For personal use only

Similar documents
BMC Evolutionary Biology 2008, 8:89

Quick Start with CASSY Lab. Bi-05-05

3D-reconstruction and evaluation of MR images of children with juvenile idiopathic arthritis (JIA)

Tabella dei caratteri ASCII e UNICODE

Tracing Lineage Beyond Relational Operators

University Senate 6 May :30 PM Wang Lecture Hall 2

Palatino. Palatino. Linotype. Palatino. Linotype. Linotype. Palatino. Linotype. Palatino. Linotype. Palatino. Linotype

Myriad Pro Light. Lining proportional. Latin capitals. Alphabetic. Oldstyle tabular. Oldstyle proportional. Superscript ⁰ ¹ ² ³ ⁴ ⁵ ⁶ ⁷ ⁸ ⁹,.

University of St Andrews Cardiff Business School!!! # % # &! (!#! ) +!!!,#!,! %,!! # 6!! 7.! % %788! 7 9 8! 8! (:0; <= (

r v i e w o f s o m e r e c e n t d e v e l o p m

COLORPOP! User Guide

KbdKaz 500 layout tables

file:///export/home/apostolo/work/tex/mkindex/mkgrki...

Kristoffer H. Rose. Version /01/07

4th of July

Character Entity References in HTML 4 and XHTML 1.0

News from the Wrapper

The package paresse. Le TEXnicien de surface February 16, 2013

SharePoint Wiki Plus Getting Started

Hur gör man för att skriva klassisk grekiska?

! " # $ % & ' ( ) * +, -. / : ; < =

The LibertinusT1 Math Package

Documentation for the betababel.sty package

Topic Training Engineering Report

Nutthapat Kaewrattanapat. Lecture in Principle of Web Design

HP Certified Professional

FREE. 3-in-1 Printer... Labeling, Bar Code, and Heat Shrink Tube Identification

Always there to help you. Register your product and get support at M110. Question? Contact Philips.

2. Unlock the Customization Features: The Edit Button Click the "Edit" button on the Dashboard Home Page to unlock the customization features.

SharePoint Wiki Plus User Guide

USB SUSBSYSTEM FOR MINIX 3

ALLEGRIA USER MANUAL. François Schiettekatte, Martin Chicoine Université de Montréal May 13, 2004

SharePoint Wiki Plus User Guide

SharePoint Wiki Plus User Guide

A Family of Recompositions of the Penrose Aperiodic Protoset and its Dynamic Properties

Mathematical and Information Technologies, MIT-2016 Mathematical modeling

mdput for mathematical typesetting with Adobe Utopia Paul Pichaureau January 29, 2006

Data Diffusion: Dynamic Resource Provision and Data-Aware Scheduling for Data-Intensive Applications

Ternary Butterfly Subdivision

Ά η η 1 (30%): Sockets. socket () bind () listen () accept () connect () read () write () close ()

SURFACE RECONSTRUCTION AND SIMPLIFICATION

2%34 #5 +,,% ! # %& ()% #% +,,%. & /%0%)( 1 ! # %&# (&)# +, %& ./01 /1&2% # /&

THE COCHINEAL FONT PACKAGE

10 years of OpenType math font development

Optimisation of Generic Programs through Inlining

Introduction to Computer Science

Windows Memory Forensics and Direct Kernel Object Manipulation. Jesse Kornblum

Iteratively Re-weighted Least Squares for Sums of Convex Functions

Lab 07: Maximum Likelihood Model Selection and RAxML Using CIPRES

Introduction to Computer Science

Project Fortress: A Multicore Language for Scientists and Engineers

CS 523: Computer Graphics, Spring Shape Modeling. Differential Geometry of Surfaces

Intersection of planar figures. Intersection of a parallelogram and a triangle

HP Certified Professional

On the Latency-Accuracy Tradeoff in Approximate MapReduce Jobs

Computing Aggregate Functions in Sensor Networks

A Comparison of Lauritzen-Spiegelhalter, Hugin, and Shenoy-Shafer Architectures for Computing Marginals of Probability Distributions

Two decades of fuzzy topology: basic ideas, notions, and results

Where Can We Draw The Line?

HP Certified Professional

Are Wages in Southern Europe More Flexible? The Effects of Cohort Size on European Earnings

Copyright c 2008 Sun Microsystems, Inc. ( Sun ). All rights are reserved by Sun except as expressly stated as follows. Permission to make digital or

Diffusion and Clustering on Large Graphs

The XCharter Font Package

Segmentation and Morphometry of Histological Sections Using Deformable Models: A New Tool for Evaluating Testicular Histopathology

Physics 1502: Lecture 28 Today s Agenda

General theory of rectilinear ray systems

Detecting Infeasibility in Infeasible-Interior-Point. Methods for Optimization

Drawing Outer 1-planar Graphs with Few Slopes

Edge and local feature detection - 2. Importance of edge detection in computer vision

1. Benchmarks. 1.1 TailBench: A Benchmark Suite and Evaluation Methodology for Latency-Critical Applications [IISWC 2016]

Introduction to Computer Science

An Abstract Domain for Certifying Neural Networks. Department of Computer Science

Hp Generalized FEM and crack surface representation for non-planar 3-D cracks

Extended user documentation

Tracing Lineage Beyond Relational Operators

Glynda, the good witch of the North

Extended user documentation

Extended user documentation

Always there to help you. Register your product and get support at CD280 CD285. Question? Contact Philips.

Lecture #13: Type Inference and Unification. Typing In the Language ML. Type Inference. Doing Type Inference

Multi-Label Moves for Multi-Label Energies

Syntax and Operational Semantics of 2APL

ZAKOS LPG CARGO SURVEY Report Generator for Tanker Ships

Spherical quadrilaterals with three non-integer angles

ANT/OR. An Optimisation Model for Staff Planning in a Home Care Organisation

Exam (Version B) for CSE 480 (2018)

Joint BS Assignment and End-to-End Scheduling for Wireless Cellular Networks with Heterogeneous Services

DoA-Based Microphone Array Position Self-Calibration Using Circular Statistics

Comparison of Interior Point Filter Line Search Strategies for Constrained Optimization by Performance Profiles

Conversion vs. Subtyping. Lecture #23: Conversion and Type Inference. Integer Conversions. Conversions: Implicit vs. Explicit. Object x = "Hello";

Title. Description. Menu. Remarks and examples. stata.com. stata.com. PSS Control Panel

arxiv: v1 [cs.ai] 29 Mar 2016

BART STAT8810, Fall 2017

Lecture #23: Conversion and Type Inference

Recognition of Historical Greek Polytonic Scripts Using LSTM Networks

Level Set Methods and Fast Marching Methods

Expressiveness of Streaming String Transducers

Quantitative Techniques to show spatial interaction of activities (Network Analysis)

On Some Elementary Properties of Quadrilaterals

Transcription:

ACN: 062 284 084 ASX Code: SYS!! #! % &!! ( )!!!!&%!&!! + % % &! &! %,!% &%!!% &% &!%!! &!!% && &,!%! %, &%! & &&!%!! &!% &!! ( &!% &!!!!!!%. / 0 10 1 % 2! & &!,,, & ( &

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

! &(!%!!% 3! ( ( &! 4! 5, %!!! #!! # %& & () (! % )!!!! &!!!! &! &!!% 3! ( % )!!!!!% 6 )!!% &!! ( &! & &!% &!! (!% 3 &&! /!+! & & 1! & 1 &!%!!%.!%! (!%,!%!%!!%! &!%! &Α!!% 2! 2!!%! Α&! (3 (4 &!% (%!!! &&!%, ( &! & 5 2 &1 +.! # %& 2 6! & & +,!%&! 2!%.! &!! 2 &! &!! &!4! 5 % 4 5 4 5!% Β (!6 &,% &!! &!% 2! 2!7. & 2! 6! & % Χ, & & &!! 2 &! & )!%! &! &! % & & & ( %&4 5 4 5!% 4 5 4 5!% & && & )!,! (!% 6 ) & &%,!% ) &!! 2 &! 7!% & &!%.%!%! (!%!!!%.% & ) 4 5 4 5 &!&!%,!% ) &!! 2 &! 7 ) &&!% & &!%.%! ) &!% )!% (%2 &! &!!!,!%!%!!% Β (!6 & +!% Β (!6 &!%.. & 2! 6! & % & 4! ( % & % & 5!! &!! 4!%!% & ) &!!!% &!! 5!%!!, & (!%. 4 &! 5 %! ( &!! &!%!!!%.! &!

3 4 5 4 &!% (%!!! &&!%, ( &! &! &1 +. %& ( ) & +,, ). + / / / 0 + &,3,4 4 &!% (%!!! &&!%, ( &! &! &1 +. %& ( ) & + ). +.. 1 / / / + & 73 74 ( 8 &!% (%!!! &&!%, ( &! & 1 &/!+ &1 +. 2. ) 3& 45 6. / ) 3& & 47 &2 2 9/+.1 %., & (! & &! 2 &! 1 &,%!!!% 6!! &,% (%!!! )!! &!%! % % &!% &2 &! & && & &&!,!%!% & & & Χ,!%.,! & (!! & &! & & ) &,% &!!!!,!%!%! &!% 6 )!% & % (!%! ( & ) &,% &!!!!,!%!!% 6 )!! &!% ) &! & % &!! & Ε!! &!% 6!!! &!,! +!% & &! &4,!%!%! &!! Φ &! (2 1! (! Φ &! (2 &< < 5 & Α&!! )! &!,!%!!%! &,!!!% & && >%! &!,,%,!!!% & && 4 & &!% & &! Ε!! & &&!% 6!!!% &?!!% & 2 &! 15 % % & &! &!% &!% & &!%!!%!(!!!%!! & &&!%!!% % (,!!% & &! )!%! & (7 0 () 0 0 1

6 &!!%! 4 5 % %!!!!!!!!%! ( &!!!! ) 7 4 5 % %!!! &!!,! &!!, ) & &!%!! & % ) &!! ) &!,%!%! &!& % ) ) & %!%! &7 4 5 )!!%. 7 4 5!! & % % Α& )! &!&! &!!! ) &!%, &!% ) & & )!!%! (4 &!!%!!! &!! & & &,5 % & 6 ) &!%! &! ( ) & ( (6 ) & % %!%! &!!!! &!&! &!!!!!!%! (,!%&!!%.! &!!, &% (!!!! &!& &!!!!%! (&%!%! &,!%!!!! )!,!%!%.! &!!% & (% %!! &!%! Α& &!! %!%! &!!!%. Γ % 2 ( &!!%! ( %!!%! (,% ( &! ( &! &!! Η.!!!!.! 2 &!! Α & & Ε +,!%!%. &!!!!% 4.!%5!%. &!!!% 10% &!%! (!,% % Ι& ϑ&%!κ % % &,!!% & &! ( % %!!!&!!!!%! ( %! &%! &!! 2 (! < <!%.! &2 (! & 4.!%5!%!!% & & (!!!!% 3! (!% &,% ( &! % % &!< > &

% & )!!!!% &!%! % % &!!!% & &&!!!!%. Α&! (! %!!! #!! # %& & () (! % &!% & )!!!! &! % % &,!%!,!!%.,% % &!! & %,!!!% 2 &! & % & )!!!!&%?!,!%!%!! (.! &! &!% & )!!!!!% 3 && +,!%!%.! &!!%. Α&. &!!!!% & &&!%! (,! &!!%!!%.!%! (!%,!%!%!!%! &!%! &Α!!% 2! 2!!%! Α&!4.!+! /!+! & & 15 %. Α&!! % % &,% % &!%! &!% Φ, &!!,,, &) % & Ε! % % &!!%!!!& %. Α&!! % &!4# 5, &!!!% 3! ( % % &, %!%!!! &!%! Ε &! &!!!%!!%!!%! Α&!!%. Α&! ( &!%!%! +!!! ( Ε &! &!!%! (,!! Ε &! &!!%.%!!% (!!%.!!%. Α&!!!%!!!!%! Α&!7!%!!%!7! ( &!!%.!!!%!!%!!!&7!%!%!!!!%!!%! &!!!!% & && &!%! (!!!% ( &! ( &!!!! #!! & / 0 10 10 (3 (4! 24 5!%.! &! &!%!!%. & Ε!!!% 2! 2!!!%! % % & %! &82!! &!% 2! 2!,% %&!&!!%!!%.!&!%! (!&!% )!! & & )! & ϑ )!! & %! &Α2!,!%!%. Α&!,% % &!% ΦΑ&, &!!,,, &) #! (!%!!% 2! 2! & & & &,!!%! &!%. % % % &! &&2 &!,! Ε!%! &!!!% (!&!% 2! 2! %.%!% 3,, &!! % % &! & Ε &! &!!!% 2! 2!!!%! (

!% (%! (!%!!% 2! 2! & & & &!%!, &!! &! (! (&!%. ( &!!% 2! 2! 4 % 8&! & ( & :&5!!% & &! (! (!,% %! &4 &/ :&5 &! &!!! % % &! %!%! (,% %! &! ϑ! 4 ++ &1 +. 5 +!% 2 &! & &&!%!%. & Ε! %! (! (4. 6& && 25,!% = &!% 2 &!!!%!%! (! &4 ) (!% ( (! 5 &!! ϑ! %. Α&2! 2!!!!!%. Α& & (! (% ( 2 &!,!!!!%! (!%! & &! &!!% 2! 2! ( &!!%!!% 2! 2!! 2415!%.! &! %!&! &!% &2 &! ( &! Β (! 6 & 4!% &&! &5,% &!! & & &!% 2! 2! Χ, )!!!% & %! ) &!&!!%.%!! &% % &8! )! & +!% & ( &% &!!%!!!%.% & )!!% 6 )!%!!, &%! & %,!%.% &%! 2 &!!%.%, &!! & 2 &! ;.< 16! 6& 6!!!1. 9. <!. % &1 & /!1 ;!%. ; &1 +. (#..1 /! &. % 2 &! : 2& 6& =!2! 1 = =! 1! =!2! 1 &1 +. ( 6& 9 3 % ; & &!%! % % &! 2 &! 3 4 5 4 +,!% &! (2 1 &!%. &!!!! (! (!! & &!! &! (2 1 1 &!%. &!!!!&! % ( 4,!%! ϑ! 5 &!!%!% (! (, (!%! Α&!! &,% % & ( %! &!!!% &! &,% % & &!%!! &! ϑ!!,% % ( &! &!%!! &! ϑ!!!%! &% Ε (!%! (!! (!! % ( (! & )!!! ϑ!! >,! &,!! ( ( &% & ϑ! &!! >,, &! & ϑ )!!!%. =! 1 Χ &!%.% )! : ( ; 6,.! ;%!,,% %, &! & >( &ϑ,! % & Χ & & 6 &! & & + & &,% % ( %,?!&!%! &,!%!!! 0 >! >, &,.6 &! Χ ; & && % %! &4 ) (! >,5!%!&% % &! 2 &! %.%!%! (! &!!! ) &!% 2 &! <

,3,4 4. &!%. &!!!,&!%! &!!!! &!! &!!!% ) &! (! &!,%!%!!! & &!!! )!% ) &!%.. &!!! +,!% &! (2 1 1 &!%. &!!!! &! &!!%,!%! ϑ! &!!% )! (! (!%.!% & &, ( ( & & ϑ! &!, &! & )!!!%. Χ &.6, & & &!! &!% & % & & ( & Ε &! &! (& & (4!%! Ε! 5 (!% &. & &!! &!! ( &!!..! 6!!! Ε! & % & & & ( &&!!! & ( ( &! &, &! )3! ;! 6!! %! &4 ) (,5!%!&% % &! 2 &! %.%!%! (! &!!! ) &!% 2 &! 73 74 ( 8 (3 0!/:2. &! (2 < & (!! &! && Ε!! &!!& && &%!!% (%!&!%!!% (! ( 4( 8 +!/& &!/ + 5 % 6!! &!!!%. 8&!! &! (2 < (!!!% & & &! (2 < &!!!%! &!!% Λ6Γ Φ + ) % &!! &! Μ && %. & (!! &!!%!!% &!! ( )!&! &!!%!!% 3! ( %. &,& (&% %, & &!! %!%!! && Ε!! &!% 6!! 2 &! 1 & & &!!% Ε & <!%! & &! % % & &! (!!!!% 3! (4 & )!!!% &! &% %! &!! 5 % )! Ε!! &! &&!% 6!!,!,!%!% & &! (2 < 4!! 4 5,5 Β?! &!%. &!!&!! & ( &!!!! &!% & & ( &! %. &!% 6!!! Ε, &!!! & &!!& ( (, (! % ; &!%!!% 6!! &!%. &!, (!%.!% )!! &&!% &! & &! (!!%. Α&&%! (!% )!!%& (!%! &!%.!%! 2 &! 1 &!% &!! &!&!%. &!%! % % & 0

!!% &2 &! %.%!%! (! &!!! ) &!% 2 &! 3 4 5 &1/ ; 1 2.+&>3( 6! &6 + &! %!+ %!! && Ε!! &!% 6!! & &?!! &% %, & &!! (! ( 4 5?. &/. &1 Ε!! & &&!% 6!! &!!% & && & ) &! (Ε! && Ε!! &!%. %. &!!%!!%! % & && && Ε!! & ( % & 4 5.+!; /!+/.+! 2( 8 +!/& &!/ + &! (2 < &!%! (!! &,% %%! &% %! (! ( && (! && (!%!%!!%!!% (! ( Ε!! &!,!%!%, ( &!% &% & &&!%&!%! && (! 4 5 &!% &% & &&!%!%& )! &! (2 < 7 4 5 &!%! &% &!%!!%!%&7 4 5 &!% &% & &&!%!%&,!% % & &% & &! (2 < < 17 4 5 &&!% &% &!%!%& 1 ) 3&. 8 6 & & &!% Ε!! & && (! && &! (2 <!%!%&!%!!% && (!! &&!%!! &&,!%!% &% % & &! (2 < < 1 4 5 1 2.+&>3(! 1 2.+&>3( %!!!! && Ε!! & &! (2 < &!!!%!! 8&!! &! (2 <!!%!!% &!!%. % & && 0 11 00 % &?!! % % & (2 &! 1!, (!% 3!%., %!%!! && )! 4 5 0< 1 Ε!! & &! (2 < 7 =

4 5 0 11 0 Ε!! & &! (2 < %! Ε!! &!%!!%., %!! && &! (2 <,!!!%! &&!% Ε!! &,!%!% & &! (2 < 4!! 4 5 5 4 5. 11.& /& % && Ε!! & && &! (2 < &!! &&!% <!% #> 6 Ε!! &!% & &&!!%! ( &,% %! &!%! &&,! 4 5!%!,% %!%!,% %!% Ε!! &! && & ( 7 4 5!% Ε!! &! &&,!%! ( &!%! ( %4 5!%!,% %!% Ε!! & && 4 5 ( 8 +!/& & & % %!% 6!! &! (2 < &!%!!% (! (!,% %!% &! ) &!%! 4 5!%!!%! &!%&!!%!!% (! (!,% %!% &! 7 4 5!%!!% &% % &! &! &! (2 & 4 & (! % (!!%! &!! &5 4 & &! (5 4! # # 5,3 1 2.+&>3( %! 2 &! 1,!,!%! &! &&!% Ε!! & &! ( 2 < (!% 6!6,!%! & (!%. Α&!! &! (2 < 2 &! 1 & & &!!% Ε & <!%! & &! % % & &! (!! 4 & )!!!% &! % %! &!! 5 73 &/ ; / ;! &?. & 1 2.+&>3, 6 &!!,!% &! (2 <! &!!!%!% 6!! &,& 4 5 4 5 % Ε!! &, &&! &&! &&!%!% &&!,!%&! 4 5 + 2 &! 1 & % % &!%. && & Ε!! &!% 6!!!% ) &! ( % % &8! (,!%.,! &&%,!%,! 4!% & &! :! &!% &! :! & ) & 5!!% )!! % % &! % &!% && % & &!%! 4 5!%!!%. 8& Ε!! & & (!,!%!!% &&!% Ε!! &!%!%!!%! (7

4 5!% Ε!! & &&!!%! &! &!!!%!!%. 8& Ε!! &!% &&!!% Ε!! & && &! &!!% Ε &!, &&!,% % %!!%! & &!% &&!% Ε!! & %,! &%,&!%! ) &! ( % % &!% & &!%!! % &!%! &! & Ν Ν!,!%!% &! (2 < &!!%!!% &! %! & &%,& 4 5!, ) &,% Ι Κ% & & # Ι Κ & &!% &! &!%. % & && % &! & && & & &! && & &! &!%!! Ε % % 4 )!!!!& && & &&! 5! &!& &! (2 <!%!!! % % &Α! (7 4 5!, ) &,%!% && &! &% & & & & ( &!!%!! 6!! +&= = 1 2 &.+&>3( 3!. &!! +& + & 0 11 00 % & 6! 8 / &!1& /. & 1!! +& 0< 1 % & & ( 8 / &!1& & /. &!! +& 00 < % & &! & 6&; ++ < 2!11. 1 4 5 # & 0 11 00 (!% &! & &&!!%!!% &!! ( 4 5 %. && &!% ) Ε!! &!% 6!! 4 5 :! &4 ( &! :! & &&!% 6!! 5 ) &! % &!%!!% &&!% Ε!! & 4 5 % % & 2 &! 1 Μ 8 &/ &!1& 11.& /& +. Μ 11.& /& Μ ( 8 / &!1& 11.& /& ( 8 2 +. 0 11 0 % & 0 11 0 % & 0 11 0 % &. 1! 1& Μ0< Μ <1 1 Μ 10 0 1 ( 8 2 +. 0< 1 % & 0< 1 % & 0< 1 % &. 1! 1& Μ 0 1 Μ 10 Μ = ( 8 2 +. 00 < % & 00 < % & 00 < % &. 1! 1& Μ <1 1 Μ 10 0 1 Μ =< < 0 4 5 %! (!!&!% (( (!! (! ( &!!% && &%!!!%! && % & &,%!%! (! &&%, % ) & 4 5 %! &!&%, )!!%! &!! % % &!&!% 6!! &!%! % % Α&% (!!%!!%! ( 4 5 %! &%,&!%! && & Ε!! & &! (2 <!!%!! &! (2 <

4 5 % && Ε!! &!% 6!! & &!& % & +!% && Ε!! & & &! :! &! & &&!%!!% & &! :! & ) &! % &!% &! (!%! (!! ) &! ( % % & 4 5 4 5 4 5 4 5 4 )5 % && &Μ (!% & (!% % & Φ 1:! %., &&!!% Ε!! & (!% 6!6 % 2 &! 1!% &&!% Ε!! &, &!!%!!%! % % &! &! &! (2 4 & (! % (!!%! &!! & &! (2 4 & &! (5 %. &! &&!% Ε!! &!%, ( & & 4 5 ϑ &% &!!% Ε &!!%, &&!& &!!& + & % &! &!%.,!!% ϑ &% &! & Ε &! (2 < 7 4 5 &% &! + & % &! &!%.! &! &!% & &!! & ( &!!!! &!% & & ( &!! Ε, &!!! & &!!& Γ (, (! & &!!,!%!%. Α& &!! &!! ( %.,,!%!% & & (! & &! (2 &< 1 && Ε!! & %. Α&! &!!% (!! &!!%! & && &!!!% 6!! %!!!%!! & Ε!! &,! & ϑ ϑ & & &% ( (!!%! & (!!!!!%, ( 4 5!%!% & & ( &!%!!!%. (!!!! (%!& &&!% &&,% % ) &! (&! % &!! 7 4 5!%!!% &&!% Ε!! &!%!!%. 7 4 5!% &!! &!%. 7 4 5! ( & &4 5 %!! &!% 6!! %!! &!!%!!% &!! ) &! (& &!! % % & Γ, % % &,%!!! & &&! &!!!%.!%!%. && && Ε (, &&!& &!!&!!%!!%!! &!% 6!!!% &!%, &&!& &!!& %. &! % % &! (2 <!!& 3! (% %. % &! && Ε!! & (!%!%& (!%!!% &! ( 4(5! ( ) & &!!! &!%!!!%!!%!!%. % &! %! ) &! ( % % &! %! && ) &! ( &! %!!!!% &&!% Ε!! & +!% & &! &4,!%!%! &!! Φ &! (2 1! (! Φ &! (2 &< < 5 & Α&!! )! &!,!%!!%! &,!!!% & && >%! &!,,%

,!!!% & && 4 & &!% & &! Ε!! & &&!% 6!!!% &?! 2 &! 15 % % & &! &!% &!% & &!%!!%!(!!!%!! & &&!%!!% % (,!!% & &! )!%! & ) &! ( % % Α&! &,!% )!%! ( ) &!%!

& &! & &&!%, & & & &!! & ) % ( Φ! 4. 0 1 = 5 &!%! )! Ε & 1 2.+&1 1 2.+&1 0! 6!! + 1&+ &+! &!!% Β (!6 &! 1.! 1 / &/?. &/. &1 9 +!!! & & Α&!!2& & & 1 &+ && 2.!+ & &!+ && 2 /& /& ; && 2 &!% &! ( &!% Φ & &!%! &! ( &!%! &!%. & %!% 3! ( & 4 5 & & %!% 7 4 5 %!% Α&& & 7 4 5!!%!% Α&& & 7 4 5 &,% &!% Α& )!!!%!%!% Α& (,!%!%!! 7 4 5!%! &7 4 5 & &!% 4.!%5 & ( &! 4. 01 015 &!% &!!!!%. & 4.!%5 &!!%. % &!% ((!!%!!!% &! (2 & &!% )! &!!!!%! & &!!% &! % &!% & ( &!%! (&! &4 &!%.! &!5 &!% & & &% (!%! & &! (! (! (!%!! &!%.!! (! 4,%!% )!!%, & 5!%. &!% (! (!% &! &!% &! (! (,% %! &!% )!!!!!% 6 ) 1

;; /!+ 1 9 &. &! & &1 +. 6! & 6! & &2 1 6! &6 + & &!% : &!!% Φ &!! Ε % &!% )!%! & &,!% &!!% &! &!%!!&!!!%! Α&!&!!%. Α&!!% & &! &!!!% &! & &%!% &&!!%. &.! &% + &! &6!! & ( &! % %!%. &, (%! ( & &! &! (%! (

6! &6 + & &! +1 % & &!!!%! &!!%! & ΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟ ΟΟ Ο ΟΟΟ 4 5 + &! &% %!%. % &! ΟΟΟΟΟΟ ΟΟΟΟ ΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟ ΟΟΟ Ο + &!! &!!,!%!% & & &!!% 4.!%5!! &!%! &!!!%!!!%! (!% & ( &!! %!?!&!%!! (Γ! (&!% & ( &! ΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟΟ +&!1&1 2 6& & )!!%.,!%!& &!!!!& 5 5 5 Ο ΟΟΟΟ Ο Ο (!% & &!! ΟΟΟΟ Ο!% & &!! 4!5 ΟΟΟΟΟ Ο Ο 6 &!!% & &!! 4!5 Ο ΟΟΟΟΟΟΟΟ (!% & &!! Ο ΟΟΟΟΟΟΟ Ο!% & &!! 4!5 Ο ΟΟΟΟΟΟ ΟΟ 6 &!!% & &!! 4!5 1./ 1; +& + &!!.!% &!!%! 4 (Ι %!%Κ Ι %!!%. Κ5 )!!%.!!, (!% Ε. &!!!!% &!!!!& 6!!% &! 4 (! 5 %,% & ( &!% &.!! %!% + &!!%! )!,%!!%.!!!!% ( &! ( &!!!! #! )!%.!!!!% ( &! ( &!!/ 0 10 10

*S00000112Q01* Syngas Limited ABN 41 062 284 084 SYS XX SRN/HIN: I9999999999 Samples/000001/000001/i12

STEP 1 XX STEP 2 For Against Abstain SIGN S Y S 9 9 9 9 9 9 A