$\newcommand{\nat}{\mathbb{N}}$ $\newcommand{\nat}{\mathbb{N}}$ $\newcommand{\mca}{\mathcal{A}}$ $\newcommand{\powerset}{\mathcal{P}}$ $\newcommand{\djf}{\oplus}$ $\newcommand{\ndjf}{\oslash}$ $\newcommand{\set}[1]{\underline{#1}}$ $\newcommand{\proj}[1]{\pi_#1}$ $\newcommand{\mf}[1]{\mathsf{#1}}$ $\newcommand{\torder}[1]{{{#1}_\leq}}$ $\newcommand{\comborder}{⧀}$ $\newcommand{\fall}[3]{\forall #1 \in #2 . \, #3}$ $\newcommand{\nor}{{\downarrow}}$ $\newcommand{\xor}{\oplus}$ $\newcommand{\pair}[2]{\langle #1,#2 \rangle}$ $\newcommand{\sig}{\Sigma_{\textbf{Circ}}}$ $\newcommand{\morph}[3]{#1 : #2 \to #3}$ $\newcommand{\lub}{\sqcup}$ $\newcommand{\latleq}{\sqsubseteq}$ $\newcommand{\latgeq}{\sqsupseteq}$ $\newcommand{\overbar}{\overline}$ $\newcommand{\args}[1]{\overbar{v_#1}}$ $\newcommand{\vals}{\overbar{v}}$ $\newcommand{\ubar}[1]{\underaccent{\bar}{#1}}$ $\newcommand{\seq}{\cdot}$ $\newcommand{\tensor}{\otimes}$ $\newcommand{\bigtensor}{\bigotimes}$ $\newcommand{\fork}{\curlywedge}$ $\newcommand{\join}{\curlyvee}$ $\newcommand{\stub}{{\sim}}$ $\newcommand{\swap}[2]{\times_{#1,#2}}$ $\newcommand{\dfork}[1]{\Delta_{#1}}$ $\newcommand{\djoin}[1]{\nabla_{#1}}$ $\newcommand{\delay}{\delta}$ $\newcommand{\trace}[2]{\text{Tr}^{#1}(#2)}$ $\newcommand{\iter}[2]{\text{iter}^{#1}(#2)}$ $\newcommand{\bb}[1]{\llb #1 \rrb}$ $\newcommand{\fix}[1]{\text{fix}(#1)}$ $\newcommand{\llb}{\llbracket}$ $\newcommand{\rrb}{\rrbracket}$ $\newcommand{\mcs}{\mathcal{S}}$ $\newcommand{\mcv}{\mathcal{V}}$ $\newcommand{\ecal}{\mathcal{E}}$ $\newcommand{\vcal}{\mathcal{V}}$ $\newcommand{\edges}{E}$ $\newcommand{\vt}{V^{\mathcal{T}}}$ $\newcommand{\vs}{V^{\mathcal{S}}}$ $\newcommand{\vleft}{\lambda}$ $\newcommand{\vright}{\rho}$ $\newcommand{\vtorder}{{\leq^{\mathcal{T}}}}$ $\newcommand{\vsorder}{{\leq^{\mathcal{S}}}}$ $\newcommand{\vtordern}[1]{{\leq^{\mathcal{T}}_#1}}$ $\newcommand{\vsordern}[1]{{\leq^{\mathcal{S}}_#1}}$ $\newcommand{\einput}{\alpha}$ $\newcommand{\eoutput}{\omega}$ $\newcommand{\vconnsr}{\kappa}$ $\newcommand{\vconnsl}{\kappa^{-1}}$ $\newcommand{\lcal}{\mathcal{L}}$ $\newcommand{\labels}{\Lambda}$ $\newcommand{\hyper}{((\vt, \vtorder), (\vs, \vsorder), E, \einput, \eoutput, vleft, \vright, \vconnsr, L, \labels)}$ $\newcommand{\hypern}[1]{((\vt_#1, \vtordern{#1}), (\vs_#1, \vsordern{#1}), E_#1, \einput_#1, \eoutput_#1, \vleft_#1, \vright_#1, \vconnsr_#1, L_#1, \labels_#1)}$ $\newcommand{\esources}{\mathsf{s}}$ $\newcommand{\etargets}{\mathsf{t}}$ $\newcommand{\rename}{\pi}$ $\newcommand{\renameinv}{\rename^{-1}}$ $\newcommand{\connsr}{f_{\rightarrow}}$ $\newcommand{\connsl}{f_{\leftarrow}}$ $\newcommand{\whomo}[2]{\leadsto^{#1}_{#2}}$ $\newcommand{\hwhomo}{\approx_h}$ $\newcommand{\hequiv}{\equiv_\mathsf{h}}$ $\newcommand{\hhomo}[2]{h_{#1\to#2}}$ $\newcommand{\circtochyp}{\varphi}$ $\newcommand{\chyptocirc}{\psi}$ $\newcommand{\inport}[2]{(#1,#2)^S}$ $\newcommand{\outport}[2]{(#1,#2)^T}$ $\newcommand{\vmaps}{\mathsf{vmap}^{\mathcal{S}}}$ $\newcommand{\vmapss}{\mathsf{vmap}^{\mathcal{S*}}}$ $\newcommand{\vmapt}{\mathsf{vmap}^{\mathcal{T}}}$ $\newcommand{\vmapts}{\mathsf{vmap}^{\mathcal{T*}}}$ $\newcommand{\emap}{\mathsf{emap}}$ $\newcommand{\id}{\mathsf{id}}$ $\newcommand{\agda}[2]{\texttt{[}#1\texttt{.#2.agda]}}$ $\newcommand{\uinfix}[1]{\texttt{\_}#1\texttt{\_}}$

1J93 1807 London Paddington to Frome

1J93

Traction: High Speed Train
TOC: First Great Western
Route: Western Mainlines (Part 1) / South Western Expressways to Reading (Part 2)
Duration: 30 mins (Part 1) / 90 mins (Part 2)

Difficulty: Easy (Part 1) / Medium (Part 2)

Hello driver! Hello driver! Welcome aboard unit 43071, which is heading this High Speed Train standing at London Paddington. You are driving 1J93, the once a day 1807 service from London Paddington to Frome. You’ll be calling at London Paddington, Twyford, Reading, Theale, Thatcham, Newbury, Kintbury, Hungerford, Bedwyn, Pewsey, Westbury and Frome.

The timetable can get quite tight after Reading so drive to the best of your ability!

Downloads

Timetable

Location Pl Arr Dep
London Paddington (PAD) 1   1807
Twyford (TWY) 1 1827 1828
Reading (RDG) 7 1833 1838
Theale (THE) 2 1844 1846
Thatcham (THA) 2 1853 1854
Newbury (NBY) 1 1859 1901
Kintbury (KIT) 1 1907 1908
Hungerford (HGD) 2 1912 1913
Bedwyn (BDW) 1 1918 1920
Pewsey (PEW) 1 1928 1930
Westbury (WSB) 1 1946 1953
Frome (FRO) - 2007  

Requirements

Payware

Steam

Armstrong Powerhouse

Just Trains

Freeware

Vulcan Productions

Major Wales Design

UKTrainSim

Superalbs

Requirements listed with an asterisk (*) appear only fleetingly and are not required for full enjoyment of the scenario.

If you don’t have any of the requirements you can still play the scenario, just press F2 when the ‘Missing consist’ error comes up and click ‘cancel’ to bypass it.