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date  Detailed Forecast 

Today  Periods of snow mixed with freezing drizzle changing to rain this afternoon. Risk of freezing rain late this morning. Fog patches developing this afternoon. Snowfall amount 5 cm. Rainfall amount 5 mm. Wind becoming southeast 20 km/h gusting to 40 this morning. High plus 4. 
Tonight  Cloudy with 60 percent chance of rain showers early this evening then 60 percent chance of flurries late this evening. Periods of snow beginning after midnight. Fog patches dissipating this evening. Snowfall amount 2 to 4 cm. Wind southwest 20 km/h gusting to 40 becoming light near midnight. Wind becoming northwest 20 gusting to 40 before morning. Low minus 10. Wind chill minus 7 in the evening and minus 18 overnight. 
Thu,В 31В Jan  Flurries. Amount 5 cm in the heaviest flurries. Wind northwest 20 km/h gusting to 40 becoming southwest 20 gusting to 40 early in the afternoon. Temperature steady near minus 11. Wind chill near minus 19. UV index 1 or low. 
Night  Cloudy periods with 60 percent chance of flurries. Low minus 11. 
Fri,В 1В Feb  A mix of sun and cloud with 60 percent chance of flurries. High minus 7. 
Night  Cloudy periods with 60 percent chance of flurries. Low minus 11. 
Sat,В 2В Feb  Sunny. High minus 7. 
Night  Cloudy with 60 percent chance of flurries. Low minus 11. 
Sun,В 3В Feb  A mix of sun and cloud. High minus 5. 
Night  Cloudy periods. Low minus 8. 
Mon,В 4В Feb  Cloudy. High plus 1. 
Night  Cloudy with 60 percent chance of flurries. Low plus 1. 
Tue,В 5В Feb  Cloudy with 60 percent chance of showers. High 6. 
Authors  Formulations 

Price, 1984 [8]  T_{s} = a_{0} + a_{1}T_{i} + a_{2}(T_{i} − T_{j}) + a_{3}(T_{i} − T_{j})(1 − ε) + a_{4}T_{j}Δε 
Prata and Platt, 1991 [14]  ${T}_{s}={a}_{0}+{a}_{1}\frac{{T}_{i}}{\mathit{\epsilon}}+{a}_{2}\frac{{T}_{j}}{\mathit{\epsilon}}+{a}_{3}\frac{1\mathit{\epsilon}}{\mathit{\epsilon}}$ 
Vidal, 1991 [15]  ${T}_{s}={a}_{0}+{a}_{1}{T}_{i}+{a}_{2}({T}_{i}{T}_{j})+{a}_{3}\frac{1\mathit{\epsilon}}{\mathit{\epsilon}}+{a}_{4}\frac{\mathrm{\Delta}\mathit{\epsilon}}{\mathit{\epsilon}}$ 
Ulivieri et al., 1992 [16]  T_{s} = a_{0} + a_{1}T_{i} + a_{2}(T_{i} − T_{j}) + a_{3}(1 − ε) + a_{4}Δε 
Sobrino et al., 1993 [17]  T_{s} = a_{0} + a_{1}T_{i} + a_{2}(T_{i} − T_{j}) + a_{3}(T_{i} − T_{j})^{2} + a_{4}(1 − ε) + a_{5}Δε 
Sobrino et al., 1994 [18]  ${T}_{s}={a}_{0}+{a}_{1}{T}_{i}+{a}_{2}({T}_{i}{T}_{j})+{a}_{3}\mathit{\epsilon}+{a}_{4}\frac{\mathrm{\Delta}\mathit{\epsilon}}{\mathit{\epsilon}}$ 
Coll et al., 1997 [19]  T_{s} = T_{i}+ a_{0} + a_{1}(T_{i} − T_{j}) + a_{2}(T_{i} − T_{j})^{2} + a_{3}(1 − ε) + a_{4}Δε 
Nicholas Estep
@NicholasEstep

25 Aug 14  
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Nicholas Estep
@NicholasEstep

25 Aug 14  
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