now now children, quit fighting and lets sing a song... enough playschool.
Firstly, Colin R. I probably missed your original introduction of your beautiful colour coded probability distribution of likelihood for the murderer's abode, but, what is the maths/ assumptions that it is based on? I assume that it is based on knowledge of previous serial killers and the likelihood that they lived near their crime scenes? Sorry, if I haven't found the explanation...
As for Eddowes and Morris... People on this (and other) threads seem to put a great deal of weight into the beats of the police officers. It was simply impossible for anyone to know where a given police officer would be at any given time - down to the level of accuracy that is often reported on these boards. Studying beats would tell you which direction an officer was coming from, and it would tell you (on average) how long a beat took to complete, but that is all. Yes, that's powerful knowledge, but it doesn't mean that you can say 'oh, it's 1.44, he'll be coming rounf the corner of duke street now!'. There were many reasons for why a policeman on beat would stop - if something suspicious turned up, it was their job to investigate it, and this would have taken time. Once a policeman has made a few laps of their circuit, small increases in the duration of the beat will compound themselves making impossible to predict where a given person will be at a given time.
Seeing things from this perspective, I think you need to put some emphasis on luck. Fleetwood, you present to really fantastic alternatives, but in the light of not being able to know when the beat policeman will enter the square, either of these must be taken as being equally likely. The fact is, the ripper couldn't have known. I could just as easily suggest that seeing Lawende an co. was the inspiration for the ripper to say to Eddowes "come on, lets go somewhere more private", while Morris opening his door was the ripper's cue to leave the seen.
Raoul
Firstly, Colin R. I probably missed your original introduction of your beautiful colour coded probability distribution of likelihood for the murderer's abode, but, what is the maths/ assumptions that it is based on? I assume that it is based on knowledge of previous serial killers and the likelihood that they lived near their crime scenes? Sorry, if I haven't found the explanation...
As for Eddowes and Morris... People on this (and other) threads seem to put a great deal of weight into the beats of the police officers. It was simply impossible for anyone to know where a given police officer would be at any given time - down to the level of accuracy that is often reported on these boards. Studying beats would tell you which direction an officer was coming from, and it would tell you (on average) how long a beat took to complete, but that is all. Yes, that's powerful knowledge, but it doesn't mean that you can say 'oh, it's 1.44, he'll be coming rounf the corner of duke street now!'. There were many reasons for why a policeman on beat would stop - if something suspicious turned up, it was their job to investigate it, and this would have taken time. Once a policeman has made a few laps of their circuit, small increases in the duration of the beat will compound themselves making impossible to predict where a given person will be at a given time.
Seeing things from this perspective, I think you need to put some emphasis on luck. Fleetwood, you present to really fantastic alternatives, but in the light of not being able to know when the beat policeman will enter the square, either of these must be taken as being equally likely. The fact is, the ripper couldn't have known. I could just as easily suggest that seeing Lawende an co. was the inspiration for the ripper to say to Eddowes "come on, lets go somewhere more private", while Morris opening his door was the ripper's cue to leave the seen.
Raoul
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