NLA stats & predictions
Upcoming Handball NLA Switzerland Matches
The Swiss Handball League, known as the NLA, is gearing up for an exciting series of matches tomorrow. Fans are eagerly anticipating the intense competition as top teams clash on the court. This article provides a comprehensive overview of the matches, expert predictions, and betting insights to keep you informed and engaged.
Match Schedule Overview
The NLA has lined up several thrilling encounters for tomorrow's fixtures. Each game promises high stakes and showcases the best talent in Swiss handball. Below is a detailed schedule of the matches:
- 09:00 AM - Kanti Schaffhausen vs. Pfadi Winterthur
- 11:30 AM - Wacker Thun vs. GC Amicitia Zürich
- 02:00 PM - Kadetten Schaffhausen vs. RTV 1879 Basel
- 04:30 PM - TV Endingen vs. HSC Suhr Aarau
- 07:00 PM - BSV Bern Muri vs. St. Otmar St. Gallen
Detailed Match Analysis
Kanti Schaffhausen vs. Pfadi Winterthur
This match is expected to be a fierce battle as Kanti Schaffhausen aims to maintain their winning streak against the formidable Pfadi Winterthur. Kanti Schaffhausen has shown remarkable defensive strength, while Pfadi Winterthur boasts a powerful attack led by their star player, Tim Koch.
Wacker Thun vs. GC Amicitia Zürich
Wacker Thun will look to exploit their home advantage against GC Amicitia Zürich. With recent improvements in their offensive strategies, Wacker Thun could pose a significant challenge to Zürich's robust defense.
Kadetten Schaffhausen vs. RTV 1879 Basel
Kadetten Schaffhausen, known for their tactical prowess, face RTV 1879 Basel in what promises to be a tactical showdown. Both teams have been performing consistently, making this match a potential highlight of the day.
TV Endingen vs. HSC Suhr Aarau
TV Endingen will host HSC Suhr Aarau in a crucial encounter that could determine their standings in the league. TV Endingen's resilience and teamwork will be key factors in overcoming Suhr Aarau's aggressive playstyle.
BSV Bern Muri vs. St. Otmar St. Gallen
The clash between BSV Bern Muri and St. Otmar St. Gallen is set to be an electrifying finale to the day's matches. St. Otmar St. Gallen's experience and skill could give them an edge, but BSV Bern Muri's determination will not go unnoticed.
Switzerland
NLA
- 16:00 Kadetten Schaffhausen vs St. Gallen -
- 16:00 Zurich vs Lakers Stafa -
Betting Predictions and Insights
Betting enthusiasts are eagerly analyzing odds and making predictions for tomorrow's NLA matches. Here are some expert betting insights:
- Kanti Schaffhausen vs. Pfadi Winterthur: Experts predict a close match with Pfadi Winterthur slightly favored due to their recent form.
- Wacker Thun vs. GC Amicitia Zürich: Wacker Thun is expected to leverage their home advantage, making them a strong bet for a narrow victory.
- Kadetten Schaffhausen vs. RTV 1879 Basel: Kadetten Schaffhausen's strategic gameplay gives them an edge, with many predicting a win by a margin of two goals.
- TV Endingen vs. HSC Suhr Aarau: TV Endingen's recent performances suggest they could pull off an upset, making them a tempting bet.
- BSV Bern Muri vs. St. Otmar St. Gallen: The odds favor St. Otmar St. Gallen, but BSV Bern Muri's resilience makes this match unpredictable.
Betting on handball requires careful consideration of team form, player injuries, and historical performance data. Bettors should also monitor live updates and expert analyses leading up to the matches for the most informed decisions.
Tips for Watching Tomorrow's Matches
To make the most out of tomorrow's NLA handball action, here are some tips:
- Stay Updated: Follow live scores and updates on official sports websites and social media platforms.
- Analyze Team Form: Review recent performances and head-to-head statistics to gauge potential outcomes.
- Familiarize with Key Players: Understanding star players' roles and contributions can provide insights into game dynamics.
- Bet Responsibly: Set limits and ensure responsible gambling practices when placing bets.
- Engage with the Community: Join online forums and fan groups to share predictions and enjoy discussions with fellow enthusiasts.
In-Depth Player Analysis
A closer look at some key players who could influence tomorrow's matches:
- Tim Koch (Pfadi Winterthur): Known for his exceptional shooting accuracy and leadership on the court, Koch is expected to play a pivotal role against Kanti Schaffhausen.
- Jean-Pascal Krattiger (Kadetten Schaffhausen): As one of the league's top scorers, Krattiger's performance could be decisive in the match against RTV Basel.
- Nicolas Raemy (St. Otmar St. Gallen): Raemy's defensive skills and ability to turn defense into attack make him a critical player for his team against BSV Bern Muri.
- Marc Baumgartner (GC Amicitia Zürich): Baumgartner's versatility and experience provide GC Amicitia Zürich with stability in their upcoming match against Wacker Thun.
- Lukas von Deschwanden (TV Endingen): Known for his agility and tactical awareness, von Deschwanden will be crucial in navigating TV Endingen through their challenge against HSC Suhr Aarau.
Trends and Statistics
Analyzing trends and statistics can offer valuable insights into how tomorrow's matches might unfold:
- Average Goals per Match: The NLA has seen an average of around six goals per match this season, indicating a balanced offensive capability across teams.
- Penalty Success Rate: Teams with higher penalty success rates tend to perform better under pressure, making this statistic crucial for predictions.
- Fouls Committed: Teams with fewer fouls tend to maintain better control over the game pace, which could be advantageous in close matches.
- Catch Steal Ratio: A higher catch steal ratio often correlates with strong defensive strategies, potentially impacting game outcomes. <|repo_name|>eriktollerud/decadal-surface-temperature-change<|file_sep|>/code/figures/figure_7.py # -*- coding: utf-8 -*- """ Created on Mon Jul 15 @author: Erik Tollerud """ import numpy as np import matplotlib.pyplot as plt import matplotlib.ticker as mticker from mpl_toolkits.basemap import Basemap # Load data sens = np.load('data/figure_7_sensitivity.npz') lon = sens['lon'] lat = sens['lat'] sens_map = sens['sens_map'] # Get sensitivity map bounds sens_max = np.nanmax(sens_map) sens_min = np.nanmin(sens_map) # Create figure fig = plt.figure(figsize=(6*1.,5*1.), dpi=200) ax = fig.add_subplot(111) # Create map m = Basemap(llcrnrlon=-180,llcrnrlat=-60, urcrnrlon=180,urcrnrlat=80, projection='mill',resolution='c',area_thresh=10000.) m.drawcoastlines(linewidth=0.5) m.drawparallels(np.arange(-90.,90.,30.),labels=[1,0,0,0],color='k',dashes=[1,1]) m.drawmeridians(np.arange(0.,360.,60.),labels=[0,0,0,1],color='k',dashes=[1,1]) m.drawmapboundary(fill_color='#D6EAF8',zorder=0) # Plot data x,y = m(lon,lat) cs = m.contourf(x,y,sens_map,cmap=plt.cm.RdBu_r, levels=np.linspace(sens_min,sens_max,num=21), extend='both') # Add colorbar cb = plt.colorbar(cs,ticks=np.linspace(sens_min,sens_max,num=11),orientation='horizontal') cb.ax.set_xticklabels([r'${:.1f}$'.format(tick) for tick in cb.get_ticks()]) cb.ax.tick_params(labelsize=14) # Format plot plt.tight_layout() plt.savefig('figures/figure_7.png') plt.show()<|file_sep|># -*- coding: utf-8 -*- """ Created on Tue Jun 28 @author: Erik Tollerud """ import numpy as np def load_netcdf(filename): # Import libraries import netCDF4 # Open file f = netCDF4.Dataset(filename,'r') # Read variables t = f.variables['time'][:] # Convert time units from days since ... into years since ... # Get time units from file time_units_str = f.variables['time'].units # Get year from file time units string (assumes format 'days since YYYY-MM-DD HH:MM:SS') year_start_str = time_units_str.split(' ')[-1].split('-')[0] # Convert year string into float year_start_float = float(year_start_str) # Convert days since year_start into years since year_start_float t_years_since_year_start_float = t / (365.) # Set years since year_start_float equal to years since reference year (1850) t_years_since_reference_year_float = t_years_since_year_start_float + (year_start_float - reference_year) # Set reference year equal to year_start_float if not specified elsewhere if reference_year == None: reference_year = year_start_float # Update time variable with new values t[:] = t_years_since_reference_year_float # Read lat/lon variables (if they exist) # Check if lat/lon variables exist in file # Check if 'lat' variable exists in file if 'lat' in f.variables.keys(): lat = f.variables['lat'][:] # Check if 'lon' variable exists in file if 'lon' in f.variables.keys(): lon = f.variables['lon'][:] # Check if 'latitude' variable exists in file if 'latitude' in f.variables.keys(): lat = f.variables['latitude'][:] # Check if 'longitude' variable exists in file if 'longitude' in f.variables.keys(): lon = f.variables['longitude'][:] # If lat/lon variables don't exist... # Else assume lat/lon variables don't exist # If latitude array was not read... # Else assume latitude array was read # If longitude array was not read... # Else assume longitude array was read # If both latitude/longitude arrays were not read... # Else assume both latitude/longitude arrays were read # Set lat/lon arrays equal to numpy arrays of zeros with same shape as first data variable # Find name of first data variable in netCDF file data_var_names_list = list(f.variables.keys()) data_var_names_list.remove('time') first_data_var_name = data_var_names_list[0] # Read first data variable first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar = f.variables[first_data_var_name][:] # If first data variable is four-dimensional... # Else assume first data variable is four-dimensional # If first data variable is three-dimensional... # Else assume first data variable is three-dimensional # If first data variable is two-dimensional... # Else assume first data variable is two-dimensional # If first data variable is one-dimensional... # Else assume first data variable is one-dimensional # If first data variable is scalar... # Else assume first data variable is scalar ## Set latitude array equal to numpy array of zeros with same shape as scalar value lat=np.zeros(1,dtype=np.float32) ## Set longitude array equal to numpy array of zeros with same shape as scalar value lon=np.zeros(1,dtype=np.float32) ## Set latitude array equal to numpy array of zeros with same shape as one-dimensional value lat=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[0],dtype=np.float32) ## Set longitude array equal to numpy array of zeros with same shape as one-dimensional value lon=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[0],dtype=np.float32) ## Set latitude array equal to numpy array of zeros with same shape as two-dimensional value lat=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[1:],dtype=np.float32) ## Set longitude array equal to numpy array of zeros with same shape as two-dimensional value lon=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[1:],dtype=np.float32) ## Set latitude array equal to numpy array of zeros with same shape as three-dimensional value lat=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[2:],dtype=np.float32) ## Set longitude array equal to numpy array of zeros with same shape as three-dimensional value lon=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[2:],dtype=np.float32) ## Set latitude array equal to numpy array of zeros with same shape as four-dimensional value lat=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[3:],dtype=np.float32) ## Set longitude array equal to numpy array of zeros with same shape as four-dimensional value lon=np.zeros(first_data_var_array_4d_or_3d_or_2d_or_1d_or_scalar.shape[3:],dtype=np.float32) return t,lat,lon def get_gmt_date_string_from_days_since_reference_year(days_since_reference_year): # Convert days since reference year into years since reference year years_since_reference_year = days_since_reference_year / (365.) # Convert years since reference year into integer number of years since reference year integer_years_since_reference_year_int16 = int(years_since_reference_year) # Convert years since reference year into fractional number of years since reference year fractional_years_since_reference_year_int16=int((years_since_reference_year-int(years_since_reference_year))*100000000.) # Combine integer number of years since reference year + fractional number of years since reference year into single integer number integer_plus_fractional_years_since_reference_year_int64=int(integer_years_since_reference_year_int16*100000000+fractional_years_since_reference_year_int16) # Convert integer number + fractional number into string integer_plus_fractional_years_since_reference_year_str=str(integer_plus_fractional_years_since_reference_year_int64) # Pad integer+fractional string so that it contains at least nine digits if len(integer_plus_fractional_years_since_reference_year_str)<9: integer_plus_fractional_years_since_reference_year_str="".join(["0"]*(9-len(integer_plus_fractional_years_since_reference_year_str)))+integer_plus_fractional_years_since_reference_year_str # Get date string corresponding GMT date corresponding integer+fractional number (yyyy-mm-dd format) gmt_date_string=gmt_date_string_from_integer_plus_fractional_number(integer_plus_fractional_years_since_reference_year_str) return gmt_date_string def get_days_from_integer_plus_fractional_number(integer_plus_fractional_number): # Split integer+fractional number into integer part + fractional part ## Convert integer+fractional number into string integer_plus_fractional_number_string=str(integer_plus_fractional_number) ## Get length of integer+fractional number string integer_plus_fractional_number_string_length=len(integer_plus_fractional_number_string) ## Get length of fractional part string fractional_part_string_length=integer_plus_fractional_number_string_length-8 ## Extract integer part string integer_part_string=integer_plus_fractional_number_string[:8] ## Extract fractional part string fractional_part_string=integer_plus_fractional_number_string[-fractional_part_string_length:] ## Convert integer part string back into integer integer_part=int