vidarn/ifl_test.vrscene Secret

## ifl_test.vrscene
/////////////////////////////////////////
// Exported by V-Ray Plugins Exporter
// V-Ray core version is 6.00.08 built at Aug 9 20:32:01 2022 0cd58e5d
// Exported at Thu Dec 21 11:12:09 2023
// V-Ray GPU 6 for 3ds Max 23.3.0.3201 Hotfix 2
/////////////////////////////////////////
// Frame at time 74

InfoRenderEngine infoRenderEngine {
  engine_type="cuda";
  version="6.00.08";
  build="0cd58e5d";
  build_date="2022-08-09 20:39";
  exporter_version="6.00.08";
  host="3ds Max";
  host_version="2021";
}

SettingsRTEngine rtEngine_settings {
  gi_depth=3;
  cpu_bundle_size=128;
  cpu_samples_per_pixel=4;
  gpu_bundle_size=192;
  gpu_samples_per_pixel=16;
  low_gpu_thread_priority=0;
  coherent_tracing=0;
  stereo_mode=0;
  stereo_eye_distance=6.5;
  stereo_focus=2;
  opencl_texsize=512;
  opencl_resizeTextures=0;
  opencl_textureFormat=2;
  progressive_samples_per_pixel=1;
  undersampling=2;
  disable_render_elements=0;
  max_render_time=0;
  max_sample_level=2500;
  noise_threshold=0.01;
  enable_mask=0;
  max_draw_interval=150;
  min_draw_interval=50;
  interactive=0;
  enable_cpu_interop=0;
  enable_bucket_sampler=0;
  out_of_core=0;
}

SettingsEXR vraySettingsEXR {
  bits_per_channel=16;
}

GeomStaticMesh Mesh_4115699159449388182 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("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");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPC6806000021000000eAG7vS1X+vYoHg2D0TQwmgZG08BoGqBJGmBkAAAs4Fux");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node Teapot001@node_2 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000A0EAED10C0000000408640E0BF0000000000000000");
  pivot_offset=Vector(-0, -0, -0);
  geometry=Mesh_4115699159449388182;
  material=Teapot001@mtl_wirecolor_2;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "Teapot001",
    "scene/Teapot001",
    "layer/0"
  );
  object_space_displacement=2;
}

MtlSingleBRDF Teapot001@mtl_wirecolor_2 {
  brdf=Teapot001@mtl_brdf_wirecolor_2;
}

BRDFDiffuse Teapot001@mtl_brdf_wirecolor_2 {
  color=Color(0.2235294, 0.03137255, 0.5333334);
}

LightRectangle VRayLight001@light_3 {
  enabled=1;
  transform=TransformHex("CA69ADBECAEF6F3F2765A93DD98EB0BEF35F52BE9E786A3FDE1B603FE539903E2F1BC93E0000000000000040B5E56140000000408E4C58400000000081594540");
  pivot_offset=Vector(-0, -0, -0);
  color=AColor(1, 1, 1, 1);
  affectDiffuse=1;
  affectSpecular=1;
  affectAtmospherics=1;
  diffuse_contribution=1;
  specular_contribution=1;
  atmospherics_contribution=1;
  scene_name=ListString(
    "VRayLight001",
    "scene/VRayLight001",
    "layer/0"
  );
  nsamples=1;
  shadows=1;
  shadowBias=0.02;
  cutoffThreshold=0.001;
  units=0;
  intensity=30;
  subdivs=8;
  invisible=0;
  occludeLights=0;
  storeWithIrradianceMap=0;
  affectReflections=1;
  noDecay=0;
  doubleSided=0;
  lightPortal=0;
  objectID=0;
  is_disc=0;
  u_size=95.44106;
  v_size=82.32208;
  directional=0;
  ignoreLightNormals=1;
  use_rect_tex=1;
  rect_tex=Map__1@tex_0;
  tex_resolution=512;
  tex_adaptive=1;
}

TexBitmap Map__1@tex_0 {
  alpha_from_intensity=0;
  color_mult=AColor(1, 1, 1, 1);
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=Map__1@tex_0_uvwgen;
  bitmap=bitmapBuffer_0_g;
}

BitmapBuffer bitmapBuffer_0_g {
  filter_type=5;
  filter_blur=1;
  color_space=3;
  rgb_color_space="raw";
  gamma=1;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="D:\Temp\IFL_test\running_seq_0001.ifl";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel Map__1@tex_0_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  uvw_channel=1;
}

CameraPhysical VRayCam001@node_4@camera {
  type=0;
  film_width=36;
  focal_length=42.85077;
  zoom_factor=1;
  distortion=0;
  distortion_type=0;
  f_number=8;
  lens_shift=0;
  shutter_speed=200;
  shutter_angle=180;
  shutter_offset=0;
  latency=0;
  ISO=100;
  specify_focus=0;
  focus_distance=200;
  targeted=1;
  target_distance=interpolate(
    (74, 227.6591),
    (75, 227.6591)
  );
  exposure=1;
  white_balance=Color(0.9991486, 0.9995058, 1);
  vignetting=0;
  blades_enable=0;
  blades_num=5;
  blades_rotation=0;
  center_bias=0;
  anisotropy=0;
  use_dof=0;
  use_moblur=0;
  subdivs=1;
  dont_affect_settings=1;
  lens_file="";
  specify_fov=0;
  fov=0.7853982;
  horizontal_shift=0;
  horizontal_offset=0;
  vertical_offset=0;
  bmpaperture_enable=0;
  optical_vignetting=0;
  rolling_shutter_mode=0;
  rolling_shutter_duration=200;
  exposure_value=13;
  scene_name="VRayCam001";
}

SettingsCamera VRayCam001@node_4@settingsCamera {
  type=0;
  height=90;
  dist=2;
  fov=0.7818829;
  auto_fit=1;
  curve=1;
  dont_affect_settings=1;
  auto_corrections_mode=1;
  auto_exposure=0;
  auto_white_balance=0;
  auto_exposure_compensation=0;
  scene_name="VRayCam001";
}

RenderView VRayCam001@node_4@renderView {
  transform=interpolate(
    (74, TransformHex("1AD5313FAE2638BF000000310FF52B3E980E263E3BED783F1D1033BF3FEB2CBF6D0C6F3E00000000000000C0FF3463C0000000A077EF64C0000000E026E85D40")),
    (75, TransformHex("1AD5313FAE2638BF000000310FF52B3E980E263E3BED783F1D1033BF3FEB2CBF6D0C6F3E00000000000000C0FF3463C0000000A077EF64C0000000E026E85D40"))
  );
  fov=0.7818829;
  focalDistance=200;
  clipping=0;
  clipping_near=0;
  clipping_far=1000;
  orthographic=0;
  ortho_adjust_to_scene=0;
  dont_affect_settings=1;
  use_scene_offset=1;
  scene_name="VRayCam001";
}

SettingsEnvironment renderEnvironment {
  bg_color=Color(0, 0, 0);
  bg_tex=AColor(0, 0, 0, 1);
  gi_color=Color(0, 0, 0);
  gi_tex=AColor(0, 0, 0, 1);
  reflect_color=Color(0, 0, 0);
  reflect_tex=AColor(0, 0, 0, 1);
  refract_color=Color(0, 0, 0);
  refract_tex=AColor(0, 0, 0, 1);
  secondary_matte_color=Color(0, 0, 0);
  secondary_matte_tex=AColor(0, 0, 0, 1);
  global_light_level=Color(1, 1, 1);
}

SettingsCamera settingsCamera {
  type=0;
  height=90;
  dist=2;
  fov=0.7818829;
  auto_fit=1;
  curve=1;
  auto_corrections_mode=1;
  auto_exposure=0;
  auto_white_balance=0;
  auto_exposure_compensation=0;
}

CameraPhysical __theSceneCamera__ {
  type=0;
  film_width=36;
  focal_length=42.85077;
  zoom_factor=1;
  distortion=0;
  distortion_type=0;
  f_number=8;
  lens_shift=0;
  shutter_speed=200;
  shutter_angle=180;
  shutter_offset=0;
  latency=0;
  ISO=100;
  specify_focus=0;
  focus_distance=200;
  targeted=1;
  target_distance=227.6591;
  exposure=1;
  white_balance=Color(0.9991486, 0.9995058, 1);
  vignetting=0;
  blades_enable=0;
  blades_num=5;
  blades_rotation=0;
  center_bias=0;
  anisotropy=0;
  use_dof=0;
  use_moblur=0;
  subdivs=1;
  lens_file="";
  specify_fov=0;
  fov=0.7853982;
  horizontal_shift=0;
  horizontal_offset=0;
  vertical_offset=0;
  bmpaperture_enable=0;
  optical_vignetting=0;
  rolling_shutter_mode=0;
  rolling_shutter_duration=200;
  exposure_value=13;
}

RenderView renderView {
  transform=TransformHex("1AD5313FAE2638BF000000310FF52B3E980E263E3BED783F1D1033BF3FEB2CBF6D0C6F3E00000000000000C0FF3463C0000000A077EF64C0000000E026E85D40");
  fov=0.7818829;
  focalDistance=200;
  clipping=0;
  clipping_near=0;
  clipping_far=1000;
  orthographic=0;
  ortho_adjust_to_scene=0;
  use_scene_offset=1;
}

SettingsUnitsInfo settingsUnits {
  meters_scale=0.01;
  photometric_scale=0.002094395;
  scene_upDir=Vector(0, 0, 1);
  seconds_scale=0.03333334;
  frames_scale=30;
  rgb_color_space=1;
}

SettingsColorMapping colorMapping {
  type=6;
  affect_background=1;
  dark_mult=1;
  bright_mult=1;
  gamma=2.2;
  subpixel_mapping=0;
  clamp_output=0;
  clamp_level=1;
  adaptation_only=2;
  linearWorkflow=0;
}

SettingsGI gi_settings {
  on=1;
  refract_caustics=1;
  reflect_caustics=1;
  saturation=1;
  contrast=1;
  contrast_base=0.5;
  primary_engine=2;
  primary_multiplier=1;
  secondary_engine=3;
  secondary_multiplier=1;
  ray_distance_on=0;
  ray_distance=100;
  ao_on=0;
  ao_amount=0.8;
  ao_radius=10;
  ao_subdivs=8;
}

SettingsOutput output_settings {
  img_width=1280;
  img_height=720;
  img_pixelAspect=1;
  img_clearMode=0;
  frames_per_second=1;
  frames=ListInt(    74);
}

SettingsOptions settingsOptions {
  geom_displacement=1;
  light_doLights=1;
  light_doDefaultLights=2;
  light_doHiddenLights=1;
  light_doShadows=1;
  light_onlyGI=0;
  gi_dontRenderImage=0;
  mtl_reflectionRefraction=1;
  mtl_limitDepth=0;
  mtl_maxDepth=5;
  mtl_doMaps=1;
  mtl_filterMaps=1;
  mtl_filterMapsForSecondaryRays=1;
  mtl_transpMaxLevels=50;
  mtl_transpCutoff=0.001;
  mtl_override_on=0;
  mtl_glossy=1;
  geom_backfaceCull=0;
  ray_bias=0;
  gi_texFilteringMultiplier=5;
  misc_abortOnMissingAsset=0;
  misc_transferAssets=1;
  misc_useCachedAssets=1;
  dr_assetsCacheLimitType=2;
  dr_assetsCacheLimitValue=100;
  dr_overwriteLocalCacheSettings=1;
  ray_max_intensity_on=1;
  ray_max_intensity=20;
  probabilistic_lights_on=2;
  num_probabilistic_lights=8;
  probabilistic_vol_on=1;
  probabilistic_vol_samples=20;
  probabilistic_vol_gi_samples=1;
  misc_consistentLightingElements=1;
}

SettingsCaustics settingsCaustics {
  on=0;
  max_photons=60;
  search_distance_units=1;
  search_distance=5;
  search_distance_pixels=4;
  max_density=0;
  multiplier=1;
  mode=0;
  file="";
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  show_calc_phase=0;
}

SettingsImageSampler settingsIS {
  type=3;
  min_shade_rate=6;
  fixed_subdivs=1;
  dmc_minSubdivs=1;
  dmc_maxSubdivs=24;
  dmc_threshold=0.01;
  subdivision_minRate=-1;
  subdivision_maxRate=2;
  subdivision_jitter=1;
  subdivision_threshold=0.1;
  subdivision_edges=0;
  subdivision_normals=0;
  subdivision_normals_threshold=0.05;
  progressive_minSubdivs=1;
  progressive_maxSubdivs=100;
  progressive_threshold=0.01;
  progressive_maxTime=0;
  progressive_bundleSize=128;
  progressive_showMask=0;
  progressive_progNoiseThreshold=80;
  progressive_effectsUpdate=10;
  render_mask_mode=0;
  render_mask_clear=0;
  progressive_autoswitch_effectsresult=1;
}

FilterLanczos aaFilter {
  size=2;
}

SettingsLightCache settingsLightCache {
  subdivs=1000;
  sample_size=0.01;
  filter_type=1;
  filter_samples=5;
  filter_size=0.02;
  prefilter=1;
  prefilter_samples=20;
  depth=100;
  show_calc_phase=1;
  store_direct_light=1;
  world_scale=0;
  mode=0;
  file="";
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  num_passes=64;
  use_for_glossy_rays=1;
  adaptive_sampling=0;
  premultiplied=1;
  multiple_views=0;
  retrace_enabled=1;
  retrace_threshold=2;
  retrace_leak_prevention=0.8;
  type=1;
}

SettingsIrradianceMap settingsIMAP {
  min_rate=-3;
  max_rate=0;
  subdivs=50;
  interp_samples=20;
  calc_interp_samples=10;
  interp_frames=2;
  color_threshold=0.3;
  normal_threshold=0.1;
  distance_threshold=0.1;
  detail_enhancement=0;
  detail_radius=60;
  detail_subdivs_mult=0.3;
  detail_scale=0;
  randomize_samples=1;
  interpolation_mode=1;
  lookup_mode=3;
  mode=0;
  dont_delete=1;
  file="";
  show_samples=0;
  show_calc_phase=1;
  show_direct_light=0;
  multiple_views=0;
  multipass=1;
  check_sample_visibility=0;
  auto_save=0;
  auto_save_file="";
}

SettingsDMCGI settingsDMCGI {
  subdivs=8;
  depth=3;
}

SettingsPhotonMap settingsPhotonMap {
  bounces=10;
  max_photons=30;
  prefilter=0;
  prefilter_samples=10;
  mode=0;
  file="";
  auto_search_distance=1;
  search_distance=20;
  convex_hull_estimate=0;
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  store_direct_light=1;
  multiplier=1;
  max_density=0;
  retrace_corners=0;
  retrace_bounces=10;
  show_calc_phase=0;
}

SettingsDMCSampler settingsDMCSampler {
  time_dependent=1;
  adaptive_amount=0.85;
  adaptive_threshold=0.005;
  adaptive_min_samples=16;
  subdivs_mult=1;
  random_seed=0;
  use_local_subdivs=0;
  use_blue_noise_optimization=1;
}

SettingsMotionBlur settingsMotionBlur {
  on=0;
  geom_samples=2;
  low_samples=1;
  duration=0.5;
  subdivs=1;
  bias=0;
  shutter_efficiency=1;
  interval_center=0;
  camera_motion_blur=0;
}

SettingsDefaultDisplacement settingsDefaultDisplacement {
  override_on=1;
  edgeLength=4;
  viewDependent=1;
  maxSubdivs=256;
  tightBounds=1;
  amount=1;
  relative=1;
}

SettingsRaycaster settingsRaycaster {
  maxLevels=80;
  minLeafSize=0;
  faceLevelCoef=1;
  dynMemLimit=0;
  optLevel=0;
  embreeUse=1;
  embreeUseMB=1;
  embreeHair=1;
  embreeLowMemory=0;
}

SettingsTextureCache settingsTextureCache {
  cache_size=4000;
}

SettingsRegionsGenerator settingsRegionsGenerator {
  xc=48;
  yc=48;
  xymeans=0;
  seqtype=4;
  reverse=0;
}

SettingsVFB settingsVFB {
  version=3;
  bloom_weight=0.4;
  bloom_mask_intensity=1;
  glare_on=0;
  glare_weight=1;
  glare_size=30;
  glare_type=1;
  glare_mode=2;
  glare_image_path="";
  glare_obstacle_image_path="";
  glare_diffraction_on=0;
  glare_use_obstacle_image=0;
  glare_cam_blades_on=1;
  glare_cam_num_blades=6;
  glare_cam_rotation=15;
  glare_cam_fnumber=0.2;
  glare_mask_intensity=1;
  interactive=1;
  hardware_accelerated=1;
  display_srgb=1;
  filter_rotation=0;
  use_occlusion=0;
  occlusion_symmetric=1;
  occlusion_percent=20;
  occlusion_rotation=0;
  occlusion_arc=100;
  use_grating=0;
  grating_length=10;
  grating_slope=0;
  grating_strength=1;
  grating_density=50;
  grating_zoom=5;
  use_scratch=0;
  scr_pattern=0;
  scr_symmetric=1;
  scr_multiglare_count=1;
  scr_seed=0;
  scr_density=50;
  scr_strength=1;
  scr_slope_variance=0;
  scr_width_variance=0;
  scr_length=50;
  scr_zoom=2;
  scr_rotation=0;
  use_dust=0;
  dust_pattern=0;
  dust_radius_variance=0;
  dust_strength=1;
  dust_density=50;
  dust_zoom=2;
  dust_rotation=0;
  dust_jitter=0;
  obst_image_zoom=1;
  obst_image_rotation=0;
  obst_image_strength=1;
  enable_vfb2=1;
  vfb2_layers='{"Version":1,"class":"root","properties":{"version":1,"name":"","enable":true,"expand":false,"expandable":true},"sub-layers":[{"class":"chaos.displayCorrection","properties":{"version":1,"name":"Display Correction","enable":true,"expand":true,"expandable":true,"profile":1,"exposure":0.0,"save_rgb_primitives":false,"icc_file":"","icc_profile_data":null,"icc_rendintent":0,"blkptconv":false,"ocio_file":"","ocio_colorspace":0,"ocio_displaydevice":0,"ocio_viewtransform":0,"ocio_saveinimage":false},"sub-layers":[{"class":"chaos.ref.sourcefolder","properties":{"version":1,"name":"Source: RGB","enable":true,"expand":false,"expandable":false,"blend_mode":0,"opacity":1.0,"show_preview":true,"src_type":0},"sub-layers":[{"class":"chaos.ref.lightmix","properties":{"version":1,"name":"LightMix","enable":false,"expand":false,"expandable":true},"sub-layers":[]},{"class":"chaos.ref.composite","properties":{"version":1,"name":"Composite","enable":false,"expand":false,"expandable":true,"blend_mode":0,"opacity":1.0,"show_preview":true},"sub-layers":[]}]},{"class":"chaos.pe.denoiser","properties":{"version":1,"name":"Denoiser: unavailable","enable":false,"expand":false,"expandable":true,"blend_mode":0,"opacity":1.0,"active":false,"preset":2,"strength":1.0,"radius":10.0,"hwAccelerate":false,"denoiser_mode":0},"sub-layers":[]},{"class":"chaos.pe.sharpen.blur","properties":{"version":1,"name":"Sharpen/Blur","enable":false,"expand":false,"expandable":true,"blend_mode":0,"opacity":1.0,"sharpen_blur_compute":false,"sharpen_amount":1.0,"sharpen_radius":0.5,"blur_radius":1.330000042915},"sub-layers":[]},{"class":"chaos.pe.lensfx","properties":{"version":1,"name":"Lens Effects","enable":false,"expand":false,"expandable":true,"blend_mode":2,"opacity":1.0,"glare_on":false,"glare_size":30.0,"glare_weight":1.0,"bloom_weight":0.40000000596,"glare_threshold":1.0,"filter_rotation":0.0,"saturation":1.0,"hardware_accelerated":true,"cold_warm":false,"interactive":true,"save_glare":true,"bake_glare_weight":false,"create_effects_result_channel":false,"enable_blades":true,"sides":6,"blades_rotation":15.0,"streak_blur":0.20000000298,"use_grating":false,"grating_density":50.0,"grating_length":10.0,"grating_zoom":5.0,"grating_slope":0.0,"grating_strength":1.0,"use_occlusion":false,"occlusion_symmetric":true,"occlusion_percent":20.0,"occlusion_rotation":0.0,"occlusion_arc":100.0,"use_scratch":false,"scr_symmetric":true,"scr_pattern":0,"scr_multiglare_count":1,"scr_density":50.0,"scr_length":50.0,"scr_slope_variance":0.0,"scr_width_variance":0.0,"scr_seed":0,"scr_zoom":2.0,"scr_rotation":0.0,"scr_strength":1.0,"use_dust":false,"dust_pattern":0,"dust_density":50.0,"dust_radius_variance":0.0,"dust_jitter":0.0,"dust_zoom":2.0,"dust_rotation":0.0,"dust_strength":1.0,"glare_use_obstacle_image":false,"glare_obstacle_image_path":"","obst_image_zoom":1.0,"obst_image_rotation":0.0,"obst_image_strength":1.0,"use_filter_image":false,"glare_image_path":"","camera_type":7,"stereo_mode":0},"sub-layers":[]}]},{"class":"chaos.overlay.stamp","properties":{"version":1,"name":"Stamp","enable":false,"expand":false,"expandable":true,"stamp_horiz_align":1,"stamp_vert_align":32,"stamp_color":[1.0,1.0,1.0],"stamp_font":{"version":1,"point_size":7,"family":0,"style":0,"weight":0,"face":"Trebuchet MS"},"stamp_string":{"version":1,"raw_string":"V-Ray %vrayversion | file: %filename | frame: %frame | primitives: %primitives | render time: %rendertime","final_string":"V-Ray 6.00.08 | file:  | frame: 00000 | primitives: 0 | render time:  0h  2m 44.9s"}},"sub-layers":[]}]}';
}


## main.cpp
#define VRAY_RUNTIME_LOAD_PRIMARY

#include "vraysdk.hpp"
#include "vrayplugins.hpp"

#include "utils.h"

using namespace VRay;
using namespace VRay::Plugins;
using namespace std;

int main() {
    VRayInit init(NULL, true);
    VRayRenderer renderer;
    changeCurrentDir("D:\\");
    renderer.load("ifl_test.vrscene");
    renderer.setKeepInteractiveRunning(true);
    renderer.setAutoCommit(false);
    //We are trying to get this to work with vantage, but I guess the behaviour should be the same in the vray ipr.
    bool connect_to_vantage = true;
    if (connect_to_vantage) {
        renderer.vfb.show(false);
        renderer.setDREnabled(true);
        renderer.setInProcess(false);
        renderer.addHosts("127.0.0.1:20701");
    }else{
        renderer.vfb.show(true);
    }
    renderer.setImageSize(1920, 1080);

    VRay::Plugins::SettingsCurrentFrame settings_current_frame = renderer.getInstanceOrCreate<VRay::Plugins::SettingsCurrentFrame>();
    settings_current_frame.set_current_frame(1);

    renderer.startSync();
    float t = 0.f;
    while(1){
        int frame = t * 25.f;
        //Here is where I want to set the current frame so that the IFL sequence plays

        //I can get the sequence to play by doing this. Is this the correct way of advancing the frame?
        Plugins::BitmapBuffer bitmapbuffer = renderer.getPlugin<Plugins::BitmapBuffer>("bitmapBuffer_0_g");
        if (bitmapbuffer.get_frame_number() != frame) {
            //I need both of these calls to get the sequence to play..
            settings_current_frame.set_current_frame(frame);
            bitmapbuffer.set_frame_number(frame);
            renderer.commit();
        }

        //Quick hack to get approximately 30 fps
        int ms = 1000/30;
        Sleep(ms);
        t += (float)ms/1000.f;
    }
	return 0;
}
	#define VRAY_RUNTIME_LOAD_PRIMARY

	#include "vraysdk.hpp"
	#include "vrayplugins.hpp"

	#include "utils.h"

	using namespace VRay;
	using namespace VRay::Plugins;
	using namespace std;

	int main() {
	VRayInit init(NULL, true);
	VRayRenderer renderer;
	changeCurrentDir("D:\\");
	renderer.load("ifl_test.vrscene");
	renderer.setKeepInteractiveRunning(true);
	renderer.setAutoCommit(false);
	//We are trying to get this to work with vantage, but I guess the behaviour should be the same in the vray ipr.
	bool connect_to_vantage = true;
	if (connect_to_vantage) {
	renderer.vfb.show(false);
	renderer.setDREnabled(true);
	renderer.setInProcess(false);
	renderer.addHosts("127.0.0.1:20701");
	}else{
	renderer.vfb.show(true);
	}
	renderer.setImageSize(1920, 1080);

	VRay::Plugins::SettingsCurrentFrame settings_current_frame = renderer.getInstanceOrCreate<VRay::Plugins::SettingsCurrentFrame>();
	settings_current_frame.set_current_frame(1);

	renderer.startSync();
	float t = 0.f;
	while(1){
	int frame = t * 25.f;
	//Here is where I want to set the current frame so that the IFL sequence plays

	//I can get the sequence to play by doing this. Is this the correct way of advancing the frame?
	Plugins::BitmapBuffer bitmapbuffer = renderer.getPlugin<Plugins::BitmapBuffer>("bitmapBuffer_0_g");
	if (bitmapbuffer.get_frame_number() != frame) {
	//I need both of these calls to get the sequence to play..
	settings_current_frame.set_current_frame(frame);
	bitmapbuffer.set_frame_number(frame);
	renderer.commit();
	}

	//Quick hack to get approximately 30 fps
	int ms = 1000/30;
	Sleep(ms);
	t += (float)ms/1000.f;
	}
	return 0;
	}