433665652,y = 0.014599 + -0.001046*ln(x),134,10.960663313432837,3.9096921347220377,0.01216315671641791,0.00531894585260112
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 484.179993 0.007786080902936532 y = 0.013479 + -0.000120*x 134 10.960663313432837 3.9096921347220377 0.01216315671641791 0.00531894585260112
3 logarithmic Chlorophyll 484.179993 0.00503315433665652 y = 0.014599 + -0.001046*ln(x) 134 10.960663313432837 3.9096921347220377 0.01216315671641791 0.00531894585260112

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,488.296997,0.009003426521211222,y = 0.013413 + -0.000127*x,134,10.960663313432837,3.9096921347220377,0.01202031343283582,0.005235852382412684
logarithmic,Chlorophyll,488.296997,0.0059888617317502835,y = 0.014636 + -0.001123*ln(x),134,10.960663313432837,3.9096921347220377,0.01202031343283582,0.005235852382412684
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 488.296997 0.009003426521211222 y = 0.013413 + -0.000127*x 134 10.960663313432837 3.9096921347220377 0.01202031343283582 0.005235852382412684
3 logarithmic Chlorophyll 488.296997 0.0059888617317502835 y = 0.014636 + -0.001123*ln(x) 134 10.960663313432837 3.9096921347220377 0.01202031343283582 0.005235852382412684

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,492.417999,0.009356273796731096,y = 0.013426 + -0.000130*x,134,10.960663313432837,3.9096921347220377,0.011996694029850746,0.00526918646504346
logarithmic,Chlorophyll,492.417999,0.0063786563113004124,y = 0.014714 + -0.001166*ln(x),134,10.960663313432837,3.9096921347220377,0.011996694029850746,0.00526918646504346
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 492.417999 0.009356273796731096 y = 0.013426 + -0.000130*x 134 10.960663313432837 3.9096921347220377 0.011996694029850746 0.00526918646504346
3 logarithmic Chlorophyll 492.417999 0.0063786563113004124 y = 0.014714 + -0.001166*ln(x) 134 10.960663313432837 3.9096921347220377 0.011996694029850746 0.00526918646504346

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,496.542999,0.008454580487572083,y = 0.013491 + -0.000126*x,134,10.960663313432837,3.9096921347220377,0.012105947761194029,0.00537461785981684
logarithmic,Chlorophyll,496.542999,0.005612309162053686,y = 0.014705 + -0.001116*ln(x),134,10.960663313432837,3.9096921347220377,0.012105947761194029,0.00537461785981684
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 496.542999 0.008454580487572083 y = 0.013491 + -0.000126*x 134 10.960663313432837 3.9096921347220377 0.012105947761194029 0.00537461785981684
3 logarithmic Chlorophyll 496.542999 0.005612309162053686 y = 0.014705 + -0.001116*ln(x) 134 10.960663313432837 3.9096921347220377 0.012105947761194029 0.00537461785981684

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,500.67099,0.008930402290994066,y = 0.013947 + -0.000130*x,134,10.960663313432837,3.9096921347220377,0.012519723880597015,0.005386983290859261
logarithmic,Chlorophyll,500.67099,0.006027433290726858,y = 0.015220 + -0.001159*ln(x),134,10.960663313432837,3.9096921347220377,0.012519723880597015,0.005386983290859261
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 500.67099 0.008930402290994066 y = 0.013947 + -0.000130*x 134 10.960663313432837 3.9096921347220377 0.012519723880597015 0.005386983290859261
3 logarithmic Chlorophyll 500.67099 0.006027433290726858 y = 0.015220 + -0.001159*ln(x) 134 10.960663313432837 3.9096921347220377 0.012519723880597015 0.005386983290859261

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,504.802002,0.007851805368295328,y = 0.014159 + -0.000122*x,134,10.960663313432837,3.9096921347220377,0.012821291044776119,0.005386616665575906
logarithmic,Chlorophyll,504.802002,0.005168584239575225,y = 0.015321 + -0.001073*ln(x),134,10.960663313432837,3.9096921347220377,0.012821291044776119,0.005386616665575906
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 504.802002 0.007851805368295328 y = 0.014159 + -0.000122*x 134 10.960663313432837 3.9096921347220377 0.012821291044776119 0.005386616665575906
3 logarithmic Chlorophyll 504.802002 0.005168584239575225 y = 0.015321 + -0.001073*ln(x) 134 10.960663313432837 3.9096921347220377 0.012821291044776119 0.005386616665575906

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,508.936005,0.006500148302153508,y = 0.014525 + -0.000113*x,134,10.960663313432837,3.9096921347220377,0.013285626865671642,0.005484303548583865
logarithmic,Chlorophyll,508.936005,0.004158811025431031,y = 0.015569 + -0.000980*ln(x),134,10.960663313432837,3.9096921347220377,0.013285626865671642,0.005484303548583865
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 508.936005 0.006500148302153508 y = 0.014525 + -0.000113*x 134 10.960663313432837 3.9096921347220377 0.013285626865671642 0.005484303548583865
3 logarithmic Chlorophyll 508.936005 0.004158811025431031 y = 0.015569 + -0.000980*ln(x) 134 10.960663313432837 3.9096921347220377 0.013285626865671642 0.005484303548583865

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,513.073975,0.004917130582781315,y = 0.014969 + -0.000099*x,134,10.960663313432837,3.9096921347220377,0.013879231343283581,0.005544190630289309
logarithmic,Chlorophyll,513.073975,0.0029641857181392783,y = 0.015828 + -0.000836*ln(x),134,10.960663313432837,3.9096921347220377,0.013879231343283581,0.005544190630289309
exponential,Chlorophyll,513.073975,-0.01889032090850251,y = 0.016669 * exp(-0.020406*x),134,10.960663313432837,3.9096921347220377,0.013879231343283581,0.005544190630289309
power,Chlorophyll,513.073975,-0.019715344472010177,y = 0.020892 * x^-0.192919,134,10.960663313432837,3.9096921347220377,0.013879231343283581,0.005544190630289309
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 513.073975 0.004917130582781315 y = 0.014969 + -0.000099*x 134 10.960663313432837 3.9096921347220377 0.013879231343283581 0.005544190630289309
3 logarithmic Chlorophyll 513.073975 0.0029641857181392783 y = 0.015828 + -0.000836*ln(x) 134 10.960663313432837 3.9096921347220377 0.013879231343283581 0.005544190630289309
4 exponential Chlorophyll 513.073975 -0.01889032090850251 y = 0.016669 * exp(-0.020406*x) 134 10.960663313432837 3.9096921347220377 0.013879231343283581 0.005544190630289309
5 power Chlorophyll 513.073975 -0.019715344472010177 y = 0.020892 * x^-0.192919 134 10.960663313432837 3.9096921347220377 0.013879231343283581 0.005544190630289309

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,517.216003,0.004276559761211218,y = 0.015763 + -0.000093*x,134,10.960663313432837,3.9096921347220377,0.014746992537313432,0.005540761628631703
logarithmic,Chlorophyll,517.216003,0.00245772439289782,y = 0.016520 + -0.000761*ln(x),134,10.960663313432837,3.9096921347220377,0.014746992537313432,0.005540761628631703
exponential,Chlorophyll,517.216003,-0.018892619920322984,y = 0.017382 * exp(-0.018434*x),134,10.960663313432837,3.9096921347220377,0.014746992537313432,0.005540761628631703
power,Chlorophyll,517.216003,-0.0194484153066794,y = 0.021251 * x^-0.172972,134,10.960663313432837,3.9096921347220377,0.014746992537313432,0.005540761628631703
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 517.216003 0.004276559761211218 y = 0.015763 + -0.000093*x 134 10.960663313432837 3.9096921347220377 0.014746992537313432 0.005540761628631703
3 logarithmic Chlorophyll 517.216003 0.00245772439289782 y = 0.016520 + -0.000761*ln(x) 134 10.960663313432837 3.9096921347220377 0.014746992537313432 0.005540761628631703
4 exponential Chlorophyll 517.216003 -0.018892619920322984 y = 0.017382 * exp(-0.018434*x) 134 10.960663313432837 3.9096921347220377 0.014746992537313432 0.005540761628631703
5 power Chlorophyll 517.216003 -0.0194484153066794 y = 0.021251 * x^-0.172972 134 10.960663313432837 3.9096921347220377 0.014746992537313432 0.005540761628631703

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,521.361023,0.002867645407956476,y = 0.015976 + -0.000077*x,134,10.960663313432837,3.9096921347220377,0.01513621641791045,0.0055935618166287285
logarithmic,Chlorophyll,521.361023,0.001510103149844122,y = 0.016540 + -0.000602*ln(x),134,10.960663313432837,3.9096921347220377,0.01513621641791045,0.0055935618166287285
exponential,Chlorophyll,521.361023,-0.013492164822140218,y = 0.017293 * exp(-0.014959*x),134,10.960663313432837,3.9096921347220377,0.01513621641791045,0.0055935618166287285
power,Chlorophyll,521.361023,-0.01389692075440152,y = 0.020293 * x^-0.139034,134,10.960663313432837,3.9096921347220377,0.01513621641791045,0.0055935618166287285
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 521.361023 0.002867645407956476 y = 0.015976 + -0.000077*x 134 10.960663313432837 3.9096921347220377 0.01513621641791045 0.0055935618166287285
3 logarithmic Chlorophyll 521.361023 0.001510103149844122 y = 0.016540 + -0.000602*ln(x) 134 10.960663313432837 3.9096921347220377 0.01513621641791045 0.0055935618166287285
4 exponential Chlorophyll 521.361023 -0.013492164822140218 y = 0.017293 * exp(-0.014959*x) 134 10.960663313432837 3.9096921347220377 0.01513621641791045 0.0055935618166287285
5 power Chlorophyll 521.361023 -0.01389692075440152 y = 0.020293 * x^-0.139034 134 10.960663313432837 3.9096921347220377 0.01513621641791045 0.0055935618166287285

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,525.508972,0.0016701377663735917,y = 0.016584 + -0.000059*x,134,10.960663313432837,3.9096921347220377,0.015935962686567166,0.005657732827939037
logarithmic,Chlorophyll,525.508972,0.0007153098124390578,y = 0.016913 + -0.000419*ln(x),134,10.960663313432837,3.9096921347220377,0.015935962686567166,0.005657732827939037
exponential,Chlorophyll,525.508972,-0.011873247394506237,y = 0.017736 * exp(-0.012223*x),134,10.960663313432837,3.9096921347220377,0.015935962686567166,0.005657732827939037
power,Chlorophyll,525.508972,-0.01195937275095682,y = 0.020122 * x^-0.111667,134,10.960663313432837,3.9096921347220377,0.015935962686567166,0.005657732827939037
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 525.508972 0.0016701377663735917 y = 0.016584 + -0.000059*x 134 10.960663313432837 3.9096921347220377 0.015935962686567166 0.005657732827939037
3 logarithmic Chlorophyll 525.508972 0.0007153098124390578 y = 0.016913 + -0.000419*ln(x) 134 10.960663313432837 3.9096921347220377 0.015935962686567166 0.005657732827939037
4 exponential Chlorophyll 525.508972 -0.011873247394506237 y = 0.017736 * exp(-0.012223*x) 134 10.960663313432837 3.9096921347220377 0.015935962686567166 0.005657732827939037
5 power Chlorophyll 525.508972 -0.01195937275095682 y = 0.020122 * x^-0.111667 134 10.960663313432837 3.9096921347220377 0.015935962686567166 0.005657732827939037

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,529.659973,0.001100615217659584,y = 0.016897 + -0.000048*x,134,10.960663313432837,3.9096921347220377,0.016371305970149252,0.005647344987370815
logarithmic,Chlorophyll,529.659973,0.00038742510141320796,y = 0.017089 + -0.000308*ln(x),134,10.960663313432837,3.9096921347220377,0.016371305970149252,0.005647344987370815
power,Chlorophyll,529.659973,-0.010602748616709512,y = 0.019984 * x^-0.095978,134,10.960663313432837,3.9096921347220377,0.016371305970149252,0.005647344987370815
exponential,Chlorophyll,529.659973,-0.010676230097632189,y = 0.017950 * exp(-0.010610*x),134,10.960663313432837,3.9096921347220377,0.016371305970149252,0.005647344987370815
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 529.659973 0.001100615217659584 y = 0.016897 + -0.000048*x 134 10.960663313432837 3.9096921347220377 0.016371305970149252 0.005647344987370815
3 logarithmic Chlorophyll 529.659973 0.00038742510141320796 y = 0.017089 + -0.000308*ln(x) 134 10.960663313432837 3.9096921347220377 0.016371305970149252 0.005647344987370815
4 power Chlorophyll 529.659973 -0.010602748616709512 y = 0.019984 * x^-0.095978 134 10.960663313432837 3.9096921347220377 0.016371305970149252 0.005647344987370815
5 exponential Chlorophyll 529.659973 -0.010676230097632189 y = 0.017950 * exp(-0.010610*x) 134 10.960663313432837 3.9096921347220377 0.016371305970149252 0.005647344987370815

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,533.815002,0.0005274884679772329,y = 0.017331 + -0.000034*x,134,10.960663313432837,3.9096921347220377,0.016960171641791044,0.005752288800181051
logarithmic,Chlorophyll,533.815002,9.639796014881963e-05,y = 0.017325 + -0.000156*ln(x),134,10.960663313432837,3.9096921347220377,0.016960171641791044,0.005752288800181051
power,Chlorophyll,533.815002,-0.010942625292486463,y = 0.020200 * x^-0.085250,134,10.960663313432837,3.9096921347220377,0.016960171641791044,0.005752288800181051
exponential,Chlorophyll,533.815002,-0.011375297319334177,y = 0.018394 * exp(-0.009577*x),134,10.960663313432837,3.9096921347220377,0.016960171641791044,0.005752288800181051
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 533.815002 0.0005274884679772329 y = 0.017331 + -0.000034*x 134 10.960663313432837 3.9096921347220377 0.016960171641791044 0.005752288800181051
3 logarithmic Chlorophyll 533.815002 9.639796014881963e-05 y = 0.017325 + -0.000156*ln(x) 134 10.960663313432837 3.9096921347220377 0.016960171641791044 0.005752288800181051
4 power Chlorophyll 533.815002 -0.010942625292486463 y = 0.020200 * x^-0.085250 134 10.960663313432837 3.9096921347220377 0.016960171641791044 0.005752288800181051
5 exponential Chlorophyll 533.815002 -0.011375297319334177 y = 0.018394 * exp(-0.009577*x) 134 10.960663313432837 3.9096921347220377 0.016960171641791044 0.005752288800181051

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,537.973999,0.010059827315010317,y = 0.018287 + -0.000095*x,134,10.960663313432837,3.9096921347220377,0.017245291044776116,0.003706413209287316
logarithmic,Chlorophyll,537.973999,0.0058263736903666485,y = 0.019072 + -0.000784*ln(x),134,10.960663313432837,3.9096921347220377,0.017245291044776116,0.003706413209287316
exponential,Chlorophyll,537.973999,-0.0006317634379562342,y = 0.018947 * exp(-0.009908*x),134,10.960663313432837,3.9096921347220377,0.017245291044776116,0.003706413209287316
power,Chlorophyll,537.973999,-0.004088770616538007,y = 0.020915 * x^-0.089031,134,10.960663313432837,3.9096921347220377,0.017245291044776116,0.003706413209287316
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 537.973999 0.010059827315010317 y = 0.018287 + -0.000095*x 134 10.960663313432837 3.9096921347220377 0.017245291044776116 0.003706413209287316
3 logarithmic Chlorophyll 537.973999 0.0058263736903666485 y = 0.019072 + -0.000784*ln(x) 134 10.960663313432837 3.9096921347220377 0.017245291044776116 0.003706413209287316
4 exponential Chlorophyll 537.973999 -0.0006317634379562342 y = 0.018947 * exp(-0.009908*x) 134 10.960663313432837 3.9096921347220377 0.017245291044776116 0.003706413209287316
5 power Chlorophyll 537.973999 -0.004088770616538007 y = 0.020915 * x^-0.089031 134 10.960663313432837 3.9096921347220377 0.017245291044776116 0.003706413209287316

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,542.13501,0.10592938275035968,y = 0.019264 + -0.000164*x,134,10.960663313432837,3.9096921347220377,0.017471380597014925,0.0019645221126944118
exponential,Chlorophyll,542.13501,0.09468361275300774,y = 0.019618 * exp(-0.011250*x),134,10.960663313432837,3.9096921347220377,0.017471380597014925,0.0019645221126944118
logarithmic,Chlorophyll,542.13501,0.07410535895090076,y = 0.020924 + -0.001482*ln(x),134,10.960663313432837,3.9096921347220377,0.017471380597014925,0.0019645221126944118
power,Chlorophyll,542.13501,0.06336507350101761,y = 0.022043 * x^-0.102942,134,10.960663313432837,3.9096921347220377,0.017471380597014925,0.0019645221126944118
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 542.13501 0.10592938275035968 y = 0.019264 + -0.000164*x 134 10.960663313432837 3.9096921347220377 0.017471380597014925 0.0019645221126944118
3 exponential Chlorophyll 542.13501 0.09468361275300774 y = 0.019618 * exp(-0.011250*x) 134 10.960663313432837 3.9096921347220377 0.017471380597014925 0.0019645221126944118
4 logarithmic Chlorophyll 542.13501 0.07410535895090076 y = 0.020924 + -0.001482*ln(x) 134 10.960663313432837 3.9096921347220377 0.017471380597014925 0.0019645221126944118
5 power Chlorophyll 542.13501 0.06336507350101761 y = 0.022043 * x^-0.102942 134 10.960663313432837 3.9096921347220377 0.017471380597014925 0.0019645221126944118

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,546.301025,0.12040522641720053,y = 0.019716 + -0.000169*x,134,10.960663313432837,3.9096921347220377,0.01786192537313433,0.0019057641301598596
exponential,Chlorophyll,546.301025,0.11002711959899414,y = 0.020039 * exp(-0.011103*x),134,10.960663313432837,3.9096921347220377,0.01786192537313433,0.0019057641301598596
logarithmic,Chlorophyll,546.301025,0.08587624549622919,y = 0.021467 + -0.001547*ln(x),134,10.960663313432837,3.9096921347220377,0.01786192537313433,0.0019057641301598596
power,Chlorophyll,546.301025,0.07589213783045401,y = 0.022516 * x^-0.102241,134,10.960663313432837,3.9096921347220377,0.01786192537313433,0.0019057641301598596
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 546.301025 0.12040522641720053 y = 0.019716 + -0.000169*x 134 10.960663313432837 3.9096921347220377 0.01786192537313433 0.0019057641301598596
3 exponential Chlorophyll 546.301025 0.11002711959899414 y = 0.020039 * exp(-0.011103*x) 134 10.960663313432837 3.9096921347220377 0.01786192537313433 0.0019057641301598596
4 logarithmic Chlorophyll 546.301025 0.08587624549622919 y = 0.021467 + -0.001547*ln(x) 134 10.960663313432837 3.9096921347220377 0.01786192537313433 0.0019057641301598596
5 power Chlorophyll 546.301025 0.07589213783045401 y = 0.022516 * x^-0.102241 134 10.960663313432837 3.9096921347220377 0.01786192537313433 0.0019057641301598596

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,550.468994,0.1269569921216488,y = 0.020121 + -0.000172*x,134,10.960663313432837,3.9096921347220377,0.01824102985074627,0.0018825013010254905
exponential,Chlorophyll,550.468994,0.1175391734287099,y = 0.020411 * exp(-0.010816*x),134,10.960663313432837,3.9096921347220377,0.01824102985074627,0.0018825013010254905
logarithmic,Chlorophyll,550.468994,0.0907980339917791,y = 0.021903 + -0.001572*ln(x),134,10.960663313432837,3.9096921347220377,0.01824102985074627,0.0018825013010254905
power,Chlorophyll,550.468994,0.08162875081638976,y = 0.022867 * x^-0.099639,134,10.960663313432837,3.9096921347220377,0.01824102985074627,0.0018825013010254905
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 550.468994 0.1269569921216488 y = 0.020121 + -0.000172*x 134 10.960663313432837 3.9096921347220377 0.01824102985074627 0.0018825013010254905
3 exponential Chlorophyll 550.468994 0.1175391734287099 y = 0.020411 * exp(-0.010816*x) 134 10.960663313432837 3.9096921347220377 0.01824102985074627 0.0018825013010254905
4 logarithmic Chlorophyll 550.468994 0.0907980339917791 y = 0.021903 + -0.001572*ln(x) 134 10.960663313432837 3.9096921347220377 0.01824102985074627 0.0018825013010254905
5 power Chlorophyll 550.468994 0.08162875081638976 y = 0.022867 * x^-0.099639 134 10.960663313432837 3.9096921347220377 0.01824102985074627 0.0018825013010254905

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,554.640991,0.1376426262180579,y = 0.020508 + -0.000178*x,134,10.960663313432837,3.9096921347220377,0.018552656716417912,0.0018796053138591957
exponential,Chlorophyll,554.640991,0.12753098839026022,y = 0.020816 * exp(-0.011054*x),134,10.960663313432837,3.9096921347220377,0.018552656716417912,0.0018796053138591957
logarithmic,Chlorophyll,554.640991,0.09810495477002423,y = 0.022354 + -0.001631*ln(x),134,10.960663313432837,3.9096921347220377,0.018552656716417912,0.0018796053138591957
power,Chlorophyll,554.640991,0.08828430738543391,y = 0.023368 * x^-0.101637,134,10.960663313432837,3.9096921347220377,0.018552656716417912,0.0018796053138591957
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 554.640991 0.1376426262180579 y = 0.020508 + -0.000178*x 134 10.960663313432837 3.9096921347220377 0.018552656716417912 0.0018796053138591957
3 exponential Chlorophyll 554.640991 0.12753098839026022 y = 0.020816 * exp(-0.011054*x) 134 10.960663313432837 3.9096921347220377 0.018552656716417912 0.0018796053138591957
4 logarithmic Chlorophyll 554.640991 0.09810495477002423 y = 0.022354 + -0.001631*ln(x) 134 10.960663313432837 3.9096921347220377 0.018552656716417912 0.0018796053138591957
5 power Chlorophyll 554.640991 0.08828430738543391 y = 0.023368 * x^-0.101637 134 10.960663313432837 3.9096921347220377 0.018552656716417912 0.0018796053138591957

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,558.815979,0.14438886343879165,y = 0.020984 + -0.000192*x,134,10.960663313432837,3.9096921347220377,0.018875544776119402,0.0019794547666891088
exponential,Chlorophyll,558.815979,0.13400466793505816,y = 0.021319 * exp(-0.011710*x),134,10.960663313432837,3.9096921347220377,0.018875544776119402,0.0019794547666891088
logarithmic,Chlorophyll,558.815979,0.10606464763119816,y = 0.023038 + -0.001786*ln(x),134,10.960663313432837,3.9096921347220377,0.018875544776119402,0.0019794547666891088
power,Chlorophyll,558.815979,0.09560595602330613,y = 0.024181 * x^-0.109152,134,10.960663313432837,3.9096921347220377,0.018875544776119402,0.0019794547666891088
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 558.815979 0.14438886343879165 y = 0.020984 + -0.000192*x 134 10.960663313432837 3.9096921347220377 0.018875544776119402 0.0019794547666891088
3 exponential Chlorophyll 558.815979 0.13400466793505816 y = 0.021319 * exp(-0.011710*x) 134 10.960663313432837 3.9096921347220377 0.018875544776119402 0.0019794547666891088
4 logarithmic Chlorophyll 558.815979 0.10606464763119816 y = 0.023038 + -0.001786*ln(x) 134 10.960663313432837 3.9096921347220377 0.018875544776119402 0.0019794547666891088
5 power Chlorophyll 558.815979 0.09560595602330613 y = 0.024181 * x^-0.109152 134 10.960663313432837 3.9096921347220377 0.018875544776119402 0.0019794547666891088

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,562.994995,0.13570684972920022,y = 0.021065 + -0.000193*x,134,10.960663313432837,3.9096921347220377,0.018946902985074628,0.002050816811679121
exponential,Chlorophyll,562.994995,0.1251679621881412,y = 0.021424 * exp(-0.011845*x),134,10.960663313432837,3.9096921347220377,0.018946902985074628,0.002050816811679121
logarithmic,Chlorophyll,562.994995,0.10005264191024388,y = 0.023135 + -0.001797*ln(x),134,10.960663313432837,3.9096921347220377,0.018946902985074628,0.002050816811679121
power,Chlorophyll,562.994995,0.08944628510214314,y = 0.024352 * x^-0.110685,134,10.960663313432837,3.9096921347220377,0.018946902985074628,0.002050816811679121
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 562.994995 0.13570684972920022 y = 0.021065 + -0.000193*x 134 10.960663313432837 3.9096921347220377 0.018946902985074628 0.002050816811679121
3 exponential Chlorophyll 562.994995 0.1251679621881412 y = 0.021424 * exp(-0.011845*x) 134 10.960663313432837 3.9096921347220377 0.018946902985074628 0.002050816811679121
4 logarithmic Chlorophyll 562.994995 0.10005264191024388 y = 0.023135 + -0.001797*ln(x) 134 10.960663313432837 3.9096921347220377 0.018946902985074628 0.002050816811679121
5 power Chlorophyll 562.994995 0.08944628510214314 y = 0.024352 * x^-0.110685 134 10.960663313432837 3.9096921347220377 0.018946902985074628 0.002050816811679121

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,567.177002,0.03705163102869502,y = 0.020812 + -0.000155*x,134,10.960663313432837,3.9096921347220377,0.01911655970149254,0.0031426043067057114
exponential,Chlorophyll,567.177002,0.02735476743599441,y = 0.021355 * exp(-0.011096*x),134,10.960663313432837,3.9096921347220377,0.01911655970149254,0.0031426043067057114
logarithmic,Chlorophyll,567.177002,0.02624551679688847,y = 0.022403 + -0.001411*ln(x),134,10.960663313432837,3.9096921347220377,0.01911655970149254,0.0031426043067057114
power,Chlorophyll,567.177002,0.01690050625981776,y = 0.024064 * x^-0.103446,134,10.960663313432837,3.9096921347220377,0.01911655970149254,0.0031426043067057114
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 567.177002 0.03705163102869502 y = 0.020812 + -0.000155*x 134 10.960663313432837 3.9096921347220377 0.01911655970149254 0.0031426043067057114
3 exponential Chlorophyll 567.177002 0.02735476743599441 y = 0.021355 * exp(-0.011096*x) 134 10.960663313432837 3.9096921347220377 0.01911655970149254 0.0031426043067057114
4 logarithmic Chlorophyll 567.177002 0.02624551679688847 y = 0.022403 + -0.001411*ln(x) 134 10.960663313432837 3.9096921347220377 0.01911655970149254 0.0031426043067057114
5 power Chlorophyll 567.177002 0.01690050625981776 y = 0.024064 * x^-0.103446 134 10.960663313432837 3.9096921347220377 0.01911655970149254 0.0031426043067057114

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,571.362976,0.032367014815650186,y = 0.020732 + -0.000161*x,134,10.960663313432837,3.9096921347220377,0.018965664179104478,0.0035018296559745925
logarithmic,Chlorophyll,571.362976,0.023243518566287924,y = 0.022412 + -0.001479*ln(x),134,10.960663313432837,3.9096921347220377,0.018965664179104478,0.0035018296559745925
exponential,Chlorophyll,571.362976,0.021156108573575194,y = 0.021404 * exp(-0.012237*x),134,10.960663313432837,3.9096921347220377,0.018965664179104478,0.0035018296559745925
power,Chlorophyll,571.362976,0.012371457852355827,y = 0.024473 * x^-0.115076,134,10.960663313432837,3.9096921347220377,0.018965664179104478,0.0035018296559745925
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 571.362976 0.032367014815650186 y = 0.020732 + -0.000161*x 134 10.960663313432837 3.9096921347220377 0.018965664179104478 0.0035018296559745925
3 logarithmic Chlorophyll 571.362976 0.023243518566287924 y = 0.022412 + -0.001479*ln(x) 134 10.960663313432837 3.9096921347220377 0.018965664179104478 0.0035018296559745925
4 exponential Chlorophyll 571.362976 0.021156108573575194 y = 0.021404 * exp(-0.012237*x) 134 10.960663313432837 3.9096921347220377 0.018965664179104478 0.0035018296559745925
5 power Chlorophyll 571.362976 0.012371457852355827 y = 0.024473 * x^-0.115076 134 10.960663313432837 3.9096921347220377 0.018965664179104478 0.0035018296559745925

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,575.551025,0.003711200606445142,y = 0.019973 + -0.000095*x,134,10.960663313432837,3.9096921347220377,0.018931119402985072,0.006097893443512235
logarithmic,Chlorophyll,575.551025,0.0022851664540198824,y = 0.020813 + -0.000808*ln(x),134,10.960663313432837,3.9096921347220377,0.018931119402985072,0.006097893443512235
exponential,Chlorophyll,575.551025,-0.008535989595423121,y = 0.021158 * exp(-0.012309*x),134,10.960663313432837,3.9096921347220377,0.018931119402985072,0.006097893443512235
power,Chlorophyll,575.551025,-0.009305973499541542,y = 0.024221 * x^-0.115919,134,10.960663313432837,3.9096921347220377,0.018931119402985072,0.006097893443512235
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 575.551025 0.003711200606445142 y = 0.019973 + -0.000095*x 134 10.960663313432837 3.9096921347220377 0.018931119402985072 0.006097893443512235
3 logarithmic Chlorophyll 575.551025 0.0022851664540198824 y = 0.020813 + -0.000808*ln(x) 134 10.960663313432837 3.9096921347220377 0.018931119402985072 0.006097893443512235
4 exponential Chlorophyll 575.551025 -0.008535989595423121 y = 0.021158 * exp(-0.012309*x) 134 10.960663313432837 3.9096921347220377 0.018931119402985072 0.006097893443512235
5 power Chlorophyll 575.551025 -0.009305973499541542 y = 0.024221 * x^-0.115919 134 10.960663313432837 3.9096921347220377 0.018931119402985072 0.006097893443512235

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,579.744019,0.005094509026133509,y = 0.019711 + -0.000110*x,134,10.960663313432837,3.9096921347220377,0.018505432835820897,0.006025405615191274
logarithmic,Chlorophyll,579.744019,0.0034065768371064342,y = 0.020776 + -0.000974*ln(x),134,10.960663313432837,3.9096921347220377,0.018505432835820897,0.006025405615191274
exponential,Chlorophyll,579.744019,-0.007270136129956084,y = 0.020909 * exp(-0.013357*x),134,10.960663313432837,3.9096921347220377,0.018505432835820897,0.006025405615191274
power,Chlorophyll,579.744019,-0.008400608136997167,y = 0.024296 * x^-0.127275,134,10.960663313432837,3.9096921347220377,0.018505432835820897,0.006025405615191274
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 579.744019 0.005094509026133509 y = 0.019711 + -0.000110*x 134 10.960663313432837 3.9096921347220377 0.018505432835820897 0.006025405615191274
3 logarithmic Chlorophyll 579.744019 0.0034065768371064342 y = 0.020776 + -0.000974*ln(x) 134 10.960663313432837 3.9096921347220377 0.018505432835820897 0.006025405615191274
4 exponential Chlorophyll 579.744019 -0.007270136129956084 y = 0.020909 * exp(-0.013357*x) 134 10.960663313432837 3.9096921347220377 0.018505432835820897 0.006025405615191274
5 power Chlorophyll 579.744019 -0.008400608136997167 y = 0.024296 * x^-0.127275 134 10.960663313432837 3.9096921347220377 0.018505432835820897 0.006025405615191274

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,583.939026,0.004657425272328819,y = 0.019070 + -0.000108*x,134,10.960663313432837,3.9096921347220377,0.017881,0.006215784305887186
logarithmic,Chlorophyll,583.939026,0.003161690862374833,y = 0.020137 + -0.000968*ln(x),134,10.960663313432837,3.9096921347220377,0.017881,0.006215784305887186
exponential,Chlorophyll,583.939026,-0.00834323144293947,y = 0.020355 * exp(-0.014251*x),134,10.960663313432837,3.9096921347220377,0.017881,0.006215784305887186
power,Chlorophyll,583.939026,-0.009289166222129941,y = 0.023939 * x^-0.136644,134,10.960663313432837,3.9096921347220377,0.017881,0.006215784305887186
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 583.939026 0.004657425272328819 y = 0.019070 + -0.000108*x 134 10.960663313432837 3.9096921347220377 0.017881 0.006215784305887186
3 logarithmic Chlorophyll 583.939026 0.003161690862374833 y = 0.020137 + -0.000968*ln(x) 134 10.960663313432837 3.9096921347220377 0.017881 0.006215784305887186
4 exponential Chlorophyll 583.939026 -0.00834323144293947 y = 0.020355 * exp(-0.014251*x) 134 10.960663313432837 3.9096921347220377 0.017881 0.006215784305887186
5 power Chlorophyll 583.939026 -0.009289166222129941 y = 0.023939 * x^-0.136644 134 10.960663313432837 3.9096921347220377 0.017881 0.006215784305887186

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,588.138,0.007038900978221574,y = 0.018745 + -0.000132*x,134,10.960663313432837,3.9096921347220377,0.017294746268656718,0.006164975937402735
logarithmic,Chlorophyll,588.138,0.005079658860641656,y = 0.020131 + -0.001218*ln(x),134,10.960663313432837,3.9096921347220377,0.017294746268656718,0.006164975937402735
exponential,Chlorophyll,588.138,-0.008087990598099282,y = 0.020176 * exp(-0.016777*x),134,10.960663313432837,3.9096921347220377,0.017294746268656718,0.006164975937402735
power,Chlorophyll,588.138,-0.009554552395312665,y = 0.024503 * x^-0.162327,134,10.960663313432837,3.9096921347220377,0.017294746268656718,0.006164975937402735
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 588.138 0.007038900978221574 y = 0.018745 + -0.000132*x 134 10.960663313432837 3.9096921347220377 0.017294746268656718 0.006164975937402735
3 logarithmic Chlorophyll 588.138 0.005079658860641656 y = 0.020131 + -0.001218*ln(x) 134 10.960663313432837 3.9096921347220377 0.017294746268656718 0.006164975937402735
4 exponential Chlorophyll 588.138 -0.008087990598099282 y = 0.020176 * exp(-0.016777*x) 134 10.960663313432837 3.9096921347220377 0.017294746268656718 0.006164975937402735
5 power Chlorophyll 588.138 -0.009554552395312665 y = 0.024503 * x^-0.162327 134 10.960663313432837 3.9096921347220377 0.017294746268656718 0.006164975937402735

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,592.341003,0.005528079261697849,y = 0.017838 + -0.000118*x,134,10.960663313432837,3.9096921347220377,0.016543097014925373,0.006212725389009627
logarithmic,Chlorophyll,592.341003,0.003887007195125136,y = 0.019044 + -0.001073*ln(x),134,10.960663313432837,3.9096921347220377,0.016543097014925373,0.006212725389009627
exponential,Chlorophyll,592.341003,-0.011813537096786675,y = 0.019386 * exp(-0.017528*x),134,10.960663313432837,3.9096921347220377,0.016543097014925373,0.006212725389009627
power,Chlorophyll,592.341003,-0.012846809152319283,y = 0.023741 * x^-0.169433,134,10.960663313432837,3.9096921347220377,0.016543097014925373,0.006212725389009627
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 592.341003 0.005528079261697849 y = 0.017838 + -0.000118*x 134 10.960663313432837 3.9096921347220377 0.016543097014925373 0.006212725389009627
3 logarithmic Chlorophyll 592.341003 0.003887007195125136 y = 0.019044 + -0.001073*ln(x) 134 10.960663313432837 3.9096921347220377 0.016543097014925373 0.006212725389009627
4 exponential Chlorophyll 592.341003 -0.011813537096786675 y = 0.019386 * exp(-0.017528*x) 134 10.960663313432837 3.9096921347220377 0.016543097014925373 0.006212725389009627
5 power Chlorophyll 592.341003 -0.012846809152319283 y = 0.023741 * x^-0.169433 134 10.960663313432837 3.9096921347220377 0.016543097014925373 0.006212725389009627

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,596.546997,0.003794780064093062,y = 0.016713 + -0.000101*x,134,10.960663313432837,3.9096921347220377,0.015607044776119405,0.00640171329313859
logarithmic,Chlorophyll,596.546997,0.0025823661966439815,y = 0.017707 + -0.000901*ln(x),134,10.960663313432837,3.9096921347220377,0.015607044776119405,0.00640171329313859
exponential,Chlorophyll,596.546997,-0.014874157713247849,y = 0.018368 * exp(-0.018321*x),134,10.960663313432837,3.9096921347220377,0.015607044776119405,0.00640171329313859
power,Chlorophyll,596.546997,-0.015374647488444415,y = 0.022702 * x^-0.177115,134,10.960663313432837,3.9096921347220377,0.015607044776119405,0.00640171329313859
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 596.546997 0.003794780064093062 y = 0.016713 + -0.000101*x 134 10.960663313432837 3.9096921347220377 0.015607044776119405 0.00640171329313859
3 logarithmic Chlorophyll 596.546997 0.0025823661966439815 y = 0.017707 + -0.000901*ln(x) 134 10.960663313432837 3.9096921347220377 0.015607044776119405 0.00640171329313859
4 exponential Chlorophyll 596.546997 -0.014874157713247849 y = 0.018368 * exp(-0.018321*x) 134 10.960663313432837 3.9096921347220377 0.015607044776119405 0.00640171329313859
5 power Chlorophyll 596.546997 -0.015374647488444415 y = 0.022702 * x^-0.177115 134 10.960663313432837 3.9096921347220377 0.015607044776119405 0.00640171329313859

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,600.755981,0.0031611200601100453,y = 0.015616 + -0.000092*x,134,10.960663313432837,3.9096921347220377,0.014608059701492537,0.006395783738002828
logarithmic,Chlorophyll,600.755981,0.002151138099984129,y = 0.016523 + -0.000822*ln(x),134,10.960663313432837,3.9096921347220377,0.014608059701492537,0.006395783738002828
exponential,Chlorophyll,600.755981,-0.015732414466808953,y = 0.017258 * exp(-0.018983*x),134,10.960663313432837,3.9096921347220377,0.014608059701492537,0.006395783738002828
power,Chlorophyll,600.755981,-0.016109249860633446,y = 0.021535 * x^-0.184339,134,10.960663313432837,3.9096921347220377,0.014608059701492537,0.006395783738002828
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 600.755981 0.0031611200601100453 y = 0.015616 + -0.000092*x 134 10.960663313432837 3.9096921347220377 0.014608059701492537 0.006395783738002828
3 logarithmic Chlorophyll 600.755981 0.002151138099984129 y = 0.016523 + -0.000822*ln(x) 134 10.960663313432837 3.9096921347220377 0.014608059701492537 0.006395783738002828
4 exponential Chlorophyll 600.755981 -0.015732414466808953 y = 0.017258 * exp(-0.018983*x) 134 10.960663313432837 3.9096921347220377 0.014608059701492537 0.006395783738002828
5 power Chlorophyll 600.755981 -0.016109249860633446 y = 0.021535 * x^-0.184339 134 10.960663313432837 3.9096921347220377 0.014608059701492537 0.006395783738002828

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,604.968994,0.002398045183009123,y = 0.014883 + -0.000082*x,134,10.960663313432837,3.9096921347220377,0.013985902985074627,0.0065333725432655055
logarithmic,Chlorophyll,604.968994,0.001603534119833716,y = 0.015675 + -0.000725*ln(x),134,10.960663313432837,3.9096921347220377,0.013985902985074627,0.0065333725432655055
power,Chlorophyll,604.968994,-0.019789876685375907,y = 0.021361 * x^-0.202172,134,10.960663313432837,3.9096921347220377,0.013985902985074627,0.0065333725432655055
exponential,Chlorophyll,604.968994,-0.019848091450597183,y = 0.016749 * exp(-0.020787*x),134,10.960663313432837,3.9096921347220377,0.013985902985074627,0.0065333725432655055
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 604.968994 0.002398045183009123 y = 0.014883 + -0.000082*x 134 10.960663313432837 3.9096921347220377 0.013985902985074627 0.0065333725432655055
3 logarithmic Chlorophyll 604.968994 0.001603534119833716 y = 0.015675 + -0.000725*ln(x) 134 10.960663313432837 3.9096921347220377 0.013985902985074627 0.0065333725432655055
4 power Chlorophyll 604.968994 -0.019789876685375907 y = 0.021361 * x^-0.202172 134 10.960663313432837 3.9096921347220377 0.013985902985074627 0.0065333725432655055
5 exponential Chlorophyll 604.968994 -0.019848091450597183 y = 0.016749 * exp(-0.020787*x) 134 10.960663313432837 3.9096921347220377 0.013985902985074627 0.0065333725432655055

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,609.184998,0.0026364151647212397,y = 0.014491 + -0.000087*x,134,10.960663313432837,3.9096921347220377,0.013541022388059702,0.006602440257226493
logarithmic,Chlorophyll,609.184998,0.001802623235843237,y = 0.015351 + -0.000777*ln(x),134,10.960663313432837,3.9096921347220377,0.013541022388059702,0.006602440257226493
exponential,Chlorophyll,609.184998,-0.02173372426195974,y = 0.016508 * exp(-0.022851*x),134,10.960663313432837,3.9096921347220377,0.013541022388059702,0.006602440257226493
power,Chlorophyll,609.184998,-0.021740201254617064,y = 0.021605 * x^-0.222988,134,10.960663313432837,3.9096921347220377,0.013541022388059702,0.006602440257226493
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 609.184998 0.0026364151647212397 y = 0.014491 + -0.000087*x 134 10.960663313432837 3.9096921347220377 0.013541022388059702 0.006602440257226493
3 logarithmic Chlorophyll 609.184998 0.001802623235843237 y = 0.015351 + -0.000777*ln(x) 134 10.960663313432837 3.9096921347220377 0.013541022388059702 0.006602440257226493
4 exponential Chlorophyll 609.184998 -0.02173372426195974 y = 0.016508 * exp(-0.022851*x) 134 10.960663313432837 3.9096921347220377 0.013541022388059702 0.006602440257226493
5 power Chlorophyll 609.184998 -0.021740201254617064 y = 0.021605 * x^-0.222988 134 10.960663313432837 3.9096921347220377 0.013541022388059702 0.006602440257226493

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,613.403992,0.002856835284101855,y = 0.014122 + -0.000091*x,134,10.960663313432837,3.9096921347220377,0.013127970149253732,0.006635524455917487
logarithmic,Chlorophyll,613.403992,0.0019870205661061124,y = 0.015038 + -0.000820*ln(x),134,10.960663313432837,3.9096921347220377,0.013127970149253732,0.006635524455917487
power,Chlorophyll,613.403992,-0.028809677197195516,y = 0.022780 * x^-0.263141,134,10.960663313432837,3.9096921347220377,0.013127970149253732,0.006635524455917487
exponential,Chlorophyll,613.403992,-0.02909727099411552,y = 0.016581 * exp(-0.026956*x),134,10.960663313432837,3.9096921347220377,0.013127970149253732,0.006635524455917487
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 613.403992 0.002856835284101855 y = 0.014122 + -0.000091*x 134 10.960663313432837 3.9096921347220377 0.013127970149253732 0.006635524455917487
3 logarithmic Chlorophyll 613.403992 0.0019870205661061124 y = 0.015038 + -0.000820*ln(x) 134 10.960663313432837 3.9096921347220377 0.013127970149253732 0.006635524455917487
4 power Chlorophyll 613.403992 -0.028809677197195516 y = 0.022780 * x^-0.263141 134 10.960663313432837 3.9096921347220377 0.013127970149253732 0.006635524455917487
5 exponential Chlorophyll 613.403992 -0.02909727099411552 y = 0.016581 * exp(-0.026956*x) 134 10.960663313432837 3.9096921347220377 0.013127970149253732 0.006635524455917487

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,617.627014,0.0029411042399954956,y = 0.013748 + -0.000092*x,134,10.960663313432837,3.9096921347220377,0.012741731343283583,0.006619138380331145
logarithmic,Chlorophyll,617.627014,0.0020597681456059336,y = 0.014681 + -0.000832*ln(x),134,10.960663313432837,3.9096921347220377,0.012741731343283583,0.006619138380331145
power,Chlorophyll,617.627014,-0.02980562740210102,y = 0.022702 * x^-0.275804,134,10.960663313432837,3.9096921347220377,0.012741731343283583,0.006619138380331145
exponential,Chlorophyll,617.627014,-0.030009751236651283,y = 0.016267 * exp(-0.028218*x),134,10.960663313432837,3.9096921347220377,0.012741731343283583,0.006619138380331145
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 617.627014 0.0029411042399954956 y = 0.013748 + -0.000092*x 134 10.960663313432837 3.9096921347220377 0.012741731343283583 0.006619138380331145
3 logarithmic Chlorophyll 617.627014 0.0020597681456059336 y = 0.014681 + -0.000832*ln(x) 134 10.960663313432837 3.9096921347220377 0.012741731343283583 0.006619138380331145
4 power Chlorophyll 617.627014 -0.02980562740210102 y = 0.022702 * x^-0.275804 134 10.960663313432837 3.9096921347220377 0.012741731343283583 0.006619138380331145
5 exponential Chlorophyll 617.627014 -0.030009751236651283 y = 0.016267 * exp(-0.028218*x) 134 10.960663313432837 3.9096921347220377 0.012741731343283583 0.006619138380331145

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,621.853027,0.002549517816160085,y = 0.013405 + -0.000087*x,134,10.960663313432837,3.9096921347220377,0.012447716417910447,0.006761993519104926
logarithmic,Chlorophyll,621.853027,0.0017633821329291477,y = 0.014281 + -0.000787*ln(x),134,10.960663313432837,3.9096921347220377,0.012447716417910447,0.006761993519104926
power,Chlorophyll,621.853027,-0.03557395594809787,y = 0.023522 * x^-0.304801,134,10.960663313432837,3.9096921347220377,0.012447716417910447,0.006761993519104926
exponential,Chlorophyll,621.853027,-0.0360883361973503,y = 0.016274 * exp(-0.031185*x),134,10.960663313432837,3.9096921347220377,0.012447716417910447,0.006761993519104926
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 621.853027 0.002549517816160085 y = 0.013405 + -0.000087*x 134 10.960663313432837 3.9096921347220377 0.012447716417910447 0.006761993519104926
3 logarithmic Chlorophyll 621.853027 0.0017633821329291477 y = 0.014281 + -0.000787*ln(x) 134 10.960663313432837 3.9096921347220377 0.012447716417910447 0.006761993519104926
4 power Chlorophyll 621.853027 -0.03557395594809787 y = 0.023522 * x^-0.304801 134 10.960663313432837 3.9096921347220377 0.012447716417910447 0.006761993519104926
5 exponential Chlorophyll 621.853027 -0.0360883361973503 y = 0.016274 * exp(-0.031185*x) 134 10.960663313432837 3.9096921347220377 0.012447716417910447 0.006761993519104926

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,626.083008,0.00243086769672618,y = 0.013228 + -0.000086*x,134,10.960663313432837,3.9096921347220377,0.01228736567164179,0.006808151575409212
logarithmic,Chlorophyll,626.083008,0.0016770114876123454,y = 0.014087 + -0.000773*ln(x),134,10.960663313432837,3.9096921347220377,0.01228736567164179,0.006808151575409212
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 626.083008 0.00243086769672618 y = 0.013228 + -0.000086*x 134 10.960663313432837 3.9096921347220377 0.01228736567164179 0.006808151575409212
3 logarithmic Chlorophyll 626.083008 0.0016770114876123454 y = 0.014087 + -0.000773*ln(x) 134 10.960663313432837 3.9096921347220377 0.01228736567164179 0.006808151575409212

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,630.315979,0.0020507276873319435,y = 0.013084 + -0.000080*x,134,10.960663313432837,3.9096921347220377,0.012202574626865673,0.0069447202176291635
logarithmic,Chlorophyll,630.315979,0.0014098383321846653,y = 0.013886 + -0.000723*ln(x),134,10.960663313432837,3.9096921347220377,0.012202574626865673,0.0069447202176291635
power,Chlorophyll,630.315979,-0.037502977238619506,y = 0.023711 * x^-0.319128,134,10.960663313432837,3.9096921347220377,0.012202574626865673,0.0069447202176291635
exponential,Chlorophyll,630.315979,-0.03824118768398388,y = 0.016114 * exp(-0.032602*x),134,10.960663313432837,3.9096921347220377,0.012202574626865673,0.0069447202176291635
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 630.315979 0.0020507276873319435 y = 0.013084 + -0.000080*x 134 10.960663313432837 3.9096921347220377 0.012202574626865673 0.0069447202176291635
3 logarithmic Chlorophyll 630.315979 0.0014098383321846653 y = 0.013886 + -0.000723*ln(x) 134 10.960663313432837 3.9096921347220377 0.012202574626865673 0.0069447202176291635
4 power Chlorophyll 630.315979 -0.037502977238619506 y = 0.023711 * x^-0.319128 134 10.960663313432837 3.9096921347220377 0.012202574626865673 0.0069447202176291635
5 exponential Chlorophyll 630.315979 -0.03824118768398388 y = 0.016114 * exp(-0.032602*x) 134 10.960663313432837 3.9096921347220377 0.012202574626865673 0.0069447202176291635

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,634.552002,0.0017288451024077833,y = 0.012968 + -0.000074*x,134,10.960663313432837,3.9096921347220377,0.012159492537313433,0.006937426491471543
logarithmic,Chlorophyll,634.552002,0.0011589143811774338,y = 0.013684 + -0.000654*ln(x),134,10.960663313432837,3.9096921347220377,0.012159492537313433,0.006937426491471543
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 634.552002 0.0017288451024077833 y = 0.012968 + -0.000074*x 134 10.960663313432837 3.9096921347220377 0.012159492537313433 0.006937426491471543
3 logarithmic Chlorophyll 634.552002 0.0011589143811774338 y = 0.013684 + -0.000654*ln(x) 134 10.960663313432837 3.9096921347220377 0.012159492537313433 0.006937426491471543

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,638.791992,0.0011243091081014622,y = 0.012803 + -0.000061*x,134,10.960663313432837,3.9096921347220377,0.012136574626865673,0.007088601297076063
logarithmic,Chlorophyll,638.791992,0.0007004467304244644,y = 0.013348 + -0.000520*ln(x),134,10.960663313432837,3.9096921347220377,0.012136574626865673,0.007088601297076063
power,Chlorophyll,638.791992,-0.039341503691473934,y = 0.023270 * x^-0.314552,134,10.960663313432837,3.9096921347220377,0.012136574626865673,0.007088601297076063
exponential,Chlorophyll,638.791992,-0.040722297966500065,y = 0.015930 * exp(-0.032288*x),134,10.960663313432837,3.9096921347220377,0.012136574626865673,0.007088601297076063
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 638.791992 0.0011243091081014622 y = 0.012803 + -0.000061*x 134 10.960663313432837 3.9096921347220377 0.012136574626865673 0.007088601297076063
3 logarithmic Chlorophyll 638.791992 0.0007004467304244644 y = 0.013348 + -0.000520*ln(x) 134 10.960663313432837 3.9096921347220377 0.012136574626865673 0.007088601297076063
4 power Chlorophyll 638.791992 -0.039341503691473934 y = 0.023270 * x^-0.314552 134 10.960663313432837 3.9096921347220377 0.012136574626865673 0.007088601297076063
5 exponential Chlorophyll 638.791992 -0.040722297966500065 y = 0.015930 * exp(-0.032288*x) 134 10.960663313432837 3.9096921347220377 0.012136574626865673 0.007088601297076063

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,643.034973,0.0006784732036110297,y = 0.012527 + -0.000048*x,134,10.960663313432837,3.9096921347220377,0.012004380597014924,0.007158811687218512
logarithmic,Chlorophyll,643.034973,0.0003810729347989428,y = 0.012907 + -0.000387*ln(x),134,10.960663313432837,3.9096921347220377,0.012004380597014924,0.007158811687218512
power,Chlorophyll,643.034973,-0.02081846389883313,y = 0.018994 * x^-0.223479,134,10.960663313432837,3.9096921347220377,0.012004380597014924,0.007158811687218512
exponential,Chlorophyll,643.034973,-0.02135362421636633,y = 0.014510 * exp(-0.022936*x),134,10.960663313432837,3.9096921347220377,0.012004380597014924,0.007158811687218512
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 643.034973 0.0006784732036110297 y = 0.012527 + -0.000048*x 134 10.960663313432837 3.9096921347220377 0.012004380597014924 0.007158811687218512
3 logarithmic Chlorophyll 643.034973 0.0003810729347989428 y = 0.012907 + -0.000387*ln(x) 134 10.960663313432837 3.9096921347220377 0.012004380597014924 0.007158811687218512
4 power Chlorophyll 643.034973 -0.02081846389883313 y = 0.018994 * x^-0.223479 134 10.960663313432837 3.9096921347220377 0.012004380597014924 0.007158811687218512
5 exponential Chlorophyll 643.034973 -0.02135362421636633 y = 0.014510 * exp(-0.022936*x) 134 10.960663313432837 3.9096921347220377 0.012004380597014924 0.007158811687218512

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,647.281006,0.0003862335627651259,y = 0.012126 + -0.000037*x,134,10.960663313432837,3.9096921347220377,0.01172576119402985,0.007268962283181486
logarithmic,Chlorophyll,647.281006,0.00018807939298448595,y = 0.012369 + -0.000276*ln(x),134,10.960663313432837,3.9096921347220377,0.01172576119402985,0.007268962283181486
power,Chlorophyll,647.281006,-0.01877601035356702,y = 0.017959 * x^-0.209287,134,10.960663313432837,3.9096921347220377,0.01172576119402985,0.007268962283181486
exponential,Chlorophyll,647.281006,-0.019328048239278806,y = 0.013958 * exp(-0.021494*x),134,10.960663313432837,3.9096921347220377,0.01172576119402985,0.007268962283181486
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 647.281006 0.0003862335627651259 y = 0.012126 + -0.000037*x 134 10.960663313432837 3.9096921347220377 0.01172576119402985 0.007268962283181486
3 logarithmic Chlorophyll 647.281006 0.00018807939298448595 y = 0.012369 + -0.000276*ln(x) 134 10.960663313432837 3.9096921347220377 0.01172576119402985 0.007268962283181486
4 power Chlorophyll 647.281006 -0.01877601035356702 y = 0.017959 * x^-0.209287 134 10.960663313432837 3.9096921347220377 0.01172576119402985 0.007268962283181486
5 exponential Chlorophyll 647.281006 -0.019328048239278806 y = 0.013958 * exp(-0.021494*x) 134 10.960663313432837 3.9096921347220377 0.01172576119402985 0.007268962283181486

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,651.531006,0.00013536784274881253,y = 0.011403 + -0.000022*x,134,10.960663313432837,3.9096921347220377,0.011164671641791043,0.007310371385073625
logarithmic,Chlorophyll,651.531006,3.4274085199070825e-05,y = 0.011441 + -0.000119*ln(x),134,10.960663313432837,3.9096921347220377,0.011164671641791043,0.007310371385073625
power,Chlorophyll,651.531006,-0.01999886130480988,y = 0.017201 * x^-0.213892,134,10.960663313432837,3.9096921347220377,0.011164671641791043,0.007310371385073625
exponential,Chlorophyll,651.531006,-0.02080973971468425,y = 0.013316 * exp(-0.022113*x),134,10.960663313432837,3.9096921347220377,0.011164671641791043,0.007310371385073625
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 651.531006 0.00013536784274881253 y = 0.011403 + -0.000022*x 134 10.960663313432837 3.9096921347220377 0.011164671641791043 0.007310371385073625
3 logarithmic Chlorophyll 651.531006 3.4274085199070825e-05 y = 0.011441 + -0.000119*ln(x) 134 10.960663313432837 3.9096921347220377 0.011164671641791043 0.007310371385073625
4 power Chlorophyll 651.531006 -0.01999886130480988 y = 0.017201 * x^-0.213892 134 10.960663313432837 3.9096921347220377 0.011164671641791043 0.007310371385073625
5 exponential Chlorophyll 651.531006 -0.02080973971468425 y = 0.013316 * exp(-0.022113*x) 134 10.960663313432837 3.9096921347220377 0.011164671641791043 0.007310371385073625

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,655.784973,6.712523797403058e-05,y = 0.010412 + -0.000016*x,134,10.960663313432837,3.9096921347220377,0.010241910447761193,0.007414076922911311
logarithmic,Chlorophyll,655.784973,7.939365778253382e-06,y = 0.010377 + -0.000058*ln(x),134,10.960663313432837,3.9096921347220377,0.010241910447761193,0.007414076922911311
power,Chlorophyll,655.784973,-0.02451200929710562,y = 0.017204 * x^-0.257829,134,10.960663313432837,3.9096921347220377,0.010241910447761193,0.007414076922911311
exponential,Chlorophyll,655.784973,-0.025546357658017715,y = 0.012631 * exp(-0.026616*x),134,10.960663313432837,3.9096921347220377,0.010241910447761193,0.007414076922911311
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 655.784973 6.712523797403058e-05 y = 0.010412 + -0.000016*x 134 10.960663313432837 3.9096921347220377 0.010241910447761193 0.007414076922911311
3 logarithmic Chlorophyll 655.784973 7.939365778253382e-06 y = 0.010377 + -0.000058*ln(x) 134 10.960663313432837 3.9096921347220377 0.010241910447761193 0.007414076922911311
4 power Chlorophyll 655.784973 -0.02451200929710562 y = 0.017204 * x^-0.257829 134 10.960663313432837 3.9096921347220377 0.010241910447761193 0.007414076922911311
5 exponential Chlorophyll 655.784973 -0.025546357658017715 y = 0.012631 * exp(-0.026616*x) 134 10.960663313432837 3.9096921347220377 0.010241910447761193 0.007414076922911311

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regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,660.041016,2.3065421406842646e-05,y = 0.009045 + -0.000009*x,134,10.960663313432837,3.9096921347220377,0.008946089552238806,0.007372050533373144
logarithmic,Chlorophyll,660.041016,8.478475440609756e-07,y = 0.008902 + 0.000019*ln(x),134,10.960663313432837,3.9096921347220377,0.008946089552238806,0.007372050533373144
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 660.041016 2.3065421406842646e-05 y = 0.009045 + -0.000009*x 134 10.960663313432837 3.9096921347220377 0.008946089552238806 0.007372050533373144
3 logarithmic Chlorophyll 660.041016 8.478475440609756e-07 y = 0.008902 + 0.000019*ln(x) 134 10.960663313432837 3.9096921347220377 0.008946089552238806 0.007372050533373144

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,664.302002,2.70996016560332e-05,y = 0.008101 + -0.000010*x,134,10.960663313432837,3.9096921347220377,0.007993440298507463,0.007397490717674307
logarithmic,Chlorophyll,664.302002,4.148671942649784e-07,y = 0.007963 + 0.000013*ln(x),134,10.960663313432837,3.9096921347220377,0.007993440298507463,0.007397490717674307
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 664.302002 2.70996016560332e-05 y = 0.008101 + -0.000010*x 134 10.960663313432837 3.9096921347220377 0.007993440298507463 0.007397490717674307
3 logarithmic Chlorophyll 664.302002 4.148671942649784e-07 y = 0.007963 + 0.000013*ln(x) 134 10.960663313432837 3.9096921347220377 0.007993440298507463 0.007397490717674307

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,668.565002,9.040046325403672e-06,y = 0.007498 + -0.000006*x,134,10.960663313432837,3.9096921347220377,0.0074355522388059704,0.007438585861600675
logarithmic,Chlorophyll,668.565002,8.725061217407237e-06,y = 0.007294 + 0.000061*ln(x),134,10.960663313432837,3.9096921347220377,0.0074355522388059704,0.007438585861600675
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 668.565002 9.040046325403672e-06 y = 0.007498 + -0.000006*x 134 10.960663313432837 3.9096921347220377 0.0074355522388059704 0.007438585861600675
3 logarithmic Chlorophyll 668.565002 8.725061217407237e-06 y = 0.007294 + 0.000061*ln(x) 134 10.960663313432837 3.9096921347220377 0.0074355522388059704 0.007438585861600675

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,672.83197,2.8342079669063658e-05,y = 0.007006 + 0.000109*ln(x),134,10.960663313432837,3.9096921347220377,0.007259574626865672,0.0073841624312846075
linear,Chlorophyll,672.83197,2.942331951416577e-07,y = 0.007271 + -0.000001*x,134,10.960663313432837,3.9096921347220377,0.007259574626865672,0.0073841624312846075
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 672.83197 2.8342079669063658e-05 y = 0.007006 + 0.000109*ln(x) 134 10.960663313432837 3.9096921347220377 0.007259574626865672 0.0073841624312846075
3 linear Chlorophyll 672.83197 2.942331951416577e-07 y = 0.007271 + -0.000001*x 134 10.960663313432837 3.9096921347220377 0.007259574626865672 0.0073841624312846075

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,677.10199,7.905307206101941e-05,y = 0.007009 + 0.000182*ln(x),134,10.960663313432837,3.9096921347220377,0.007434537313432836,0.007405361783473518
linear,Chlorophyll,677.10199,8.391699477305892e-06,y = 0.007374 + 0.000005*x,134,10.960663313432837,3.9096921347220377,0.007434537313432836,0.007405361783473518
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 677.10199 7.905307206101941e-05 y = 0.007009 + 0.000182*ln(x) 134 10.960663313432837 3.9096921347220377 0.007434537313432836 0.007405361783473518
3 linear Chlorophyll 677.10199 8.391699477305892e-06 y = 0.007374 + 0.000005*x 134 10.960663313432837 3.9096921347220377 0.007434537313432836 0.007405361783473518

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,681.375977,0.00035444194765099635,y = 0.007047 + 0.000397*ln(x),134,10.960663313432837,3.9096921347220377,0.007971380597014925,0.007601910615882189
linear,Chlorophyll,681.375977,0.00018023567598490775,y = 0.007685 + 0.000026*x,134,10.960663313432837,3.9096921347220377,0.007971380597014925,0.007601910615882189
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 681.375977 0.00035444194765099635 y = 0.007047 + 0.000397*ln(x) 134 10.960663313432837 3.9096921347220377 0.007971380597014925 0.007601910615882189
3 linear Chlorophyll 681.375977 0.00018023567598490775 y = 0.007685 + 0.000026*x 134 10.960663313432837 3.9096921347220377 0.007971380597014925 0.007601910615882189

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@ -1,3 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,685.653015,0.0012936127446737666,y = 0.007106 + 0.000788*ln(x),134,10.960663313432837,3.9096921347220377,0.00894305223880597,0.007911710832888247
linear,Chlorophyll,685.653015,0.0010226571268574514,y = 0.008234 + 0.000065*x,134,10.960663313432837,3.9096921347220377,0.00894305223880597,0.007911710832888247
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 685.653015 0.0012936127446737666 y = 0.007106 + 0.000788*ln(x) 134 10.960663313432837 3.9096921347220377 0.00894305223880597 0.007911710832888247
3 linear Chlorophyll 685.653015 0.0010226571268574514 y = 0.008234 + 0.000065*x 134 10.960663313432837 3.9096921347220377 0.00894305223880597 0.007911710832888247

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,689.932983,0.004302680997953723,y = 0.006459 + 0.001505*ln(x),134,10.960663313432837,3.9096921347220377,0.009964873134328357,0.008279228255026581
linear,Chlorophyll,689.932983,0.0041204289706771036,y = 0.008475 + 0.000136*x,134,10.960663313432837,3.9096921347220377,0.009964873134328357,0.008279228255026581
power,Chlorophyll,689.932983,-0.011112637221193156,y = 0.010691 * x^-0.061728,134,10.960663313432837,3.9096921347220377,0.009964873134328357,0.008279228255026581
exponential,Chlorophyll,689.932983,-0.012347372143508784,y = 0.010039 * exp(-0.007382*x),134,10.960663313432837,3.9096921347220377,0.009964873134328357,0.008279228255026581
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 689.932983 0.004302680997953723 y = 0.006459 + 0.001505*ln(x) 134 10.960663313432837 3.9096921347220377 0.009964873134328357 0.008279228255026581
3 linear Chlorophyll 689.932983 0.0041204289706771036 y = 0.008475 + 0.000136*x 134 10.960663313432837 3.9096921347220377 0.009964873134328357 0.008279228255026581
4 power Chlorophyll 689.932983 -0.011112637221193156 y = 0.010691 * x^-0.061728 134 10.960663313432837 3.9096921347220377 0.009964873134328357 0.008279228255026581
5 exponential Chlorophyll 689.932983 -0.012347372143508784 y = 0.010039 * exp(-0.007382*x) 134 10.960663313432837 3.9096921347220377 0.009964873134328357 0.008279228255026581

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,694.21698,0.009659788549096326,y = 0.007405 + 0.001260*ln(x),134,10.960663313432837,3.9096921347220377,0.01034108208955224,0.004627698457727055
linear,Chlorophyll,694.21698,0.008988938182027284,y = 0.009111 + 0.000112*x,134,10.960663313432837,3.9096921347220377,0.01034108208955224,0.004627698457727055
power,Chlorophyll,694.21698,-0.0008894306327071888,y = 0.009130 * x^0.038452,134,10.960663313432837,3.9096921347220377,0.01034108208955224,0.004627698457727055
exponential,Chlorophyll,694.21698,-0.002278256235976661,y = 0.009711 * exp(0.002541*x),134,10.960663313432837,3.9096921347220377,0.01034108208955224,0.004627698457727055
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 694.21698 0.009659788549096326 y = 0.007405 + 0.001260*ln(x) 134 10.960663313432837 3.9096921347220377 0.01034108208955224 0.004627698457727055
3 linear Chlorophyll 694.21698 0.008988938182027284 y = 0.009111 + 0.000112*x 134 10.960663313432837 3.9096921347220377 0.01034108208955224 0.004627698457727055
4 power Chlorophyll 694.21698 -0.0008894306327071888 y = 0.009130 * x^0.038452 134 10.960663313432837 3.9096921347220377 0.01034108208955224 0.004627698457727055
5 exponential Chlorophyll 694.21698 -0.002278256235976661 y = 0.009711 * exp(0.002541*x) 134 10.960663313432837 3.9096921347220377 0.01034108208955224 0.004627698457727055

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
logarithmic,Chlorophyll,698.505005,0.031440304449184886,y = 0.007932 + 0.000977*ln(x),134,10.960663313432837,3.9096921347220377,0.010207731343283583,0.0019876983508052013
linear,Chlorophyll,698.505005,0.028545786078388646,y = 0.009266 + 0.000086*x,134,10.960663313432837,3.9096921347220377,0.010207731343283583,0.0019876983508052013
power,Chlorophyll,698.505005,0.024301556337671393,y = 0.008426 * x^0.075955,134,10.960663313432837,3.9096921347220377,0.010207731343283583,0.0019876983508052013
exponential,Chlorophyll,698.505005,0.021173949758028887,y = 0.009382 * exp(0.006346*x),134,10.960663313432837,3.9096921347220377,0.010207731343283583,0.0019876983508052013
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 logarithmic Chlorophyll 698.505005 0.031440304449184886 y = 0.007932 + 0.000977*ln(x) 134 10.960663313432837 3.9096921347220377 0.010207731343283583 0.0019876983508052013
3 linear Chlorophyll 698.505005 0.028545786078388646 y = 0.009266 + 0.000086*x 134 10.960663313432837 3.9096921347220377 0.010207731343283583 0.0019876983508052013
4 power Chlorophyll 698.505005 0.024301556337671393 y = 0.008426 * x^0.075955 134 10.960663313432837 3.9096921347220377 0.010207731343283583 0.0019876983508052013
5 exponential Chlorophyll 698.505005 0.021173949758028887 y = 0.009382 * exp(0.006346*x) 134 10.960663313432837 3.9096921347220377 0.010207731343283583 0.0019876983508052013

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,702.794983,0.06296172218181084,y = 0.008305 + 0.000144*x,134,10.960663313432837,3.9096921347220377,0.009888313432835822,0.002250167471107098
logarithmic,Chlorophyll,702.794983,0.06154613752993454,y = 0.006284 + 0.001547*ln(x),134,10.960663313432837,3.9096921347220377,0.009888313432835822,0.002250167471107098
exponential,Chlorophyll,702.794983,0.05333717741162325,y = 0.008583 * exp(0.011176*x),134,10.960663313432837,3.9096921347220377,0.009888313432835822,0.002250167471107098
power,Chlorophyll,702.794983,0.052353333406120695,y = 0.007280 * x^0.123243,134,10.960663313432837,3.9096921347220377,0.009888313432835822,0.002250167471107098
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 702.794983 0.06296172218181084 y = 0.008305 + 0.000144*x 134 10.960663313432837 3.9096921347220377 0.009888313432835822 0.002250167471107098
3 logarithmic Chlorophyll 702.794983 0.06154613752993454 y = 0.006284 + 0.001547*ln(x) 134 10.960663313432837 3.9096921347220377 0.009888313432835822 0.002250167471107098
4 exponential Chlorophyll 702.794983 0.05333717741162325 y = 0.008583 * exp(0.011176*x) 134 10.960663313432837 3.9096921347220377 0.009888313432835822 0.002250167471107098
5 power Chlorophyll 702.794983 0.052353333406120695 y = 0.007280 * x^0.123243 134 10.960663313432837 3.9096921347220377 0.009888313432835822 0.002250167471107098

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,707.088989,0.0722787565252282,y = 0.007176 + 0.000174*x,134,10.960663313432837,3.9096921347220377,0.009086067164179106,0.0025340421111067013
logarithmic,Chlorophyll,707.088989,0.06798251906890818,y = 0.004820 + 0.001831*ln(x),134,10.960663313432837,3.9096921347220377,0.009086067164179106,0.0025340421111067013
exponential,Chlorophyll,707.088989,0.05918259759570621,y = 0.007631 * exp(0.013614*x),134,10.960663313432837,3.9096921347220377,0.009086067164179106,0.0025340421111067013
power,Chlorophyll,707.088989,0.05571330673697561,y = 0.006287 * x^0.147166,134,10.960663313432837,3.9096921347220377,0.009086067164179106,0.0025340421111067013
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 707.088989 0.0722787565252282 y = 0.007176 + 0.000174*x 134 10.960663313432837 3.9096921347220377 0.009086067164179106 0.0025340421111067013
3 logarithmic Chlorophyll 707.088989 0.06798251906890818 y = 0.004820 + 0.001831*ln(x) 134 10.960663313432837 3.9096921347220377 0.009086067164179106 0.0025340421111067013
4 exponential Chlorophyll 707.088989 0.05918259759570621 y = 0.007631 * exp(0.013614*x) 134 10.960663313432837 3.9096921347220377 0.009086067164179106 0.0025340421111067013
5 power Chlorophyll 707.088989 0.05571330673697561 y = 0.006287 * x^0.147166 134 10.960663313432837 3.9096921347220377 0.009086067164179106 0.0025340421111067013

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,711.387024,0.0801501663676073,y = 0.005716 + 0.000199*x,134,10.960663313432837,3.9096921347220377,0.007900276119402985,0.0027516224396933074
logarithmic,Chlorophyll,711.387024,0.07410981134062689,y = 0.003064 + 0.002076*ln(x),134,10.960663313432837,3.9096921347220377,0.007900276119402985,0.0027516224396933074
exponential,Chlorophyll,711.387024,0.06368164013940003,y = 0.006342 * exp(0.016959*x),134,10.960663313432837,3.9096921347220377,0.007900276119402985,0.0027516224396933074
power,Chlorophyll,711.387024,0.05885933871457438,y = 0.005001 * x^0.181749,134,10.960663313432837,3.9096921347220377,0.007900276119402985,0.0027516224396933074
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 711.387024 0.0801501663676073 y = 0.005716 + 0.000199*x 134 10.960663313432837 3.9096921347220377 0.007900276119402985 0.0027516224396933074
3 logarithmic Chlorophyll 711.387024 0.07410981134062689 y = 0.003064 + 0.002076*ln(x) 134 10.960663313432837 3.9096921347220377 0.007900276119402985 0.0027516224396933074
4 exponential Chlorophyll 711.387024 0.06368164013940003 y = 0.006342 * exp(0.016959*x) 134 10.960663313432837 3.9096921347220377 0.007900276119402985 0.0027516224396933074
5 power Chlorophyll 711.387024 0.05885933871457438 y = 0.005001 * x^0.181749 134 10.960663313432837 3.9096921347220377 0.007900276119402985 0.0027516224396933074

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,715.687012,0.07646592984102929,y = 0.004316 + 0.000182*x,134,10.960663313432837,3.9096921347220377,0.00631360447761194,0.0025762009517042803
logarithmic,Chlorophyll,715.687012,0.07053737510880576,y = 0.001896 + 0.001896*ln(x),134,10.960663313432837,3.9096921347220377,0.00631360447761194,0.0025762009517042803
exponential,Chlorophyll,715.687012,0.057012898990752126,y = 0.004952 * exp(0.018319*x),134,10.960663313432837,3.9096921347220377,0.00631360447761194,0.0025762009517042803
power,Chlorophyll,715.687012,0.05263846505811587,y = 0.003824 * x^0.197049,134,10.960663313432837,3.9096921347220377,0.00631360447761194,0.0025762009517042803
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 715.687012 0.07646592984102929 y = 0.004316 + 0.000182*x 134 10.960663313432837 3.9096921347220377 0.00631360447761194 0.0025762009517042803
3 logarithmic Chlorophyll 715.687012 0.07053737510880576 y = 0.001896 + 0.001896*ln(x) 134 10.960663313432837 3.9096921347220377 0.00631360447761194 0.0025762009517042803
4 exponential Chlorophyll 715.687012 0.057012898990752126 y = 0.004952 * exp(0.018319*x) 134 10.960663313432837 3.9096921347220377 0.00631360447761194 0.0025762009517042803
5 power Chlorophyll 715.687012 0.05263846505811587 y = 0.003824 * x^0.197049 134 10.960663313432837 3.9096921347220377 0.00631360447761194 0.0025762009517042803

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,719.992004,0.07445743675368166,y = 0.003267 + 0.000166*x,134,10.960663313432837,3.9096921347220377,0.00509136567164179,0.002385295002066048
logarithmic,Chlorophyll,719.992004,0.06836961037451539,y = 0.001065 + 0.001728*ln(x),134,10.960663313432837,3.9096921347220377,0.00509136567164179,0.002385295002066048
exponential,Chlorophyll,719.992004,0.05296886200774753,y = 0.003871 * exp(0.020260*x),134,10.960663313432837,3.9096921347220377,0.00509136567164179,0.002385295002066048
power,Chlorophyll,719.992004,0.048528532136251745,y = 0.002911 * x^0.217642,134,10.960663313432837,3.9096921347220377,0.00509136567164179,0.002385295002066048
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 719.992004 0.07445743675368166 y = 0.003267 + 0.000166*x 134 10.960663313432837 3.9096921347220377 0.00509136567164179 0.002385295002066048
3 logarithmic Chlorophyll 719.992004 0.06836961037451539 y = 0.001065 + 0.001728*ln(x) 134 10.960663313432837 3.9096921347220377 0.00509136567164179 0.002385295002066048
4 exponential Chlorophyll 719.992004 0.05296886200774753 y = 0.003871 * exp(0.020260*x) 134 10.960663313432837 3.9096921347220377 0.00509136567164179 0.002385295002066048
5 power Chlorophyll 719.992004 0.048528532136251745 y = 0.002911 * x^0.217642 134 10.960663313432837 3.9096921347220377 0.00509136567164179 0.002385295002066048

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,724.299011,0.06745397553654364,y = 0.002420 + 0.000133*x,134,10.960663313432837,3.9096921347220377,0.0038816044776119395,0.0020072190423221247
logarithmic,Chlorophyll,724.299011,0.062493450238378045,y = 0.000642 + 0.001390*ln(x),134,10.960663313432837,3.9096921347220377,0.0038816044776119395,0.0020072190423221247
exponential,Chlorophyll,724.299011,0.045936345781994126,y = 0.002921 * exp(0.020727*x),134,10.960663313432837,3.9096921347220377,0.0038816044776119395,0.0020072190423221247
power,Chlorophyll,724.299011,0.04270170271520268,y = 0.002169 * x^0.225290,134,10.960663313432837,3.9096921347220377,0.0038816044776119395,0.0020072190423221247
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 724.299011 0.06745397553654364 y = 0.002420 + 0.000133*x 134 10.960663313432837 3.9096921347220377 0.0038816044776119395 0.0020072190423221247
3 logarithmic Chlorophyll 724.299011 0.062493450238378045 y = 0.000642 + 0.001390*ln(x) 134 10.960663313432837 3.9096921347220377 0.0038816044776119395 0.0020072190423221247
4 exponential Chlorophyll 724.299011 0.045936345781994126 y = 0.002921 * exp(0.020727*x) 134 10.960663313432837 3.9096921347220377 0.0038816044776119395 0.0020072190423221247
5 power Chlorophyll 724.299011 0.04270170271520268 y = 0.002169 * x^0.225290 134 10.960663313432837 3.9096921347220377 0.0038816044776119395 0.0020072190423221247

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,728.609985,0.043742722087426356,y = 0.001822 + 0.000088*x,134,10.960663313432837,3.9096921347220377,0.0027881044776119405,0.0016469934764511023
logarithmic,Chlorophyll,728.609985,0.04115482350546895,y = 0.000631 + 0.000926*ln(x),134,10.960663313432837,3.9096921347220377,0.0027881044776119405,0.0016469934764511023
exponential,Chlorophyll,728.609985,0.025695766879270887,y = 0.002157 * exp(0.017908*x),134,10.960663313432837,3.9096921347220377,0.0027881044776119405,0.0016469934764511023
power,Chlorophyll,728.609985,0.024423938138158685,y = 0.001657 * x^0.197225,134,10.960663313432837,3.9096921347220377,0.0027881044776119405,0.0016469934764511023
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 728.609985 0.043742722087426356 y = 0.001822 + 0.000088*x 134 10.960663313432837 3.9096921347220377 0.0027881044776119405 0.0016469934764511023
3 logarithmic Chlorophyll 728.609985 0.04115482350546895 y = 0.000631 + 0.000926*ln(x) 134 10.960663313432837 3.9096921347220377 0.0027881044776119405 0.0016469934764511023
4 exponential Chlorophyll 728.609985 0.025695766879270887 y = 0.002157 * exp(0.017908*x) 134 10.960663313432837 3.9096921347220377 0.0027881044776119405 0.0016469934764511023
5 power Chlorophyll 728.609985 0.024423938138158685 y = 0.001657 * x^0.197225 134 10.960663313432837 3.9096921347220377 0.0027881044776119405 0.0016469934764511023

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,732.924988,0.013546034482326164,y = 0.001304 + 0.000072*x,134,10.960663313432837,3.9096921347220377,0.0020962686567164183,0.002429007647518667
logarithmic,Chlorophyll,732.924988,0.013045034204567596,y = 0.000305 + 0.000769*ln(x),134,10.960663313432837,3.9096921347220377,0.0020962686567164183,0.002429007647518667
power,Chlorophyll,732.924988,-0.0016075191011517553,y = 0.001527 * x^0.092327,134,10.960663313432837,3.9096921347220377,0.0020962686567164183,0.002429007647518667
exponential,Chlorophyll,732.924988,-0.002218314899776086,y = 0.001749 * exp(0.007256*x),134,10.960663313432837,3.9096921347220377,0.0020962686567164183,0.002429007647518667
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 732.924988 0.013546034482326164 y = 0.001304 + 0.000072*x 134 10.960663313432837 3.9096921347220377 0.0020962686567164183 0.002429007647518667
3 logarithmic Chlorophyll 732.924988 0.013045034204567596 y = 0.000305 + 0.000769*ln(x) 134 10.960663313432837 3.9096921347220377 0.0020962686567164183 0.002429007647518667
4 power Chlorophyll 732.924988 -0.0016075191011517553 y = 0.001527 * x^0.092327 134 10.960663313432837 3.9096921347220377 0.0020962686567164183 0.002429007647518667
5 exponential Chlorophyll 732.924988 -0.002218314899776086 y = 0.001749 * exp(0.007256*x) 134 10.960663313432837 3.9096921347220377 0.0020962686567164183 0.002429007647518667

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,737.242004,0.01274011186937285,y = 0.000153 + 0.000183*x,134,10.960663313432837,3.9096921347220377,0.0021605000000000005,0.006345526772941662
logarithmic,Chlorophyll,737.242004,0.011709594088295416,y = -0.002273 + 0.001903*ln(x),134,10.960663313432837,3.9096921347220377,0.0021605000000000005,0.006345526772941662
power,Chlorophyll,737.242004,-0.004968418579431422,y = 0.001306 * x^0.096424,134,10.960663313432837,3.9096921347220377,0.0021605000000000005,0.006345526772941662
exponential,Chlorophyll,737.242004,-0.0051926295251412125,y = 0.001506 * exp(0.007477*x),134,10.960663313432837,3.9096921347220377,0.0021605000000000005,0.006345526772941662
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 737.242004 0.01274011186937285 y = 0.000153 + 0.000183*x 134 10.960663313432837 3.9096921347220377 0.0021605000000000005 0.006345526772941662
3 logarithmic Chlorophyll 737.242004 0.011709594088295416 y = -0.002273 + 0.001903*ln(x) 134 10.960663313432837 3.9096921347220377 0.0021605000000000005 0.006345526772941662
4 power Chlorophyll 737.242004 -0.004968418579431422 y = 0.001306 * x^0.096424 134 10.960663313432837 3.9096921347220377 0.0021605000000000005 0.006345526772941662
5 exponential Chlorophyll 737.242004 -0.0051926295251412125 y = 0.001506 * exp(0.007477*x) 134 10.960663313432837 3.9096921347220377 0.0021605000000000005 0.006345526772941662

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,741.564026,0.01237420528041,y = -0.000778 + 0.000290*x,134,10.960663313432837,3.9096921347220377,0.0024028432835820897,0.010199237979184374
logarithmic,Chlorophyll,741.564026,0.011168399659673534,y = -0.004556 + 0.002987*ln(x),134,10.960663313432837,3.9096921347220377,0.0024028432835820897,0.010199237979184374
power,Chlorophyll,741.564026,-0.006382018366340336,y = 0.001343 * x^0.060248,134,10.960663313432837,3.9096921347220377,0.0024028432835820897,0.010199237979184374
exponential,Chlorophyll,741.564026,-0.006486914714434855,y = 0.001471 * exp(0.004477*x),134,10.960663313432837,3.9096921347220377,0.0024028432835820897,0.010199237979184374
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 741.564026 0.01237420528041 y = -0.000778 + 0.000290*x 134 10.960663313432837 3.9096921347220377 0.0024028432835820897 0.010199237979184374
3 logarithmic Chlorophyll 741.564026 0.011168399659673534 y = -0.004556 + 0.002987*ln(x) 134 10.960663313432837 3.9096921347220377 0.0024028432835820897 0.010199237979184374
4 power Chlorophyll 741.564026 -0.006382018366340336 y = 0.001343 * x^0.060248 134 10.960663313432837 3.9096921347220377 0.0024028432835820897 0.010199237979184374
5 exponential Chlorophyll 741.564026 -0.006486914714434855 y = 0.001471 * exp(0.004477*x) 134 10.960663313432837 3.9096921347220377 0.0024028432835820897 0.010199237979184374

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@ -1,5 +0,0 @@
regression_method,x_variable,y_variable,r_squared,equation,sample_size,x_mean,x_std,y_mean,y_std
linear,Chlorophyll,745.888,0.01208622807607107,y = -0.000537 + 0.000255*x,134,10.960663313432837,3.9096921347220377,0.0022554402985074623,0.00905887910227967
logarithmic,Chlorophyll,745.888,0.010783256099801686,y = -0.003818 + 0.002607*ln(x),134,10.960663313432837,3.9096921347220377,0.0022554402985074623,0.00905887910227967
exponential,Chlorophyll,745.888,-0.006541603078447977,y = 0.001459 * exp(0.002645*x),134,10.960663313432837,3.9096921347220377,0.0022554402985074623,0.00905887910227967
power,Chlorophyll,745.888,-0.006568012798676248,y = 0.001406 * x^0.028233,134,10.960663313432837,3.9096921347220377,0.0022554402985074623,0.00905887910227967
1 regression_method x_variable y_variable r_squared equation sample_size x_mean x_std y_mean y_std
2 linear Chlorophyll 745.888 0.01208622807607107 y = -0.000537 + 0.000255*x 134 10.960663313432837 3.9096921347220377 0.0022554402985074623 0.00905887910227967
3 logarithmic Chlorophyll 745.888 0.010783256099801686 y = -0.003818 + 0.002607*ln(x) 134 10.960663313432837 3.9096921347220377 0.0022554402985074623 0.00905887910227967
4 exponential Chlorophyll 745.888 -0.006541603078447977 y = 0.001459 * exp(0.002645*x) 134 10.960663313432837 3.9096921347220377 0.0022554402985074623 0.00905887910227967
5 power Chlorophyll 745.888 -0.006568012798676248 y = 0.001406 * x^0.028233 134 10.960663313432837 3.9096921347220377 0.0022554402985074623 0.00905887910227967

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