Notice regarding the provision of access to public roads.*
favorite_border
Add favorite
Procedure
Online
Cetateni
Companii
National
Obtaining the approval regarding the provision of access possibilities to public roads.
*Details
Obtaining the approval regarding the provision of access possibilities to public roads.
*Entitled persons
Regulated professions
Issued documents
Denumire
Tip document
Descarcă
-
Fees
Title
Value
Currency
None
Deadlines
Resolution time:
15
Calendar days
Case filling duration:
30
Calendar days
Notification deadline:
30
Calendar days
Appeal routes
In the event of a dispute between the beneficiary and the competent authority, the provisions of common law are applicable.
Additional information
More info:
Links
Assistance and problem-solving services
None
Last updated:
22 April 2026
Publicat de către:
A paragraph is a self-contained unit of a discourse in writing dealing with
a particular point or idea. Paragraphs are usually an expected part of
formal writing, used to organize longer prose.
Institution responsible with document:
Publicat de către:
A paragraph is a self-contained unit of a discourse in writing dealing with
a particular point or idea. Paragraphs are usually an expected part of
formal writing, used to organize longer prose.
Inspectorate for Emergency Situations Vasile Goldis Arad*
*Content marked with an asterisk (*) has been automatically translated and may not fully reflect the original meaning. For objective interpretation, please consult the Romanian version.
str. Andrei Saguna, nr 66-72, Arad
Telefon:
Fax:
0257256712
Email:
isujar@isuarad.ro
Table of contents
Institutional structure
Serviciul Inspectie de Prevenire/ Comparimentul Avizare - Autorizare
Share your opinion
Provide your opinion about the content of this page. You can leave acomment about what we can improve. You will not receive a response toyour comment. Use the contact form to clarify any questions regardingthe information and services available on this portal.
Did you find what you were looking for?
Help us improve