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As some people in Botswana could not read or write, this form was kept very basic.
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Game Over Online was critical of the mission structure, writing "This kind of free-form mission assignment only serves to weaken the plotline.
If the vehicle is too dirty to examine closely, write this on the form and again get it signed by the staff.
We may write this in the form begin{aligned} bigllangle delta^{ k+1)}(G),phibigrrangle = intbiggl[ biggl( frac{1}{(2m+3)s^{m}}frac{partial}{partial s} biggr)^{k-1} frac{phi}{2m}biggr]_{s=r}r^{p+q},dr,d Omega^{(p)},dOmega ^{ q)}.
We may write this in the form bigllangle delta^{ k)}(G),phi bigrrangle = int biggl[ biggl( frac{1}{2ms^{2m-1}{partialrtial}{partial s} biggr)^{k} biggl{ s^{q-2m}frac{phi}{2m} biggr} biggr]_{s=r}r^{p-1}, dr, dOmega ^{(p)}, d Omega^{ q)}.
This was the only compensation I received to write this of any form.] Chris Weigant blogs at: ChrisWeigant.com.
In order to derive the properties of (3) we write this in matrix form.
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This change led me to wonder what I might write on this form after my next visit to my GP.
(14) We can write this relation in the matrix form as follows: {mathbf{D}}^{ k)}={mathbf{S}}_{1} { mathbf{B}}^{ k)}, (15) where ({mathbf{S}}_{1}) is an ((n+1 times(n+1)) lower triangular matrix for the Stirling numbers of the first kind.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com