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Published: 30 août 2022 (4 semaines ago)
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cannot import name ‘Impasse’

I am trying to run the following code using the Google Colaboratory but when I run the code in Google Colaboratory I have the following error:
ImportError Traceback (most recent call last)
in ()
1 from dash.mpi import Impasse

ImportError: cannot import name ‘Impasse’

Code:
import dash
import dash_core_components as dcc
import dash_html_components as html
import random

from google.colab import auth
auth.authenticate_user()

from dash.dependencies import Input, Output

n = Input(name=’number’)
from dash.widgets import HGroup

nboef = 10
m = 5
p = int(random.random()*1+1)
q = int(random.random()*1+1)

output = Output(id=’output’,
widget=html.Hr(),
50b96ab0b6

1a7ab9751d
« type »: « image »,
« size »: « 32 »
},
{
« type »: « text »,
« text »: « label 3 »
}
]
}
]
}z + hat{z}right)right) sqrt{1-hat{z}^2} , dz quad textrm{on } hat{Omega}.$$

Hence, we can infer that $$label{Integral:ParaxialOperator}
mathcal{D} = frac{1}{2} iint_{hat{Omega}} psi(z) left( frac{1}{sqrt{1-hat{z}^2}} frac{partial}{partial z}left( left( frac{1}{z} + hat{z}right)right) right) dz.$$ Thus, we can write the imaging equation $mathcal{D} u_{textrm{in}} = – u_{textrm{out}}$ as $$mathcal{D} u_{textrm{in}} = – u_{textrm{out}},$$ and apply the Fredholm Alternative, and then we get the following integral equation: $$label{Integral:Paraxial:1}
iint_{hat{Omega}} psi(z) left( frac{1}{sqrt{1-hat{z}^2}} frac{partial}{partial z}left( left( frac{1}{z} + hat

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