im looking for new music for inspiration.
im looking for some classical music that would be either piano or symphonic that gives off an eerie or Gothic tone to it. Something like Beethoven’s moonlight sonata’ or the music you hear in The Nightmare Before Christmas.
im looking for old composers but even newer stuff would be good too.
Any suggestions?
I live in Long Beach, and the last time I checked, every site I’ve been to (LA Phil., Pacific Symphony Orchestra, Cerritos Center for the Performing Arts, etc.) either have no schedule, or is booked! Where can I watch classical concerts, showing this month? I have to write a concert review, and it’s due on the 25th (or 27th) but I want to find one, now, so I can submit my work early.
I have Crest® SpinBrush® – SpinBrush Pro Recharge toothbrush. My question is how does it recharge if there is no metal contact between the base and toothbrush?.Plastic is between the base and toothbursh.
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In season 3 of Reno 911, there is an episode entitled “The Hot Tub King.” In this episode, Williams and Garcia are guarding Liberace’s piano. In the very first clip shown of them guarding the piano, the piano plays a classical piece that I would like to find. Does anyone know the name or composer of that piece?
The example is: a lion in a circus learns to stand up on a chair and jump through a hoop to receive a treat.
If this is classical conditioning, what is the unconditioned stimulus, the unconditioned response, the conditioned stimulus and the conditioned response?
Or if this is operant conditioning, is this positive reinforcement?
I feel as if it is classical conditioning, but the more I look at the example the more it seems like positive reinforcement.
Help on the answer will be greatly appreciated.
Referring to credit card incentives and what consumers prefer:
1)cash back when the consumer makes an online purchase
2) cash back when the consumer makes a purchase at a clothing store
The company has asked about the probability of each option being preferred by card holders using empirical, subjective, and classical probablity for each option.