纸张 C02 8cm.vrmat 120 KB

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  882. <r>0.207843</r>
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  884. <b>0.207843</b>
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  1553. <parameter handler="default" label="bind_texture_mode" name="bind_texture_mode" listType="none" type="integer" isUserData="1">
  1554. <value>0</value>
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  1556. <parameter handler="default" label="allow_negative_colors" name="allow_negative_colors" listType="none" type="bool">
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  1559. <parameter handler="default" label="bind_color_on" name="bind_color_on" listType="none" type="bool" isUserData="1">
  1560. <value>1</value>
  1561. </parameter>
  1562. <parameter handler="default" label="bind_texture_on" name="bind_texture_on" listType="none" type="bool" isUserData="1">
  1563. <value>1</value>
  1564. </parameter>
  1565. <parameter handler="default" label="viewport_texture" name="viewport_texture" listType="none" type="plugin" isUserData="1">
  1566. <value/>
  1567. </parameter>
  1568. <parameter handler="default" label="bind_opacity_on" name="bind_opacity_on" listType="none" type="bool" isUserData="1">
  1569. <value>1</value>
  1570. </parameter>
  1571. <parameter handler="default" label="double_sided" name="double_sided" listType="none" type="integer">
  1572. <value>1</value>
  1573. </parameter>
  1574. <parameter handler="default" label="bump" name="bump" listType="none" type="plugin" isUserData="1">
  1575. <value/>
  1576. </parameter>
  1577. <parameter handler="default" label="filter" name="filter" listType="none" type="color">
  1578. <value>
  1579. <r>1</r>
  1580. <g>1</g>
  1581. <b>1</b>
  1582. </value>
  1583. </parameter>
  1584. <parameter handler="default" label="channels" name="channels" listType="plugin" type="list">
  1585. <value>
  1586. <list/>
  1587. </value>
  1588. </parameter>
  1589. <parameter handler="default" label="displacement" name="displacement" listType="none" type="plugin" isUserData="1">
  1590. <value/>
  1591. </parameter>
  1592. <parameter handler="default" label="materialID" name="materialID" listType="none" type="plugin" isUserData="1">
  1593. <value/>
  1594. </parameter>
  1595. <parameter handler="default" label="renderStats" name="renderStats" listType="none" type="plugin" isUserData="1">
  1596. <value/>
  1597. </parameter>
  1598. <parameter handler="default" label="swatch_type" name="swatch_type" listType="none" type="string" isUserData="1">
  1599. <value>sphere</value>
  1600. </parameter>
  1601. </parameters>
  1602. </vrayplugin>
  1603. </plugin>
  1604. </Asset>
  1605. <Asset renderer="vray" url="/纸张 C02 8cm 淘宝-草图大叔/Paper_C02_8cm_mtl_brdf_0/Paper_C02_refl_tex_1_uvwgen_rand/Paper_C02_refl_tex_1_uvwgen" type="uvw" layout="">
  1606. <plugin>
  1607. <vrayplugin name="UVWGenChannel" type="uvw" version="20">
  1608. <parameters>
  1609. <parameter handler="default" label="uvw_transform" name="uvw_transform" listType="none" type="transform">
  1610. <value>
  1611. <vector>
  1612. <x>1</x>
  1613. <y>0</y>
  1614. <z>0</z>
  1615. </vector>
  1616. <vector>
  1617. <x>0</x>
  1618. <y>1</y>
  1619. <z>0</z>
  1620. </vector>
  1621. <vector>
  1622. <x>0</x>
  1623. <y>0</y>
  1624. <z>1</z>
  1625. </vector>
  1626. <vector>
  1627. <x>0</x>
  1628. <y>0</y>
  1629. <z>0</z>
  1630. </vector>
  1631. </value>
  1632. </parameter>
  1633. <parameter handler="default" label="uvw_channel" name="uvw_channel" listType="none" type="integer">
  1634. <value>1</value>
  1635. </parameter>
  1636. <parameter handler="default" label="lock_repeat" name="lock_repeat" listType="none" type="bool" isUserData="1">
  1637. <value>0</value>
  1638. </parameter>
  1639. <parameter handler="default" label="nsamples" name="nsamples" listType="none" type="integer">
  1640. <value>0</value>
  1641. </parameter>
  1642. <parameter handler="default" label="crop_u" name="crop_u" listType="none" type="integer">
  1643. <value>0</value>
  1644. </parameter>
  1645. <parameter handler="default" label="wrap_v" name="wrap_v" listType="none" type="integer">
  1646. <value>0</value>
  1647. </parameter>
  1648. <parameter handler="default" label="crop_w" name="crop_w" listType="none" type="integer">
  1649. <value>0</value>
  1650. </parameter>
  1651. <parameter handler="default" label="wrap_u" name="wrap_u" listType="none" type="integer">
  1652. <value>0</value>
  1653. </parameter>
  1654. <parameter handler="default" label="coverage" name="coverage" listType="none" type="vector">
  1655. <value>
  1656. <x>1</x>
  1657. <y>1</y>
  1658. <z>1</z>
  1659. </value>
  1660. </parameter>
  1661. <parameter handler="default" label="crop_v" name="crop_v" listType="none" type="integer">
  1662. <value>0</value>
  1663. </parameter>
  1664. <parameter handler="default" label="duvw_scale" name="duvw_scale" listType="none" type="float">
  1665. <value>1</value>
  1666. </parameter>
  1667. <parameter handler="default" label="rotation" name="rotation" listType="none" type="float" isUserData="1">
  1668. <value>0</value>
  1669. </parameter>
  1670. <parameter handler="default" label="tex_transform" name="tex_transform" listType="none" type="transform">
  1671. <value>
  1672. <vector>
  1673. <x>1</x>
  1674. <y>0</y>
  1675. <z>0</z>
  1676. </vector>
  1677. <vector>
  1678. <x>0</x>
  1679. <y>1</y>
  1680. <z>0</z>
  1681. </vector>
  1682. <vector>
  1683. <x>0</x>
  1684. <y>0</y>
  1685. <z>1</z>
  1686. </vector>
  1687. <vector>
  1688. <x>0</x>
  1689. <y>0</y>
  1690. <z>0</z>
  1691. </vector>
  1692. </value>
  1693. </parameter>
  1694. <parameter handler="default" label="use_double_sided_mode" name="use_double_sided_mode" listType="none" type="bool">
  1695. <value>0</value>
  1696. </parameter>
  1697. <parameter handler="default" label="uvw_transform_tex" name="uvw_transform_tex" listType="none" type="plugin">
  1698. <value/>
  1699. </parameter>
  1700. <parameter handler="default" label="uvwgen" name="uvwgen" listType="none" type="plugin">
  1701. <value/>
  1702. </parameter>
  1703. <parameter handler="default" label="wrap_mode" name="wrap_mode" listType="none" type="integer">
  1704. <value>1</value>
  1705. </parameter>
  1706. <parameter handler="default" label="wrap_w" name="wrap_w" listType="none" type="integer">
  1707. <value>0</value>
  1708. </parameter>
  1709. </parameters>
  1710. </vrayplugin>
  1711. </plugin>
  1712. 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</preview>
  1713. </Asset>
  1714. </vrmat>