$[$Easy$]$ Add a new scale and use it to make music. You can find scales on one of the websites listed in Section $2\mathrm{.}4.$ You can add more scales to the param structure in parameters.m$.($b$)[$Easy$]$ Insert rest $($silence$)$ into your song by adding note index $89$ to one of the scales. When initially testing if this works, I recommend using whole notes so that the silence is more noticeable. $($c$)[$Easy$]$ Change the sound of the instrument by modifying param.overtoneWeights in parameters.m$.($d$)[$Easy$]$ Create a longer musical sequence $($more than $30$ notes$).($e$)[$Easy$]$ Change the note duration, intensity, or attenuation to something other than the values used in the final example of Section $3.($f$)[$Easy$]$ Come up with your own idea, but please check with the instructor to ensure that it has the appropriate difficulty. $($g$)[$Medium$]$ Generate a single Markov chain that includes transient states, recurrent $($but not absorbing$)$ states, and absorbing states. Use this Markov chain to randomly adapt the selected notes. Choose the first note that gets played to be a transient note. Once the Markov chain gets stuck for several notes in either the set of recurrent states or the set of absorbing states, return to the first note played in the Markov chain and allow the process to repeat. $($h$)[$Medium$]$ Generate separate Markov chains to randomly adapt the notes$$ durations, intensities, and$/$or attenuations. $($i$)[$Medium$]$ Use a Bernoulli process to randomly switch between two different transition probability matrices, two different octaves of the same scale, or to decide when to insert rest $($silence$)$ into your song. $($j$)[$Medium$]$ Have two instruments play at the same time. For example, they may use different octaves, durations, intensities, attenuations, overtone weights, and$/$or transition probability matrices. Make sure that they actually play at the same time, rather than just alternating between the two instruments. $($k$)[$Medium$]$ Create a more structured song by looping your generated notes. For example, you may generate one bar of music and repeat it several times. Variations on this may have three repeated bars followed by a fourth unique bar, or the addition of new instruments or note patterns for every set of four bars. $($l$)[$Medium$]$ Come up with your own idea, but please check with the instructor to ensure that it has the appropriate difficulty.