A check for interruption in ConsoleController::printText caused script
to immediately stop when launched after an interrupted script.
This check was used to break out of infinite print loop, but now
becomes redundant with how micropython_port_vm_hook_loop was changed.
Change-Id: Ifa8d415e1b2c2406ad67300eb14ce46889af296f
tableViewDidChangeSelectionAndDidScroll method and implement it for
Calculation::HistoryController
This fixes the following bug: In the calculation application, input 1,
OK, 1/2/3/4/5/6/7/8, OK, up, up, left, down, up. The selection failed.
The two following scenari display empty variable boxes, when there
should be loaded variables.
1) Open the console, go back to the scripts menu, go back to the
console, open the variable box
2) Open the console, execute mandelbrot, open the variable box
Scenario: +, -, / operators where no longer properly colored during
script edition.
This was due to the MicroPython update, which changed the lexer tokens
order.
Scenario: Execute the script parabola.py, open the variable box, select
any leaf, enter, open the variable box again -> no variables are loaded
anymore
Example script:
from turtle import *
hideturtle()
We had "hideturtle" in the local variables, and "hideturtle()" in the
imported. Now we should only have the latter.
Scenario: add the script
from matplotlib.pyplot import *\nfrom math import *\n\ng=9.81\n\ndef x(t,v_0,alpha):\n return v_0*cos(alpha)*t\ndef y(t,v_0,alpha,h_0):\n return -0.5*g*t**2+v_0*sin(alpha)*t+h_0\n\ndef vx(v_0,alpha):\n return v_0*cos(alpha)\ndef vy(t,v_0,alpha):\n return -g*t+v_0*sin(alpha)\n\ndef t_max(v_0,alpha,h_0):\n return (v_0*sin(alpha)+sqrt((v_0**2)*(sin(alpha)**2)+2*g*h_0))/g\n\ndef simulation(v_0=15,alpha=pi/4,h_0=2):\n tMax=t_max(v_0,alpha,h_0)\n accuracy=1/10**(floor(log10(tMax))-1)\n T_MAX=floor(tMax*accuracy)+1\n X=[x(t/accuracy,v_0,alpha) for t in range(T_MAX)]\n Y=[y(t/accuracy,v_0,alpha,h_0) for t in range(T_MAX)]\n VX=[vx(v_0,alpha) for t in range(T_MAX)]\n VY=[vy(t/accuracy,v_0,alpha) for t in range(T_MAX)]\n for i in range(T_MAX):\n arrow(X[i],Y[i],VX[i]/accuracy,VY[i]/accuracy)\n grid()\n show()tan(if :\n \n celse:\n )c
then autocomplete after the last c.
