Let me emphasize that their production values take a lot of work. While I think I'm a pretty good live presenter, a few days in the recording booth with a producer, reveals all my weaknesses. so. um. you know?
I'm starting down the road to at least one more, maybe another one or two after that.
Which leads to code. Of course. And the code uses the assignment expression ("walrus") operator.
Here's what's going on. I've got a directory full of CSV files with the slide-by-slide scripts. Each file has a bunch of tabs, and the relevant tables have a fixed heading that the production folks use.
target_headings = ['Part', 'Voice', 'Visual Description', 'Storyboard / Description']
The "Voice" column in these tables is the script. Each row is a slide or other visual. The overall management of the resources with all of these spreadsheets doesn't seem ideal to me. However, it's the way skilled professionals prefer to manage these multi-media assets.
The question is: "which sections are too long?"
Generally, we speak at a consistent rate. During rehearsals, I can use my stopwatch to get timing for a particular script. This gives me a seconds/word or words/second rate metric. Given an average rate, and a script, I can predict a likely duration given the text of the script.
The data is in spreadsheets -- generally the root cause of many complications. There's no word-count in Numbers. So. Time to apply Python. (I'm sure someone has a bunch of Excel macros that can do word-counts. Good for you. I don't own a copy of Excel.)
Here's how this shakes out. There are three parts to the analysis, modeling, and applying the model. The first is a functional flattener to turn all of the files and tabs and tables into a single stream of useful rows.
Here's how this starts.
The outermost for statement locates all .csv files. All the rows within a file will belong to a number of sheets and tables within each sheet. The separator is a line with a Sheet: Table string, described by the sheet_table_pattern. The second for statement picks all the rows from a given sheet, looking for the separators.
There are a bunch of irrelevant tables. Hence the tall stack of if-statements. The useful parts of the script all have names that start with 'Table '. Weird, but true. The match.group(2).startswith('Table ') check feels like some casual ad-hoc test and should probably be made more visible and configurable.
Once we've found a table with the right headings, we can iterate over the following rows until we get to a blank line at end-of-table. We accumulate a dictionary, named text, which has the 'Part' and 'Voice' column values as a handy Dict[str, str] mapping.
Note that we're sharing an iterator, the row_iter variable, among two for statements. This is a very handy trick when doing this kind of partitioning. The outermost use of the iterator is rejecting irrelevant rows. The inner use of the iterator is assembling composite objects from a subset of rows, effectively partitioning the raw data.
This *can* be decomposed into separate functions. Further refactoring is left as an exercise for the reader.
Here's the benchmarking to create a model.
For some sample sections, I read through the material in my best NPR professional broadcasting voice. The sums of words and times give us a time-per-word Fraction object. The resulting value is near 31 seconds for 75 words.
I really like using Fraction instead of float for this kind of thing. The data doesn't support even one decimal place of supposed accuracy.
Note that I didn't factor in any slide count. I assumed this is a linear model from words to time. If I was a real scientist I might have tried a bunch of models.
There are three mappings going on here. This makes it a little tricky to create a simple function to map from raw data to something the model can use, then applying the model.
The 'word_count' is a mapping from raw data to one feature. The 'slide_count' is another mapping from raw data to a secondary feature. The 'm' and 's' values represent another mapping from the word_count to the estimated time.
We can hack this around to find another use for the assignment operator. But the following seems insane:
Let's not consider this assignment expression example as particularly helpful. The above turns two simple statements into a mess.
Something like this is an alternative that's slightly more functional.
I'm not sure this is dramatically "better". It isolates some aspects of feature collection and model application. It also harbors a secret inefficiency. The two feature values should be cached to avoid recomputing them.
I'll leave the refactoring for the interested reader.
The durations over > 5:00 (300 seconds) need some rework. That's the actual useful output: the list of scripts with excessive time becomes the queue of content that needs rework.
The question is: "which sections are too long?"
Generally, we speak at a consistent rate. During rehearsals, I can use my stopwatch to get timing for a particular script. This gives me a seconds/word or words/second rate metric. Given an average rate, and a script, I can predict a likely duration given the text of the script.
The data is in spreadsheets -- generally the root cause of many complications. There's no word-count in Numbers. So. Time to apply Python. (I'm sure someone has a bunch of Excel macros that can do word-counts. Good for you. I don't own a copy of Excel.)
Here's how this shakes out. There are three parts to the analysis, modeling, and applying the model. The first is a functional flattener to turn all of the files and tabs and tables into a single stream of useful rows.
The Data Gathering
The essential data gathering has to flatten the relatively complex file/sheet/table structure into something we can extract features from. A sequence of the final text of the scripts is what we want. Each script can be a mapping from the slide label to the voice content. It's this content -- the script text -- where we'll find the interesting features.Here's how this starts.
from pathlib import Path from fractions import Fraction import csv import re from typing import Tuple, Dict, Iterator, List sheet_table_pattern = re.compile(f"^(\w+): (.+)$") target_headings = ['Part', 'Voice', 'Visual Description', 'Storyboard / Description'] def script_iter(source: Path) -> Iterator[Tuple[str, Dict[str, str]]]: for script_path in sorted(source.glob("*.csv")): # print(script_path) with script_path.open() as script_file: reader = csv.reader(script_file) row_iter = iter(reader) for row in row_iter: if len(row) == 1 and (match := sheet_table_pattern.match(row[0])): if match and match.group(2).startswith('Table '): headings = next(row_iter) if headings == target_headings: section = match.group(1) text = {} # print(f"Analyzing {section}") for sub_row in row_iter: if len(sub_row) == 0: break dict_sub_row = dict(zip(headings, sub_row)) text[dict_sub_row['Part']] = dict_sub_row['Voice'] yield section, text
The outermost for statement locates all .csv files. All the rows within a file will belong to a number of sheets and tables within each sheet. The separator is a line with a Sheet: Table string, described by the sheet_table_pattern. The second for statement picks all the rows from a given sheet, looking for the separators.
There are a bunch of irrelevant tables. Hence the tall stack of if-statements. The useful parts of the script all have names that start with 'Table '. Weird, but true. The match.group(2).startswith('Table ') check feels like some casual ad-hoc test and should probably be made more visible and configurable.
Once we've found a table with the right headings, we can iterate over the following rows until we get to a blank line at end-of-table. We accumulate a dictionary, named text, which has the 'Part' and 'Voice' column values as a handy Dict[str, str] mapping.
Note that we're sharing an iterator, the row_iter variable, among two for statements. This is a very handy trick when doing this kind of partitioning. The outermost use of the iterator is rejecting irrelevant rows. The inner use of the iterator is assembling composite objects from a subset of rows, effectively partitioning the raw data.
This *can* be decomposed into separate functions. Further refactoring is left as an exercise for the reader.
The Benchmark Data
The result of benchmarking is a Fraction object with my unique reading pace. And yes, a Fraction makes more sense than a float value. We're working in int space, and introducing float seems wrong.Here's the benchmarking to create a model.
def rate() -> Fraction: Benchmarks = [ {'time': 3*60 + 29, 'words': 568}, # 01_01 {'time': 5*60 + 32, 'words': 732}, # 01_04 {'time': 5*60 + 54, 'words': 985}, # 02_04 {'time': 4*60 + 58, 'words': 663}, # 02_05 {'time': 8*60 + 48, 'words': 1192}, # 03_02 (draft) ] time_bm = sum(b['time'] for b in Benchmarks) words_bm = sum(b['words'] for b in Benchmarks) time_per_word = Fraction(time_bm/words_bm) return time_per_word
For some sample sections, I read through the material in my best NPR professional broadcasting voice. The sums of words and times give us a time-per-word Fraction object. The resulting value is near 31 seconds for 75 words.
I really like using Fraction instead of float for this kind of thing. The data doesn't support even one decimal place of supposed accuracy.
Note that I didn't factor in any slide count. I assumed this is a linear model from words to time. If I was a real scientist I might have tried a bunch of models.
Applying the Model
The model is linear. It's a scaling factor applied to a specific feature, the number of words. Here's one version of the code. I'm not sure I like it.def main() -> None: time_per_word = rate() source = Path.cwd() print(f"script, slides, words, time") for script, body in script_iter(source): word_count = sum(len(text.split()) for text in body.values()) slide_count = sum(1 for text in body.values() if len(text) > 0) m, s = divmod(int(word_count*time_per_word), 60) print(f"{script}, {slide_count}, {word_count}, {m}:{s:02d}")
There are three mappings going on here. This makes it a little tricky to create a simple function to map from raw data to something the model can use, then applying the model.
The 'word_count' is a mapping from raw data to one feature. The 'slide_count' is another mapping from raw data to a secondary feature. The 'm' and 's' values represent another mapping from the word_count to the estimated time.
We can hack this around to find another use for the assignment operator. But the following seems insane:
divmod(int(word_count:=sum(len(text.split()) for text in body.values())*time_per_word), 60)
Let's not consider this assignment expression example as particularly helpful. The above turns two simple statements into a mess.
Alternative Implementation
The relationships among the mappings can be built a pure functional programming, but seems flirt with needless complexity. We can have a pair of functions to map the body.values() to some named tuple with feature values. We can use a third function to apply the model.Something like this is an alternative that's slightly more functional.
class Features(NamedTuple): body: Dict[str, str] @property def word_count(self) -> int: return sum(len(text.split()) for text in self.body.values()) @property def slide_count(self) -> int: return sum(1 for text in self.body.values() if len(text) > 0) def duration(self, time_per_word: Fraction) -> int: return int(self.word_count*time_per_word) def main_2() -> None: time_per_word = rate() source = Path.cwd() print(f"script, slides, words, time") for script, body in script_iter(source): details = Features(body) m, s = divmod(details.duration(time_per_word), 60) print(f"{script}, {details.slide_count}, {details.word_count}, {m}:{s:02d}")
I'm not sure this is dramatically "better". It isolates some aspects of feature collection and model application. It also harbors a secret inefficiency. The two feature values should be cached to avoid recomputing them.
I'll leave the refactoring for the interested reader.
The durations over > 5:00 (300 seconds) need some rework. That's the actual useful output: the list of scripts with excessive time becomes the queue of content that needs rework.
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